diff --git a/.DS_Store b/.DS_Store
index fbe9a26c..afd2f694 100644
Binary files a/.DS_Store and b/.DS_Store differ
diff --git a/.gitpod.yml b/.gitpod.yml
deleted file mode 100644
index d634e4ab..00000000
--- a/.gitpod.yml
+++ /dev/null
@@ -1,11 +0,0 @@
-# This configuration file was automatically generated by Gitpod.
-# Please adjust to your needs (see https://www.gitpod.io/docs/introduction/learn-gitpod/gitpod-yaml)
-# and commit this file to your remote git repository to share the goodness with others.
-
-# Learn more from ready-to-use templates: https://www.gitpod.io/docs/introduction/getting-started/quickstart
-
-tasks:
-  - init: npm install && npm run build && make
-    command: npm run start
-
-
diff --git a/Automating sectors.ipynb b/Automating sectors.ipynb
new file mode 100644
index 00000000..cb3574ee
--- /dev/null
+++ b/Automating sectors.ipynb	
@@ -0,0 +1 @@
+{"cells":[{"cell_type":"code","execution_count":2,"metadata":{"cell_id":"d6f61ae7402f4f75a12623b97c56b52d","deepnote_app_is_output_hidden":true,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":19210,"execution_start":1722659117997,"is_output_hidden":true,"source_hash":null},"outputs":[{"name":"stdout","output_type":"stream","text":["Requirement already satisfied: lightkurve in ./.venv/lib/python3.12/site-packages (2.4.2)\n","Requirement already satisfied: astropy>=5.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (6.1.2)\n","Requirement already satisfied: astroquery>=0.3.10 in ./.venv/lib/python3.12/site-packages (from lightkurve) (0.4.7)\n","Requirement already satisfied: beautifulsoup4>=4.6.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (4.12.3)\n","Requirement already satisfied: bokeh>=2.0.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (3.5.1)\n","Requirement already satisfied: fbpca>=1.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (1.0)\n","Requirement already satisfied: matplotlib>=3.1 in ./.venv/lib/python3.12/site-packages (from lightkurve) (3.9.0)\n","Requirement already satisfied: memoization>=0.3.1 in ./.venv/lib/python3.12/site-packages (from lightkurve) (0.4.0)\n","Requirement already satisfied: numpy>=1.18 in ./.venv/lib/python3.12/site-packages (from lightkurve) (2.0.1)\n","Requirement already satisfied: oktopus>=0.1.2 in ./.venv/lib/python3.12/site-packages (from lightkurve) (0.1.2)\n","Requirement already satisfied: pandas>=1.1.4 in ./.venv/lib/python3.12/site-packages (from lightkurve) (2.2.2)\n","Requirement already satisfied: patsy>=0.5.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (0.5.6)\n","Requirement already satisfied: requests>=2.22.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (2.32.3)\n","Requirement already satisfied: scikit-learn>=0.24.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (1.5.1)\n","Requirement already satisfied: tqdm>=4.25.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (4.66.5)\n","Requirement already satisfied: uncertainties>=3.1.4 in ./.venv/lib/python3.12/site-packages (from lightkurve) (3.2.2)\n","Requirement already satisfied: urllib3>=1.23 in ./.venv/lib/python3.12/site-packages (from lightkurve) (2.2.2)\n","Requirement already satisfied: pyerfa>=2.0.1.1 in ./.venv/lib/python3.12/site-packages (from astropy>=5.0->lightkurve) (2.0.1.4)\n","Requirement already satisfied: astropy-iers-data>=0.2024.7.1.0.34.3 in ./.venv/lib/python3.12/site-packages (from astropy>=5.0->lightkurve) (0.2024.8.5.0.32.23)\n","Requirement already satisfied: PyYAML>=3.13 in ./.venv/lib/python3.12/site-packages (from astropy>=5.0->lightkurve) (6.0.1)\n","Requirement already satisfied: packaging>=19.0 in ./.venv/lib/python3.12/site-packages (from astropy>=5.0->lightkurve) (24.1)\n","Requirement already satisfied: html5lib>=0.999 in ./.venv/lib/python3.12/site-packages (from astroquery>=0.3.10->lightkurve) (1.1)\n","Requirement already satisfied: keyring>=15.0 in ./.venv/lib/python3.12/site-packages (from astroquery>=0.3.10->lightkurve) (25.3.0)\n","Requirement already satisfied: pyvo>=1.1 in ./.venv/lib/python3.12/site-packages (from astroquery>=0.3.10->lightkurve) (1.5.2)\n","Requirement already satisfied: soupsieve>1.2 in ./.venv/lib/python3.12/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.5)\n","Requirement already satisfied: Jinja2>=2.9 in ./.venv/lib/python3.12/site-packages (from bokeh>=2.0.0->lightkurve) (3.1.4)\n","Requirement already satisfied: contourpy>=1.2 in ./.venv/lib/python3.12/site-packages (from bokeh>=2.0.0->lightkurve) (1.2.1)\n","Requirement already satisfied: pillow>=7.1.0 in ./.venv/lib/python3.12/site-packages (from bokeh>=2.0.0->lightkurve) (10.4.0)\n","Requirement already satisfied: tornado>=6.2 in ./.venv/lib/python3.12/site-packages (from bokeh>=2.0.0->lightkurve) (6.4.1)\n","Requirement already satisfied: xyzservices>=2021.09.1 in ./.venv/lib/python3.12/site-packages (from bokeh>=2.0.0->lightkurve) (2024.6.0)\n","Requirement already satisfied: cycler>=0.10 in ./.venv/lib/python3.12/site-packages (from matplotlib>=3.1->lightkurve) (0.12.1)\n","Requirement already satisfied: fonttools>=4.22.0 in ./.venv/lib/python3.12/site-packages (from matplotlib>=3.1->lightkurve) (4.53.1)\n","Requirement already satisfied: kiwisolver>=1.3.1 in ./.venv/lib/python3.12/site-packages (from matplotlib>=3.1->lightkurve) (1.4.5)\n","Requirement already satisfied: pyparsing>=2.3.1 in ./.venv/lib/python3.12/site-packages (from matplotlib>=3.1->lightkurve) (3.1.2)\n","Requirement already satisfied: python-dateutil>=2.7 in ./.venv/lib/python3.12/site-packages (from matplotlib>=3.1->lightkurve) (2.9.0.post0)\n","Requirement already satisfied: scipy in ./.venv/lib/python3.12/site-packages (from oktopus>=0.1.2->lightkurve) (1.14.0)\n","Requirement already satisfied: autograd in ./.venv/lib/python3.12/site-packages (from oktopus>=0.1.2->lightkurve) (1.6.2)\n","Requirement already satisfied: pytz>=2020.1 in ./.venv/lib/python3.12/site-packages (from pandas>=1.1.4->lightkurve) (2024.1)\n","Requirement already satisfied: tzdata>=2022.7 in ./.venv/lib/python3.12/site-packages (from pandas>=1.1.4->lightkurve) (2024.1)\n","Requirement already satisfied: six in ./.venv/lib/python3.12/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\n","Requirement already satisfied: charset-normalizer<4,>=2 in ./.venv/lib/python3.12/site-packages (from requests>=2.22.0->lightkurve) (3.3.2)\n","Requirement already satisfied: idna<4,>=2.5 in ./.venv/lib/python3.12/site-packages (from requests>=2.22.0->lightkurve) (3.7)\n","Requirement already satisfied: certifi>=2017.4.17 in ./.venv/lib/python3.12/site-packages (from requests>=2.22.0->lightkurve) (2024.7.4)\n","Requirement already satisfied: joblib>=1.2.0 in ./.venv/lib/python3.12/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.4.2)\n","Requirement already satisfied: threadpoolctl>=3.1.0 in ./.venv/lib/python3.12/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.5.0)\n","Requirement already satisfied: webencodings in ./.venv/lib/python3.12/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\n","Requirement already satisfied: MarkupSafe>=2.0 in ./.venv/lib/python3.12/site-packages (from Jinja2>=2.9->bokeh>=2.0.0->lightkurve) (2.1.5)\n","Requirement already satisfied: jaraco.classes in ./.venv/lib/python3.12/site-packages (from keyring>=15.0->astroquery>=0.3.10->lightkurve) (3.4.0)\n","Requirement already satisfied: jaraco.functools in ./.venv/lib/python3.12/site-packages (from keyring>=15.0->astroquery>=0.3.10->lightkurve) (4.0.2)\n","Requirement already satisfied: jaraco.context in ./.venv/lib/python3.12/site-packages (from keyring>=15.0->astroquery>=0.3.10->lightkurve) (5.3.0)\n","Requirement already satisfied: future>=0.15.2 in ./.venv/lib/python3.12/site-packages (from autograd->oktopus>=0.1.2->lightkurve) (1.0.0)\n","Requirement already satisfied: more-itertools in ./.venv/lib/python3.12/site-packages (from jaraco.classes->keyring>=15.0->astroquery>=0.3.10->lightkurve) (10.3.0)\n","\n","\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m24.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m24.2\u001b[0m\n","\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n","Note: you may need to restart the kernel to use updated packages.\n"]}],"source":["%matplotlib inline\n","%pip install lightkurve"]},{"cell_type":"code","execution_count":3,"metadata":{"cell_id":"ed542f91af504a5ea98a4a8e0944a87e","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":1559,"execution_start":1722659137221,"source_hash":null},"outputs":[{"ename":"AttributeError","evalue":"module 'numpy' has no attribute 'msort'","output_type":"error","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)","Cell \u001b[0;32mIn[3], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mlightkurve\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mlk\u001b[39;00m\n\u001b[1;32m      2\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mmatplotlib\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpyplot\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mplt\u001b[39;00m\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/__init__.py:109\u001b[0m\n\u001b[1;32m    107\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurve\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m    108\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurvefile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[0;32m--> 109\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcorrectors\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m    110\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtargetpixelfile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m    111\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/correctors/__init__.py:19\u001b[0m\n\u001b[1;32m     17\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpldcorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m     18\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01msffcorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[0;32m---> 19\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcbvcorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m     20\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mregressioncorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/correctors/cbvcorrector.py:30\u001b[0m\n\u001b[1;32m     28\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurve\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurve\n\u001b[1;32m     29\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m channel_to_module_output, validate_method, LightkurveDeprecationWarning\n\u001b[0;32m---> 30\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01msearch\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m search_lightcurve\n\u001b[1;32m     31\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mregressioncorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m RegressionCorrector\n\u001b[1;32m     32\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcollections\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurveCollection\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/search.py:21\u001b[0m\n\u001b[1;32m     18\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mrequests\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m HTTPError\n\u001b[1;32m     20\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m PACKAGEDIR, conf, config\n\u001b[0;32m---> 21\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcollections\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurveCollection, TargetPixelFileCollection\n\u001b[1;32m     22\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mio\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m read\n\u001b[1;32m     23\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtargetpixelfile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m TargetPixelFile\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/collections.py:12\u001b[0m\n\u001b[1;32m      9\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mastropy\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdecorators\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m deprecated\n\u001b[1;32m     11\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m MPLSTYLE\n\u001b[0;32m---> 12\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtargetpixelfile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m TargetPixelFile\n\u001b[1;32m     13\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightkurveWarning, LightkurveDeprecationWarning\n\u001b[1;32m     16\u001b[0m __all__ \u001b[38;5;241m=\u001b[39m [\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mLightCurveCollection\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mTargetPixelFileCollection\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/targetpixelfile.py:36\u001b[0m\n\u001b[1;32m     34\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m PACKAGEDIR, MPLSTYLE\n\u001b[1;32m     35\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurve\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurve, KeplerLightCurve, TessLightCurve\n\u001b[0;32m---> 36\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprf\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m KeplerPRF\n\u001b[1;32m     37\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m (\n\u001b[1;32m     38\u001b[0m     KeplerQualityFlags,\n\u001b[1;32m     39\u001b[0m     TessQualityFlags,\n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m     46\u001b[0m     finalize_notebook_url\n\u001b[1;32m     47\u001b[0m )\n\u001b[1;32m     48\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mio\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m detect_filetype\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/prf/__init__.py:2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprfmodel\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[0;32m----> 2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtpfmodel\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/prf/tpfmodel.py:48\u001b[0m\n\u001b[1;32m     45\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtqdm\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m tqdm\n\u001b[1;32m     46\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mwarnings\u001b[39;00m\n\u001b[0;32m---> 48\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01moktopus\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m Prior, GaussianPrior, UniformPrior, PoissonPosterior\n\u001b[1;32m     50\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprfmodel\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m KeplerPRF\n\u001b[1;32m     51\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m plot_image\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/oktopus/__init__.py:3\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mos\u001b[39;00m\n\u001b[1;32m      2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mversion\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m __version__\n\u001b[0;32m----> 3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mloss\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m      4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprior\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m      5\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlikelihood\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/oktopus/loss.py:2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mabc\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m abstractmethod\n\u001b[0;32m----> 2\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mnumpy\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mnp\u001b[39;00m\n\u001b[1;32m      3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m jacobian\n\u001b[1;32m      4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mscipy\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01moptimize\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m minimize, differential_evolution, basinhopping\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/__init__.py:2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m__future__\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m absolute_import\n\u001b[0;32m----> 2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdifferential_operators\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m (\n\u001b[1;32m      3\u001b[0m     make_vjp, grad, multigrad_dict, elementwise_grad, value_and_grad,\n\u001b[1;32m      4\u001b[0m     grad_and_aux, hessian_tensor_product, hessian_vector_product, hessian,\n\u001b[1;32m      5\u001b[0m     jacobian, tensor_jacobian_product, vector_jacobian_product, grad_named,\n\u001b[1;32m      6\u001b[0m     checkpoint, make_hvp, make_jvp, make_ggnvp, deriv, holomorphic_grad)\n\u001b[1;32m      7\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mbuiltins\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m, \u001b[38;5;28mtype\u001b[39m, \u001b[38;5;28mtuple\u001b[39m, \u001b[38;5;28mlist\u001b[39m, \u001b[38;5;28mdict\u001b[39m\n\u001b[1;32m      8\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcore\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m primitive_with_deprecation_warnings \u001b[38;5;28;01mas\u001b[39;00m primitive\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/differential_operators.py:16\u001b[0m\n\u001b[1;32m     13\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcore\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m make_vjp \u001b[38;5;28;01mas\u001b[39;00m _make_vjp, make_jvp \u001b[38;5;28;01mas\u001b[39;00m _make_jvp\n\u001b[1;32m     14\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mextend\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m primitive, defvjp_argnum, vspace\n\u001b[0;32m---> 16\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mnumpy\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mnp\u001b[39;00m\n\u001b[1;32m     18\u001b[0m make_vjp \u001b[38;5;241m=\u001b[39m unary_to_nary(_make_vjp)\n\u001b[1;32m     19\u001b[0m make_jvp \u001b[38;5;241m=\u001b[39m unary_to_nary(_make_jvp)\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/numpy/__init__.py:5\u001b[0m\n\u001b[1;32m      3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_boxes\n\u001b[1;32m      4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_vspaces\n\u001b[0;32m----> 5\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_vjps\n\u001b[1;32m      6\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_jvps\n\u001b[1;32m      7\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m linalg\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/numpy/numpy_vjps.py:563\u001b[0m\n\u001b[1;32m    561\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;01mlambda\u001b[39;00m g: unpermuter(g, sort_perm)\n\u001b[1;32m    562\u001b[0m defvjp(anp\u001b[38;5;241m.\u001b[39msort, grad_sort)\n\u001b[0;32m--> 563\u001b[0m defvjp(\u001b[43manp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmsort\u001b[49m, grad_sort)  \u001b[38;5;66;03m# Until multi-D is allowed, these are the same.\u001b[39;00m\n\u001b[1;32m    565\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mgrad_partition\u001b[39m(ans, x, kth, axis\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m, kind\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mintroselect\u001b[39m\u001b[38;5;124m'\u001b[39m, order\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m):\n\u001b[1;32m    566\u001b[0m     \u001b[38;5;66;03m#TODO: Cast input with np.asanyarray()\u001b[39;00m\n\u001b[1;32m    567\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(x\u001b[38;5;241m.\u001b[39mshape) \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m1\u001b[39m:\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/tracer.py:48\u001b[0m, in \u001b[0;36mprimitive.<locals>.f_wrapped\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m     46\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m new_box(ans, trace, node)\n\u001b[1;32m     47\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m---> 48\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mf_raw\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/numpy/__init__.py:410\u001b[0m, in \u001b[0;36m__getattr__\u001b[0;34m(attr)\u001b[0m\n\u001b[1;32m    407\u001b[0m     \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mnumpy\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mchar\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mchar\u001b[39;00m\n\u001b[1;32m    408\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m char\u001b[38;5;241m.\u001b[39mchararray\n\u001b[0;32m--> 410\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mAttributeError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmodule \u001b[39m\u001b[38;5;132;01m{!r}\u001b[39;00m\u001b[38;5;124m has no attribute \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    411\u001b[0m                      \u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m{!r}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;241m.\u001b[39mformat(\u001b[38;5;18m__name__\u001b[39m, attr))\n","\u001b[0;31mAttributeError\u001b[0m: module 'numpy' has no attribute 'msort'"]}],"source":["import lightkurve as lk\n","import matplotlib.pyplot as plt"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"761d849c2fe54eaba5823561cd1c30ad","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":203,"execution_start":1722659138796,"source_hash":null},"outputs":[],"source":["%matplotlib inline"]},{"cell_type":"markdown","metadata":{"cell_id":"c442c069edba417487871c6be5866acb","deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Kepler-22"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"f246ce495ee9415eaca35a8a7ec325e4","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":34027,"execution_start":1722659138797,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":4,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAvgAAAF4CAYAAAAheo2mAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy89olMNAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOy9e3yU5Zn//5lJZiaZZHKcnA8mQICIIUEEFTZUEVcpxVasuLrV1urr25WyXWu7X/st/vrtiX6X2nXtltLTtir1sA2arNWi1AhIKmhCJAckkAQmyeQ8M5lJ5nz+/fHkvvM8zzwzmRzIifv9evmKJM888xzv+7qv63NdlywYDAbBYDAYDAaDwWAwlgTy+T4ABoPBYDAYDAaDMXswA5/BYDAYDAaDwVhCMAOfwWAwGAwGg8FYQjADn8FgMBgMBoPBWEIwA5/BYDAYDAaDwVhCMAOfwWAwGAwGg8FYQjADn8FgMBgMBoPBWEIwA5/BYDAYDAaDwVhCxM73AVxLBAIBjIyMID4+HjKZbL4Ph8FgMBgMBoOxCAgGg3A6nUhLS4NcPrl/nhn4c8jIyAgeffTR+T4MBoPBYDAYDMYi5IUXXoBWq510O2bgzyHx8fEAuJujVqvn+WgYDAaDwWAwGIsBh8OBRx99lNqSk8EM/DmEyHLUajUz8BkMBoPBYDAYUyJaiTdLsmUwGAwGg8FgMJYQzMBnMBgMBoPBYDCWEMzAZzAYDAaDwWAwlhBMgz8PPPXUUyEljnbs2IEdO3bM0xExGAwGg7H0cTgcMJvNCAQC830oDAZFLpcjNTV1VvMzmYE/Dzz33HMsyZbBYDAYjDkiEAjgyJEj+Oijj+b7UBiMsNxyyy24//77o6pzPxnMwGcwGAwGg7GkIcb9zp07sWzZMsTExMz3ITEYFL/fjytXruCtt94CADzwwAMz3icz8BkMBoPBYCxZHA4HNe63bt0634fDYEhSVFQEAHjrrbewc+fOGSs9WJItg8FgMBiMJYvZbAYALFu2bJ6PhMGIDHlGyTM7E5iBz2AwGAwGY8lCEmqZLIex0CHP6GwkgTMDn8FgMBgMBoPBWEIwA5/BYDCWKM3NPTh48H00N/fM96EwGAwGYw5hSbYMBoOxRKmr68Dx420AgPLywnk+GgaDMV127tw56Tb/8i//grKyMjz++OP4zne+g82bN9O/BYNBHD9+HH/961/R1dUFj8eDrKwsbNiwAV/4wheQnp4edr///d//jU8//RQdHR2w2+147rnnUFJSItimtrYWP//5z0M+e9999+ErX/kK/bfL5cKf/vQn1NXVwWw2Q6vV4o477sB9990nkFDp9Xr8/ve/x/nz5xEbG4sNGzbg8ccfR3JysmD/H3/8MaqqqqDX6xEXF4frr78eX/nKV5CdnS15LmfOnMFPfvITFBYW4pe//CX9/dDQEB5//PGQ7VetWoWf/exn9N+PPfYYhoeHJff97LPPYvXq1QCAf//3f8elS5cwMjKC2NhYFBUVYffu3bjxxhslP3s1YAY+g8FgLFEqK0sEPxkMxuLk2WefFfz7X//1X/G5z30On/nMZ+jvcnJy4HK5Qj4bDAbxs5/9DH/729+oMR0fHw+9Xo933nkHg4OD2LdvX9jvfvfdd5GdnY3y8nKcPn064nH+4Ac/EFR/ES8cfvOb3+D06dN45JFHUFBQgIsXL+KVV16By+XCI488AoCrerRv3z6kp6fj29/+NtxuNw4fPowf/vCHePbZZ2mN+NbWVvzkJz/B7bffjocffhhWqxWvvPIKvve97+EXv/gFVCqV4Lvdbjf+67/+CykpKWGP/5FHHkFZWRn9d3x8vODv3/3ud+H1egW/e/HFF9Hb2ytY9Hi9XnzhC19Abm4uPB4P3nvvPfzgBz/AT37yE6xZsybiNZwtmIHPYDAYS5Ty8kLmuWcwlgDEM8wnIyMj5PdSBv7Ro0dx6tQpfOMb38Cdd95Jf19WVoa77roL586di/jdf/jDHyCXy9Ha2jqpgb98+fIQLzshEAigrq4Ou3btwo4dOwAAa9euRV9fH+rq6qiB/5e//AV2ux0///nPkZqaCgDIzc3FU089hY8//hi33norAODUqVPIyMjAv/zLv0AmkwEAkpOTsW/fPnR2doYY0keOHEFGRgaysrLQ2dkpeYy5ubmS15p/fnxcLhcuX76MrVu3CiIQ3/nOdwTbrV+/Ho8//jhOnDgxZwY+0+AzGAwGg8FgLFH+53/+B8uXLxcY94SYmBjcdNNNET8/G11VAS6S4Pf7Q+q7q9VqBINB+u8rV66guLiYGvcAUFJSAo1Gg/r6evo7v9+P+Ph4atyTfZHv4jMwMID/+Z//wde+9rVZORfCRx99BJfLhdtuuy3idjExMUhMTAzx/l9NmIHPYDAYDAaDsQQxGo0YHBycM+333r178fnPfx6PP/44jhw5Ar/fT/8WExODO+64A3/5y1/Q3t4Op9OJpqYmnDhxAp/73Ofodl6vFwqFImTfCoUCer2e/vuOO+6AXq+nHv/BwUH88Y9/xLJly1BaWir47G9/+1ts3boVxcXFEY//0KFD+PznP48vfelL+MUvfgGr1Rpx+w8++ACZmZkh3wdMLGjGxsZQXV2N/v5+bN++PeL+ZhMm0WEwGAwGg3HN09zcg7q6DlRWlkwqbbta2842JpMJACfnuZqkpaXhoYcewqpVqwAA9fX1ePnll2EymfBP//RPdLsnnngChw4dwre+9S36u/vvvx9f+MIX6L9zcnLw/vvvw+12Ux398PAwzGazQBO/Zs0afPe738XPfvYz/PrXvwbANYr6/ve/L5DL1NfX4+LFi3jyySfDHr9CocD27dtx4403IiEhAe3t7aiqqkJnZyf+/d//HbGxoeby2NgYmpqacO+990ru869//SsOHjwIgNPy/+///b8jyn9mG2bgzwNPPfVUSMhrx44dVJPGYDAYDAZjbplK1amrte3Vgi9juRrceOONgijBjTfeCKVSiTfffBO7d+9GWloaAOCll17C2bNn8c///M/Izc3FpUuX8NprryExMRG7du0CANx1111466238Mtf/hJf/vKX4Xa78ctf/jLkHNra2vDcc8/hrrvuwoYNG2C1WvHf//3f+OEPf4h/+7d/g0qlgsfjwe9+9zs89NBDYXMDAG6BsmfPHvrvsrIyFBYW4oc//CHOnDmDysrKkM/87W9/g8/nEyQ687nllluwbNkyjI2N4cMPP8SBAwfw3e9+d1JJ1GzBDPx54LnnngvRoDEYDAaDwZg/plJ16mptO9uQKjYGg2HOv/vv/u7vUFNTgytXriAtLQ3d3d2oqanB//f//X/YuHEjAOCGG26Az+fDyy+/jLvvvhtqtRr5+fn4xje+gd/+9rc4ceIEAODWW2/FTTfdBKfTSff/29/+FmvXrsVjjz1Gf7dq1Sp89atfxYkTJ3D33XfjzTffhEwmw5YtW2Cz2QAAPp8PwWAQNpsNKpVKUg4EADfddBPi4uJw+fJlSQP/gw8+QFFREa677jrJzycnJ9NFxfr162G1WvHCCy8wA5/BYDAYDAZjrphK1amrte1so9VqkZOTg08++QQPP/zwvBwDoaeHa7gn1sEvX74cXq8XJpOJOj+3bt2KyspK9Pf3IzExEenp6dizZw9uvvlmwf74/wa4801KSsLg4CAAoLe3FwMDA/jSl74UcjwPPvgg9uzZMy1d/PDwMNra2mjln2hYsWIFGhsbp/xd04UZ+AwGg8FgMBhLlM9//vP49a9/jffffx933HGH4G+BQADnzp3D+vXrZ/176+rqIJfLaWnJzMxMAMDly5cFOQGdnZ2QyWQheQIKhYJ6x5ubm9Hf3y84/szMTFy+fFnwmeHhYYyNjdHv+uIXv4ht27YJtnn99dfR29uLJ598Erm5uWGPv6GhAS6XK6SpF8CV6ASALVu2RL4IPC5cuBC2AdfVgBn4DAaDwWAwGEuUz372s7hw4QL+8z//E21tbbj55psRFxeH3t5evPvuu8jMzIxo4Le2tmJsbIx64FtaWjA8PIzMzExq/H7ve9/D2rVrUVRUBIDrMHvs2DHs3LmTlrtcsWIFVqxYgV/+8pewWCzIyclBe3s7jhw5gm3btiEuLg4AV1v+1VdfxQ033ACFQoFLly7hyJEjePDBB5Gfn0+Pa/v27fjd736H3/72t9i4cSOsViv+9Kc/ITk5GX/3d38HACgoKEBBQYHgfGpra2E0GgUNrX7/+99DJpNh1apVSExMpMe1YsUK3HLLLSHX5IMPPkBpaSldSPBpaGjA8ePHsWHDBmRkZMBqteKDDz7AJ598gn/913+d9H7NFszAZzAYDAaDwViiyGQyfPvb38a6devw17/+FadOnYLX60VWVhY2btwYtgoM4dVXX8X58+fpv1988UUAnIzmm9/8JgAgPz8f7733HoxGI4LBIPLy8vD4449j586d9HMxMTH43ve+h5dffhlHjhyBxWJBRkYG7rvvPtx3332C4+3u7kZtbS1cLhfy8/PxxBNPhHjid+7cCYVCgaNHj+K9995DfHw8Vq9ejaeffhpJSUlTukYFBQU4evQojh07BrfbjfT0dNx55534x3/8R0FFHoCTBnV1deGJJ56Q3Fd2dja8Xi9eeukljI2NISkpCUVFRfjJT34iWFRcbWRBcTcAxlXD4XDggQcewJ/+9CeWZMtgMBgMxhyg1+vx3HPP4amnngrx5jIYC4lIz+pUbUjW6IrBYDAYDAaDwVhCMAOfwWAwGAwGg8FYQjADn8FgMBgMBoPBWEIwA5/BYDAYDAaDwVhCMAOfwWAwGAzGkkUu50wdv98/z0fCYESGPKPkmZ0JzMBnMBgMBoOxZCF12K9cuTLPR8JgRIY8o+SZnQmsDj6DwWAwGIwli1qtxi233IK33noLALBs2bKQ2uYMxnzi9/tx5coVvPXWW7jllltmpZQ6M/Dngaeeeiok/LJjxw7s2LFjno6IwWAwGIyly/333w8A1MhnMBYit9xyC31WZwoz8OeB5557jjW6YjAYDAZjjpDL5XjggQewc+dOmM1mBAKB+T4kBoMil8uRmpo6q7YhM/AZDAaDwWBcE6jVauZgY1wTsCRbBoPBYDAYDAZjCcEMfAaDwWAwGAwGYwnBDHwGg8FgMBgMBmMJwQx8BoPBYDAYDAZjCcEMfAaDwWAwGAwGYwmxaKvotLa24rvf/a7k35599lmsXr0aANDd3Y3XXnsNnZ2dMJvNUKlUKCwsxK5du7Bx48aQz3q9Xrzyyis4ceIEbDYbioqK8KUvfQnr1q2b1nYMBoPBYDAYDMZcsmgNfMLOnTtRUlIi+F1OTg79f4PBAKfTiTvuuANpaWlwu904ffo0fvSjH+HrX/867r77bsFnn3/+eXz44Ye45557kJubi/fffx8/+MEPsH//fqxZs2bK2zEYDAaDwWAwGHPJojfw16xZg82bN4f9+0033YSbbrpJ8LsdO3bgm9/8Jv7nf/5HYOC3t7fj1KlTePTRR7Fr1y4AwNatW7F37168+OKLePbZZ6e0HYPBYDAYDAaDMdcsCQ2+w+GA3++PevuYmBhotVrY7XbB7z/88EPI5XKB0a9UKnHnnXfi4sWLMBgMU9qOwWAwGAwGg8GYaxa9B//nP/85nE4n5HI51qxZg0cffTREsgMALpcLbrcbDocDH3/8MRobG1FZWSnY5sqVK8jLywvpcrdy5UoAgE6nQ0ZGRtTbhcPhcER1bgqFAgqFIqptGQwGg8FgMBgMYBEb+LGxsdi0aRNuuukmJCUloaenBzU1NfjOd76Dn/70p1i+fLlg+9///vd49913AQByuRy33nor/umf/kmwzcjICFJTU0O+i/zOZDJNabtwPProo1Gd44MPPoiHHnooqm0ZDAaDwWAwGAxgERv4paWlKC0tpf+++eabsXnzZvzzP/8zDh8+jB/84AeC7e+55x5s3rwZIyMjqKurQyAQgNfrFWzj8XgkPeZKpZL+fSrbheOFF14I8f5Lwbz3DAaDwWAwGIypsiQ0+ITc3FzccsstaGlpCdHkFxQUoKKiAlu3bsX//b//F06nEz/60Y8QDAbpNkqlMsToByYMdmLAR7tdONRqdVT/MQOfwWAwGAwGgzFVlpSBDwBarRY+nw9utzvidps3b0ZHRwf6+vro79LS0mA2m0O2Jb9LT0+f0nYMBoPBYDAYDMZcs+QM/MHBQSiVSsTFxUXcjnjb+QmvxcXF6OvrC0mCvXTpEv37VLZjMBgMBoPBYDDmmkVr4I+Ojob8TqfTob6+HuvWrYNczp2axWIJ2c7n8+H48eNQKpUoKCigv9+8eTMCgQBNxgW4jrW1tbVYtWoVrYwT7XYMBoPBYDAYDMZcs2iTbH/6059CqVRi9erVSElJQU9PD44dOwaVSoUvf/nLdLtf/vKXcDgcuOGGG5CWlgaLxYKTJ0+it7cXjz32GOLj4+m2q1atwubNm3H48GGMjo4iJycHx48fx/DwML7xjW9MeTsGg8FgMBgMBmOuWbQG/s0334wPPvgAb775JhwOB5KTk3HrrbfiwQcfRG5uLt2usrIS7733Ho4ePQqr1Yr4+HisWLECX/nKV3DzzTeH7Pepp57Cyy+/jBMnTsBms6GoqAjf+973cMMNN0xrOwaDwWAwGAwGYy6RBfllZBhXFYfDgQceeAB/+tOfoiqTyWAwGAwGg8FgTNWGXLQafAaDwWAwGAwGgxEKM/AZDAaDwWAwGIwlBDPwGQwGg8FgMBiMJQQz8BkMBoPBYDAYjCUEM/AZDAaDwWAwGIwlxKItk7mYeeqpp2gjLsKOHTuwY8eOeToiBoPBYDAYDMZSgRn488Bzzz3HymQyGAwGg8FgMK4KTKLDYDAYDAZjXmhu7sHBg++jublnvg+FwVhSMAOfcU3BJhMGg8FYONTVdeD48TbU1XXM96EwGEsKJtFhXFOQyQQAyssL5/loGAwG49qmsrJE8JPBYMwOzMBnXFOwyYTBYDAWDuXlhczZwmBcBZiBz7imYJMJg8FgMBiMpQ7T4DMYDAaDwWAwGEsIZuAzrhlYgi2DwWAwGIxrAWbgM64ZWLUGBoPBmBrMMTIBuxbTg123+YFp8BnXDCzBlsFgMKYGqzw2AbsW04Ndt/mBGfiMawaWYMtgMBhTgzlGJmDXYnqw6zY/MAOfwWAwGIuG5uYe1NV1oLKyZMYL9tnc11KFOUYmYNdierDrNj8wDT6DscRh+kfGUmI2c2lYXg4DYGMkY2nCPPjzwFNPPQW5XLi22rFjB3bs2DFPR8RY6MzE08j0j5PDPLmLh9kM9zPpwATX8jvAxkjGUoQZ+PPAc889B7VaPd+HwVhEzGQCYkbM5CyVCf5aMNJmM9zPpAMTLJV3IFr47wobIxlLEWbgMxiLgJlMQMyImZylMsFfa0YaY/ZYKu9AtPDflb1772DvC2PJwQx8BmMRwIz0q8tSub7XmpHGmD0WwjswlxEo9q4wljrMwGcw5plrQVbBmBvmy0hjzzBjNpjLCNRCWNAwGFcTZuAzGFFwNQ0YJqtgLBbCvQfsGWbMBsyrzmDMHszAZzCi4GoaMNf6pMa8v4uHcO/Btf4MM2YH5lVnMGYPZuAzGFFwNQ2Ya31Sm63FE1soXH3CvQfX+jPMYDAYCw1m4DMYUcAMmKvHbC2emEzk6jOT94AtwOYeds0ZjJmzWN8jZuAzGIx5ZbYWT0wmMv9EmgjZAmzuYdecwZg5i/U9YgY+Y0myGFbci+EYFxMsyjI/8J9j8UR4tZsJsXcoMmzRuzRgz/n8sljfI2bgM5Yki2HFPZvHyCaAmcOu4fTgP8fiifBqNxNaDO/5fMIWvdNjtseCme6PPefzy2J9j5iBz1iSLIYV92weI5sAZg67htOD/xyLJ8Kr/R4uhvecMbvMxUJ8tseCaPYX6bym8pwzRwWDwAz8eeCpp56CXC4X/G7Hjh3YsWPHPB3R0mMxrLhn8xiZoTNz2DWcHpGe46v9Hi6G95wxu8y28S1lEM/2WCDen9R3RjqvqTznzFHBIDADfx547rnnoFar5/swGEuIuTZ05ttLdDW+nxmLDMbCJ1rjO9oxQsognu2xQLw/qe+crUVFVpYGcXEKZGVpZrSfhchsjPvzPXfNJczAZzDmkIUyuIiPY6rHNVMvEdOkMhYKC+WdZERHtMZ3tGPEfETupL5zthYVQ0NWuFxeDA1ZZ7yv6bDQu75fS3MHM/AZjDlkqoPL1Rosxccx1eOa6aQ400GWyWkWNovJaL6WJvxriWjHiPmI3F3N75zvsXGhd32f7+szl0zbwD9+/PisHcTWrVtnbV8MRjTMlwEy2eDS3NyDqqoGAEHs3r3xqulNs7I02Lq1NOR4srI0OHjw/Umvy0wnqJkOskxOs7CpqqpHbW0bBgbMC/4+XUsT/rXEtTpGzPd5L/Su79HsYzE5KCIxbQP/+eefh0wmm5WDYAY+Y64gL+7AgBltbYMAplfVIJrvkPrcZINLXV0HamsvAAByclJnZbCUqlO+dWsp9u69I+S4Dh58f068mfM9CTGuNjLRz4ULexYZjNljKbxPSyWqNyOJTlFREW655ZZpf/6jjz5CV1fXTA6BwZgS5MUtLc0ReLAjbQuENu2ReunJ31tbe9DU1IuBAcuUB4fKyhIMDFgABCXLDk6HSHXKpb4/0t8ZjGjYvXvD+P8F0dzcs6gnSUZkpuMImYmHdKF4VxfKccw118J5L5V5cEYG/rJly/Dggw9O+/NDQ0PMwGfMKeKa3eFobu5Ba6seXq+PViOItKpvbu7BgQPvwGSyQqkkr1Vwysd3NbwfkeqUz+b3XwsD/9Ug2oXjYrqu/LyOurqOOTH8GLPDXCTcz8RDulC8q/NxHLP5fkx3X5Od90J9h6dyXEshCgHMwMBXq9VQqVQz+nKlUon4+Phpfba1tRXf/e53Jf/27LPPYvXq1QCA9vZ2HD9+HC0tLRgeHoZGo8GqVavw8MMPIy8vL+Sz/f39ePnll3HhwgVYrVZkZGTgM5/5DO69917ExcXR7bxeL1555RWcOHECNpsNRUVF+NKXvoR169ZN63wYc8NUKjA0NekBgFYjiKRTr6vrgNFohVarwb33rsPQkHXeVv/igWyuBquFMvEuNia7bov1uk7HC7ZYz3UpMRcJ9zPxkEbz2akYc9M1SOfDyzub74fUvqK5FpOd90J7h6ciy11qTNvA/+///u8Zf/mePXuwZ8+eGe1j586dKCkRPmg5OTn0/9944w20tbVh8+bNKCoqgsViwdtvv40nn3wSP/vZz3DdddfRbQ0GA5566ikkJCRgx44d0Gg0uHjxIl599VVcvnwZzzzzDN32+eefx4cffoh77rkHubm5eP/99/GDH/wA+/fvx5o1a2Z0TnPFQl1pLwTEUhkgsk492shANCyUEpJTPY5IAz971sKzVGVT01lYLtZzXUpM9R5M5z5P5TPTcVhEOwbyI6+TbRvpmOaK2Xw/pPYVzXWb7PovtHd4KrLcpcaiL5O5Zs0abN68Oezfv/CFL+Db3/42FAoF/V1lZSX27t2L119/Hd/61rfo70+cOAG73Y4DBw5Qw//uu+9GMBjE8ePHYbPZkJiYiPb2dpw6dQqPPvoodu3aBYBLFN67dy9efPFFPPvss1fpbGeXqqp6HD3aimPHWvHjH+9ihhePSINYOE/+bF2/hVJCcqrHEekazMaiY6kuEq6mbGqxMdm5LtVnYCGxUJ63mXheox0D+ZHXxRBpms17I7Wv2Zg7FtI73Nzcg4EBC0pLs7F79wZJae1SHk8WvYEPAA6HAyqVCjExMSF/Ky0tDfldbm4uCgsLodfrQ/YDACkpKYLfp6amQi6XIzaWu1wffvgh5HI57r77brqNUqnEnXfeicOHD8NgMCAjI2OmpzUHyOByedHba56STnaxMlsv89WuOCMeZCMdt9TfZmsSuNreoqkyX9rPmYT7l/oEMtdEY1ixaz5zFsI1nInnNdoxcLqRV6nxbLav2Xzcg7lY3M3l4qiurgNtbQPYurV0Sckfo2XRG/g///nP4XQ6IZfLsWbNGjz66KMhkh0xwWAQFosFhYXCG1pWVoY33ngDv/jFL/DQQw9Ric4777yDz33uc1SDf+XKFeTl5UGtVgs+v3LlSgCATqdbFAY+v9LFtRC2mu2X+WqFIsWDbLjjFoeXybb8CUFcV38q5321vUVTZb60n1PZ70wbiIlZCIbWQiKad26pT9pzwVSu4dV6RmdT9hiO6Y5LUp+b7eduqT7HcynhWaryx2iZdQO/sbERv/rVr/Bf//Vfs71rAbGxsdi0aRNuuukmJCUloaenBzU1NfjOd76Dn/70p1i+fHnYz548eRImkwn/+I//KPj9+vXr8aUvfQlVVVX4+OOP6e93796Nhx9+mP57ZGQEqampIfslvzOZTBGPnUQKJkOhUAikRbON1CC1lA2KyV5mqXOfSU376SL+znDHLQ4vS00I4rr68+1Zmsln50v7OZX9ired6TEthUl+NseUaN65pT5pzwVTGSuv1jM61fF1vueu2X7upru/q30dZrr/meRfzPZ3LRQ52tVi1g18l8sFg8Ew27sNobS0VCC/ufnmm7F582b88z//Mw4fPowf/OAHkp/T6/X49a9/jdWrV0s22MrMzMQNN9yATZs2QaPR4OzZszhy5AhSU1Pxuc99DgDg8XgkDW+lUkn/HolHH300qnN88MEH8dBDD0W17WyxFAyKcEz2MoczkOf6ekT7nfxEYP6/BwbMtPY4f5tou9TO1vFN9bNzOXFcrf2Kt53pMU1lkp9rbWu03zXXSd/RXvP5NggXCtOR+U2lt8ZcMZdj9dWURobbf6Tf87la14GfE9HQ0IXTpzvx9NPbr6pccq7u6VIdC6I28F9++eWotuvt7Z32wcyU3Nxc3HLLLTh9+jT8fn+IJt9sNuOHP/wh1Go1vvOd74T8/dSpUzh48CB+85vfQKvVAgA2bdqEQCCAF198EVu2bEFSUhKUSiW8Xm/I9xPDnhj64XjhhRdC5D1SXE3vvRT8hJRo9N+LhWjPgT9Rkc9kZWkE+s+pXo/pXL+sLA3i4hRwuz3Yt+8NtLTo4fH4ACDEeOTXGt+7946Q2uP8SWe2cgZmMqFH+uxSXlwSpvo8TMVomGtta7Ql9qJ5Xq624SK1/2vheYuG6VwHsXxmtq/fdMbNuVxoXO1nJ9z++b8n/57O+ybFZNecnxOh1WpgMlnD5u7N1vWZzrlMJw9qqY4FURv4VVVVSEhImNQwncx7fbXRarXw+Xxwu92CY7Xb7fj+978Pu92Of/u3f0N6enrIZ48ePYrly5dT455w88034/3338eVK1dQUVGBtLQ0SRmO2WwGAMl981Gr1VEZ+HONVELKYn7wpaowANKDIgBJY3jr1lLs3XuH4LNTuR7TSQocGrLC5fKisbEHly8Pw+PxobQ0V9IDPxVJyGxNgDOZ0CN9dqre6unmFswns/0+8Z+d+da2hju3aJ6XaK7LTM5Pav8LxfM830znOlxtacN03pPZOqbZqAUf7X7CEW7//N/P5H2Toq6uA3/+87mwnnnxMZFzA6KXlUoxmQyWfJf4PCOdx1TzoJbqWBC1gZ+dnY01a9bgX/7lXyJu9+GHH+KnP/3pjA9sugwODkKpVAqaUnk8HvzoRz9CX18ffvzjH4ck1xIsFgsSExNDfu/zcd5Tv98PACguLkZLSwscDofAUL906RL9+0Il0ssUTuJB/rbYqKqqR21tGyoq8qkXfiryF/7PyX4/1f0Q+ImyAwMWQdQgK0sz3myLM2Kljn0qkpBoBv75iNjwv5O/mIrEdHIL+FEZ0ohsrhcGs/0+SUkl5gKpZ2k2IjuRZGTTMVzCReKmu7/FxGxLmuaS2fDcTpdo5oiZLFqjcU6E23+k926mVFaW4PTpzrCeeam5hiA+19mMPE51sTcVpxdhIb4Ds0HUBv7q1avR1tY2+YbgqtRcbUZHR5GcnCz4nU6nQ319PdavXw+5XA6AM8p/+tOf4uLFi3jmmWdoh1spcnNzce7cOfT19Qm63J46dQpyuRxFRUUAgM2bN6OmpgbvvvsurYPv9XpRW1uLVatWLegKOpFeFrLa/fOfz0GnM9FV/OJ98GUAAK02iRr3UhO9FFMZYKezHwI/UdZoHENt7QVs23Y99u+/DwBw//0bQz5zNQ25qQ6mszGpTlciIG5ENtkxkkhOXJwCLpd3St83W4ifh5lev2g8elPhaiZBR/PZ2S49y5cV5OSkzHh/i4nFHH2dzrM0m7IQsaNruvvh/+Qfp9g5MZ33brbn5vLyQjz99HaBZz5aolmgT/bZcN851cVeNE6vpSA9joaoDfx77rkHFy5cmHS7G264Afv375/RQUXDT3/6UyiVSqxevRopKSno6enBsWPHoFKp8OUvf5lu94c//AEff/wxNm7cCKvVihMnTgj2c/vtt9P/37VrFxobG/Gd73yHdrJtaGhAY2Mj/v7v/55Kb1atWoXNmzfj8OHDGB0dRU5ODo4fP47h4WF84xvfuOrnPhPEL4tUaC3SKn4xsXv3BuTkpAiMH7HkZr7h34+qqvrx30ovkK+WBz6czONqahdnKi2ZjoeI1NPme/CnWjlptpmpUTLbHr35NgqjiXhN5d6Q/QwMmBetsTtdFmr0dar38MiRetTUnMO9966TdHgQZlOCKM5lmu5+pD4r5ZwQv3fzZYBOd46ZyQJ9su+8Gk7GqYxz/PMln10sC4OoDfwVK1ZgxYoVk26XnJyMsrKyGR1UNNx888344IMP8Oabb8LhcCA5ORm33norHnzwQeTm5tLtrly5AgCor69HfX19yH74Bv4NN9yAZ599Fq+++iqOHj0Kq9WKrKwsPPzww7jvvvsEn3vqqafw8ssv48SJE7DZbCgqKsL3vvc93HDDDVfpjGcH8ctCHnQiD6msLJn2Kn6hcTXDmbMF/xjb2weh05lQURE6cETb7GqygWuyZMO9e++gv49msA43qUabsCX+zqsB/xjF3yN1jnNp5M7EKJEK9c/0eOfbKIwm4jWd7sriSXopMx3J22x812xJMsTU1JxDY2MXAOmIJoH/7MxGZGw2vPiTHSf/+/g/53uhHYlIxyY1fszFYiWa75iuU4mfm1BcnD7lrsrzyaJtdHXPPffgnnvumXS7//f//t+U9rty5Up8//vfn3Q7pVKJr371q/jqV786pf0vJPhVc4DgnBlc8wF/oichRGBqq/HZGKgi6S9Jcu3QkDXkc5H0nPxmV5OFSqeSbDgT7eJkE9R0FwbTIZLRKHUcc2nkRjq2aBZJs93jYLa8ZVe7+dFUpQDhzmsh5GXMNtMxDqfbrXm68jr+z8m49951AID16wujvuezERmLxos/293RCXM1Bk3nvkeSuUq9Z3OxWInmO6qqGlBbewEDAxbs33/flJ5XomooLtZOuavyfDJjA99gMOD555+fE1kOY3bhV83hJCINYT0Wi7VqiRj+QAAg6lJ/4s9O11NUVVWP6upPEBenCDHKInmNwhk2fA0/+Z04VEqOPStLI1kGldxXMVMx9mZSRYFPpIF6rox/qcXgdMLWMyWaRVK0eQizwXzUvhczEykAn4WUlzHbTGcRFM39kqpKdrXldQCwcmU2Nm1aMf69lyMeI4GUGs7K0kT1HVLPdjTnNpXrNtVxZDrRl6mWiJzKe0o82VqtJmz9eynmYrEymfSYIyj6GUo4+RFf1bCYxocZG/hutxvnz5+fjWNhzDFi6QI/wfbee9cJPFpXw1s4H4gHgoEBC1pbe7Bv3+thK9WE+ywwHYNUhrg4BfLzUyUHPJ3OCJPJGnKNy8sL0d4+iAMH3oHL5cXAgDnEkA7nASLHSIwYcRnUcPd1qgaduMTadKQWkSaDuQ5bT3Xym+1jm2xinC1vezjE938q53i1J/WZ7p88r0plLMrL81FRUUjHu8XOdBZBUzFmSS4L36EwW0SSEPK/dzLE0dCpGrrT6Z0SjpmMI1N1HIglt/zF2FQiqVLwPdlTyU2I5hmZqQNR/B1S13z37o3gCm8Ew8quwt2rqz3WXi0WrUSHMXP4Dy2R66hUsTCZrKipOSfwaM21t3C2EA+QUgMB38CNNOBJveRTNUh3794w/tdQL4LYGy+mpuYchofHEBMjB6kQFG7gkfo9X4bAP/7WVj36+y3U2yXlqYvGQBAP/pOVZOX/jHTck30mHDP1qk/FC3g1DNq5mlTCXSfx8zuVc7zaxz7T/fOf15yc1Ija7sUK/35F0xk1kseYL+fcvXvDnEot+BEJKfmiFOJndaqSwdn0zEeKzM7GcUh9niSVT7Yoitb4lsrPm+74Gm4RN5sORKmxSuzEjKbW/2KHGfgMABNynbVrCwAAnZ2D8Hp91LhZ6CvYaI0UMWIDd6rnGWl7KQOR7wnle0HIBLphQ1FYD8a9967D2JgTubkp2L17g6TXI1KFg3DHX1ZWAIPBRifPuroO/OlPH8Pp9OLGG6+L2qATJ2dHuvbTeZ7EC9LJJpeZetUj5UREOrbZYCFU8pmNyW6hJNiJkXpelzLh7nG07whfzhlpu9ks+0qYTkSCfIbI7CYrjyx+fyd79sW5T5Ein+HG/MmOe9++N2A0jgkkleJjkBrrAU5vPluLsXDadf79aG8fjKrSERB+EUcciNMptSkm3HjMX9hXVTVEPVcu1lwdZuBf45AH1+32IC5OgYqKAgwNWelqOlqPyXwzFSNFPDCKDdyZwveASxmI4aQ+DQ06aLUayX1VVpbg/vs3YuXKbNTVddDPiL0e4a4DWQwYjWPQajWCRYT4eCorS/Daax/DZLLh00/7oz7vqU6qMzEGojFM+J6/6UwYYg/o1c5B4V8P/qQ6k++aSVfOaMLekyEl3ZptxLIEcq6TnftCd1rMFP79CnePo1nE8b33kxma4hwn8vtwBuBkEdapHqsYcjxTLY882bMRKdoaKQoR7bHzx/aHH94keSzh5Dwk8hpuMTbVnICWFj08Hh/EUWf+OT3zTDVaW3thtTrp/Q1X3jTSIi7SwilaIp0ff2EfqXRuOHniYsvVYQb+NYjUgEweXLI6XWxynKlIPqYiPZhq+S3+YBAuPCo+JrE8iu/lId14ieZePGmL5TXhzqWqqgHV1Y3weHxQKmPpcYS7RjfckAu32wu5HFHrLaUmmEiT6mQGY3NzDw4dOo7+fgseeWTTpJOElLEAIKRTcLSGPn8fBw++j9raC/B4fGHDuzNFaBxNnhA2lX1GOvdoDd1oJB9Sn5lJX41oPGdiWQI5p7nO2Vho8O9XuHsczb0P53zg/50/JhE5SlVVPZX4nT7dKVnqcqpSmHDjSbjn8WpJLsTXNtzfCFNdTEYzB4eT8/DnncnKIkdz791uH0pLc8c17BPwowVGow0KRSxycyeajx4+fDrE6BdfC6m5M5JMlY/U2ABg0gUCfzERTm4UzkaQkrkuZJiBPw889dRTtNMuYceOHdixY8ecfL+UZ8ft9qCxsWdaMpWFQKRBgxCuzFek841mMBR7WyMN/uG+g8ijSGMucqxGI/H+y+g++T+tVjcsFgdqas5h5crsCOcSREyMHDIZEBMjo/sLdzwGgw133XUDPR4pprqwESM+F6n9nTrVDqfTg5qac3SSmIociz9hkFKwUzX0yTEODFjQ0qKPKs9gOpUzSBQtK4ub3Pg5IVPdJ/+4AaClRT/+jJpnJewdrVyC7zGLZlKcjucs3IQtVTFqrmRPCwEpR0K484/0t6wsDex2D5xOk+QiTTzekXuWkZFIn2dS6pL8lPpsOKKJZoWLFE1lLpvK8xFpv+H+NpWxIprjFm8jXhSUl0vLmqay6JlsLiORBo/Hhw0birFnz8QCLDc3BZ2dw8jNTQm7f/GYnZWlgVbLPS/RLD7EYwOAqBcIkcYzqegvcYgupvGDGfjzwHPPPQe1Wj1v3y/l2Tl48P2o9cYLEXG5R6nk0GjDtfx9VVQUorQ0Z5IEKe47jcYxOhhE62kKl7xGBpyMjEQsX56JiooCej78bfR6E0ZG7PT8wg08u3dvhE5ngl5vQkFBOi/ZNxSpiUKKSJGQqXrIw+2PRCj4hsFU5Fj8c6moKEROTioGBsyTykbCSQf4vwdCIyyTHaMUUlG0++8PlQFNxyNNjnvfvjfGfxO6sJvJwiGc/ClcNCUc4ugPWYRlZWlQWpoDo3EMxcXpESdt8bsh9jpf6x79SPK9SF7PoSErEhKUYY0m/rvBl+YNDJip9HHv3jsktdlSz0bo8xg6vkotMmbagV0sL5qqJG+yEpXhxoqpyvEiva/iKmzRRhPCRcoiLVaI5LOiIj9E9tnc3AOtVoNdu24M8fzzEeepTSXvScqr3t4+GPUCQWpfYqefuNz0Yhs/ZsXADwZnFkZmzC1Snh2+t2sxerr4msVt266X9CBPVhWFb2TU1nIvck5OKnJyUiImSO3evZEajlL603CGHzARTrzppmLU1XHaev7AzJ8kxZBJDQAKCtIjas3FntTJ7qtOZ4RebworR5lMlzsdpAbZ3/zmK2G3E5+v1GTETawNqK1tg9FoQ1lZASoqCqHTmagxAITeq3DGEP87mpt70NzcO65PFRrOk3nJ+O9YtOHfmcgNdu/eEDYaMxPDt6mpJ+JiOtp9ir2+BoOVJnXm5KSgrW0AZWXRe0alDL6rJddYLIQ7f7EsQnw9o124ix0o4sVwtB5s8bMjNb5ONr7N9Prw55Noq7qIowji8zAabRgbc8JotAnO22AgY3uoHTUViY2UvCXaCAY5drvdg8REZci+xcdSV9eBo0db4HJ5sWvXeuzff1/I/iZLym5u7kFNzTmYTFY6v03lHRWPxWTujmaBILWgkXLKhXMaLRZmbOCnpqbiiSeemI1jYcwT5GXMyEjEgQPvIDFRRQehxWLgCz21BZIv+GS1kfkSk23brodY/yg1+fH/3d4+CJ3OhKwsTVRe5rq6Duj1JgQCoAYN2T6cx5iPeFKbzKiaymBvNFoRCCCsR0xqACffz5fAkN+HMw6m6unln0f0VTW4ibO/3wKDwYatW0vDXjdyvMQLGWnRVFfXAY+H6FOFEZHJzoX/ndF2jpZamEfyGEZ7PNMxfIlBQOrIiz871X2KF7TFxVqsXVsQ9v3jT8xSz315eSHuvXcdamrOLZpKYFcb/ntK/i1VvUv8XkV73cJ5QQmRDNNIOVHRjIVS3zcV+M8V+Sk1B0RCvKjkn0dzcw/6+y2Ii1MACOLgwfdptKq0NAcPP7wp4uKbP6aK9yv1+6leB3LsTqcJCkWsZMSaf58qK0tw7FgrenvNMBrHxiOEE9GOSO8/3xif7oIk3HWKVh566NBxnDrVjpycFKSkqOl3849Pak5abOPHjA38hIQEbN++fTaOhTFHiAdK4oltaelFe/sQSkqycPfdZYtqpSoOz0cj4QgnCWlp0eORRzbRijX81b143/zwak5OClwuL5qa9AAQ4t2WMsDIhJCRoaEGTTRGr1TiWXs715HT7fbMqMwYOWZ+Xka4baQ8G+JIRqTuvzPxHpNF3WT1pYkHUCr8LN4fCaNXVOSjrKwwrIdafA2mc+z8n8DUNLpA6PMb6VpOxfiPJoI3ocv2SHo4pzpRSxlxUhMref+8Xh+Gh60YGDBTCYB4vJos3L8YI5XRMpVnhr9Qn0pkbioVcIDoK/nwn4XJInSzBV8mR4zOyRLppc5fHCXlP7ckWVWr1QiiVRUVBWHzi6TGVL5DgD8fResomOzYT526hOrqT2A0WvGb3zxKPyO+T2q1EjExcpjNTjQ19QKYiHZEuld8Y/yee9bRRVV7+6AggjmVsVA8Fjc394QsOvj091tgt7thNFpx663LBFGmmVbxWUgwDf41CN8rQDR7O3euQ0VF4aS1bBfDpCgeiPjemUjblZcXoq/PgvPne/HSS6dx991lOH68Da2telitbtx77zqJSWqi2gn5XWtrD5qaerFt2/URJ1fxhEC2iabBlJTXmYQnT568RI0fqcGRGO6RStbt3XvHlPMyyHeRGszhwppiT5D479HCN2oj6W6lJptwiyhOdwv094/CYIjsEYrW4Ig2iU7KQCcTjl5vCskZEF+7SNdyKgupaLaNpMuezTEinMHT2tqD4WErjEZb2O8SXw9x2b6ZLC4XOtFEEKV+RiOtmOw7CNEuAMIZ9HN5f8j5Z2VpUFNzDnq9CQcOvBPRyBdLciKdo9R1lpJfSo3rYoOXj5TsNJpk6pYWPZqb9YI5ghx7dfVZjI058dFHVwSOE/657dv3BurrdQgEAsjOTkZFRYGgmpsY/rsnNsbJIoWfLEtkslK5TX/+8zm8+24r8vKSodVqBF2oybaTSaweeWQTnn++FnK58O8keq1UclGMI0fqJ110LGRmzcA3m83o6+tDXl4eUlNT6e8HBgbwxz/+Ed3d3cjIyMA//MM/YPXq1bP1tYxpwPcK8ENk5eWF02pSsZCIpFkUV+KQmlhyc1Nw+TKX+U88xMeOnYfF4gAAvPrq1wTnTbzD/Els377Xx/86oak8cqQe777bSvcrNqaPHKmnA8711+dOOmjzB0lxeJJv/JDzAib0/jabh1bnCVeyDkBET57U5EZ+LzYQxJ57fhWjSEZyNCUSp9JtVur43323FeXl+dTLQ7TqU21oEsn7Hs5AFyNloEeSS4mvXbhrSbyyGRkJgmiH1DFH68GNFL2YyRghliQMDJjR0NAVYkTxw/zRNlOrqTknKNU4k8XlQifcuU32zESKLInficmu31Qle5NJdSLBL4wgTvacbAwRX4eVK7PpWBnJcVBZGTmxN9xcRMZ8KcmReFznj7FijXhzcw9eeuk0urqMsFqdtIpauEUC/29c3hBAcof4zh+j0YaYGDn8/mCE8w8iIUGFuDgFvvzlTRgaskbsJcN/98RzKH9xRe4RcbSIj49U2Wlr68fly8NISoqHTmcKqbBF5m6xxIp/zQ8d+hKqqhrQ2tqDfftex+7dE2MCcbI1N/fCYLDSCP1Ctn2kmDUD//XXX8fbb7+NQ4cOUQPf4XDg6aefxujoKILBIPR6Pc6fP4///M//RG5u7mx9NWMK8LPfAUTsnCrFQp8UpYwLqQEk3Ge+/vWtVCpDBsT4eAVUquSQEm/kO8TXjpMMyAAEqTF1+PBptLToMTg4KnmcNTXnMDQ0iqysZGi1iRE9O+E8RfzwZFVVA86c6UR9vY4OTmQx9/d/X0g9+OLPk5+TefLCTW7ReJH5SXj8BYjUZBgu8SuapKpwBqx4ojAYrFGFliMxmfddykCfzMPJ10fzvVTTObaGBt34dTSFbYrGP96CgvSI+4x0nfjPQLhmN+EQSxJKS3Og1WrCLm7413AyY05cqnG693oxMN1zixRZknKQkL+T3xH4C0VSnpYQzkgii3W+xJAYtZNFherqJpI+Admkzp3JrkGkhF3+sfC3Exvs+/ZVo6/PTKvjRBrDxVHm9vZBtLbqMTJih9PpkTS06+o60Ndnht3uRm+vmW4j5fwhiyxSinfz5uVQqZSCsff48TYMDY3B4fAgMzMJd921Jux4I3ZsNTf30O+Uulbr13PHLp5zJl+ABek2ZO54+untOHToODo6hrBiRRbuvPN6NDXpBc6LcM8//x7s3XtHiKefyJz4kY6+PjNaWvSoqCiYNC9roTFrBv758+dRUFCAvLw8+rva2lpYLBZ85jOfwYMPPoiGhgb8/ve/R01NDb7+9a/P1lczpgB5oMfGnEhKig/bJS+SFnYhP9RSBuZkxyzljSSTVjhP5ZEj9XjppdPIzU3BnXdeH6LtFktHcnOTcf58H2w2Jw4ceAf33rtOIP3gGx987b+U11uMlFeurq4DZrNjfFILCjwa27atwbe+tT0qjWu4AT7cJBhu0pfyDIs9TWJjkzT/cjo9SE8XSkH4Wvlw10XK6JaaKCKFlsMtEvjeQkA62kG87wUF6bj33nUhBvpknm7+Iisa4zjc8ZLFmNk8CJsNkk3Rmpt78Mwz1ejoGEIwGITL5cW+fdWC6Ea00hv+c3TgwDtobOzC2JgzqoiIlOFOrkWkZ5+vnU1P10gac/ffvzHq68iYQMpBwl9gEzkhMHGfyKKSlCwU93SQupckZ0JKYhguYsjfH0n65EdOJ3PuhCPSnME3mkllqvLy0JKKfX1mOv6SYxkYsAg8xlILEaPRCrvdA4fDDYCrkCZlOA8MWLBxYxEAQKvVSNZs55cs5S902tuHYLW6ad8bcmwKhQwqVQxWrMiSdPxJ5X6R6wVwEseqqnr6WXLf+DkNUjlYUotH/hzKv4/c3BKE3e5BRoYG99+/EUND1kmlmuQeiH+Km0Xyj4E/rpByrwcPvn/Vu3PPFrNm4JtMphDpzdmzZxETE4PHH38cycnJ+PznP4/jx4/j/Pnzs/W1jClCXmSjcUygnxVPqFKJJotBfy81MEeTvMgfrMSrfKnPVFefRXv7EC5dGoTN5g4bIiRehT177oBWm4QzZzrR0qKH1erEj3+8i25PjA/xsZJJQ8rrPdlARgx6/mBLBsH29kEqCSLHPVmVinDXOhrtLH/Cb28flFy08K8XMW75zb+E58uFbrXaJMG94xvfFRWFIca/eMGm1SaiqUmPpqYeSeMv3LnwvT4AQhIVyfndc8+6sPdqsmjYdKJlhw4dx/HjF1Fd3YgnnriNGjVPP71dMFGR8yHHdfDg++jtNcPp9CImRo5gkDNQ+NGNcAsS/vlyCeYTCx+NRoW8vBQ4HB689da5kM+KmcyACEdd3URFqrVrk9HWNohTpy7RJNyFOl4tBqTGVDIu8XNU+M8HWVTq9SYawRHLU8TjGHnOW1t70NtrRktLL/XI8vdHtPGAMOr3yCObUFNzDhUVV9chJY4yke8Rv6/EcCTHQ94hKW0434CtqTkHp9OEvLxUusAm15w/xpIxh1x7fkEAAJIlS8lCp7r6LK5cMdAus/x9qtUqNDfrcejQcZSVFQjuUaQx4MCBd9DW1g+lMpaOiyQKYTbb6X0TPyeAdEEHKecaGcNIN3b+4on/U4x4XOE/f2VlBSERc/71Ki7WCnpwhIteL0RmzcB3Op1QqVT0336/HxcvXsTy5cuRnDzRvjg/Px8NDQ1Su2DMAZFCV2RVWlycLtkNbjKP40IlXCORcOcTjczE5fJCJpNBoZBj/fpCQbiTwG86QhYK/+t/vQidzgidzki93FIaSXJM4mOJ9h5E8sZXVpbgwIF3qCSIeOTI4MlPvg73PZEq4UhdP/6gWFNzDi6XN6ThGHkGdToTjXCQCUlMRUUBdDojbQDG34c45Co+XqGWVSb6KSTcufD1naR6EZmc+FECcn2kruNkxsd0jJP+fgscDjcuXx7G4cOnoVBwQ/zevXdElB2QczpzphNms2M8pC4TeLbCvRfkfL1eHzo7hxEXp6ATvE5nhNvth8fjhVIpnSshfpbE3rFw3nzxO0uer76+URgMVoyM2NHa2kuv5bXMbCc+k5wOICgoLUmaAgLA009vx7591Whr64fV6qTPIgDBWCM+roEBC/LzU+Hx+KgBRSKGzzzD7a+qqh45OamCZ2UqTZKmer5SUrpIDpHy8kJJw1E8dvC3J+fPj+DyF+D8c+W/i+T9Ky3Noddf7NwQjyWnTl2CTmeEzxcQeP0Bruu1wWBFR8cQlb6QzxIZVXe3AQ899BtBwrrRaKWLkqwsDTX4AUCtVkmWDyXHtW/f67h8eVjgaBEfM/kOEhXiR2QmGyvFc5TUIoPv7CTyqtRUNcxmB/LzU+lCK1z0eiEyawZ+Wloaent76b8vXLgAl8uFsrIywXZ+vx+xsax4z0KBv1JVqWLR1tYPjUYp6XmcjkdxYRAU/eQIdz6RBgsyQFssdiiVMfD5AhgZsWP/fqHkhT8Y8fefkaFBSooa+fmpURnHYskL39MTyZPPlxB9/etbBeck1kSSSAE5XiA4abtvqQGSf0xSTUOIJyQtLSHEW8OX5IjDoVILmnCTebgJNNzCSNwAKhpjUvx8VFXVCyYnqclX/L3TJVwyIeGRRzZhYGAULpcHubkp1AMnddx8yssL0d4+iNOnO5GamoBt29ZMmjhHEHteybMNAO++20rrfycmKiX3xV+A7969QeAdA4BnnqmGTmfEsWOtWLs2X7LCFJl0+d01OzqGYTY7EG7xdi0x1W6pkSDROJLTQZIcSVMyEiXknBr5MBisUKsViImJhdvtEeV5BEMML3HkjlBeXoi1awswPGwFIAvxpF6t+SncO8x/n6TKK5KxiC/JAUCT+KVkjNJOiIkFbEfHIPbseRlPPrlNchvS1A+QhTSfIjQ398Dh8CAlRQ2324c//vE0BgbM2L//iwC4Bda2baUwGq2or+8SRFKGhqwwGq1obu6B280l6orHPP58kpKiRmKiCqtXZ6Ovb5RKgsSRX3ETMALJ4Vm/vhAjIw5s2FCEtLQEGhUCMKWINokQSy0y+Pe7q8sIu92N+PhYuFxemuNA/h5ujltozJqlvXr1apw6dQpvvvkmysvL8fLLL0Mmk2HjRmHYW6/XIz09cgIXY+4gA39FRQGCQcDr9aO/fxR79kytWc5CQOxpIf+uqCgUaEAjDaTRoNMZ4fX6kZqaAJfLi5aWXjoQkQGeJHGKW2ZPNEQK0u2I91dsXHK1kz2orj5HpTQkEjBZk6eamnM4f74Xly8PY+3aAno9yCS0c+c66oUgAx6RbhmNVprYGc77LDWZRqoZzw8pAwhpOMbv6Muf2MNN2lNdnEW7fVVVPY4ebY1oTIZ6QzkDkl+1SGrynYxIUjJi1AMQdFkWn+v992+U9ABG8101Neeg0xkQH68UeMf4ix2pykP8CbusTLg4ys1NgcFgRXq6GqOjbrjdHomjmViAi71jVVX1uHhxEB6PD729ZuTmptBETHGda7F0Ydu2NeOSDWGUZzFIDWdK6DlKOzmmcy2Isel0mpCeLvSmtrdz96qlRY8jR+oByFBUlIbLl42QyYDubhPkck5XLpbZkH2Tn1LHw4/ciZ8V8bscbQWdya7FZAsHcXI6f0EtJecLl/TLf79ICUj+s/3009uxZ8/LGBoaRU3NOUlPd1VV/fhRhXbFJdTVcQ36UlLU4xW6AnTsIjkVW7eWYvfujbBauXG5qqqBXkutVgOz2Y6UlATJhHV+cQAAaGsbRF/faIhDhr9w0moTkZQUD602UXCspPpOd7cJWVlJ2Lq1FKdPd9KKPMXFWtTWXkBrqz5ETsSH77WfWHxKS3mJLEenMyIuToktW/Kps4vsQyrytBCZNQP/i1/8Ik6fPo0//OEPAIBgMIiysjKUlpbSbYaGhqDX63HnnXfO1tcuSp566inIicU2zo4dO7Bjx46r9p3hjF/SJru/3wKPx4fkZLUgNLqYCBeGk5KCRFO/WWpiIJ55kjhJjPqamnMCrzfZrqbmHFauzKafrawsEXi5gAljlyQKEY4fb0NPjwnDw2PIzEyiUhripYxUyvDee9dhbMxJy3KS7yc6ZeJB4od9AeDUqQ7ExSnw2GNbBMcTbrHHN86LirRhFyskpN/aylVbIMdOPt/RMQilUtj0hQ/R7YvD5NHcM/7x8reVMqSbm3ths3FVKdauLZBM4BU/P2TR1tKiR1eXUXC9pLxV4d6rcM8l30jYtu36kA6bkarxhKtiI+XRlXpm+NeG6GldLo9Amy+1YCaSAqUyFtu2laKlpRdGoxWNjT0h511RUQidziTQKk8YLA1ITFQhNTUVt966HABgMNjQ2NiDy5eHAUwYTvzKGuQdJO/WZDKgpUboM7oxJNFVartoIdE4cUnKmppz6OwcxKef9qGzcxgpKWoMDY3BYnFApYpFXJyCGvf8d4R8fjKjiUTumpr09D0P56Qh5xZtBZ1oPPVSx8mfE8TPU2VlaBJnXJwiRNZJjGKfzw+dzohLlwaRlpYQsoi/4YZcqFQxSExUUa86n3D3mX/sxPhuaemFXj9CK7fxcyrI/EAWby0tetTWXsC2baUhiyqp6yHOD5BKcuYvnEgXeH7+BDBRfIJ48Ftbe9DfPwIgiLy8ZIi7lIvvnbhqIH/OFB83GRO3bbseP/7xLjqvlZUVhjxjkcrzLiRmzcC/7rrrcODAAbz11lsYGxvD8uXLsWvXLsE2n3zyCYqLi3HLLbfM1tcuSp577jmo1eo5/U7xylPcJpskyHV2DsLh8M64G+pcI67SIlW1hTCZRybcxMAfHMnERrylUoYlSQrbt68aMhlo7WHxwEaMYrIQ4B/XqVOXYLe7sXy5lt632lqujnFpqbDULH/AkqoYUllZgnffbUVfnxkvvPA3DA9bEQgEYTBYqYeYq38cwKlTl5CaGh9xESE2zs1mBzo6hmC1OhEfr0Rray9aW3tQVlaItrYBxMUpcPnysODYyeSoVEpLOPj3wmi0hjXKxPeMPOf8xE9SapI8+2IvTFVVPfr6zCgo4IzJ3bs3RBUNIJMaSSKWmkCiMaQiRStIdEVKmsPfN/k3OSdx7fcJJjy6/ON8++0nAUDQlwHgFminTrUjJkaOjIwkJCaq6EKOXw4QAJ1QVapYeDw+5OSkCpro8SFGIT/5lw9fQsU3Jrq7DWhvH8SyZRnU0//Xv3463ngnJcTIIlWXSNLtYkmSmy5Sz6jUQlO8XTReb3Itt20rDXkOjUYrfL4AvF4fnE4Pdu1aTxMo+Uat1DWPxjs64TAwSy7S+M8y2VbKuAxXbYr/MxyRZJVSjhCtVjOeyK+n3c5VKmWI06mtbQAJCarxBa0at966XHAsnEPOhuzsFNrgbbIoe7jiGeLGlvyoH78AwwMP3Iy9e+8Yj5YBpARpuPFH6nqEe7/4fwu3GOfPY/v2vYFTpzrgcHggk3GRgfLyAmzbVhoi++RXeaqtbcPYmBNxcQrBnCl+3jo6hmAwWPH2202oqCigDjzxPvkOs2gis/PJrIrhV6xYgW9+85th/759+3Zs3759Nr+SESX8gVFc/YC8ZENDVuopPHHiEm3wsBgmQL7XgEhYwtVx5w8q/M+LJz3xxHDo0HGcOtWOLVtWhnhopSgu1sJqdY6XbgNKS3MF17uqqgEtLXp4PD4MDVlpNQOAM7BOn+7EzTcXY8uWVWht7cHvf38KcXEKyOUyBAJB6PUmwSAfzogUTmb56Osz49NP++D1BqBWK5GenjheVSkJxcVa9Paace5cD2Jj5di168aIHme+ce5weGCzuXHx4iDUagWcTg+VexEDtaIiH/39oyG6WfG1FpcHJdUlwhllROpEjAh+WTji6SVaYfLsh3phZFAqY3HrrSvC6lf595xvLElJsvj3I1rjQfqekUS0N8bfT5ng/MkCYGDAjKqqeoGsSFz7ncD39Ek9N7/61Ql0dRmg1SYiK0uD6upGeDw+XHedFrfeugwNDV2oqTkHjUaJS5cGIZMBQJBGGzweH/LyUnHTTUX0HMJVKQqX78HX39bVTbSyd7s9OHq0FU6nhzb3qapqoI13xLIBEpnhFtgyKneoqmoQ1M5eSojHOPEzyTeipaKbkb3e0onp5P6dOnUJra29WLs2L6TCFX/MFSOeo6S+mz92+nx+tLX149Ch91FWVhiykNu//4tTipZN5qkXH6d48ST1OYCL7NntbkEt9XBOJzIOShUXkNrm4MH3Iy7G+Oc5MMDVcycOJbETiHxWXIABCM1VCndc5HimCl+qSo6Z30GeO84g4uIUSElRQ6tNRE5OSljZJ9lHaWkOtm27HkbjmGDe4a7HRJ+GP//5HAYHR+Hx+DAy4kdNzTkUF6cLcqv47450ZbeFB8t2vUbgT3bh5AkDAxYUFaXB4fAiPl45/pfwWr6FBN/IESfRSCH2eoq1xeLqKwAXBuSMVgv9mzjhUVwfWq1Wwu8PICFBFWL88Q0hsaHB97w+/fR2HDvWCpvNjdFRJ4JBrouguD6yeKDlh0zJue7evRE6nQkNDVcQCHixcmUWPvvZ8vHj5ZLb1q4toE1Pzpy5EtYAkppwfvWrk+jtHUFcnBI+XwCrV090VySD8Z49JWF1s+L7w5dX8b1MYkjonnjGjhyph05nwvr1hSgu1gIIIi0tAW+/3YLjx9tQVpaPO++8HoCMXnv+JBaNXED8DIk1plKevXCLSqn9hRo53LtoNI6F9C/gT2hkQUQ06lLVaPjXvbb2UwwNjUnq4+12D9577wLMZvv44oeLbOh0JphMVlitsUhMVAmqTAwMWOjCVUrGE85YEl9nsf6WGJ2kGY9araTGPLl3brcHNTVcOU5ivNTVddCoEZFT8a8ZuSeLQVM7FaSM2MmM6Gi83hUVoQmwZD/EQULGRTJ2SCWh8pmKd5SMJWq1CnY750TQ6bjx2+Fw04VcJPjPXbhnM1xEIZJTh/85gsXiQDAYhMXioMUDxPDn56YmPY4da4XH45P8bgLJw+IvxvjXTuysevfdVthsLlitLtTWXqDvhzhqs359IZXqiY9PCvI3IssjjQkjRWLE0kF+0QRyzMeOtaK9fQgA9y7zG0iSsUb8nIjnff7ztG3bxDzFj2RwzwAnzYyNlVNHTVOTfjyfhMuxk2rcttDHCmbgX2NEMqgmKiMosXZtAUpKsmA0jmHfvtepvCHahKW5hkzY/DKLAwMWVFXVU8+fVDiWSDhUqlj09prHcxJkVGbQ3z9KpTWkzjIxKvjaaPIZYtjcdFMxtm4txSuvnIHJZIPd7qZhWiIX4XsWzp7tAiCjAxbRQycmqlBVVQ+324f8/FSMjNjgcHiop1IqND1ZyJR4L/kDZVVVA0pLs6ksZd++11Fd/QnMZntYGYPUs9TUpEdtLdcXwG7nvPnkOhMPTbhnUBxe5y/YJptYxQM6mTBGRhzUGKmr68Dg4CisVhcsFgcyMjTQ6YzQ67lKIKQdPD9pLpJOW2oRKTYYyPe2tw8KkrAB6cZeYkkU//+J153IE/gLUvE9Pnjw/ZB62+EiPI2NPSH6+CeeuB3PPFMNu92Njz66jFtvXTae9LeBRgb41S3I4qO8fKIaj0wmCykdKv5u/j0VG1p8/a1KpaRjD5F8EGkBP9mWNNYCIJDP3XPPOkHlEkDYnCwaCdViQ+r55BuSVVUNIU2X+ItNsSyKL+vMyUkJ+73isZhotvV6E5xOL1pa9CFOA7I9ed8iFT+QcizU1JyjJRn5CzlCpAV7OImb1GJIfG2k9s0fu9LSEhAIAGq1EsnJasmIEf/zVVX1qKo6C78/gDVrcmEwWMdzZcwhC2WpxZj4OeYb3x6PDypVLBwODxobu+lxkGtP5v6dO9fh7rvLBI2j+Fp2rVYj6KzNn1P5ydeRDOHDh0+jtbWX1uGXkvVkZWnw0kunBfkG/EW5OFFW6v/5zy2JnJCqXJmZGlrSlUS28/NT8eMfc9Ly2toLiImRw2JxCHLspBq3LVSYgX+Nw1+9a7UaOJ0meDx+tLRwesGGhi5aKcbt9tFBAFh4EyEZYEjSq1iaAYSGY4mUh3iuOUMlSHV7MTFyJCerqUZ+06YVWLkymxpkFRX5tLRkbW0b7HY3kpPVSEsT5lgkJKjoNgBndO3ffx8OHnwfFy58jEAAMBisOHXqEl577WNs2rQMZrMDQ0OjSEyMQ2KiCkVFWnR1xdB7wF8wAKDSjMm8U+JoDn/iJgYQ31siNZCFmzCJJ7Wu7iJaWvqoF4irsMPVwyayCjHiST4nJ0VgJIR73qSOhSwoxNc0OzsZKSlqFBSkoaVFD4vFgUAAAukPkY2Ifx8pmZX/bO3b9zqVCeTkpFIvGz/BGYAgIfmZZ6rR22vGZz9bJrhP4vMjCxCdzoS2tn6a7Cqe7IiRwb9/fIOAbxTzDWkSGbj//o14770LeO+9TxEIBGmiGZEltbTo6f0k1YZIpY3q6rPo6Bii1XhIgq7FYpc07gjixN9wFYGam3ugUnFjkLi5Dl+SVFfXgT/96WOMjjqh1WqwYkWmoAyflIRvMUza0SKOGomvuU5nFFw7qUgS3wBUKmNRXp4PseEWTs9OxmLOmQCkpKhhs5nR3KwXOA3IWGq1utDZOYxvfvM1/Md/PCj4uzhSKjaQi4u10GiUgsoz5G/8MU58TqdPdwp6bvCjDOSdCpegTby8xKlD4K53EG1tg/B6fXA43MjPT0VOTgod/6UiBRxc5CE2Vo61a/PBl0PxHQ/iSlb86xgp74xflY3cA75hrlDEhhRCIMdYW3sBY2NOJCXFh51T+c4jcfU6Pmq1EjKZDGr1hC0hfj7FHWqBiUV5pDLR5H61tvagqakXRUXpdKytqmqgTicAOHq0FS0tvXjkkU2CYyX9GwKBANLTNVi/vhCNjT2CEs6LAWbgX+OQwUWhkOPyZQOWLcuA0+lBW9sABgZGaaOH3NwUWK1uujpfiBMhf4Ahem+xt4HPkSP1ePfdVuTmpqCiokC0jQydnYO4fNkIuRySVW7a2gaQkZEInc6EvLxkqNVKuFxeeDxeOojGxSmwalU2VqzIGq8QMGE0E8PH6fQiPl4BmQwYGbHD6eQ0xm4353Hx+QJwOLi65lqtBnfdxXlNz5zphF5vRmKiCp/97FpBTgUZ9KTKaUoZ9nxNOtEYhksyBUKNcfHigUyGxJg8c+YyrU4TThLBNwrI344da8Unn3Th4Yd/h1tuWU5r+oc7FlL1YWCAaxNfXKzFp58CQ0OjOH36CrKyklBamgOdzgiLxUGrIUmVhRTLFMKF7MmzNBHd4Sblzs5hNDf3Qq1WQqNRIiVFTfMtAGH1pN5eM2w2t6DmNIGvKybX9+mnt+PQoePo77dIJsSLjTv+vTl48H28+eYnsNs9MBhs+O1vv4L77984rvE/Sw3sO++8Hv39lpBKTMePc0neNpsbly4NIjc3GaWlOWhp0ePsWR1ILoNarYTb7cEzz1TTSdVu90hGhJqbewRaZbHHjn9O5HpkZmrgdvsEzXWGhqz0eTxypB4jI3ZYLA6YzXao1UrcfXcZjdoRQ0FcbnMpwH/HGxq6Qt5Tsogl1y6S1C8rSwOlMhZ9fWaUlxdg9+4N9N0mpRUbGroERifAdTG2Wp3o6BhCd7cJFRUTThT+dQcwbgz7aTlU/jPCj5RKlYbly//IuAMIZVj8nDNyjmSsIQbbvn1voK2tn/ZxkKoOBSDEiUTkX3wPekZGIuLiuDwkl8uL3NzkcUcQwJcPhTfKJ6Kr/AikXm+inWHFlaz27atGZ+cQlMpYGAw23Hnn9QIvO7lu27atEUhbyHhCnheyCHn44U2CsZnkUYnnVPECjFSJk2o0SN7R5GQ1MjOTkJISH7GYB/ne1tYeVFefhdnswGc/uzZshTe+FIx0uzUYrLDbPdQZRqo5abUa6PVmXLw4iKYmPX2uBwbM6Oszw+cLAAD8/gBUKqWgelA0Es6FADPwr3HIS/7ii39Df78FIyN23HffjRgZcUAuB269dYVAb8mvx70QKS/nEu6amnqxbdv12L17g+CY+S/m4cOncf58L2QyCAYMfq15s/kcTQCUqnhDdILd3Rr4fH7I5TIEg8DoqANxcQqkpyuRnq6B0cg1DOInb+7b9zqtTJKdnYyOjiH4/QGkpSXi9ttXoa9vNEQCYTDYxr2XDuj1Zvj9gXH984Qxzh9MpSYPKb320JCVelzCVajgQyZIfut4sTebVGMYHbVDoYjFqlXZyMtLlkwGJcfMN7bLy7nGNufP98FqdeG99z5FRkZiyPGQhQC/Yyb/3IxGK9LS1LjttlU0AZd404kGlJ9rwY9wSGnqpfTLRC8+NuZEeXkBKirycebMFYyOOpCRkYTCwnTavIdvYE7sc0K3HmoAy6gWlBi+7e2DOH++ny4mpaJqUsYxWVS6XF74fH6aT8IhrJU+NMRNkqSPAv8akPB5V5cRHR3DaGnpw9DQGIqK0vHEE7dTOdLJk5dw8SLnyUxKikd5eYHIkJk4Vrfbh7g4BXp7zaiqaqALRfJ9xBAgBhK3cIqn91Dc7bOpqQcymQxJSfHIyUnBl7+8CStXZosaLUXuK7BY4b/jWq1GkFzIXWsPlRvwEy2lpH6lpTnjSdQA6VVAxkfi2edLHMkYcvz4RchkQHp6IsbGnACC2L//PmqEtbTo4fcHsGXLSmzdWgq324MTJy7RBSVfFkKcNeR5CCdVkWo2BYTmePCNWrKN0TgGl8sLtVoRdnHE/xx5j4nRS44hLk6BYJBbwMfEyBEXp0B//yi2bVsTkrvAX5yIF+fkPAGuTPDAgAUpKWq4XF4EgxC8S3V1HejrM8Nud8Nmc6Gurh02mzukCpzUgoX8nWxjNNpoWU/+Z8i9q6vroPPfgQPvwOfzo7W1l3awlpKGkegcWZST8rkGg4022pKKWJJFWm3tBYyM2BEbK4c4Kil+ZrnCD7HIzU1Gbm4yOjqGxyMsXFTh5Ml2yOVASUkWnE7PeBGMoOB5/+xn18Jo5Mq7OhzekMThxSLpm7GBbzAY8Pzzz2P//v2zcTyMOUJsBGZmJtKmF319ozh06EuSK1S+Bm4hPdjCJK0gbbZiMFhRV9eOYDCIkyfbsWZNLg3T5+Ymo7NzGLm5yXC7PSGJhuLJoaqqYTyrXk8r3hBDR61WIjU1HlqtBgaDDc3NelRU5KOsrFAyYQ0AjEYr3G4fNBoVcnNTcPp0J9xuHz7zmUI8++w/hJxbVpaGDqBVVfU0ufHHP94lGMBbWvRoaNAhJkaO9PQE3HRTMfX23nbbKoyMOJCRkTDe1GoM1dXD456RMuzf/0X8+7+/g74+MyyW8Pp7YKJKkFRlmyNH6vH9778Ju909HnVYg4qKQrz00mnU13dh48ZigUeNP7gCEw1bdu/egM7OITQ2do0P7qHJc2QhMDxsFXRvJUaIwWDD2rUFgrrTJEmUyJz4YfZwUgWxtIlvbGg0KqxcmYX4eCWOHm1BTIwcHo8Xcrkcy5ZlYMuWVYJj4ld/qKvrwO7dG6gHSTxpcUmtRphMVhw6dBxWqxuDg6MYGhpFTIwMCoUXKlUMWlt78LWvvUA9bOLFHZECXbw4iNjYGGRlpeD221fxKl/IUFGRT++f1Of5YwIxltva+jEyYkcgwCWTr1yZTeukG41cdCImJh7p6QmCxQIf8h2c935CdsY3JicSxTeM5wx0Iz5eQRdhYllIczPXWX3Fikzcdtsq1NScg8/nR0fHEGJi5DCZrCgu1qKiokBQp3wpIDayxEY7KTtL+nTwn3mxdGVgwAy3myQpTyRmtrbqMTQ0Cr8/iM2bl1PvPDc+NcDvD8Dr9VNnBzGCiSfa6/VBoYgFEKRysv37J8YyvvyK6/0wMS7w5Vz7999HnxGxDE5K+hEOrVaDpKR4OBzekMURkZ+Jx3AuF4GT45AFlMvlhUbDVXRavlwLs9khSLDlV9+SMob5iPXxN91UDI0mHiaTFRkZEzklxNPd2TkIg8GGFSuyBB588b2VajJG/r+sjGsmRirJ8Bc5/DGRNJzSaOIQF6dAaiqXY9DePhhyHufOdaO/34z4eAVyc1Oh15vQ3NwrmRQtjpRmZWlovhoZ2/hOO/4xud0e2O1cl16DwY64OAViY2OQl8f1ymhq6kFCgpLmE/EdgKRiG9/mIePO0JB1PL+Ma6ql1WoilpBeKMzYwHe73Th//vxsHAtjDqmqaqCGiN/PhaKKizMgkwGJiSrJlxSYerm/uUI8MbW09KK3l/NoxMTIYbO5MDBghlIZQ72olZV30PJqBw68QxMNpTwdREJAPAFCY6cAtbUXUFJyvcDLMVn4TqtNAgCMjjoxOmpHUZEWfX1m+nv+uZGwr9XqRlaWJqShCT9UPjJih83mhkoVS5OdTp1qh9PpwciIg1YkaWvrh8XigEwmg0oVCzLInjx5CWNjTjgcblRXN9KSauJjIrkLACSrADkcHiQkqPD009uph7Wvj5POaLWJAi8S3zvO96ju3XsHVqzIRHv7EOLiFLRD5sqV2YKwML9DMLnu/PA3Xze8d+8dNEnUYLCiuVlPw+x8WUI4vafYaKir4+pT33VX2Xg4uRcxMXKsWJEdopPlnyvf4CLHxZ9Y+JMxmVyrqxtx5cow0tISkZWVjNhYOYaHOc/jqVMd8PkCSExU4eTJdmoQECOA6E/9/gBWr87Fj3+8S2DwuVxexMUpoNN10c/v3LlO0vgjHk0iiSP9Mx55ZBN9NjgDKQmf/WxZSJ1qPvwFbEaGBtu2lVJDkn/NSOIiiV6YTDbk5k68A2KpwejoRPWSl146jZERO5KS4qBSKZCUFIebbiqiiyqDwSZZh3+xQhKdybvLf/6I1MJqjRV49vn9C/R6E2pqzlFDkIw1/GehqUkPh4PzEHPlcIV5IC0tely8OAi5XC5YHJCFGMB1tNVqNbSiGD8pl0iI8vKS0dKiR2+vmeYL8J04ZNwRy24mQ7yAJw3X+FFTvuRPXOHK4/HBYLCioqIApaU5GBgwo6KiEFu3lqK1lWvEZrU6qUEpdmYAkOyoyoeck9k8CJuN6+RLntnW1p6QRQ4wkbPQ1NQjGHsqK7k+KG1t/aiqaqBSmoEBC5qb9ejrM1PjVaXing2NRoWRETv6+7moWkVFAe0krdGokJfHyUZTU+NpsQidzgS93oTXXvsYTz65DfffvxHDw1b4/UHYbG48/fR2ungDQpOiJ67TRVRXN2LLlpX4zW++Qv8uLiDAH09JiU+320udSqRR19GjrbS/AP+6TNwPWUjyOInIuN0enDnTiZERO1paeuFyeQWVwxYqTKJzjULCTypVDHJyUmG1uuDz+ZGcrEZzsx6dnUOw2z0hdfCn4hGZS8SDe25uCj79tB92uxvx8UokJ8cjMTF+vDKQLaTu/Pr1hejuNiEuLgaPPfbCeLOkibBhVVU9enu5LPuKikJBKDhcG3g+Ukb/7t0bcOzYeQwNjeLyZeO4rIDzXvKNZWLcHDt2HhaLAwDw6qtfCzEGSag8Pl6B7OxkgR6WhF2JB99oHENqqhpOpwdKZSxuuWU5HWTVagWCwSA8Hj8uXx4StEXnX2/ykxh+/GRYfrIj+Sw5D76+lEDO5dCh45DLuYUGmbzJwmNkxAaDwUo9S9XVn9Cw8N69d4REl/jh76wsDXQ6EzUwSZUdjUaFjAwNcnNTcOed11NpiVIZi+FhK7ZtK42o9ySGKfH8tLcPorlZj9zcFEG+QLgSlQSxFlxKArV37x1obdXTUH1Kihper48a5jExcigUMUhNTYDX6wupZAEEQ6I+wITBp9FwMh+rNRZmsx0mk7DiSVaWBna7B06nsP8CAKxYkSUoFcuXHO3cuW78GQz1GAPcBPunP32MkRE70tIS8MADN9Pnmn+9yP1taenF6KgD6emJePLJbZLbHjlSj5Mn26FWK1FQkA6fzwCz2Y7kZDWKizNgMk3ol/nSu6VCuAZn/PeCSMbIO8zvlkwiRnV1odVKgIkOrR0dQyASMr4EKCtLg7VrC6j2XFxGWJz3YjTa0NjYjY6OQRw48A7Wry8UlCv88MPLkMtlVJZSW/spHA43OjoGqZxLSnYj1n7zx1++tGffvjfo8zoy4qALCgDYv/+LgveXPC9cRBG0Jjtfd/61r72AsTEniorScNddZbSCE5HaROv9JWMpaTxF5i0AtJSmWH4qdpLwpT+5uSm4fHl4/L6BOj+I44V0hCU5d8Egp0F3u7nCG0AQLpcXjY09cLm84023rOjrs0Au5xZs69dz99np9NC548EHN6K6+hx27eLGguJiLfx+HxwOr6AaHGFgwIKLFwfhcLgFZanFHn1SBYc4i+69dx26u03weLzQ6UzYvZtL1H/llTMYHuZsHtIRWxxFkZJekuIQ58/3wm53AwAcDjccDm9IrshChBn41whiWUF//ygSElQoLtZi7dp8NDR0QavVIDFRBYPBitFRB0ZGHPjkk+5F0dFWPLgPDJgRDAbhcHCD1IYNxSFhSf6A0djYg8REJS5dGsbw8BhiYsRyEBnVIw8NWanOj3ht+J4EcYiR76kVJ2g+/fR2weBNJgoycJBjJPrQlBQ17r13nUCfarE4MDJiH4++xCElRY1HHtkkmNjFHpCGBh3UahVKSrIwODiKTz/tR3v7IMrLC7FiRRY++UQPj8dLm0dJXW++MefzcRPAM89U48c/3kVlGrW1nwo8SeJnSKyfrK/X0aiCxdKOjAwNlah0dAwiGOQiTJ2dQ/D5AkhNTQiJKvF/Eq8vSbolVV3IJGswcIuG8vJ8NDXpaZJdbm4yenvNaGnpRUVFIUpLcwQlBQFhV0gywdTVdUCpjIVMxv2dLHD4Xjv+M8iXoIi9mE8/vR1PPvkaGhp0OHToOH7zm69gz56tKCsrEJQIJDrghAQVLdHK1/ry33u+J3Yi7yAIg4FL3BscHMXatfkoKclGW1s/mpv1VJ4wMGCW9EYePdpCtb6kHGhiogput0+wbbjusZWVJXjttY/hcHiQkpIg+b5wBtIl9PSYkJGhQUKCCtu2XU9lQuL66kNDViQkKHHddVwSdW3tBWi1iXjkkU0AOAOYJCfzn42lQrgGZ0BohSVyzVpb9ejvtwi8xOHkWeXlhSgrK4DBYKOyOn5uDYkI8ftYAML+FuQ+V1aWQKvVwO8PUOkUMSC5exKE3x+AQqGgEq8DB96By8VJ4MSOFVIemf994Rp3cY6TVkEzQiCI3l7z+PYySU04aZhHpHf8a8tFe/vgcHByz7177wipEc+PjIk5cqQeL710mjoJmpp6qMzJ7fZg37438O67LTAYbMjLm/Ai8yO9pEqNeNEqkwXh8wVw6dIARkcdtA48IBvvlA0qpTIYbFRqZLW6oNebYLO5kZiowubNy2np2pdeOo3+fgsyMzWwWGz47W8/QGysHImJcdDpDPhf/+tFfP3rW/Gtb3Hz79e+9gJOnepATk4yUlISQrrXkjHFanUjIyMJt922Cvv2vYHjx9tgNNqwdesq/OY3j1L5DH88IZW3yJhAFp1Gow3BIBAMBmE02iatlsS7YrDZ3HC7vYiJ4WwApTIWBQXpECenL0SYgX+NIDYw3G4fioq0UKsVOHPmMtXsNTXpsW1bKc6cuQyDwYYrV4bxpz99LKnbW2gGv9iANBpt6OgYwooVWfj617cCAM9Y4EKc9fVdiImRIz5egYKCdPz93xfSRK/duzfQlz4tTY3lyzNRUVFAE4xaW3tw9Ggrzpy5jJKSTLS29kCr1SAtLQFmsx1vv92MpKQ4AMIuj1VVDaiubsR//Mc/0AGJdNUkIV6y/aFD7+P48UtQKOSQy+XIyUkGMFEekExaxIPb28tV1REPmvwBLCtLA58vgMuX+5GZmQSPx4fBwVEcOPAOVq7MpiUyz5zphNnsGA9XS1NXx/VPGBtzwe32Cark8MuqhWt4xH8uKyu5ZFmv14+YGBn8/iBaWrjqBkRSk5iogtFog9frQ1paAkpKMuj3ie8/yZuorW0TdJDke/aFXTknDIWVK7Nx/vwA1c5yJe4mwsLc8xXagZX8P5f0O4DubhNWrswWLDqIx5ofwiZG1/HjbQKDPjFRBa/Xh/5+i+D+kUgPF5ngvK3EsOd3weRfE7KwERs/JCG5uroRTqcHDocHjzyyCWNjTvj9ARw7dh7x8Qps2bIK99yzDm63hy5eKitLUF19Fnq9mXro6+uvICVFTUPkREol9try79OTT26jVYjEMo/a2gtISFBCpzMiEAggOzsZDz+8CW63B3v2vAyPx4uSkuyQRfs996yj15tIqIhUjHghjUYrvF4/EhNVS8qDzy/pK4b/3hHjiG+wi6ObQOSmWSQniHvP8gWJ++J7LdWxlCMIpTJ2PAdERsftic8LS/aSPiFcBbSJ8q78SARZzBJtutfrE9zjQ4eO469//RSxsXLExsZAqYzF+vWF2LZtDSYM3iBdtPAXm2KtNv+67Nv3Ovr7LfD7A+jpMeNzn3searUSPp8fJpMVbnecZOUr8uweO9aK8+d7cfnyMNauLYDRaIXd7obP50N19Tk4HG4YDFYEAkF4vX60t09EPbZuLUVLix6Dg6OIi1OEzANabRJiY+Xw+4NQKGLHZTBnodVyxQhILtbu3Rvpot5otMHl8iAmRgaZjMsnOHHiEjVwSQ15o9E2nosThEoVg0CAM6ZNJpsg96a/fxROJ7f4ychIxLFjrWhp0dPcOCIlAoC77roB7e1D+OtfP4XP56ef5z9/brcHDz30G9oXQypCRKJNK1ZkQatNhE5nhFarQVaWBg88cAiXLxvw4IMbaYUhPlptIoaGxqDRxCEpKQ7JyWpJ6eVChBn41whS2vnW1h789a8X4PP5MTbmwsCAhZYO3LFjLaqrz8Hj8SIQAJUKaDRKNDX1hkh3Fhrl5YX4zW++IqiOIk4w42vVV67MpgsYkozJT+7jJ6URucS+fa/D5fJCpzOgvX0IMhkQF6fE6tXZVP8/OupAd7cBADe5XbligNPphl4/Iphcw+kA+/tH4XBweQTEGD98+DR6e81ITVWjpCQTAOd16ewcwief6KlXm0hnSPk6ALThB1fC0Aej0Yb8/FSMjbngcnlpSB7gjCuzeaKCD0FcwYJ0SIyPV2DDhmJqgJKEzXD6UyL74MsjuH4E+aioKKRyGTLRXL48TA0It9uDt99uwUcf6fDRR1eosSzW5pNj12oT6TXJytIINLN8bzfJ3Th58pLAW93ePoiMDA3UaiWtE71hQ1GI9IBck7q6S4iJkcHr9VK960Qo2AKn0wuTifMkkQjH/v33YefO5zEwYKEGPekjQLTt5Fnk93ggCw0isRJ7tMOF7vljQnl5Ia2RfdttqzA0ZIXH40N3txF2uxsJCSq6uN2z52X09o6gubkH3//+51FSkoWBgVEAMhqel8sBQCZoQBSpn8H9928MkZKUlxdi37434PH44HR6oFLFQiaTweHw0OZGQ0OjyMpKxtNPb6eGjsvlwec/fyP1QrvdHsEzRp45Utu6ra0fDodnSXnwpQxyQFpWxo8GiqUjUtsT+IvHqqoGeDy+cS1+eOcPiX6SxZzwPUxFVpYGzz9fi6GhUWRnpwAALRBAoi/EMN6/f9e4Qf8pmpp60dqqBwAkJCjp4oCMrcTo59/j/n4u8hgMBhEIBOF0cg3UOAMf6OgYRn19F1auzBQ4bLZsWTV+zvX0OojL5JLE0/h4Jc6f70V8vBIrVmRCJpPB7w/QCAX//pB7lpubApvNTT3wAwNJSEjgFvoejxd5eanIyUlCb68Fy5Zl4PDh07Tj69NPb8e777bS6j3HjrXi1KlL6O420etMJIQWiwOnT3fC7w8iJmaIFjEwGq2CCO3x4xfR3+/D8uUZKChIR2NjN7q6DLRiEumO/sknOgBcdauYGBmsVk7SQsqOEvgNI196iatkZ7O5cd99N9F7Ru4tqYzk8/mRmBiHFSsy6XNArttjj70Ag2EMVqsTd91VFtIBvbm5B2VlBdizZyu9V6QZ5tCQFR99dAVerx+vvVYPlUpJ35uBATPefLMJLpcXSmUM1Gqu1HFOTgpNql7INhDADPx54amnnhoPLU6wY8cO7Nix46p9J/+F5ctYyMDhcnlw8eIAnE4vBgdHUVyspZV0srI0+NWvTqChQYekJBUcDu94x9eFhVRDFH5iIL+hSU3NOTidHoFWnW/QA8Iya+QzfIkB8XS//XYTDQHKZFx1HpvNPV72MojTp6/g8mUjzGY7RkbsUChiEAwG0d1tCJlA+bXo6+o6cNttq9DdbYLd7sby5VpUVq5Ga2sPhoetKCnJElSM2bfvdXR1jVCvNmleRhoibdt2PZ2kibFDtOfEI8w3xMWVMwj8a/r009uRm5uC1tZeeL1+ZGRwnruGBh20Wg016P7939/Bnj0vY9WqTHg8PvzlL804dqwVOTmchvOll07D4XDTOscAMDbmxHXXacc9hEIDoq6O60prt7sRG8s1/3rppdNISooXNO/hJyPz5QF8zSxfKkCq8ajVSgSDgM/npxO5UhkLp9NDS8I99tgWweRMrklxcTq6ukxQq1VISIjDW281IRAI0P4CbW0DWL/+uvFE0TFUV38CQIby8kI88sgmvPTSaeTkpKCqqp5WACJyHPL88jsi8z1VpEtjcbGW/o4k1KemqlFUlEbLvokjHlzIPYkucN99t5VWuFAoYmklieHhUXi9flitLpoPkZQUDyCIxsYepKUljJegDMJotCIlRQ2r1UX11VJGvlR0YvfujaioKMDJk5fg8Xhxww35sFqdaGsbwPPP12LTpmXIykrGrl3rqGxjaIjz7nV2DtKFDlemdkL/T/IvSG1rMmYs9HD7VJBy6ABCiQwxgA4efJ/KrHbtWi/wKEvJ0Aj8uYTcJxIJFJe75R8XyS0hz05b2yDVrh88+D7kciArKxn33rsOVVX1ePfd87QQBDHgCMePt8Hr5apf9fdbaD+JhASuUAR5pqQqJT3yyCaMjDjg8XgRGxsDr9dPc7DMZq4qFCCDXj+CgYExamQCQRw92gqXywuj0QqLxYmPP75C90scRSQReGzMiWXLMnDzzcXUcM/LS0Zb22BIkjC5RmQ8Id2ik5PVNFJF3h8yV1mtLni9fhpZGx11YO3aAlitTrS3D0GjiaOSU7Jwt9ncMBq5OVyhkCM+XgmlMpZux48ubN1aitraC1i3rgg5OSnQ6YxQKpN5HnxOavpP/3QYTqdlfEHkhN3uQVJSHJ544nbBM0V6VQCAw8HlgJWUZNHzBoTVs+LjFSgs1NJoJ78KEZFLyeVy5OYmC66huN8LmVP5krzKyhK88soZ9PWZ4XZ7UV19FitWZCErS4M33jhLc96Sk+PhcnkxPGzF2rUFyMjQSHYlXmgwA38eeO6556BWqyffcJYRd8JLSFCguFhLEy9ff72BejKINIL/0nm9Pni9CiQlxSMjY+GFs/meGkAmMHL5VSHKywslO2QCoRMj34AjCV8DA2YcOVJPtc+rV3Nabq1Wg5KSTGoQi0tTvv12E/x+P2QyGZxOD/785yZcvDhIExFJCTUyCP35z1wN/ltuWY6GBh0cDi81zq1WD4JBCBYjZMHR0qJHV9c5FBVpMTbmRElJ1vhxTdTKLy8vFHhMxUm05LqtX18oGHTJteHrqWWCypVByWTM6upz6OoyYGDAArVaidFRbuAcGBiFUilHb68FwWAQsbFyHDt2HmfOXEZPjwlmswPt7YMwGq20bTi5b0QzvHp1NtraBuFweDA66hA07yHVRNxuD9rbh+D1+uB2c9WEiLeSyAs4iVUSrc/c0tILny9Am/SQxjU+XwBxcQr6HAwNWWl5NqfThOJi7XhZvyBaWnpx5cow1QpnZWng8fhgNjtwww05aG31w2i00wUzv3sjFxFSoKNjCLW1F2jZ1ZUrs+nzu3JlNr13+/a9gU8/7YfP56cJYeSeuFxemM0OZGenQKEIoqlJH2KAkWNradELQu8kUtTa2oOOjmG43ZxBFR/PecHb24eQkKBER4cBVqsTSqWChstJTfRTp9oxMmKHXh+aoEveL3F0gkihEhKUSE1Vo7g4HWlpCbRHR1/fKLKyktDePoTPfe758R4SCfD7g3A4vHC7uQ62eXnJaG7uoWVfxZGLhTxBTxexNIuMhVKlTwcGLIiPj4Xd7hY4brjcn1AZGv/vfGM7IUEJt9uLtrZ+uvjmFyogx/X009vxzDPV41ISC269dblk/kx5eSGamvSIiZFTxwn/7yTZla8H/9WvTsJsttMyj0Qrb7W6BU3mAAg6JZPyrC0tfTAYxhAIACpVzHhNexlkMhnS0hJolLC5uRd9fWZ0dBjQ0TEIvz+IuDgFlZjxn+fCwnTq9Xc4PPB4fDh9+gqV2pAcF9IHoKVFjzvvvJ7OW93dpvG67RNRZlLpa+vWUvzudyfhcnnR3NxLIwdWqxOrV2dDo4kXVAXiz4exsTGoqCgUFF7QajXo6BjGz3/+HqqrG/HEE7fBaLQiM5NbJAEI6Z9Anq/4eCVkMqC310J7u8THKwSJ9eJnJjZWjptuKsbXv741JOpEns0tW1ZSRwaJlJhM1vHiANyxabW5NHeAzKNkcXrTTcWCRnw33VQskFj9+teP4MCBd9DQoMOVKwZkZ6dgaMgKi8UBpTIWaWkJuP32VWhrG6RNMckxLPTeGbNi4AeDC7fxEWMCMmAHAqBZ80lJ8RgZcSAnJwX33FOBEycuQaGIgcfjQ1VVA9X3lpRkITs7BevXFwrqiS8k+MljpHrI1q2ltCyXVIIfIVxpzLq6Dpw6dQmtrb2orFwJAKira8c775yH2WyHXC6DVqvBww9vEni4mpt7xgecINrbB6lhlJGRhLVr8/Dxxzp4PF5cvDiI1auzBTpCMkCRcmPJyWqkpqrHGwDVIycnlXZpXbu2QLAYIZp4bqAewpUrBhQXZ9AJJtJ5A9yihFTG8Hp96O42hTRRkkpoTktLoGXDDh06juHhMRQUpNH97tq1Dr/97Qfwev206otcLkN8vAJOpxd+fwAyGdckzGjkvEwpKWrI5aAdI0lI+9SpSxgYMGPPnom8irExJ+rru5CaKtRHHjjwDhobu9DePgi73Y24OAVOnLiEvr6JikjNzb00OmAw2Kk2Py5OMV6/O1HQuCYtLWG83n0rjh37lJ6DzeZCYmIc0tLU1OAwGm0wGm2Ij1eioqIQTU1c+TyfjzNGMzI0cDp946XqOOkPPwH48uVhJCRw17+/fxQ63USUgO+V4q5zkJa9NZsdqKpqGJdeWLFlSwnND2ls7IHBYB3vVj3xeXJsXV1G2Gxu3HvvOkGE449/PE3vi9PpxfLlmaiuPofRUTvcbv94IqQccXE+/OhHb0Gr1eCJJ25DZWUJdDoTAK7KhtTYwY+UiaNJ3DUx00IAu3atQ2NjDx2LiGaZNFMrL88XRDYOHHgHbrcPKSkJVPu9EHOIrhbEcPJ6fbQyFMAZicSwTUhQIiFh4jkURy+5Z6lecF2logTiPgZGo03gDSbjDelBYjY7Qiq9kGMGQGVnJAG0qqpeEJ0lkRgy9jY16WE225GfnyoocSmuj0/gS8EAIDOTW+T6fH4kJKhQUpINjUaJ+novUlPVaGrqGf9cAcrL89HZOYQrV+RQqWKoA6ipqYfmUpHnmchjtm27Hi0telgsDkEJ0LNndTCZ7LTMbkZGIp23iDFutTpRW/spGht7aKO2e+9dB7VaBYXCieTkOAQCXOfW/n4uafitt56k95pUOiML3oQEJTZtWkGrBnk8PpSVceOh0+mBXj9Cx15gQt4kTkjnJ/eOjTmp5Gn9+kJYrR7BvMuXZJL8EPJstLcPwmy209LMQ0NWmis1NGSlScqkWk9HxxAaGnRISFAhO1som+EvTolBbrE4EBsbg5YWPV2skMpl69cXQqczwOHwYP36QkHuhsFgw9/+1gmXy4u8vGTU1JxDR8cglMqFX3lrxgZ+amoqnnjiidk4FsZVRjyJTnTgmzCGz579B7pKNhis9CUh+rWFDF8PSpKq3G4P9b7X1l7AsWOtdPDgexL27atGX59ZkFtABq6eHhOcTg8t1+V0euD1+mnnWqvVhVOnLiErS4PXXz+Ly5cNWLYsA93dpvEOjqBtr3NykrF9+1rk5KTixIkLMBrtiI9Xorr6HJUXEM8IaSTl8figVqtgt3sAyEIm1ro6rvwakXFs2FAMo3EMly45qGEq9ozwKxbwNYfvvnseXq8fKlUM1GoV1Gol0tOFRpl0nX8uKe3//J8j417kAD335uYeqFRK3HbbKpw61YFgMIj0dA02bVqGtrZByOUupKcnIiFBBZ/PD4fDg+TkeGzZsgo5OSlwuz0YG3MiIUEFs9mOc+d60NrKNTEyGm04daodqalq+u8332xCS0svHnlkk6ABVUfHEPLzU5GTw5WK6+01026scXEK2umWnGtOTgoN72ZkcGX/3G5Op+vz+TEwwHmqVCquQofb7UNs7ERnWSINkcvlUCjkaGrSo7mZq5GfkqKGVpuI225bhcbGHkGuAanX7HR6MTJiR1FRGm69NRtG4xj6+0dpgya+pAsAjeCQ95o0eSNyosrKEvqcb9zIebVIIjVXbo5b1AQCAbS19aO4OJ2WCBwYsNBuoh6PDydOXEJn5zCcTg8SE+OgViswNuaEy+WH3e5BIBCE2WxHTc05vPrq12iStFRJPPJc8ithiP9Gyl46nSZYrU7odEa0tw/i6ae3Uxmbz+fH0NAodLp4Wh6Pa7jkQ2lpDh55ZBOamnoE0Rp+5ZDFkDQXLXxN+ESiISftI9FNUsvd4/EhIUGJ/PxUQSdlvkyCREabm3vR1WXEiy/+jeYiEfhjC3lPxFFGfmL3rl3rQbzK/EUAPwl91651tJkUP38E4BbCGRkJAqlERQXXpIlEkLh5jpOJiT34fHbv3kDfd5PJDo/HJ/CYW61c593q6k/Q0tJLK0QlJycgKyt5fNEkQ3V1I+LiFODnUhEnWU5OakiflLq6Duh058b3pYbBYKVaeOJIqapqwNtvN6GzcwhtbQPU8WAyWXH48Gm4XF6sXZtPte0NDZcRCAShVisE0RulMhZtbVy1NLLgNRisOHHiIgKBAK6/PheVlSVwuz0YHBzFsmUZdNEiXnBL/X9Li572nVm7tgB79kxUFiOSmZqac4JoOv/5GRqyjlcv8uDw4dP48Y93jS94egSV4sh9efLJ1+DxcN2v/X4fLBb7uDOuB3r9CAYHRxETI8evfnUCw8Ocp39szEUXLps2raDPdWamhib5jow46LP/0EO/wZUrBgSDXG5Bf/8o3G4fgkGuXGZTU0/IeLWQmLGBn5CQgO3bt0++IWPe4RvAQJA2JuEPAgcPvk891mVl+bjnnnXU68Xfx0KE36kTAPVWkkUK0STyG7iQQZZENIzGMTrZEG/D7bevQl/fKO69dx16ekwYHORKjNrtbphMXCjv3LkexMbGoL5eRyUM69dfh46OIahUivGW1x7adIdo/iY81l6oVLE0SZFviJGyiLW1F3DmTCc6OoZQUpKJ9vZBuq/8/FQoFLFUX85VsHFDqeTq4vMnwl/+8jjq6trR0qKn1YUqK0tw6NBxBAJBxMTIkJQUP14STBFilJFJurVVD6vVTUvxnTrVMe7BAfXOk/B3XV07ysrysWXLSjQ2dsPj8eLEiUsYHXXS8nhabSJuvXW1wEtIDAySaOlyeSGTATExMgAy9Pdb4HR6kJOTjKKiDHzyiQ52u0cQor/rrjKBzr69fRD9/ZxUiHQTVihiBJ5A4k1PS0uAx+Mbj2oQryRXInXLllBPdH//KAYHR2EyeZGcrIZKxen2SU16j8eHtWsLaIdI4okmTaAGBixwubzQ6zkPXGysHCkpCSGVcsQeUfKOpqWpodMZsW1bIWprPxXIiaqq6tHVZYDV6kZHxzC02kSYzQ7YbG66IMrJScHRo01oaxtEZ+cwvd/Ek7Z37x3YuvUAXezGxsqRk5OC2Fj5uE5/jFbRSEyMw9mzOpSVPQO5XA6lMkayDj653vxFo/jfpOylVquBRqPE+fN9sFqdOHToBDwePzweL/x+IBiEoDweKT1aWpqLlSuzaWWnjg4Dmpp6MTLCGXNco7eFPb5NBVLNqL19EHfdtQa7d2+E2+3B+fMD8Hi81Di2WByIiZHD6/XTuvhig5t4M43GMbS29tIytuL+GPzyjhkZiTTKyNcrSzknuFrj3JhNvu+11z5Gb+8IfvGL95GYGIc1a3JovwqSeGkycRWQjh+/hOPHL2Lr1tUAJvotaDRKnDrVgbg4BT772bWCRPdwpKUlQC6XUQ80eRaLi7UYHLRgeNgKo9FG67Nv3rwcFRUFOHPmMiwWJ9xuH3JykmEwWFFbewGZmZqQcrH8fLiBAQtN1gcm5uaKigJ6Dzgnh2+8ag4XXbBauUaE112npeWbieRo375qdHUZYTDY8Mwz1RgcHIVSqUBeXgqUylgUFaUhJiaWZ7wDcrkcarUS+/ZVw+HwID09AVu2rApJfifHf+RIPa3cQ5wiAwMWxMUpkJ+fSqWwZBwl95ooCDo6BrFnz8vYtWsd/XxWlgaxsXLIZDLExyvR3j6IkycvYXTUDr8/iGCQi1CS+0JKPOfkpKCrawRjY04MDIzC5wvA5fIgGAxidJRzMimVseP5hn6oVMnj0tNLcDo9WL06B6mp8bh4cXBcbjqhSCHVmriyo0H09JgRH6+kDjypzuoLCabBv0bga7vffJMLdXV0DNM6viSUbTJZYTLZabk8kvgkVZFhoVFX10HrGRcUpOLWW5ejoqIQv/rVSZw9q0NOTgrVlfPhS3uMRiv++MfT1Hg1mazYtGkFvvQlrorJyIgdfn8A/f0WFBSkQqmUY2BgFApFDMxmO1JTE+D3B/DggxuhUnGl/cbGXLBauTKShYVp1IPsdvsQEyOH08kZ+mlpCVCplIIFBxlsVq7MRk3NOVy5YoBOZ0R3twk6nYluxzWUSaIVXkgFm/7+UXg8PlitHhgMXAiTGMX9/RaB51SrTYRWmzhe/YGTnUh5Kcj1OnbsPEwmG7q7TVizJhdxcQp4PD643T6sWJGBL35xI7KyNPjkk26qN42NjUF8vAKBAGAyjVHvodcboOF6kkhFjDSS8Nnba4bfzxmsN91UjN27N9DwK/HYPfnka+juNkGjiYPf7wspjQdwniKlMhaxsTGIjY2hsg5+RRESsk5P5zzhIyN2tLb2YsuWlVTDmpQUT6tKVVQUoKysANu2cXWhL10aREfHkMCw4Jpg9SIxUYWBAQva2weh03G6dZLEypckcIvCiUUgCTcPDVlpAiGRlE20VB+jyXPFxVokJnIL0TffbEJmpgaZmUlwOk3o7jYCCGLjxiK0tPTh4sVBvP76WVRWroLZ7ITX6x/v8jvRM4AYKCR/AuB0+Dt2lFENb0tLH4aGxpCVlQSDYQwOh3c8sRBQKGLgdHpoYyI+JA+CdKolvSEACIxMIIi0tAS0tw9DNp78MTQ0ipgYrhsz6VBLopRFRWm4fNlItf9abeJ4DlECgsEgrFYnfD5uYbDQJ+upQBwFNpsTR4+2QqfjIh9DQ6P485+boFZzDc+Gh0nCsYJWSRI28ePGVfKeEadBWlpCSI39mppzOH++F5cuDWLVqmzk5SWDjF9EPsHvF0GiY6RMKz8xcteudfjDH/6G0VEHrFbXeAdmrq8JqfaWnKyGXj8Cu90Nl8uD6upP6PtpMllhtcZSg5Off8RHnIjJVUvjykKePHkJ3/rWdrrALSnJgtvth8k0BqfTB6UyFlptEnQ6o8DLyzVS4p4ltVoJjSZeMnLFXzjzr/PQkBW1tZ+ivr4L1dVnUVKSibQ0NbxeP9RqJcxmBwIBzniNiZHj4Yc3CRYPX/7yJjz/fC2Gh8egUMTSnB+lMgbLl2cK9PPcNeCq6nR2DuHSJa7zMMm5+drXXhgfdwpprlFjYw8GB0fR02NCYyPXT4VExEiJTXKuhw4dx6lT7Wht1VNJJamU1N9vxh/+8Dfk56fSY4mLU8DnC8Dp5Lz4Q0OjSElRUyeIxeJAYyM3x33961uxdm2BQJEAAC0tfeO5XiokJ8fDbLYjMTFOEKGtqqrHRx9dgc/nx5UrBjz99PbxDvLCJoz8PI1jx1oxMGCBQhELtVo53nF7ogPvQmTWDfyxsTGcPHkS7e3tGBsbQ3l5Oe677z4AQHd3NwYHB1FeXo64uLjZ/mpGBEhWvlIZC7lcjkAggCtXDLBYHHj33VbIZEBPjwk+XwA331wMnc4Eh8ODI0fqQ0oZLlT4RgB/kHnpJU47bLe7qVd/ZMROvUb8To379r0OgKvIwPe88Os85+en4uLFQVrxRaczoq2tn3o8V6/ORmFhOpqa9NSDGxengEIRg7VrOX14RoaGSi56e83jnoUJbSLxmPX3j6Kr6xwGBizQaFRYtiyDJvNWVBSiuFgLUk2FlCRUKmPx8MObkJWlwaFDJyCTyQSeFlIRiEzQJJyfl5eMvLxU6PUjMBi4sLZSGQux4VNeXohf/vI4jEYrfD4/+vtHkJ+fjMce20I1uFlZSTh9uhOJiSrExyuQn5+OjAyuog9J2uzoiIHZ7MDGjcVUKjZR+WXC4Nu//4vIzU1Bc7MeMTEyFBVpaQSGVGQg9494deLjlejqGqHbNDXpaVt3kjDLGSDCbrsHD76PN988B6vVRSfDpiY9lbJotYnYs2crNYKs1lj6vBgMNmzdWoq8vGRcujSI1FS1wLCoq+uAwWBFX58Zo6NOeDz+8UlbgcrK1dQLzy936fE4qTyIL6nyeHwwGKxUUkauG0nUS0xUIS1NDbVaRQ0Sj8eHdesKMDbmgtlsHz+fJHi9PfB4vLh82QCvNzAeIeEWnqQG+NatpWhvH8STT76G4WEulB0TI0NmJld1JydHSY2VlhY9Ll4chNfrp8+MQhEDhSIGfj+XH8OnubmH5kGQ0pqk/KU4v4RoyS0WB/LzU6nEiRgARApB9Lv8xSpJXuzsHEZjYxf8/gASEuKwZk3+eN7Gwp6sp4JKpUReXiptumYyce8zGY8sFgdKSrKwbdv1OHOmE8PDVvzqVyeQkKCiWmV+ffK4OAX0ehPkcu79e+KJ20K89wMDFqSlcZ77ri4DZDLAYLALDPgjR+rx/PO1sNm4Re2NN14neEfIQnXr1lJ8//ufx6FDJ9DXZx6XZ8jgdvuQmKhCaWnueLUqIxSKGCQkKCGXy2l0s7i4iBql4SLQ5FjkcmDLllUoLc1BZ+cg/bvJZBNEHUijN6tVAY8nAK02EUS/zffynjlzGVqtZnxxaUB8vCJEGiReOHP9OjiPv0IRC4uFqzc/NuaE2ewY79WihMfjg0wmQ0wMoNHEobQ0G62tehw71opHHtmEnh4T/vCHv0GhkKOoKAPl5fl0ziM9REht/EOHjuOjjy7D7w+Oj4Uy2g07IUGF+vouWCwOJCSocPJkOxITlbDZPDAarePOqFh4PNwCvrGxh/aS4dPfb4Hd7h6/JomCefn552vh8XiRnq7hXeOJDthFRVoEg1yltz17ttImemTe4o+r5BkiUXyr1YXiYi2VLen1JjQ29tC54ic/eZuOTwbDGJUESS0CyVyUnq5GfLwSTqcHnZ1DKC/PX9AOT2CWDfy//e1v+MUvfgGXy4VgMAiZTIb09IkbbjKZ8JOf/ARPPvkkbr/99tn8asYkVFZyTYR0OiM0mjhotYlQqRQwGKxwuThtt83mgt8fwPCwDTk5Kaivv4IDB96BQhEDo9EGjUa5oPVm4ooYxBubkKBAWVk+brttFU6cuIS2tn5oNCpag5noN5ube2A02pCZqaGrfTI5kMTPjo5hlJRkIjeXMw6NxjFoNEqsXJmJixcHYbO50dtrFtSqJ1UAiJeBJKvV1l6A0WgbH7Dl8Hi8tCyaTmdEYiI32TqdXrzzTiusVhe2bl2FPXvuQFVVA03m4gzYHqo1JU17amrOQaczID5eKZCfiCvokHC+SsV16fP7A8jKSsamTcvQ1zdKE5L41/WTT7rHa0gDXq8fly8b8d3vcosHm81NPTyk4dHu3RtRVdWAjo4hjI250NVlQklJFqxWN7Ztu17iuZIJfmZkaJCcHA+5XIYVK7ja/8Tg4zeg6e/nwsQlJZmCRQMpdQkEaZnEvr7RkISxysoSvPgi5zkcG3PSKjXiZGSNRgWr1YmMjESMjDiwenU2rrsuQ5B0fOuty0MqNJEJLBAIIBAIIC4uFitWZFMvPNEe5+Wl0JwBKe9jS4t+vOJJMKQ8LKnl3N9vgcPhRmpqIpRKNwKBABwOL+LjFQAScOON1wEI0mo9GRkalJZm0wQ7s9kOQEbfk+rqs7h0iTOA5HIZbrghH6mpCYKEuawsDV2IJSer4fP5x2VYQeTkaKDVJqKiQuy9b6DVeojBBABxcTE0jP+tb22nlZPOnLkMq9UJm82NtWsL8OqrXwMwsVAljghS635szInBwUE0NOiwdm0BenstcDi8kMu5KEe4iX2xIiX9IFI5pTIWwWBwfCEXRE4OJ6fR6YzQ6VyIjY1FQUEq1SqTkpOcBCsGTqcXw8NjIVKrmppz6OoyQiaTQamUIxjkyhaWlRUKcnVIKdNAIAi53AObzR22ihlXRacHL7/8Efz+INTqWOTmpsBud1ODdM2aHFrBzOnkpHkDA6PYsmUlNe6JgUfK+pLvO3z4NPR6EzIzk2iEor2dc9LExnLnyn/n09ISqNSDSArJ4vftt59Ec3PPeI8IEwYGOBnn8PAYMjOTQmRPVVUNePPNc4iLU4y/D9yil1yz1tYemM3comZszAGZDEhOTkB8vAJabRLWrMmF0WhDX98ozp3rht3uxvPP18Lt9sJicSAlRY39+3fReU2lUsLt9ox3ZfXQqjEOBxeR6e8fRWwsp51PSFDAYOAWdQkJKgQCAfT3jyApSU3fzby8FFplxmSy0UZQfHlcXV0HVq/OxpUrBng8XtTWcmWJiaHOl+fwnwGj0Yr+fguSkuJw5oyJ9tH4+te30u7otbWfjucZ2dDcrKfVmkhhEOIEaGrSQ6NRYXTUCbOZW9SUlRWgp4dz/shkQCDAVTv7P//ndaSkJIREOMgcFBMTA4Cb74JBrmfKNVMm8+LFi/jZz34GtVqNr371q7j++uvxrW99S7BNeXk51Go1zpw5M2MDv7W1Fd/97ncl//bss89i9WpOj9fe3o7jx4+jpaUFw8PD0Gg0WLVqFR5++GHk5eVJfr6zsxOvvfYaLly4AI/Hg+zsbNx1112455576DZerxevvPIKTpw4AZvNhqKiInzpS1/CunWhrcEXAuXlhcjNTUFTkx5jY06sWJGFkRH7eEUTJZKS4uHz+eB2+5Gbm4Lk5Dj4fH5aMgwI0g5yCxW+HnloyIrW1h68917buNQiEZ9+2oeOjkHIZDJotYnIyUnBn/98Ds3NvcjLS6bedKUylg48wlJbuWhp6YFeb8bq1dlYuzYftbVtNAlWqYxFamosMjI06Owcht3uhs3mgtvtp0YN0YTqdCacO9cNq9VFPSYOh5+WRTMarcjNTUEgALhcHlgsTgQCQbS29qGuroPWrW5p4aqHZGQkQqvVCLw0/G6P/LJ44gTZe+9dh+5uEzweL7KyJvoCVFU14PLlYTQ16QUDHimNSaoX2O1uqrcHuAE6GAxCrVbCZnOipaUXu3dvxO7dG6DTGdHRMQiTyQ6vNwCv14eamnMAINDdk6Q3ErYHOGOst9eM5ma9YOIliaZxcQqMjjqgVqtCFg2cHMaEiopCGiGR6m5JEtuId2nfvmp6Pfh1w4l2lZOmWNHWNojrrssAAEHtfT6cREcPtVqJz32unC76iJFeWVmC3/3uA5hMNpjNNqhUipDnmxjyd955vcCrT7Tmx49fhN3uRmpqAiwWTruan586vqjn5GnV1ecQH6+g4e2TJ9uhUHCJdTqdCW63FzKZDImJcYKScE6nlx5LZmYS3G7OK261OvHjH++iixQibZLLgdFRJ9Xfa7WJVIokhDNuBgdHUVV1Flu3rsKrr34Nmzf/BN3dRlRXn8O3vsUZZlarG1arC8EgF0E4c6YTX/vaCwA4OZrF4qD11UmFldzclPGISgJNInzttXosW5aBffs+t6An6OkgJf2YiG5yxqtKpYDD4aUREZUqFg6HByoVBFrlkpKs8ao43CI7MVEFv59LwuZLre69dx2am3tgt7uRmJhAF/VivTZxrGRkJOLSpWHk5SXTSia7d2+kZW1Jnwaj0TZem50zrLq6DIiJkeP06SvIyuIa/w0MjAr6Z/T2mmlEjSszOwiDwQqDYUxwzKSSz/r1hbQBF6lsA0w06PvlL4/jxImLUKuV8PsDcLt9WL06m0aPsrI0gshERkYSbrzxOvT2mmAycQ6jw4dPQ6czorr6LG69dTkMBhvsdjesVifNCSNjBjHKy8o4WYjBwElP1q3LQElJFvj9L7KyNNBoVDSvSaGIQXp6IlavzgEAeu1dLg+KizOgUMTSKjzx8QpoNHFISVELHFqk0RjnVFHD6fRgdNQJk8mGrq4RJCQo4XB4sGEDFyU5cOAd+P1+pKcnoKhISyM/XV1G2O0e2lPkuuvS0dragxdf7KH15V999Wtobu7B1772Ivr7uT4hDQ06uFxeDAyMwmTi+st88kk3qqrqcfRoK40wkSpkwES1po6OIdjtnCRweHgMx4+3weXy0rHrzJnLqK/XQS7nnGpKZQztCHzhQj9iYzkjnshyyNywbVsp0tISYLO5ER/PPQekZPNCHj9mzcCvqqqCTCbDD3/4Q6xYsUJym5iYGCxfvhzd3d2z9bXYuXMnSkqEE2lOTg79/zfeeANtbW3YvHkzioqKYLFY8Pbbb+PJJ5/Ez372M1x33XWCz37yySf40Y9+hOXLl+OBBx5AfHw8BgYGYDKZBNs9//zz+PDDD3HPPfcgNzcX77//Pn7wgx9g//79WLNmzayd32yi1SZCLpeNNw0J0vCs2exASUnGuHaQG2i5lzaAYDCIzMxk5OWl4LbbVoW0115I8GsPu1xeWCxcAl0gEITBYMVf/3oBgUAQGo0KRiM3oKtUsejt5bqkxsUpkJKihkzGlWI8dqx1vDyjD2vX5uPee9ehvX0QTqcdvb3m8WQyDUwmG0ZHHYiLUyA9PQFjYy44HG7q3R4YMFOjg2hC168vxMCABSkpahQUpNGweXKyGgkJCqSlceHACxf6IZfLERcXS/XYRJPe12ce7xoYQ3XaFy8OYGzMgZERG1atyqIlA/leFXE+xf33b0RPjwnV1edQWppNvSwkVCqWVPDr4O/cySVhv/TSaSqBUCpjYTBwmvGBAQs6OoawZ8/L2LRpGcbGnNBo4sclIvZxCQmXFGc0WmnXXbIgIt4ek8kqCNnyyx0CoJ04w1XLIF77oSEr7r9/I6qq6tHS0kfbufOrjhDd5YEDXOUMrkycjB5LXl7yeDiekz719Y0iMVElaP4lbgoEcB7DpqYeqFSc/n/37oma9+RcuJLDQSQnq1FcnIGOjkE89tgLWLYsA06nhy5ASZWO9vZBWuGmv38ULS1cwzGbzQ25XIasrGQ88sgmuniqq+sQdOgl/05NVcNksqGhQYeSkgz83d+tRF5eMl3olJRko6goHUNDY/D7A0hJUWN4eAyjow7odAZBGTytVoO77ioc18qaUFiYHlK6kg/phHnmTAc8Hj9aWvpw8OD7WLUqExaLHZs2LQPALXA0GhU0mjh4PF4kJsbBbHbg1KkOWqUqOTleUGWIO8dL8Pn8CAQCtAnT2bP/l36/dFWoxQtfUsl/38kCm5Te5fJ2OH015/01Iz09CatXZ+P06SvYtWsdCgvT0d9voQ3xhoasVIZnNI4JjPOvfvXv6MKJGOsHDryDwcFR9PWZ0d1tQkKCcnx8sCExUYm+vlG0tfWP5xvJ0Nysx/nzvRgbc+L++zdCq01EcnI8rFYXHA4PACAxMY56f1ta9ILoD1cpSY/OzkE4HF5s3rwc3d2mccPcD/5YtmfPHVR3nZWloQUlxP0hOjs5o9Hn4xauRGqpUinhcnnR1KTHyZOX0N9vRnp6IpYv16KzcwhOp3fci8+NPXa7G93dnvEIQwn+/u/XoL/fQucVsrABJpJtSYWo0VEHzp/vhV4/QssF7969EXV1HVTbTprcEUdHXV0HTp/upNXZ4uOV2LJlFY1qAFzpUIVCTiO8+/a9Me4k4Yx4u92NgoI02O3c9Xc6PZDL5eO9BuLR2TkEo9EKhSIWO3asxcmTl9DcrEdn5zCviaaX5t90d5tgs7kABKHTGWgfkePHL8LhcCMpaRhKJdcIUqGIQWFhOhwOD2QyroJTaiqXi5CZqaE5dqQU6p//fA4jI3b6vQ6HBy6XBcuXZ2DjxiJ0dAxDpzMgEODmEJIzplTGjCf2xiImJgY6nQHf/OZ/Q6GQIz1dQ3spkOppcrkMHg83Bi7EcuF8ZtWDv3r16rDGPSE1NRXt7e2z9bVYs2YNNm/eHPbvX/jCF/Dtb38bCsWEN6yyshJ79+7F66+/LogyOBwO/Md//Ac2bNiA73znOyHdZgnt7e04deoUHn30UezatQsAsHXrVuzduxcvvvginn322Vk6u9ll9+6NMBpt6OgYwooVWdi9ewM6O4dw+bIBra19+NWv7qAeF07zHQe5XI7t22/A/v1fXPDJtvxqD8XF6TAYbBgetsJud8Hv55ooxccrsWZNHpqaemG3c0YQV+84CzJZEJcvG+FycYNwXJxivDGJHydOXKLylczMJMTHK9DRMTze/IvT8pEEP66MIDeoORxu+HwB5OUlw2i0IT8/lRpcqakJtDIJMTATE1Voa+tHIADk5SnHa4tz2sbBwVGsXZtPE6lqas7B5/OjpUVPz2N4mKti0tk5DJ3OCJkMeP31s8jMTKLXiP+TGDd/+Usr9HoT/vznMRQVcZUZiMSIbBeuDj7RlhsMXJc/okGXyWTIyUnG4OAYenu5ffv9QaSkqLFxYxEA0ERSoqFuadHj0qVBHDv2KdLTE2ipSS6MbIHX66OdXf/853N0QQBwel9SCUQ88BKjx+324ODB92E0Wulii0RqGhu7AHALHn5DHi5xO4iamnNobOxCd7cGPp8fHo8PfX2jNB+ARHtI4xp+pZDKyhLk5qbg00/7IZPJaFdX0l2ZXMfk5HhoNPG0oc5jj72AwUGuoUtiItfEpry8AEAQf/rTxxgZsUOtViIrKxl5ecmwWrlKEjfckAeVSikINx85Uo93321FUZEWd955PV0UESnHM89Uj5f+jMGrr34NDz30G6qFJ7kIqanxMBrtUKm4SJXD4UFmZjKysjTYt+8NuigUd4klUhGpMoXkWj/5JNeJND5eSWtep6UloK9vVFD9KSVFPd5XIB9abRLOnetCW9sAAGD58gxUVq6C2+3BG2+cRXV1I0ZHHfD5/OjuNqG9fQgnT17Ef/3XKaSna2it9IU8rk2VoSErOjoG8f3vv4nPfraM1mMn5YKJQdTWNkgbp91wQy7S0tRUs2w0WtHYyEk7uB4RFiqLuPPO65GRoUFLix4fftg5nlcBADLY7VwHb5KUyNXY50rV3nbbKpw8eQkXLnDN2Lg8mBTExMgREyOH0TgGh8ODmBg5+vst2LnzeaxenU0bXSUnxyMnJwU7dpTRCCt5b1pbufKnRqMNVqsb7e3DUCpjMTLiwA035CIQCNBeFARO0sF5hc+cuYySkkwcOzY67tSYKPvpdHoRGytHdnYKnnrq70MWqQMDZsjlQHo6l8D9ySd6OJ0exMcrkZmZBLkcyM5ORkKCAm1tgwgEAtBqkwQlM48da0V7+xAACMo3PvzwJuzcWYFXX/0IY2NO6hE3Gm10bCJ5SmvXFqCzk+sXQnTtWVkatLcPwuXyoKQkS+B4IIt3hUJNpapG49j4HJcMr5fr3LtnD6e2IPNNR8cQYmLk0OtNGB7mOvySqHdubgpaWnphs7ngdHqgUnE5IH5/ELm5yVi7tgAtLXpcuNCP3t4Rqn1/5ZUz0Os9cLk8iItLQGJiHFwuLz772bXYvXuDoB8A0dbzm1UC3AKA9CLZvv0GHDv2KaxWJwDZuKy1Hl1dJgABulAg28tkgFKpgEoVi87OIchkMurUI+8LqQDkcnng9wfpXLyQmTUD3+12Izk5edLtbDbbbH0lxeFwQKVSUY0Un9LS0pDf5ebmorCwEHq9XvD7Dz74ABaLBQ8//DDkcjlcLheUSmWIof/hhx9CLpfj7rvvpr9TKpW48847cfjwYRgMBmRkZMzS2c0OZCBZuTIL58/349y5bhw48A56ekbg9frR22vGoUPvo6ysENXVZ6HTGZCWlkgTew4efB9ut2dBJ9sSDV5TUy+2bbs+JMueHwZ+6aXTsFqdGBlxwmi0oaCAKx1mMtnGy0RyCWlcFQI/EhNVIFo80qwJANRqLolUpeKSaAEZ+vpGkZ6egJtuKqblDfv6RgUNQ8hihHRDPXToBLq7TcjKSoLD4R7X3nuQkKCibc4bG3uwcmUWDh58n7bbJsnDgUAASmUsEhNVcLu9UChi4fX6xksI+hEX56INa0jzLX61GFKCjMub4QxYco78BiIEvseJaKO5xGQPlXKZzTaYzXakpakRDKpQVKQdz/nwQqvVICcnFb///Slax5kY1FwugwsqlQJr13JjSmKiCl1dRkG5udOnO9HW1o++PjPtXstPtiLdHpua9PQ8Gxt7qEeG1IYvLy+kiVvixGN+5YX2dk5/Trq3fvTRZbS06Ol7QxYppIkUwCWN1dZeQGurHlqtBmvW5MJicYxXEbIKPOtZWRo88MDNgjC9RhOHkREFsrKSoNUm0jKblZUlOHmyHTabG04nF61qbuaSunNyknH77dfThmnk3f3DH/4Gp5Pzgh4+fBqfftqPmBg5vWako+Vtt60SXIv16wtpFMXrDdDwtFabCLVaiYQEJY4cOYuGBh1UqhisWJE9Xlcf4NcvB2Q00Vk8MZaXF+L55x+kNdSrq8/B4/FCqVRQXS+p/pSdnYxNm1aMV80IIiYmhnrwg0GgtVWPkycvwmp1U8MwMTEOsbFyWsK2tbUPGg1X6IFfMncpUFlZgl/96jgsFgdOnLiEr3wlg5aiJA4FcS12g8GGu+4qo9G89vbB8UWRAX19Zvj9fhrl1OlMKC5Oh9vtQ1yckkoFc3JSBIvm1lY9zp/vQ0yMHHfdVYa9e+9Ae/sQ7RBts7lx4sRFyGRyFBVpAYBWIhsddaK1tRcjIw74/QHExsZg16712L//Puzb9zpqa89Sw7a9fRAvvsi91/39Flr6kyyEDQYbioszBPk25PyNRitsNvd4l2UzEhNVSElRo7r6LFpa9JDJgjAaObnc1q2lkiUjm5t7kJOTipYW/XiTwUTYbC7YbG4oFHJs3ryCFkFITo5HQUE6TegmxS+8Xj9WrsxCXl4y3n23Fdddl47U1HhaAz47OxluNyelKivLh1abiPp6HS1x29zcI6jApdVqaG+UBx/ciBMnLuGTT7qxc+fzuO22VfjLX1rR3z+C+HgVHA4Pzp7tQk5OKoJBbo5TqRTIzk6hDoLm5h5s2rQCra09UCpjUVFRAKvVDZfLC40mHsuWZWBgwIxt265He/sQOjqG4PVyi7gVKyYiyU1NeuTmJqO/3wyDwUZrz2/duhpHj7bSxoJjYy709Jhw7lwXcnJSaB+NtrZ+gQyPNPvLyUlBbm4KbYjY1jY4fh/c6Ooy4plnqnHbbauQlpYAl8sLl4trrlhSkkUXtSaTFTExcsjlMhql4TtHdDoTysuTaUdbfrWdhcqsGfjp6eno6emJuE0wGER3dzeysrJm62vx85//HE4np/Ncs2YNHn300RDJjtRxWCwWFBYKJ5mmpiao1WqYTCbs378ffX19iIuLw+23347HH38cSiXXUfLKlSvIy8uDWq0WfH7lSq7TqU6nW3AGPgnVXr48BJPJhrg4JUwmK/5/9v49Ps7yvvPG3/ecj9KMNDofLNmWZRssyxgcMDU1xAkhJOSFG9glbehu0lezIdlukr72YbfwPM1uQlr6bBL2WWLa7G+TQJtla8AuhBgMik1tIoOMbFmyLUuj80gzmpNmRnM+//647vuyBLSbtOzW7eb6JwRkaw73fd3f6/v9fN4fq9WIXq+jWq3y1lszXL4cIBpNUS6LoJrV1SyDgzNMT0eIxzMEAnEcDvM1aba9cGFBRQUm8HqDTE4u8+qrY9hsJtxuq4yy1jCJzc21xOOCk3vu3Dxf/OJ+dRwqMKHJZI50Og/A/HyUm27qwmYzSwLExo0NKEqVTKYoC8GxMdGFFuapDu6//yZZtGhJefl8QR5GBgbGGR1dZHFRcPGj0ZQaOFOmXC6TTpdUzaxgtj/77BDlcoUtWxplTHtbmwu/Py5fg5b6aTIZmJkJScKDtkECvPHGJJmMeG9tbW70egWn08LWrS08/PBdHDr0MwAaGhzs27f1PcWP1s0GoaPcsaODy5f9/OAHb2KzmejtbWZmJkQikSWZzNPb2yzH56I7pdDU5FSvvYrU6X/zmwc5fPislI5dubKM0WiQqb1rDyn33ruLcrnMyMgCi4sCW6kt7cGZThfk+9y2rVUW4f39Heui1jUaDwiN/dqOmqYT1XwNwWCSWCxDPJ5Fp4O33pphaGhOZhGsfa3Hj4/JDmg4nKK11YXTaaWtrZalpcQ6GYVWfGnr8OEh4vEM113Xyje/eVC+L+27uP76VvL5IsViSeYJZDIiFGzt9EDDZ2YyBUwmPZlMgVBoVU0P1tJHF1QNrqDirP1MTp/2yiRQm81ILIbEoQqNc5BstkC5XMHptJDJ5Dl2bIxIJMnkZIhwOMmZMzPSHP1uyddafroWWW+3m9iwoV5+3k1NTtraXGQyeTZvFjrkkZFFmazrdtspFIrMzIRJJLLkcgUMBp00+95xx1a83hBvvimkahaLkS1bmlQe9j8deQ6IovPjH9/BsWNjNDY6ZbCUNinSfkZ7v5OTy+saNysradmJX1qKq6FIwmCpBa3F42mWlmJ86EPdhEIpFheFXHDbtlaJhHzooTvweJxMTS1z/PgY8/NhhofnsVqNKIqQgIiDmZCMer0hUqk8PT0NOJ0WNWndoh4am9ZQjtYb8J966iTLy3Hq6x3rijVBKktSLJa49dZN60LsNGpNf38HHR1upqZClEplenqayGYLjI0t4vPFsFqNlEolrFazxMa+O39Cax4lEsLTtmdPNxcv+olG05JMJYrZJB0d9euMvhr8IhxOsnfvJmZno3i9QXbv7mLHjk7+/M8HWVlJYzDo2Ly5EaPRIOUq2mvVwsk0GpyWWnv8+CXK5Qrt7W7C4SSh0CrVapVAIEE4nFTDGnMUi2U6OtyMjS0wNSUOcQaDTsqPtA722bNzUh5z4MD2dR10bZ9paXGzd+8miTTu6WmSJva1gWk1NTb1ulnhq1/9H3zxi/tpaRGvYWhojmQyR6UigB/a9dvd7aFcLnHlipCPOp0mGdbn98dRFEVO95aWRIOhrs5OLJZmYmJZxakW0ekUqcnXnotrU7GrVTFxCATifOYzf7aO0AXI/VwDN1zL+8YHVuDfcMMNvPLKK5w6dYrbbrvtfX/mtddeIxKJ8Ou//ut/799nMBjYu3cvN954IzU1NSwsLHD06FH+3b/7d/zJn/wJmzZt+hv/7BtvvEE0GuU3f/M31/17v99PuVzmm9/8Jh/5yEd48MEHGRsb4+WXXyadTvNv/+2/BWBlZQW32/2ev1f7d+/W6797ZTKZv/W/a8toNK6TFv191loMVTSapqbGSn29MN2dPDnBxIRIt1tZSVOpVDAYdBgMOkwmA729jeRyZbLZwrpE12ttiY5MinJZcHQ1LrOiiITOmhrrOvNjPi+kOKurWRQFTp6c4Prrr/o33nlnThb4WnpnLicKqpoaKwaDnunpkOwMP/zwXQQCYmMrlytyc9Q0j6HQKvl8kaefFpu21yuK7w0b6tUCREinenubGB5eoK1NdAtEV75AOl0glcpSLsP0dASr1agmvBpJp/NMTARlcJV4+FVpbHTw9tuzuN02SdlJJnMUCkXZ9Q6HU7z++iX1e9erG5Z4eLpc9vfoyTUt9JYtTbLLm88XWFqKUygIQ9M//+d7aGur5bXXLlMuV2RqbFtbreQHi2AmOyDSHh999Ajf/OZBHnvsN/jd3/0RAwOXyedLXH99m+zWaqFZFouRlha3qgsVm7XW6dUOdqVSBZ2ONd19ob0XxuEFmXR61Wsg1okT47IQ196fxnNuaXHhctmYmgpSKpWxWk3k8yWy2SIWi5HOTreMQhfc6JIserQHZTicWkfwWTvNWVtAXLgg0npbW13rmPcXLixIOdCdd17P7GyES5cWCYc1fKWeQ4dO4PUG8XgEGefWWzdJVN7cXISuLg92u1Ee3NceHNYGCQnJW5JoNKUW8VU1dAbuuWcXY2MLvPrqJYrFCk6nma1bWzh/XjR6NNNrtVolFFpdw45e3xzQvAmTk8tyOjE25sPrDfL665dl0R8Op2hudqnkKaT/JR7PcMstm0gm8/h8IgPB4TCvSwluaXETiaQwGvVUKhWZtrmyklG7we+dKvxjXhs2NNDb28K2bdp+Vl13iFnbwV/rTxFLkbKZvXs38s478yiKwoEDwlt29Oh5Ll1aIpHIMjERYv/+LYTDSTKZwjoT9do00PHxBS5d8qsp1g5JY9Ekei0tLgYHverksIzbbcdiMcr9NZXKy/e21oB/dSnU1zukf0ZrEmhd+ZWVDC0tpjU/Lw6ZGurS6w3KFO22Npe67yuEQquAQrFYlub+dyNbtaK4vd1NTY0Vj8fB3r0bJZc9GEzgdtu4555d7xvkJshOMUZHF+X0TPNo9fe3Mzq6RCSSkjjd48fH5CFAO9Dk8wVpVN2/vxePx4nfHyOfL5NO5+nqqlPDB014PA5Z6NrtZpLJHKurOYaG5gDes19pBbbH4+TcuVmy2RLf+c5r3HHHVunvampyrjtAas8fbWL+yCNHsNmErC4ez6hhlGIvmZ+PSKPx2JhAWEMVm81MpVIlHs/g9QaZn4/S2OikXK7K7wfA54upk0nxnfb1tbO0dNU3cujQSTUht6h6McT9v21bK8vLCWZmQiwvx7nlls3YbEYsFgP5vAAWVKti2q0RlJxOE8vLZWZnIywtxWhpcV/T+8YHVuB/+tOf5q//+q/57ne/y8zMDDfffDMAuVyO6elpzpw5w5EjR6itreVTn/rU3/v3bdu2bZ385kMf+hC33nor//pf/2ueeeYZ/sN/+A/v++d8Ph9/+qd/ytatW7njjjvW/bdcLkc+n+euu+7iC18Q6LW9e/dSKpV49dVX+c3f/E1aW1spFArvW3hrHf5CofC3vvZ/+S//5S/0Hh944AE+85nP/EI/+z9b2marGSIzmQLRaBKz2cRjjx2Uhc7ycoJqFfr6GmR3IJcrSxlFfb1DZZJfe3gozVA3PR1m69ZmVldzkhuvdfDXPhRWVtJ0dNRJVvTiYoxwOMmBA9tpaXHh9YYIBMQmXVtrxWjUS5nC6mqO3bsFh3501CeLS1G8iM0NqrKLrNMJOkWpVCGdzjMwMI7NZqJUquDzrdDT08hDD93Bzp2dPPLI80xPh+jurudjH9vBiRPjKq7OhNvdjKII4sjKSppweJVUqkClUlVfb1x2ewcGxqW5K5crcvDgjbIT4/E4pa56aiqI2WzA4bDIglYLBBIPwPXr8OGzDA3NYrEY+Y//8SX+r//rOfR6hUKhKN+7duDxeGrW8f6XlmJs29Yqvy8QhuazZ2fXmTUVpar6G0osLcXV1EBR1GnFR1OTUw1oCdHX187mzU2S0hAOJzEaddTU2CiVKni9IQ4fHmJqKsjqqpBlHT48xJEj59DrhURACwnbtq15Ha/5ueeGeO21S+TzJVWLW4vbbSeZzLFlSyN6vZ4rV5bJ5YosLibw+2N8/esv8rnP/dq6h/pzzw3xwgvvoCiK1BFfZXRX10mhTp/2kkgIqYHXG2JuLiI/f02PunbU//jjr3Du3Jzstp46NUkymVMNfb3rEnq1wuLw4SEuXRJSony+IB/UR4+ex+sVB/6jR4fJZguqQVEsRQGXy0ZTk5NXX01QX+8gmcypxYl46HZ01EksbU9PE5GI4P+/HzvaZjOiKAoGg052kS9e9LO4GMXnE0SUtrZatm1rpq7OzsmTE3i9IYxGgSoMhZIyn2BtV3VlJS0LlX37ehgd9akjeB1ms0Fel+9nJP/HvtZmgoCQ2a31hqzNmdAOXJqPQniYPBQKJTZsaGBpKcHw8BxHj55XpVFJlYxip63NRV2dnU2bGmUX9N1ISC10C6pYrWZqaqzMzUW58cZuaXLt7+/E74+ztBSjp6dxXXr38PC8DCrTnmPaNfTtb78iJZZf/OJVMp+guIg9w2Ixcvz4RRUPi0rpurpPLyzEqFZFVoPNJsIJbTYzdrsRqOLxtOJ2i+nguxN5x8YWmJ2NoNfr1sn5Tp/2ct117RiNOhYX4zQ2OtaZaB9//BW83mW+//03qFarZLPFdaz206e9nDp1nkpF3GsCfSmaLWtzTEZGBAQgmcwyNRUimy1QrQqMpfBdKRiNOvR6Ay0trnV+H012qGnx1zZC3u8gCPDZz/5XVlfzzM9HefbZIV5++QLlcvU9uFkNSKD978WLi1itJr70pQ8zODhFOl3A7bZjtwuE5eioIIR5PE5MJoPECIfDq0SjKVX/XiUSUWSond8fp1pFplBXKqKxNjq6SE2NRab7jowIf8aOHW3yeeTxOLn//j1861s/YXZWIZcryOnC/v1bGR6elwRBo1HPTTd1AXD27ByrqznMZoOUol3L6wMr8D0eD3/4h3/IH/3RH3HkyBGOHj2KoigMDg4yODhItVqltraWRx99FJfL9UH92nWrtbWVm2++mcHBQcrl8ns0+bFYjP/4H/8jNpuNf/fv/t17/rtWoL97AvHrv/7rvPrqq1y5coXW1lZMJhPFYpF3L62w1/6ev2n98Ic/fI+85/3WB9W9X7u2bGmmpsZKIpGhublebsJaV0Hr3AkcF6xFcu3b18OhQyc4ceIKU1Mhvvvdf37NFfl6vZ76ervskB48eOO6DvTa99jV5ZGFLiBDocLhJGfPzkq0l9VqYvPmRjX+W0c+XyYWS7Oykuaxxz69jr+9NnyjqcnJ7GyUbFYUY7/3e7vWER7K5QqlUplQaFUygrXueaFQYnR0kbo6u+R5r9WCa5Qjk8mIXl+kUhEHisXFmCwYC4WS7EwvL69y6tQEbrdVmio1vGI6nae+3imNnU8++TP6+zvfF/UoVpVcTsiJNO0ziI1WxH7baWur5StfeRZFUfjiF/cDInAsGk0xOurj0UeP8OCDewFwu63Y7WZ0OkXKRcSDyYDTKYgZWlIqiAJTI+Vs2dLE8PC8mkQqZBu5XBG9XkcuVyKbTcgDkdcbVD9zIQkAMdlxuwU5aWhoToaEAZIQMjq6KD9HnU4hEkkSi6UxGPQ4nVY2b27CZhPYwa1bmzl2bIxsVgROfexjO6Tf4eWXR4hGU9hs5nXUCk0qsLYDppGKRkcXSCSydHS4CQRifO97J2RYmNNpkpkK3d0enE5Bx6mrs/Pyy6O4XDZ27GiXf6d2nWqylEgkSblcIZXK8f3v/7WUF+XzJapViMUyKnEL+bnb7Wbq6x1s3tzIU0+dZGYmTHd3A5/73D6ampw89dRJABoaRLhOsViip0eY/8LhJOfPv5egtnlzM6OjS5jNgmgUDCbR6aChoYaaGitLS1cP3tq00Ww20NfXsU7Cs1YuoGFDZ2ejUhKRSGQoFksYjXpVWhSmWBQTln8MetpfZq01kLrdNklI08zEkUiKlZU0J05cAa4SWUTKeZ49e7q4884d0qi5upqV+Roac97pFM8Rzdci7tEgP/qRkOFo+RQrK2na2twUi2WSyRzJZJaenmY0f4b2Pf32b++VWSGBQExOF2ZnhfdGOzisJd0cOSLIKU6nVUrufu/3/jter5DXbdhQT7FYJhpN0dp6dT/TDtEvvXRepjrrdIoqGxIdWhASj4MHe6UR/9y5S7zxxqSk+Bw4cJ1sXojngZD5abKnUqmsghCWiMczzM9Huf76Fqkl1zwhgLrni0K3v7+DlRVNKqqFgorD2n337ZHvdWRkgUKhRCSSwmo1yeL41Ckx5dyzp5tkMi99Q8ePj5HPF1hZyXD48BDhcIpMJi/hDyMjvjWZIVfpZNpBcOvWFgYHp6hWq1LLrgZKy+np0aPnJTkJhJcnEIiTSGT58Y/P4HLZ6Oysw2w24vfHSKdzgHjufuQj2xkcnCYYXKVYLGIw6CmXK2oglvCn5fOCzOP1BtWOu5FsVsi9xN4lPBfa9bL2WfbuemXz5mbm5lbo6KgnFEqiKApbtjTh98dJpUSek8Ggk39+cHCaSCRJba0wpF9r9c+71wcadLV161aeeuopXn/9dUZGRggGg1SrVTweD/39/XzsYx/Dbrd/kL/yPcvj8ag89/y6IjqdTvP1r3+ddDrNH//xH68L4NJWXV0dCwsL7zmAaOZhzSBcV1f3vjKcWExc0O/3d69dNpvtFyrwP+ilFbcaJq27e/3rXEtHWRsjvhYbphndFhdXrjkGrFa0aLxvjVH8fj+jUVkKhRIjIz5mZyMyuENRUDMCrrKDGxqcNDQ4SSZzLC7GpKEWxCY7PR1iYODSOkLFHXdsk+age+/dxZYtzer4usrZs3MsLydQFJEG2tnp5vjxMZqanOtwds8+O0QuV5SscU27n0gI78Att2xicjIoDbp33LFVHgLeeGMSg0GkFq+uZjhzZgqDQc9HP7pdfm9rkwO1wKxjx8Zob3f/jQFAWvfrlVfGWF4WhtrOTjcf/vB22f35zGf+DK83iKKgGqKEwVZLyvR6g3z96y9KAozGuD97dpZHHjlCJpPHZjNRX29ncnIZj0cUFpoOVCs2nn56kOXlBJFIkpmZMBs3NqjR7naefnpQFuJbt7ZgMOiYnQ1jMOjUDo4Y9Y+O+jh1akLV4AqD6Le+9ROGhuaw283ceutmUqm8xGIODs6QzeYpFCpcuRLA749TqYDDYWLDhga+/vVPSSKShm2dng7J78zptMhO4NXO8Xs7yOWymJwZDDrsdrO8ZrLZIm63jZERIeGZnY2SyxWlhv/JJ3+G0ainpcUlaTnf+tZPGBnxUSyW1+EKb7uth+HhBYLBBAZDWTKrjUY9BoMCKFSrVSoV1A57DR0dIkE0EklhMhkki3pkZIFYLIPBoCMcThGLZdQY+irRaIpKpcr0dPg907/+/g4GB6dIJLL84AenAdG1/L3fOyDlFlAlElllfNxPPl/CZjOtMwB+9av/g/n5CD/+8Rk6O93odAqVSnVd5zccTlGtVtHpdGqg3yq1tTapGf+ntxRyuSKxWAZQpB69qclJIODAYNARiaRkc6GpyUmxWKJUKrOwEJMUoi9+cb+cJGom6dXVHMViiUikQi5XoqbGQjic5PTpSVKpHDU1VrzeoDy83nPPLo4fH8PnW8HlEs8eQbRR5AQ0GEzS0uLi2LFRaR598MG9cgq21lfjcJgIBOK0t7vI54scPHjVHK8V9wArK4KF39rq5itfOfCeUK0XXniHbFZACRobawgGhWRTr4fWVje33LJJTjzGx/0kk1mKxTLPPjtEXZ0dj8dJa2stoVASgfkUYUrDw/MoCuTzJVZXszIgq1AocubMDMmkSLLWll6voCiQThc4f36O48cvUiiUcDgsUkbj9yfec+9oiFmRR5HDZDKo2TaicaE941ZWMly86CcYTLCyIqhSICaiJpNBksm0fJVIJEkyWWB83E8qlZfXSiZTwOWyodMpsgGgSWC1ycKZM1Po9QqdnR55jwaDSb73vZ8RDCZYXhaUr6mpkJTHmkxGpqaCTE2JZ1mxWMZgUNDr9apUWBCX3G4rb701QzKZAyAcTsl9tb7eQalUlj4yzWfR1VWPXq+XtcBaz01/f4cMldQmPsPDC2pisoVEQvgOT52aoKnJycpKmkJB0Hfejwh2ra0PtMAHUbx+6lOf+kBkOH+Xtby8jMlkwmKxyH9XKBT4xje+wdLSEt/85jffY67V1ubNmxkZGSEajdLe3i7//cqKSD2rqRGowe7ubkZHR8lkMusK9YmJCfnfr8V1+PBZxsf9tLe7aWlxSbqFJh/QuntaeM+2baLLoqWFHj58FptNmNM2b2665sZTWndJ6+q9O6V0bcIjIKUqonhIyhElQCqVlQ78ri6P1FRrRY6GiXvuuSEikSQrK2lOn/YyNDTHnj3d60ah2uvQime326YmBFYxmw3cccc2ZmcjTE4ucujQSVpaXLS11arM4Cz5vOgoPfLIEdraahkbW6RUKlFTY2PLlib5QLNajVITqcWqb9hQTzye4tKlgJraV5GUm7WTm8OHzzI2tiCNbtok4P0Kn6sj8qqUuGzc2LRutLt7dycXLy5SrVZZXk5Iw3ZXVx233LKJ48cvqhOAMqVShT17uiRC7cqVgGoINRAKVfH5xMG5o0N4XBYXha42GEzKECMtlM3ptEjWc2dnPdlsEYfDrKa2Itnf2mvdubOTL3zhR6TTIrfA611mYmKZarUqUX4HDmxnx44OGZCUSuWw2cxAkXJZFL+FQpFotCinJFoBI3T4wviq0ykkkzkUReGdd+YAhampEOVyhVgsK7urAwOX+MEP3iSTyatYUbtKnhAJoAaDTk7Y/P74uumOdh+k0wWy2ag0VmvjZptNGOjm54WHI53OYzTqaW+vY8eOdhoaHLKret117SgKXLniJ50WE0tRgMzLbn5nZz2RSJInnxzAZBITnJ6eRlVWFCWfL6lo2hYmJ8WBb23YEAjTu5AMpiRyNpnMSV3uY4/9BgCPPPI8Op2QZ5XLFZ5+Wmj3AXy+FVXmsCJRsXa7mY6Oevm5iMRWMVp3OCyqZlwnvTL/VIy22l7e1lZLc3OtnEpqgVUDA5dZWoqzY0e7hATk8wWefnoQRRHZCVariYmJANUqfPObL/Poo5/gjju2qWnoYYxGAyaTnlyuyMKCSIPt6+vgttu2MDw8T7FY4ty5eapV4dfQpCWaPFS7/ltaXNTV2Xj55VGOHBnm7rt30N7u5tIlP5cu+SVGUfteXn11jIWFKMmkQYYYffzjfRw4cB1PPvkzfvzjM/JzMJv1FAplPJ4aDh36rfclNzkcYh82GkWR6venyGaLkow2OrpIf78I3EqlxB5RrSL3bpG50M1nP7tXTrhffvmCekjWqSbdCqVSgfZ2N83NoqGgpaGC+LnaWhsGg55kMsfSUpxYLIOiKNTWGshkRGDilSt+6VNaK4UJBOJUKsJvJLwpDpqbXdJvYzIZGB31kUplMZsNah5JjrNn55iZCXP99W3093cwMiLgEKlUHq83pGYP5LFYDORyJbzeoDq1tJBO59m4sQG9XjQBtPuoXC5TLlcoFkXQoTZpaGpy4nLZ1PA5IYVqbq5dlwOzuBgjkciqQXtQqeioVsuYzQayWdGx//znbyMez/LWWzPU1ztIJDLk84LK1tbmolAocdttvezc2cljj71MKLRKMpmVKNfu7nopTQOkIbu7WzzjR0cXmZ0Ns2NHOy6XjTNnptSAyUUJ3tDrdTQ21qzzTF2r6wMv8P93rUQi8R4s5+zsLENDQ+zevVuiLcvlMn/yJ3/ClStXePTRR2XC7futX/u1X+P555/n9ddfZ+fOnfLfv/baa+j1enbs2AHArbfeytGjR3n11VclB79YLDIwMEBvb+81R9C5uqqYTAZaW2tZWoqTTosuiZbCFwwmuHhxUe34VOnpaV7nbj9xQhxg7r//JvnQvVbWhQsL8mZdyyleqwc9fdqrYszEIWCtBGXtPx8+fBazWWx08XiGixeXGBi4zIED26lUxCa6sBBVNcqiOw2QSuXXyD+Qv1/rbgQCcVKpPKurWRoba2hsdEo6hIZgnJ0NMzgoeOjlchWTyUhfX6fcACcmlqVcJJ8v8oMfvEm5XKZYLDM9Hea7332NcrlKf3+77HwdPjxEILCKoijodIo0cmlLmwqcOuVFr9fR29uM3W6UqLgvfemOv7WTf+bMFKOjPr761Wdl+Mjw8AItLbVEo2mmpoKqQcnC5s1NPPbYb1BXZ+PZZ4eoVKrqlE/ExV+44KNUqlCtipG19tn6fDFisQxtbW4cDjNut2A3f+Qj21EUOH16kmy2wMpKmp/85Dwmk4G5OVHE3nRTN1Dl1KlJKhX4yleuW6cx9fvjWCxGisWySpaoYDLpaWqq5YYbNvD665e5cMEnu756vY5f//VeeTjUEHjnzs1y5swUJpNBYkC10X6xWJIHOZ8vSn29+LOjo4uq3MFCS4tLJknG4xmsViPXX99KS4uLcDhFX18HfX0d636nhkJsa6uVD61gMCk79OWyhlFFdtUCgTjZrJCIRSJpFEVh374t9PY28fTTgxgMem66qZuPfGQ7IyM+1cC9rNJARJaB0ahn48ZGMhmhx83nS+j1BRng9cgjRyRO88yZKe66q4/29npOn54kHF7f+dL04q+8MkYotIrZbMBmM+HzRaVuXHTfFG64oUM1EyvrpDt33LGV06cnVQN5CaNRJ6VtmnRA6z46nRaMRgNtbS6Syfw6rOm1/LD+Rde78xpAdGoPHNhOJLLK8PC8lKzs37+Fs2fnOHLkPImEuBbuvPM66ursqpG8QiyWZmTEx2OP/YYs0kVHOY7BoKe21sbOnR2yCXLgwHaeeGKAaDSFoigoylVpiZZfYTSKovO11y6qgURFisUyR46UOHhwl5pimmRiYpnDh4fk9yLkeWXSaXGv6/U6wuGk7NYKg6a41vfs2Yher/9bJzT79/cSCCTI5wWByWQSBWy5XObiRTEhCwQSGI16CoUSOp0o8KPRFD09jVLGBOK58dZb07JwB42tXqFYLNPQ4JSd5ZMnLxMMCiyjFsboclnVAlJPW5ubRCJLKpWlWoVSSfwds7MR2Xi5cGGBJ54YYGEhgk6nY9MmMb0UvpIs3d0eFEWkt2azeapV4XO5cmWZvr52YrE0+bzwOAWD4h6or3dIPLJIYs9jNJbk5ywSkPOsruZwOq389V//gTxQer1Bzp9foFKpAKKZsZZCk0xmMRj0tLa6JdFr797NtLS4yOeFpFEED66q8lO9PCDq9YrUvAcCMebmhOH28mW/CrUok8+XpJTrC1/4EefOzVEsllAUhWq1wtiYj7ExH6urOaamQnIq097upq7OxhtvTBAKrcrnQE2NRcqsBJknLu+lTCbPiy+OANf2nvF3LvCTySRGo3Fdp/yXXblcjmKxiNP5y3PV/+RP/gSTycTWrVtxuVwsLCxw/PhxzGYzv/3bvy1/7gc/+AFvv/02e/bsIZlMcvLkyXV/z+23XzXmbNq0iY985CO8/vrrlMtlrr/+esbGxvj5z3/OfffdJ6U3vb293HrrrTzzzDMkEglaWlo4ceIEoVCI3/u93/s7fhr/65cWdKWND2trRern0aPn0emgqamWSqUi2bTT0yHZ1RcpbiWMRgPXoiFtrTxn7WRhZGSBs2fnGByc4t57d+HxOIlGkyraDA4d+tm6ju6TT/6M8fEAW7e2MD4eYHU1S6lUwe+Py8IJRPFZKokiY3k5jscjjIaNjU683hA///k0x48Lksvly37m5kJ89at3cuGCj/Fxv4obtdDc7AKu6iq/8IUfqhxnPauraZl6+uCDexkYuMyZM9OUyyVJEtAkPjqdjkRChBy5XDZ8vhjDwwucOjXBfffdyIkTV/D5VnA4hP4b3m2gqsqx7s6d7YyOLjIzE8bni5FK5deh3bSldcB/93d/xOxshPn5ArFYhjfemESng46OemprbYTDScrlMu3tbu6/X0gqXn55lHBYYFpvuKFLhpl4vUGam2tZWUlRqVSw281SG7rWD6LJoFpa3CwtxWVnBaqkUgXa2mwyJEzD5QUCcXK5Io8//op6bfiksVywj3WADrNZjHt37GgnEknJA9WmTVfxfdUqkh8P4sA3OOilXK6iKLBzZ4c8VGqSsEhkFafTxPbtLVIrr3VYPR4Ho6M+JieX2bChjng8zcc/voP/9//95+8xuh0+fJZnnhHSpEymQDi8yqVLS9jtZmZno9x77y5uuqmbM2emmJhYljrZpqZavvjF/fzwh28yPS2CgITcxUhbWy3f+95JtcMmRvYa0rS/v4PJyaD6sK3i8Tiw282UyxWmp8PodOB220ilckxMBPje905QKJTYuLGBubkw+XyZt96a5pZbNlJTY5WSnncvi0Uvzd41NRZqa22Mjvp4551ZmSgpEH56VRpkZ2FBUD40r8Frr12mWCypgTRF3nhjQtLBtFCbtTjZcDiF02m+pvM9ftkl9NbLGAy6dYhJbX87d26BarVKNLpKJJJSNfVRuroaJK9ceIpqiMUEBcnrDUr9+86dHTz//FnS6Tx6vZBwpVJ5udd6PE5JkRH6bEX6Wfr7O+W1GQolZVaHhmYsFoucPDmhIletVCpVyXkXuOGSRB/m80VKpTIXL/pob69ndTVLTY1FLVBFevl3v/vA31qAaYcEkfBeJp+vsnlzE/m8YOqXSsJvpRk4QewxxWIFny+6jmp1VT5mxGo1qVKwMjqdDrvdwObNjWumpjfJgC4NsdvS4iIQSJDJ5EmntYOqgV27OpiejpBKZWlsdBIIxPj2t1+REkQAk0nI+GKxLFeuLNPRUSf31ERCk9LoKBYVZmcjVKsCJrC4GKetTTQWtm1rYWpqGb1eRzKZI5stqoeLMoqiqPkdVerq7GzY4GHv3o08+eTPGBtbUMMZK5RKwr9jsRhIp/PqQTOKTofcN7NZIRtzu21SHqlJHO+4YxuRSJLR0UUymQKpVI5crqhOiMR0/f7790hJmUbI2bq1hX37euUU5dixUcrlqjrtK1MsVsjn0/J7f+edOcbGFtXvq5EjR87j98ewWIwoiiCypVI5NcDLIDX+ZrNB4rO16cW1vP7OBf5v/dZv8eEPf/jvVdD+6Z/+KSdPnuTFF1/8pf/shz70If76r/+aF198kUwmQ21tLbfccgsPPPAAra2t8udmZmYAGBoaYmho6D1/z9oCH+Chhx6ioaGBgYEB3nrrLRoaGvid3/md90iOvva1r/EXf/EXnDx5klQqRVdXF//P//P/cP311//S7+V/19q5s5NkMr8uzKlSqVBba+O227ZIpNW///cvkMkUpOlxaGiGfL6I223nk5/ceU0a0pqahJawVCpz+PAQXm+I8+cX1DRehWy2wMiID6fTTDKZlSNrjTEM4vO5ihONcemSn3K5qkoZBL9eUHMWKRaFWXNuTqTFdnc30N3dQKlU5vx5YS5cXIxJzebiYly69Bsba0gmc1gsRny+KI8//opksHs8NRw8eIN8/Waz+Bkt2KO5uZalpQqJRIZqFVwuKw88sIef/nSUdLqA2Sy6P17vsuxOiiJQUAhyueI6LaImC+nv72R2Nqom6Yogj2oVSVt6t1xHk/Vo/GdFEWi9SqVKoVCkqamWclmYv1pbXcRiaa5cWebBB/9/tLW5mJkJqw8OE8lkloGBSxK9qQUurfUG3H//TWqI2QJ1dXYGB6dRFIV8vqBGmQsNa7UKiUSGSqVCS0utZKYPDc2Sy5XUgKkU3/nOa/h8K1QqVRwOs0Sb6vWiQ7i0FCOVEnKatja3xDuePu3lz/98cB0yD4RuU9OitrS46OvreI/PQTPxbtrUSDi8rB6oRJrx2JhPPkDj8QwWi5ErV5ZllLsmH3nyyZ9JjXJtrZW6OruKCc2RTud4++1pnE4zHo+D+fkohYLoHLa1udi/v1d2DcVBRKGnpwmPx8nx45fI54Xef+vWFgKBGOfOLbC8nGB0VFGD1ubp6qrn1lt7GB9fZmEhSqVSwWIx4XBYiEbTBIOr+P1xOT167LGXGRwUmQZnzsxw882b1vDMxdJoRsIgVyWfL5JIVIlG0+RyeTV0UOi8NdxnNJoknRbmaaEFT+HxOLBYROBcsViSWv2VlQwrK0lJAtIMzmv10lar8R+FpvYXWRrHPpHIUldnl9eilmTsdFol8jQeT5NOF9m2rVUidjWfVk9PM06niZERMWU6cWKceDytJmRXcTrNbNzYSD5fZHzcL03e0WiSZDKLzSYOTqdOTZJO59WcCkUSbvR6HTfc0KlmVRQoFkt0dNTjcJhZWorJg2ShUFL3GiGx6O6uJx4X5t5MpsDiYpxUSiTg1tZaqa21Mj8fZX4++h5Ji7a0/evMmWnS6bw8uKfTea5cCbBnTzfNzS6Z3FouV0gkspRKV6U1uVyZ554b4vHHXyGVytHa6lIzTErrErjtdmHAr6uzy2mytrZsaWZyMkQ6XaC3twlFgTfeuKJ6fqC7u5FPf/om2eAAQUQKBgVdploV0szGRhfxeEam1q6uCl36vffuYnU1SzSakg0ou90saXkej5OJiQBf//qLbNhQj9cbolKp4HbbMZsNVCpVWltddHa6GRoSlK5yucr+/SLz5y//8m01zbaC0aiXBXFPT7PE1Goo7sXFFcrlKolEBrNZAEQWF2Po9Tr1HhaemJ6eRioVYXru7KwnlyuSSGR48cURIpEkO3Z0SqP1Qw/dLj8bzWg/OrpIpVJFr1ew200oinj+a/6EUqlCNitwziaTnnA4TSIh9lyB0RS0NIfDgtVqpLbWRltbLfF4hnA4xcxMGBDAhf7+jv8Vt/AHtv7OBb7WzfmHWvfccw/33HPP//Tn/uiP/uiX+nsNBgMPPPAADzzwwN/6cyaTic997nN87nOf+6X+/n/IpfHLa2osRKMpMpmEeloV40YQ4/0vfnE/J09O4PfHiUZTQBWDQc8tt2ziscc+/Q/7Jv6GFQwmCYeTrK5mmZ+PkssVSKfzqobQiNFYw/HjF0mlsiiKTmoFnU4L1apIK9Q2X+3hf/z4JRIJkSg7MREgEIhjt5sJBhNSY2mzmWhpceHxOJieDmG3m3A4zFgsDrWrb2F2Nkprqwij8nqD9PQ08Zu/eYvsQJw9O8u3vvUymUyB2dkI3d0eVbdZxu22UiwKs2B3t4d77tlFPl/g5ZdHJaFGMzdqI1qxSVcxm/VYrSbm5oSxVKQE2tfx+bdta2FsbIEjR0LEYhn27Olm27YWIpFV2c17dzQ7iMOBVmgKzCGSM7x9eyt9fe0cOXKOdDqPyyVQlZmM+E7S6RxWq5FqVUgxxsYWCQQSdHbWc+edO2T6a1dXPU6nVQ23EkWgxWLEZjOztLSCTqfjBz94E4NBaF2NRj0ej5BChUKrmEwG9bpWcLttJBJZVftaZXFxRSUPiWRiEZYk/DReb0iVJmTkf7/77p1rCEkTjI8HOHVqQn4XiUSW5uZaOjrqUJQqP/7xGWlQBPEg02gm2me6lgYiUjOFnEEEnInsgKNHzxOJJBkcnOLhh++SwTiLizE2bfKg1xvkhO3MGa9MFa2vd6idNCN33bWDxx77DRmAI6YdChaLgeZmF+PjftUcq+fOO6+noUHgCUUke4VoNMUdd2zDbBaymQsXFtm5s51bb90kTeAAJpMeg0HP7bf3ynsokxGBU4WCIJm8P29eOxjVyut3ejq8ppgSKaoNDU7MZpM0rpdKZZW+ZMHjceLzrVAsijF9uSzi6EWjAjXZWaQ9XzU4w/DwPMFggqam2mvOU/R3X+Lz1FJB8/mCDG/T9p9PfeoGNImY1xukpsYqD5Ber5Az3XzzRkwmIwcObJMppC+/PCJJRG1tdXzuc78mJz0eTw0PPXSTZNADKjknS6UirsVwOKky0GHr1mb+4A8+weHDZzl2bJT2drdsdGiks9ZWF0tLcc6cmcZo1K2b5LjdNnVaU5VFtTBn6mWn9fJl/3s8H8A60lJtrQ2Hw0RfXzvDw/PkckUymQLxeIZEIiuhDW++OcXyckJN/hbUsCeeGGB5WYQsNTQ4ZUNB+7y0ovzs2TmefnqQbLbI2NgCO3Z0SsPw1XyUJIqC+h506uHAtC6FWCOz9fY2EgqtUiiU1PtCQB+0fBar1Sinfh/72A7m58MMDs7Q1VVPKJSiUCgTj6dlQJ52uNE8Lrt3byAezzA9HebXfm0zS0sJamosJJN5KpUyAwPjUrKaywlJnE6no1IRoAIN1SwO12nplapWS+h0gkFfLpfw+WISxbyykubs2VkUpUpDg1MG3z3++Cu8+eYkiqJw5swMP//5NBaLURbfGlVNgw1omTcul41KpUpXV708RPr9K6RSgpmv1+toaXHJ76hSqUgvltmsY+PGBolHFZ9FhFxOND4VBRwOyzXfFPh7afAvX77Mf/7P//nv9ed/tf73rdOnvczORjAaDVRU+l21KrR2J0+KTq5GKVlZSbG6msVgEAYgMarM8O1vv8Lw8IJ0x18rS9PxaozbqakgKyszlMuCp7uyIjY1k0lsfqGQ6Gi0trpoaXERi2X4b//tFEeOvCOLsN27N0gebrlcJZXKybhwRQGdTnC4Dx7cTSAgWO09PU3s2NHB2NgCIyOL9Pd38OlP75FkG42os7AQ5YknBsjlROfq/PkFGeZSKpVxOCzq6LsgQza0sKf779/D7//+XfK9j4z4MJkM3HLLZgBef32cSqXCxo0NUs6wc2c7dXUCXajRLQ4c2E44nOT11y8jJDoiBEUjWQiaQoodO97bpRCIunfUETe43XbC4VUVn5mkv7+Tn/98SpIS1uI029vdtLbW4fNFiUREF8pgUFhYiPLTn14gnxcPm+npMPX1dnUTVWSYzP79vbz88ihzc4J8pNMJb4Fer8fjcdDQYGd8fJlsNs8bbwhdZ7WKSoCp48qVgJShgUDp3XqrkCnV1dl5/vlhEomsWiQILetavJ6QT2U5f35BDfwRB4HaWhuzs2G18yyK3qeeOsktt2xSv5/1B+QLFxYklk5RqqrvooLVKiRUWnqo1rHW0iq1cBuHw0wkksJsNvHww3fx1a8mWFxcwWo1qQxz0Q2tq7NJvrngR+fUkbgFp9OE1WrAYBATvY98ZDsDA5dYXc3S3V1PR0c9ra0uQBwyNY2z5i94+eVRFVNoYePGBvz+OM8+O0RnZz3BYFLt1hnUZpCi/l3r17uDix555AhWq5Fy2aBK4cpAlUqlKg9FgghTlj4W8bov4/UGicUyxGJpamst5POiK3zzzRsZHJyhrc3F2bNzzM5G6e6uVxNv9dxww4ZrWkv7yyxtQjI6KqZCR46cx+Ew0dXlkeFtWgqpRlhpa6vlySd/Jg3h6XSel14aoavLw403dkv6l8lkwGQyUq1WmJkJSSP02u9vdNRHKCSMi1u3NnP8+CXsdjNf+9pHGRi4BEBXVz379/fyla88y9JSjGJRpCIfPjzE/ffvWUdzGxkRkzwtifrkyQnJe7daRXc8lyvKQMbxcT+5nOg0Z7NFTp68zIULN637fvft6+HYsQtMT4fYtauDlhZBe3rggT2y6/zss0NEoyk1TNAkjdsWixGTyYDbbWNhYQWj0YBOJ4zMGlFLEIIEBrSrq450ukAyKYAJx46NcfbsvEqjEVStYrFELJamXBada5fLJiW0kUhKSsg0eASgSpqEIV0EYZmw20XOgMNh4fjxMU6dmmB+Pko2K77XYDBBqVSmrs4hjb1Go57l5TgADoeZm2/etM5HcezYGHV1dhwOqzxAaPuKlqady4msDINBJ6U0mmzJZDJIn8zoqJDFLC8nqFQqZDJ5fL48jY21OBwWcrkCV64EaW4WIIvDh8/i969gMgmvx8qK8A2YTHrsdrP6bBaHxbXIXA1H7fWK9GSDQcFqNdPS4mZuLkI+X6KmRkw6tSlgpVKlpsYqDzyjo+K5urqalc2gxsYaLBYT0WgKl8t+zTcF/l4FfiAQIBAI/L1egKJc2xqmf0pr374eXn11TBYkgJQ1LCzEOH9+nnS6wPJyXNXtKtjtBtnlf+utac6dmyefLzI5ucyWLc3XzENxbfgJsA6d53BYVLNNheuvb8NsNmGx6BkdXWJ1NavKV0SHWTzcCly4sEg4nGT3bkFf8XqDZLPiQbJlSxPT02FSqSwul22NUdclN+FqVVzXHo9DNboKOYumZb/11m8xPx+hrs5Od3cDU1Mh+dpLpQp9fW1MTITYu1d00dZKPDRevqZLrauzsWlTI/39HQwMXKJYLEuawr59W6W845FHXlCnDGYAIpFVzp1bUCcFV+VXk5PLMkzK74/LhNT3BhSZcTotdHd7ePDBvXzjGz8hEklJlnmxWFG7a2W1wyOK9Ftv7aG/v5PHH3+FXK6A2WygVKoSDCYIBOI4nRbq650UCkVSqQJNTcJXoRURO3cKasyTTw6o3bQqxaLwJGjj9FQqr3KtiyST4uCkoSQjkdSahOKyGtAlgqYKhZKUyAgDXFlF4F0d65fLQl8OCtFoUiJTjUYdq6tZCoWivK+Wl1eZmgqi04nu03PPDcniamxsgVOnvJJXXVtrIxpdlWjParUqiw2NMrL2Id/d7ZHJrzt3dnL33Ts4cuQ8XV11hEIioyAez/Dss0NSa3zDDZ3SOBaNCpSlxWIEhAY5GBQ+lpoaKx0ddYCC1xtUg3bEhKOjo16m3YbDq1SrValLTaXypNOCyLJzZ4f8M8KI2f6+8r612RGBQIxCocQNN3SRTGYZHw9gNOpUDW1RpiFrQTdaKubrr1/EajVTW2slFFqlWoX5+SjXXdeOw2GW3VCfb4WVlRTxeJrubg+f+tQNalPAcc0TMX7RpTHeT52aYGUlreJm62WQ3re//Qpf//qLGI067HYrOh0MDs6okx8nRqMBRSmgKEgz7KlTE+o1KfTVhYKgIy0vJ5icXJZZI4888rwqbazQ2upiw4YGmpsFuWrLlmZZ4AO88cYEXm9QyjGWlmIcPvwOoPDYY78h97i1qahaErUwdevo6HCrcro8ExMhvvKVAyp6UZGT1mAwKWWQ2vcrchFypNMFJiZC3HBDNy+9JJj6YrJrVu9rUaPYbEZsNpM0cVssRlVbb6axsYZ0Ok9PTyMXLwbw+2N84xs/oVgsk8sV1AmGaKBUKnmKxQrLywlyuQL79vXw1lszqr5fTPBE6m3/Or9ROJxal3odiazS19dGOJzCbBaTkVyuoEpvqqyuZtXPSMFmM+NwmMhmi1QqFfkdlsuiUZHNCjNwqVSWCc9aFoVer5DJ5KV/JxhMqlklPn7601GppdeSiT0eJ4VCic985s/Qgs00A/bRo+dJJrMkElmi0aRsvFSrEIkk2by5UfV85SgW7TKJWJsMl8tXc1dKpYpE+pbLFRlqpe3Ro6M+FhdjataHkJPt2dOlEuSq6rWtVw8LRoxG8TsOHtzNhQsiiyWdFmZiEESm7u5GOZHVMnMmJ5ev6T3j71zgP/bYYx/k6/jV+t+wRBHczqVLS/Lf1dXZSaVEeMTUVBi73UxtrQ27XQR0FAplOfasVCqye5DLFa85Dr7m5temC7fcsolYLI3bbWN1NUehUMbrDVEslmlpcUkyQD5flJIbu91MXZ1d1TIW2bChnkce+YQM/AAh4YjFRMHU2lorR6Ff/vKH+cIXfsSpU5P09bWvQaf9jFdfvQRUOX78Eg8/fBd7924kHk9z553XMT6+TLVaUacCogjO5co0NdWwYYMgMp09OysxnhoZSDOaip8vMjLiw+8XxIdSqczIiI89ezYC8OSTPyMcTpJO58lmC9x88yY8HgeKAjabibY2gaAcGLjEkSPnURTWBQm9n0SnUCjR19fB7t2dkr5isRjZsEGgCfP5Av/f/zdAsSjMsu82P+dyRSoVYWjt7HQTj6dVY1eVgwd3MTy8gM8X5dChkzgcZvbv71VDvK4yrAuFqNRZtrW5yeeLTE0JiVJjYw3xuDCY6XTQ3l5HJCIK6A0b6iVTfnExTiSS5I47tjE66mNpKUZ7uxur1UQ4nCQaTfLoo0doba2VpCHts9EwlCAi3kulMmNjizQ21rC8HCebzXPunI9SSUjCnnhiQJJLtKK7vd2Nx+OgUCjKcXdHhxu73Uw0muTkyQnm5iKUSmUef/wVGhsdhEIpNm3yyM/zwoUFjhw5TzCYUDXsYvReV2eXD0hFgenpsEz01H6/MJYpkhWdz4uudiwmphQCpRnm5ps34nRa2b27k2eeGVRzDhSamwVW0e+PoSgKdXV2bDaTatBtx2YzMT0dZtu2Zvn9vZ9k4sSJcRoaHBSLZa5cEY2jzs56PB4Hly/7KRZLzM2FWVqK0dbmprHRKU2G+XyZfD5DMpnDbjeTyRSwWIxcurTE3FyEW2/dLOUQxWIZp9OKVjQeOvQzjhw5RySS5M/+7BdLGb/WlxaUBsjMk8lJkZT87LNDxONCBy2MrKDTQX29oIt1d3vkJBTEVDebLbKyEgdQzegiZ2BhQXiIBgYu4fEI3bler1OzJhzydWgTKI+nBoNBRyiUxGTKotcrUt4haDJXKWRrfT51dXYef/wVia41mfQSfdjSUksgkKC3t5GjR89TLJZk+qsmVTp7dpZDh07wZ3/2L+RnpBmBjUYdY2MLJJM5gsFVTCY9fr9octlsZrZubcblsjE6uiTlOXq9jm3bRGikhpaGKnv3Wjl2bEwNVauocg7RhHC5bPT1tXPmzLSqAy9w5swMKytpdDoFh0Nct11dHjnp0z6Dbdua5UH+8OEhdTrcjl5vwOeLqmQoPSaTUU7+Tp6cIJXKys+go8OM3y+kie3tdbjdNrzeIB6PE0WpEg6n3oO//uEPT7O8nCAez0jJUTyekdjfXK5IKJSkudklf+dVzLF4PQ0Noinh8wkJjZhQ2PnoR7dz/PglYrG0DJ+rVivqNYCUSFqtRrVGKaPXC69XTY2Fnp5mmeYbiazyhS/8UIaOFYtlmX8Qj6e5555+NmxoYHb2PF1dDfJ5YjabJMGntdVFf38H58/PSxQvCOlhe3sdBw/u5r779vDcc0OEQqtkswWOHj1/TSkZ3r3+zgW+hoz81frHsbSNQuPbj48vU6lUaGgQHRtB5MhjMulluJMWs61xc996a5pMpoDVauLmmzddc+Opp546ycTEMiMj84yMLNDf38ngoOgC9PQ00txcy8xMiFQqRyAQp6WlFp2uhsXFmLyZK5Uqfn9MymWmpkLrRo2bNjUSi2XQ6QRO0uNxcuLEOGNjPiYng8zNRSSy8g/+4BNqOFhC6okDgTjf+MZPcDhMFItlEomc1Cd6PA76+trweJzvq33XRo/PPDNIoVCiq8uzLuVWi03XHhSpVJ4jR85jNpt46aXzKv5LmA/PnZunsdFBLJamWCxz+bKf5eUEer2OYDChFv218sD07oJM6yRBlTfemODixUV0Oh11dXY2b25icnKZlRWh6y4WhRHzoYc+zCOPHJFZAY2NTpWTbqRYrLJ7d5eqgS3x/PPD9PW14XLZuHJlmWKxRCAgXl8gEOf++2/C4RAd2/Z2N/l8CbfbjsNhViPMq2ze3MjsbJjV1Sw7d3Zy33038tRTb5BO59VDUUl2ckBR0xbTWCzCVL11azNXrgSIxdJcvLioolGLFAplLl9eYu/ezTz88F0cOnQCvz8upQ+HD5/lxIlxMpkiBoMiNaaic7XKK69cZHVVGIHr6pzSVCwMbBVqaqzrtPrHjl2QU5lUShjmyuWKDCQbG/MxPDxPIpHG5bKzcWMD588vYDDo2L27E4+nhqmpZaanhSHcYNBTKGQxmXT09DSrxblIbhwZWeDChUV8viih0Ko80AMsLKwQj2dYXhacbmFGEyz0+nqHaqbO8PGP7yASSTE2tggoLC7GWV5OcOzYGL29LcB7C3ztOh8bW2BmJizfr9VqYsOGOi5dWsJqNdLeXo+iCE2swaCnrs5OPJ6lWhX3b0eHm69+9aMEg0mOHBnG6xXXTrUKdruJzk4hW7JaTRw7NsaZM9MsLydIJnN4veEPaiv6B13aZE87nAcCMc6eneONNyZxOExs2iSaBg0NTjo7xcF+LUlsy5ZmDh06wSuvXCSVymE2GyiXK1SrFfUed0hOvN8fIxpN8uqrl6irs7NnTze9vc20trrktKa720O5XOL48TG2bm1m06ZGMpkCPt+KKkkRBb7FYpJZF1qzZnR0gXy+LM3X2qSxrs7Os88OMT8flQX38PA85XKVxkYn2axIs963rwe/P87Y2CJ+f3zd5yRSX2F2NkIikVUhARVyuQrJZI49e7rkz3q9Ick/F5OqLCdPTlBfb8dsNtHSYuLECZEfoRn2BZnOyebNjbJ4/tKX7mBycplDh06yspImHk9TqQhmfG2tjeZml0z41vDVhUJRTf4V3+3g4DQrK2nGxpZYXc2RyxVkJ1yv19HW5mLPno0MDy8Qi6WlHGbTpkY2b25maSlGT08TLS0uZmcjGAx6urvricWy+P1xvvWtnxAOC7pSMplTU63TvPjieblfWyxG+vra8XicMqjsyJHzLC2JzCCnU0zNEoksZ85McffdfTIsr1IRe+6ePRv5rd/aK5tnZ87MkM2K9FrN/K9l1Lz++rg6abZJmdju3Z1SOjYysqgGlOkkvECjaXV1eVhdzfHqq2N0dXn4yEe2vwdcsDbsa3ZWNFN0Oh0bNtSxbVszExMh8vkCIDC0Wme/rW09qv1aW/9oOfi/Wr/c0kxFIDZ2l8tGPl9kcTEmSTPaGFFzvzscZmZmwrz00ggmk4FMpqCiHWvWUUKunSVkMalUnmPHxpidjaIoCsWiGOfeeecO/vIv35bElXS6wIED25maCjI0NEuxWCKdzqkoULHK5TKRSBKXy4bDYWb37k6VzV6VcpYLFxZ5660ZIpEk1ao48SuK0CDee+8uWltdpNN54nFRnKXTeWIxUeCNjS1yxx3b2Lq1mUKhxI4dnRKvqG1Azz03xODgFA6HmQsXBJe8tlboP+fmIpTLJTZvbsbrDZHNFtSusGCn9/Y2MjbmIxhMqExjvUyTXfvAE6ZLI4WCmGYoisLJkxNEIsK4/O4uxdqo90gkJb0a5XKFCxd8pFJ5pqdDslBzuWycPu1lbi5CMpljdHQRRRHEHa83hNVqlEmExaKg2ORyRdra3NxwQweZTBGr1YTXG2R0VHSS8nmhy9U66VpCs1Zout02DIZmfL4oBoOegYFL+HziAaQV083NtXzsY9cTDqc4fPgsxaLQ7grjdZJstqheQ2UikZS8T1ZXc+TzhXUUlpER3xr0ZpxyuYLZbGLHjnZ58Esksio2VBSkkUiS558fVukOgrfs8TgZH19GCwISkw7RrTQaDezcKbB5xWKJVKqA1xsiHF5FmOwsuN1W7rij9z3415mZN6W+Opst0toq0oq/9a2fUCqVqVQqTE2FZOqsMNmK39vQ4MRqNbK0lCcSSXHLLRu5cEFMjAwGhbm5CI2NTj7+8R1SSiGoKVWZNnr77b1s2NDwvo0BbS85fnwMne7qJCuVyvLCC+eoVCp4PM51GMfRUZ88rJnNBiwWYbp76qmTbN7cpEqWBLu8ocFJX1+HPCS/8soY4XCSeDyNougwGvX09Fyr+SW/3Dp8eEge/h58cC+BgMA9JhIZ6ups/MEffELeuxcvBlSkbUH+eSHvmZQJoVqzw2Yz0tAgCGDFYpn6ej0dHfWMj/spFIrE4xlGRxelX2tg4BJvvDEhSSnJZI6VlQxNTTXs3NmhGqpFB9nttuLxOAmHheb7Jz+5oEp3dJTLRYmqrVSqql4eNQRQdNlFWJyYStjtZpXsIl5Ha6tLleUVeO65oTV7mUKpVKJYLJNO52lpcaEoipq4HOLWWzfT0uLmz//8akMlk8nLKVChIMgxR468g8fjZNs2sQdruRNms4GPfUw0QufmVmhocEgpqZYHID5LcSAQZlQjR4+eB0QhqU3FYJnHH39FEoQMBh3VqtDfl8tlhETQQKlUYmJimWeeGcTni6qELdTru4mHHrpDTkXm58PMzITwepcpl8tqsb6gTv+qwLK8Fw0GHblcUUWTlrj++nYp+dIOY319tbz5ppC69vY24/UKtG4oJIp/nU54d3y+KMFggkOHTrJ372a0qYBonCls2tS47u8+dOgkTU017NjRzkc+sl1l7i/zgx+8SV2dndtu65UZD4OD4sDucIgD09RUkHzeQjicIhRaJZPJ09fXIelxIJpu2oREXP8TDA5OUSoJWt3o6JLMGzGbTezeLaRj2WyBpaXEB38Df4DrVwX+P8D62te+JoO4tHX33Xdz9913/y/7nWs7rl5vSGrscznR6XA6LRQKJXbv3oDZbJLccLGZVYC8iq2y88lP7rrmuvcXLiyoxJSq1CT6fFG2b2+lublWdlfhaidcFOmCR3zunEBbmkwGjEYDFksFh8NMa6sbg0GHy2Vjfl6YDB977NPrtH5LSzHVHCk0hTfeuAG9XqQcahSU5mYXd9/dx8mTE2qIzwqRSAqr1cT4eIDWVhG6k88XeOSRIywtxRgb87FjRwfHj48xOSnoF/39HQwPz6PTgd8vMJzDwwtMTgoNv9ttV7tHejXBcGkd4s3lsrF5cwPDw/PysxPFvTDYLi7GsFpN9PQ0YbWaSCSyZDKF99Una+P36emQSqOwqkZfQZEYGLiMTicOXZs3N9LU5KS728OVK8vS5KqFWmkhYQaDOBxZLEZisTSZTB6Pp4avfOUAgEqtENpat9tKMimKkIcfvkuSN+x2M+m0ICV0d3tIJrPyYWc2i8AtDRuqdRofeeQIhYJAqGn6e7vdLHW+CwsrZDKiCBIShSrPPjtELJZWu046mawJ4HRaKZUEQ1xRqiprXARaBYMJiSnU6DIiHVMQiB58cK/svL700nn1wIXKkC6wb99W9uwRqbqBgNYFFUxmn2+FQCDBwYM3rDP07tvXw49+9CbpdB6DQdCGrruulclJ0dnXOoDhcIpcrihxd1arCbPZIOlAYnpQVbt74jtLJvNYrSZCoSQXLohwoP7+Tlpa3Kp+OM2dd16/zkPxfuv0aS/xeIb6eic33LCBj3xkO48//gr5fEoN1mqQ2QcPP3wXjz56hNlZcbDI5Qr4/QmCwQTlcpWZmTCKAtdf34rfH6euTngBBgYuceqUV00lFYcXl8uGy2XjwIHrfsld51pdYl/3eoM8+ugRFEVorEEAFQ4d+hmA5HsLdOxVFO6+fT2Mjfk4e3ZOfT4IBnqhUCaVyqnpoUa2bBESiaefHmRsbJFCoaQW8+Ke10L48vky27Y109xcq6aclujv75CF9tqch0OHThCPC7mLxWLi1lt78PsTeL0iLK+tzc2RI+9QLosEXo0UJehmwkths2n6eBORSIr5+ahaQMfWSSrq6mwSeVkolAiFVnE4zCqJxQAo6zTvfn+CUGgVnU6Hw2Eglcrj80UR912MTKYgqW2arykcTsmgr7XMdO35+V//6xvyftu1awPLywmGh+eksVevv4r/jUaTOJ1m2trc0qweDK6q6c9iwqH5TZaW4mSzVw9tmzY1cuDAdlUiV5WoTY1Nv7CwgsViVLvrOvXQgETpCimjCNIzGAy0trqk3O711y8zOOhFURRV114kHE7y8Y/3yc9teTmByWSkp6dJ4olXV7OSZJTJ5BGoy1p27+7koYf+Qso0Z2fDWK0mFAWefnpQau/FM6PMuXPzGAw6HnxwL2+8MUGlUiUQSPDpT/cwMbFMIpHFaNSpk78sr746Rmura134pckkSuH779/Dvn29nD07R7lcVL1cOpqaamltdXHixDh33LGNr3/9U3K6fS2vXxX4/wDrO9/5Djab7X/b71trxhSJcmK81NjoRFGQxcamTQ1s2dLEq6+OSWc+IAsugaRS1LCTa6t7f/q0l3A4xcGDNxIIxDl2bBSXy8ZDD4mRqLYxuN1WAoGrnU0Qcd/t7W5yuSIdHXUSjaXp+USojhaCo8jf9+KL5yWJZ8uW9WNYQI4ek0kDXu8yFy4IhvvHPrZDIjKz2QKbNzfi8TgIh1MMDy8wNxeRhtFwWHDkNfrFyMgC5XIFl8tGa2stg4Mz6vdX4aabutmwoY7BwRnMZoM8vDU0iFGr6EhkeeedeTX/wCqjwnt6GiXabWpqmUymyIc+1I3BoH9fDj6Iruu99+6SiY89PY089thvyOvN43FgMOhYWUkzPu6XXdTWVjHWjMczeL1hEokMer3gDhcKJRob61hYWKFQED6QXC7KU0+dpLnZhU4nuu9a8m8mUyASERhHp9NEd3cXdXV2Tp6cwOsNc/lygNpam2r2zNDcXKtSE8rYbIJZf/jwkBoqo6dcFuatmhobe/duZMOGBvL5As8/P0w4nMRgUCiXBelIcPLF/SFSYVP09jZLYtHTTw9KM+9atKPQBpsIh1clbq1UEl3E1lbXOrOYVoRpiDqn08p/+2+n0Ot1pFJZcjntQYyK2FOwWqucOHGFT37yCR58cC/33Seu9Y0bGwiHkyqnv039rkOq1tio5kFU2bKlkStXlimXq9x11/WAwrPPvk25XKG+3kGhID7zj398By+8cA6r1Uh3dwOKInCgS0sxZmejPPzwXQwMXGJhIUogEKemxiKvm7VLu17OnZtlaSkuNbdbtjRzww0bOH5c4AMjkSS33LJJHhIaGhyMjS3i8dipVhUKhbI0Bur1OrzeID6fKErS6YIMLKpWq+p3LeRKItSnwMjIwjWtp/1Fl5YIPTMTIpEQWQ4Oh/hMQqFV5uejVCpVtm5toaOjXkr81pKi1mrVL1xY4IEH/ox4XHgcFEXBajWpjPwFfvu3RQifliSsFd02m0k9SJWoVgXCUZM6BoNJ+b1rEqJXXx0jk8mrxlUnt9yyScp8NDb/wkKUREKYVhUFzGYxvSkWy9TWWvF4HFy65CeRyFFXZ8fjcZBO59m0qUGm2mrr5MkJOWHs6vLQ1OSU0pSenkZJI9JQipcvB7BYTGzf3kAkkmRyMqjS6KpYLAYmJpYxmw3U1gokbzKZ4+zZWZWWo3DmzLScIOzcKcLIbDYzDQ0KH/3odkwmI+VyCbtdoJcvXPBRqWihiik2bmyQzwnNXO/1BqVRGcSzvL7eoWKAxfu0203ccssmiTOtr7eTSOTo7W1Up82CE+/1BlX0s5lqVdDdGhpq6OlplOFjRqOe22/fisfj4MSJcQKBOG+9NU2hIPahfF7so4qiyHA1LStA5KWIA3WxWKKmxsqWLU0MD8+rSFfRyHniiQHm5sJ8//t/zaZNDdTUWNm6tUWVWvlUzGaz+twrc/HikkRc3nrrZk6cuILbbVODLx0Eg6tYLAaammqpVqtcvLiIoojn/quvjqlBlhGmp0NEIinVn2JQkdeWNTVBlYYGO4FAjH37evjv//0L/wvv4g9m/arA/z9gaeNYrzdIPl+SGC6R3lchlxPjz+XlhDRgaZIUt1uMQ7Xx2dJS7Jo0lmgPp6YmJ8ePjwHQ19fOzp2C1nLx4iLVqhg3ms0GfvKTC3g8Tu6+e4ea0ltW02Az3HZbLwCzs+elsfVq0RjkkUeep79f0EiSySwejwO9XnRNbDYzp097VV5xBK93WQ2Mysu01UAgRiAQY3k5IdnDX/nKAVpa3OTzBSYnl2XE/LZtzfIwcuHCAk8/Pai+N0EmGBnxqZ3/Eu+8M6dSQoSx+ODB3WiGtddeyxGNpimVShQKFTXhshGj0cBtt/VKCsaWLc089NBfEAwmcDqtElf3N01sgsEktbVWTCYD1arCt7/9Cs8+OySDX7LZohzxh8NJWYxrhuRsdokNGzzSFOfzrUhsmaaPL5Wqsijv6KjHaIyrHVpB1wiHkxw7NgqIh4cmg7JaTerDNiNxcNFoilQqR22tFbvdzNmzs2zZ0oTJZKCmxoaiCErG/HyYVCrHM8/8Do8+KiYqLpeNbduaZRGQzRakFjyXExKi22/vlX6IbLaoTuoUKSHSRubpdI5yWaQH33hjl+wiaTQXbRrR1eUhEEiQTheoVsV7NRp1mM1GtZDSo9PpaGurY3k5LqkQkYhgzj/99KA0oUUiSerqRLCWdl1oh8MtW5pJJHJEoymCwVV1mlFlaipIJlOkUBCG6FgsBSgsLKxw9907+Y3fuEFOpe6770ZGRnycOTPF+LifQ4d+xsWLAcLhVUwmIcHSGPRri3zNYDsxEZAygLffnuaxx17G7bZRWysmNXNzUex2M/39nXzrWy/LDqLXG6K+3oHJpJdBY6JxIeQE5bLIPRCfjdB7C09MVSJJhbHvnwbRLRgUAUu1tTbS6QI2m5FKpYrRqKO9vV4tkjMsLcXw+Va4eHGRm2/epOZNnJUH/K1bm1laSnDvvbuorbUSj2dwOi1s2OAhkylIqhcoKkq3yokTEygK7N/fy44dnfz4x2dYXc3i9QZpaamVzxUtlOjEiXG2bWvBbDZw5cqyTFHWePjf+tbLTE+Huf32XpLJrKonF9eu1WqSmS1zcyI/ZP/+XsbHBcUnHk8zNraoTjQVvva1j657brW2uiSlp7XVzd69m/nTPz3J9HQYn2+FqakgV64sS39PsVjGajXKQ6HRqKNUqqDXi/vRYNDLRFrBc1dIp3PqQVw8Y594YkB+R0eOvCP3leHheXy+mHz/H/nIdhoahL9rfj5KPl9iaSkugQ+BgDi47t27icXFGJlMXk7hREdf7I1ms171vQgTbaFQ4vJlP4VCmWy2wF137SASWeWdd+bQ6cTBzWDQyWLe5bIyNDQn93AAvz+OolTZtq2ZSGR13X8zGHS0trowGnUcPnxWHuCEL6EKVNm9ewN+f1xKgUWTw8rBg8Iz0tvbiM8XJZ3OMzERlGjOrVubmZxcRlFAr9fLkL9KRUymotEUt9yyCbfbTiCwysrKBO3tbrXZVcJmM2OzmchkCrS2ujh69DxXrgRwuWyqYV/IVqemhNS1ra0Ou93E0lJcTpAaGpyMjAhv0bXW5Hy/9asC//+ApUkpLl8W9JxKpUptrU1NsVuWP5fPl9SAJMM6vezhw2dl8FA6XVC14NcWUk7TNv7u7/5IRnX39ws0pIY1DIeTxGIZab6JRFIqUg2i0TRWqwFw0NTkXCfnCQaTjI0tMD0dIpcr8PbbM5w4cYXGRmGe3L+/l87OekB0dv/8zwex203EYhkymTyFQnmdDObUqUmy2SJdXR7m5yP4/Ss89dRJvvvdBzh92ovVaiSbLai0H/c6jGAikcFmM9PfLwxBFouRTEZMYHK5IsvLcerrndx+e69k5V+4IIyTGuazXC5SX+/kwQf3MjLiW1d0nT7tRadDDacqSy71uxGkWtGfzxdUtFyZs2dn+fnPvWqSLBSLUW68sQuz2ahq7YM4HGZVhvSCatoWo9lt21pkOI7QlQq0maJAqVSgUqnS0VHPvffuYmDgMna7GZNJz/nzPvR6RaXECJa+KKwF3/7uu/s4cuS8zDLQMGsmk2Dci1F/QaL2tm5tJhJJkUzmSaVynD7tldOP1dUsi4sJdDrR+dWkNE1NTo4ePS+JN+GwkAk5HGba291UqzA+7kev18lwlkqlTCiU4oEH9nDgwHVy2nP+/Dx/+ZdnURTo6KhTza+iYyke4FU1wKtJHi4URZgkm5udZDIinfHCBR9Opwi0O3z4LJVKReY2jI762L+/l89+dq9E3mlpkamUhoUz4HKZyWSKsiuXz4vId71eML9PnBgnGBQHB4EJbFKlfQIB+NZbs5hMehoaarjhBoGbHRgYl/ertjQZRC6XVyc24jq9cGEBo9GgGvtMMgju6NHzDA3Nyj+vafA9HicbNzbg863g98dVX4dTlaeJQqxavRrIZrUKepTPt4LFYrrmUyl/0bWWR1+pVNViN4PBYKCtrVYmq1qtJs6eFd6j06cnpW9GYEaFzCmfLzE/H6Wjo454PMP27S3o9QZmZkJkMgWam2v5yU9GKBSKuN0OOjrckr4TCIhwN59PHK6y2SI33NAqUbprZaOtrbUsLgp61e7doinjcJgZGpolny/xwgvnuPHGLgwGvfTBWK1GDhy4jpWVNOFwkr6+dlZW0tJsajQKhrkm53jmmcF1sqCGBid7924ikylKCeePfvQm8XiaQCCO3x+nWCyrjTDxXARYWooRDgt07ubNwqz67inI6dNefvzjM4RCeYxGA3a7mWq1ik4HzzwzSCiUVAk7CrFYWt7LFouRaFRghh977Dd45JHneeGFYarVKnv3bpQSGy3LQUwkFCKRVZm0ajYbJQJSTHpd8pnjdtsJhQQNLhhM8MILZ8lmBeXHbDayb98WLl70E4mkKJVEU0ZIb3TSqD4+7mdycpn77rsRj8eJzWZCp1MoFERTBlC9QUHGxwNs29ayTq5TKJT45Cd3EQjE5b7ocJjk3tnY6ESvVyiJMxF6vU6VQsGGDR48HqeciEajSTZtEpLT1dUcXm+I9nY3iYT43hsanLKw10hB+/Zt4cCB7epzxEQuV2T37k6ZkPvDH77J9HQIh8OkypKqVCqibqpUKhQKJXXfvLZqoPdbvyrw/w9YO3d28vDDdzE7G8bni2I0Gjh4cJeUOYB4oO/e3UUkIopgk8kgu7rCSOpTpQ5WNZznvemA/5BLKzqFqabI6mqWkZEFWVB89rN7OX58jFhsQSaGavKVhYWoKrkok8uVeO65d7jttl71cDPEwMA4drsJi8WomqsKzM9HWVgQxcXKSobf//27uO++PXzhCz/inXfmCIXEZrhpUwPz8ysYjTq2b29n9+5Ovv/9v1Y14uByWYnHs0xNhTh8+Cz9/R1UKkiqwunTVzh+fIwHH9xLU5NTLdILjIz4uP/+m3j22beJxzPSHKY90M1m07rPpbXVRTic5LrrxANaG1X/5CcjpNN5IpEkDz30YQKBOLfdJmLIBwZE92jtIQOuToRefXVMpS+JsXBNjQW/P66avcQEYvPmRv7gDz7Bo48ekR26lRVx8NEKx2y2qMpfRAdsaioIiI1948ZGaeB0Ok388R//lHA4RVubG6tVHBzyeSHVsdvNdHbWs7IidOI9PY0MDy+g00FXVwN2u1Fl+gvjdXNzrTRtHjp0kkQiy9JSnGJRhJk1NIhpkPZALBbLBAJi9J3PCyxpS4uLgYFLjI/7aW93Uy5XCIVW2bq1hc9//jb27evh3//754lEkmzaJGLnA4EYp05NYjYb5cEQRCdapD2KSZPdbpYdeUUpotOJROlbb92M0WhQu1aCxCG06DUcOLCdv/qrc5IiEomkyOfF1MBm05FO5wkE4lSr8PLLX+Hb336FS5f8ZDIFEokMRqOeujoHDQ1ODAadRMmdOjXB2bOzGAw6GhtrOXhwl0TMPf/8MKHQKv/9v78FVFWpjDh09fS0SZrL2NiC+k7f2ymfnY2QTOZpbXXLPSidLmAwaJMcwSXP5YTUpqnJic8Xw2jU09hYI6UWS0txlpfjajqxmEBpEwy/P8HsbJhiUXQnnU6LDFWD6jWfSvnLLq0LPDW1LK/7n/98mny+xNatzdx3340Slbg2LGx0dBGrVZgJBwdnKBTE/bl5cyPVqsL4uJ90WvDchf+oqsrUxHMkGFyVDH3t4K3J2DS5pybzXItH1YKsNNzr1q0t7NnTzdtvz1CpVAiHxT106dIS+XyJWCwjGxAtLW6ampx85zuvqSFGFu6+u4+/+qsRdUrKupC106e9jI8HaGhwoNdf7UDv3r2B0VHBvxchU0l0Oh2bNzdiMOhYXIxJZK3DYeYTn+jDbDbJRpC2BJFLYB7dbjutrS5sNhM9PY1EIoLUotMpqoRE+EYcDjO3397L0lKCpiZxSNLem/Ys+vM/H5TBWdlsVL22k4yOLmG1mti8uYkLF0QwmM1mltpzYTAtYDTq1WmM8C5phyEQmS1+v6DmBYMJmeZrNBqw2cwysf38+QWVXS8kvMKzpMigLS1PJp8vcued10mpzpNP/ozZ2fMyTTocTlEsCnzwhg0eid/s6qrDajWRz2dVH5BRncaVuemmLgqFEk88McDevRvZu3czo6M+ikUh55yZCfPAA3uoVpHd+mKxhNvt4s03vWSzBWw2s5yoGo0GMpkMb7wxQU2NVfUdJiVSu1oVhCMNPZxO5+js9FAolK45TPj7rV8V+P+HrJ07O/na1z7KN77xE5LJLM8/PwyIm1tRoLbWIk2ExWKZ0dFFeUIdGRHd66mpoMQ9akz4a2VdfVA4CQZXER5mhf7+Dvz+OE1NomOdSuUlHULTn0ciSUkzKJUqzMyEicczUhMqHhAK7e1umcyoGSMLhTJnzkzxyCPPc//9e/B4HFSrVUqlMrW1Lnbt2qDGeyOZvcWi0AHHYmkaG2vkBnvu3Dw/+ckIiUQGl0uwxIeGZimVygQCCVpaateQTars3NnJwYPC5KZRUMplcLttsiu/dgyucfm1Tekzn/kzuUm/8868NPfu2dMNiAOKx+N8j6xCmwiNjvpkca8VUpqxNhJJ0dHhlt3/vr4OFhdjVCqCTNDY6KS93c2lS361g2qUm7XRqKdSKWE2G5meDlEuV8hmi/z859MySdXvj6u4P4VqtUq5LDrbn/hEn2QaLyyscPmyn9ZWF7ff3suRI+cpFIo0NdWyc+fGtq8sMgAA/MRJREFUdZOJkZEFlpcT6wg3CwsrLC3FaGiowe0WOtV8vqRe/2nOn5+XXSAQD7xweJV8vsT4uJ+WlhpeeOEdJidF0R4KrfLlL3+Yb3/7FZaW4lQqFY4ePU93t4dnn31bFuIgHk5Wq4m+vnbC4RQnT16hUBBSgVyuzKVLAVZW0hSL4pBUX++kXK7g9Qax2cTr8Xic+HwrVKtVtfNvxOEwkU7nyWQKfPvbr/CDH7xJNluQulkxbREeB6GzFkXy2rA2Dd+pFTUej4P5+aj6uo10droA2LGjnS996Y73vQa1deHCgjTL6vWKzOTQZBhCXqFT+dmQyRQZG1ukvt4hDcC5XFGGCmnyBKvVyNatzdJM/9BDolmhSVA0v0w8nmFmJkwuV5IYvH/sS/u8RaibKP5aWlwYDAIhmM8LM+zAwGWWluLSN6TRXcLhqzI67fu5dMlPpVLBYBCMeyER04hbIgH0ttt61NTlFPX1DlpaahkfD1CtVnC57OphIoTRqJPEqUhkVcrepqdDJJNZFS9Zy2//9l62bGnmW996mfHxAIlElkAgjsEgCnCDQWF0dJH779/Dl7/8YZ588mdqMnZVvQeXsdmMZDJCBhmLZeQ+pl2DR44MMzMTYnY2rOI6obu7gVyuSEODgzff9MrAo4MHd/Hyy6PywNDW5lb9RdNYLEZ8vijf//4bKIoIjRNUOiOJRIZIJInNZsJg0Ku+pQCLi+Le1LTyyWSekycnsFqNqrRuQTV9CjNoJCIOEOGwgA+0t7uJRFZ57bXLMtSqWq3S0OAkkxEBW6kUasaLAYNB+IZWV3PodIK4dfPNGwmFhM9rairI2NgiqVSejo465uejGAwin6BQKJFO57nllk309DSh4StPnJigUhFAClFLVKUU1Wo1SuLRk0/+jKYmJ/fcs0vmt2zb1kJtrQ2/P8alS36uu65VnUgXuf76dsbGFunqqieRyJNIpHn77aRKdcvh98cJBOI8/vinVcmOIGFZrUaGhxck9W9uLoLFYpTaeqvVRGuri/FxP6HQqupbEuS2l14akfI9RVHQ6aBSUfjQh7qZm1thYiJANlskmy3Q3NwgD2HX8vrACvxAIEBLS8sv9LNvvfUWN9988wf1q3+1fsE1MuIjkchSLJZZWIii0+lUc55CKlVgfNyP0ahHr9cRj2ekxvXChUX0eh3FYkmyw7Wk1mtlaePe0VEfdXV2amttQFWG5DzxxABf+coB9u7dzJEjwyq9pYrfH6e5uVYmGFqtRjZubCCbLcjADJHUKWQSd965g09+cicvvDBMqVSmoaFGRcKNI0alKZqbhYm0rc0lEZuFQkkye202wcDPZoWkRmBKBRVHK7izWcGJFgWLICikUjkcDgsNDU5GRxd57rkhtcgry273zp2iINQmF/ffv0eOwbXiXiv8d+/u5MwZL/l8mZWVNOl0jny+LIO8crkidruZ8fHl93Qrurs9kod+553Xcd99e9iypZmWFpeUfdxyyyZAbO79/R20tLg4ffoK5875AIWtW5vVpFIxmn7jjQkKhSJ1dQ5yuSKxWFqat7RYei0U56aburnvvhv5zndeY34+il6vcPPNm3jhhXeYm1thcnJZbtzhcJI33pggGBQphvF4lra22nXvR5j5FF59dZRA4OrhtVyu0tRUwx//8ad55JEjTE0FVVKOwL/p9Tp6eprw++MSEQji4HfixBX5+sV7qPKZz/yZ2kUuYbOJLukbb0xIVrvDYcZg0JFK5bl82c9tt/VSV2fn3Ll5Ghqc3HBDpyQUnTx5hWKxjNGoJ5XKyQP6pk0eNcE3R7Eo5tx6vV7VBAtm9spKkh/84E152G1srGHLFifpdIHp6SCgoNcrjI76ePTRI3zzmwclcWpkZGFdwJqYNllRFPj85/dhNgsmuIaK3b27k23bWtZdg9o6fdorcyhMJpOkeojXLCZs5XJZlUjoyWQEMnRlJUV7ex2f/vRuVlYyjI76uHzZT6lUwWTS09zsolpV1Hu9zF/91Xk+97lf47HHfoMnn/wZL710XmqHNW758PAC/xSWthcGAjFGRxdJpXLE4xm2bm3hzjuvk6FMo6OLXLy4yPR0SGKP13qZnnzyZ+zb10NfXwdXriyrZs+y6qew09BQQ6FQxGQycvDgLlZWMmza5KGlpVay3AXFR0hRfL4YpVKJ+non4XCSs2dn1WJSFIGFQonWVhd9fULPryU+z81F5X4pmO9V1cRrkc8p7bWfPj2hHiqqXLggDncgaF0jIwvv2ceEadKkytPyNDbWyEbM6KhPHpYLhSLPPjtEIiG6ysLEHSIQEBPLtjY3q6tZIpEUiiLC+xwOE9Foknxe28Oq+HxRjh49T29vIwsLUSqVigwGKxZLBIMJ6uocpFJ51RAvPpuXXhKd7wMHtsnfa7MZVUytDhDXfE9PE3NzEbWbbqJQKNHQIIhZ4+MBVlZS8kAh5GplyYAH8PlirKykqamxsH17K5lMHr8/jslkkIm0mrzq0KGfqTQ+kWpeqVRJpQqS1nbbbVvk4eQv//JtEoksdrsZl8uGwaCjv7+DujobP/jBm6TTgsHf3u6WAYq33dbL6KiPQGCWalUcmhYXY2ze3KgmARf59//+eWprxd+3aVMjbrddBo+dOTOlko0Kao6DQFj39jZx6ZJfTp3q6gSe2WDQE4+LZ47dblLpgVVCIaHtFxKoJCsrKTVJvP6a8yK+e31gBf6/+Tf/ht/93d/lwIEDf+PP5PN5vv/97zMwMMCLL774Qf3qX63/ydIKunA4idNpIZ3OqUhCRWpby+WyNOiYzcKQGAjEeOyxl2UIU2enm/PnNb1u+h/6ba1b2rj37NlZOjrq6e6ul12CSkUUz48//go1NRaq1aoauFGVptrWVpeq2xWsdbfbxpYtjTIcSHR92+UD8MKFRZaWYjLsQzN7DgxcplwWoSLz81Hm51EZvUmOHx9j//5eurs9nDsnMJX5fBmDoUx7u5tgMIFer2Aw6GlpcakPAK2TWZXIuomJNFDlO995jXB4VWVSCyJSf38nzz//DqHQKlNToXW8+gsXFtm5s51IJMnQ0Bxut42Wllr8/gRmswGTyUC5DA0NDux2oT9sba2VbH5taePtW27ZLNGH2ncAYjx94MA2lYd+lhdeeIdqtco99/STyYgutd9/ddQtpBLi4dbUVMtXvnKAo0fPMzIyT7ksgnZ27erE7baqCY4d7NjRwZYtzfT1tUlKAiBHz4L5rx1gxf9vaHASCMQpFot4veF1SZn337+H+++/iQsXfDLESSs0Nb3tb//2Xo4ePU9bWy1LSwmpu9WISBqOUAtdam6uYWkpQbksdOu5XInTpycwGPQYDDr0ej3PPz9MMpnDYhHFreBNlyiVBE7w3LlZTpy4Ig96GlVES+zUjHUGgw5FEVzvixf9sqOnKMJQ7/E4CIWSKue/wupqXobRFIslotE0Gzc2qh4E4SHo6KhjbGwRrzfIQw/9BW1tLnlvrA3iCgRiFIsVtm1rYWUlQySyzLZtzYyOLjI5GZQ+Fw2z9279/diYD683KPGnIL6zmhoLN97YxdxcRO3I5UmnRYBbpVJV9yoT/f1C5mSzXZVgGY06stmCilsVD/lnnx2S35fH4yQaTWI0CjOqxWK85pF3v+jaubOTxx57mbNnZ3E4zDgcFlwuK7lcEbPZxGOP3cWFCwtEIimJ6s3nC7Kg17rhL710nsHBKXbv7qS3t5lyuYLfHyOfL+F0WlQssZgUTU4ur0t5XliIcuTIeSwWLS23Si6XWSfV0et1lEolma6sKApvvTVDa6tLndQJEouGqYzHMywsxFheXlUTr+G669rYt69H3suZTIGWllqi0TSVShpFUTCZ9FQq0N7uXqeR18L/WlpqicezFIsVdu8WQV9Hj56XaMd//s/3yDA/4Q2yEI0mVfyw6IZns0WsVpGwa7OJyWexWMLptFIuC8nrPff0s7SUwOeLEgho+4JOJkuLKWyVQqGEwSCabMeOXeBf/stfk9erKPgV5uejZDIie8BkMuBy2ejubpCceC0T5MYbu+jv7+D48Yty6gzi/tq3b4uUZWkhZI2NNarnB9np1ut11NZaZRCUxpD3eJyYTHpKpQodHXXcdlsv+XxBTkpnZ6NMTi4TCMTJZotEo+J68/lWZLrtyop4/VoD8cYbu2lpcTE/H+ZHP3pTPv+2bGkiFEqycWMDPT2NLCysqBjlIrlcAoNBz5UrfnQ6HU6nGY9HmGadTrPaFBBG63y+xBtvTGC3mzCZxDNXTJRrZN5IpSIQrHV1NhwOq0zldrmsKnGrSLFYWadyuFbXB1bgV6tV/st/+S+cPXuWL3/5yzid68cXk5OTfOc738Hv99Pa2vpB/dpfrV9gaTry/v52PvWpXZw5M4XfH8fhsLBxY4N8aK+u5ggGE5RKVex2M6+9dklNBRUPz1gsKzXeV64Er7mLW9u88/kCL788iqIo67oEgmYgtHwihVNHZ2ed1AgCfPzj3yEUWlVZz1epCZlMXi0eNENvO+GwkCdoaMh/9a+ekRx0gfTbqL4yMSmYnAySSgm3v1Z4ut12brllM4FAnJmZAiAeSDMzYSkV0et1awKW8mrCp2D9ZzKi6NfpFMbHAzzxxACVSkV2rrXP5fjxMS5f9kskaCqVJxZL43BYuP76dtraatXOfYbNmxu5//4968K23u9z1iQak5PLslAG5MHq8OGznDkzJQuyF144R1ubi/Z2N35/THZN6ursNDQ4iESSMqZc49prWL3bbuulqcnJ0lKCwcEpjh+/yKlTE/T0NGE2CyPm6dOTdHfXMzkZUg89DlwuK1rBl0zmZEc9Gk3yve+d4OzZWXK5ojTWJhIZWlrc6HSi6xcOr5JKZeX7Gx/3k0xmpcFW61Bp49+WllqZuOvx1LBhQz0LCzF1ZJ6ReD/QkUyK0CmTyaCSTirk8yWamq5qytdOAWKxNIcO/YylpQRzcxGVDS06dB6Pg3g8o2L1hIHSbjcTi6Vpa3OTSKQpFEps2tTI6mqOWCxFqVRh//4thEIp/H6Bu7NYDKqRVkwmenqaOHp0mPn5sDxMajKYtUnLWiaEVsRv29ZKQ4ODmZkwlUpFNd4Webf+fufOTjweBwMDQmZgNhtQFCFbsNtNEq06NrbA0NAcPT1NNDQ4ePvtWRobnfzlX75NKLSK0ajnU5+6gT/4g5tksrDmH5ifD3Py5ATVapU//dOTdHd7pME8Elll58729xjJ/7EvzSCr1yt8+MPbAFGQzc+HufHG/4DRqKemxkJ3t0A+akFEr746RltbrZpYnGBhIcLk5DL19SL/ZGzMx6lTk4BCOCyuqaGhOfJ5IV0wGPT4fFHm56PywL5//xaOHRtTmxc6NaXUgaKgFnBCGhaPZ0gksqyspFAUhZdeOs+ZM1MyCEskQ+uwWESgk9lskCnbjzzyAkeODMsDxkc/ep2kOymKKNgefHDvOpnhCy+8w9RUSD1MWrnppm4eeujDUg5jMhnR6WB4eEG9PwXVS+zFVw+hLpcdEPenxyMyHObmIjQ31/N7v3c1hG9pKUE+X2BuLir3doNBp07eqtTVCWhDMpmVXf9Ll/ySt64BEQIBkTp93XUtOJ0C6VypIKcD9967i6eeOsnly36i0RRnzkwTjSbXFfd9fR2ya3/xop9gMMHKSkbue1o4XColDs8dHfXrmjzvbnQpCpIvf/DgLo4cEe9ZMxRv2iR067FYGoNBJw9bhw8PAdrnaGV01Ed/fwfPPvu26ufSc+utPTgcZgIBkR9SV2eXuT3lckWdgujVz7GshqeJz7K+3sHNN4uDqPZ8a211yQTe+fmr8iOr1URXl9ivjUadJPu8/PIoKytpurrqsdnMzM0J/8TiYuya8yK+e31gBf4TTzzBf/pP/4kzZ84wOTnJv/k3/4b+/n6q1SqHDx/mf/yP/0G5XOajH/0ov/M7v/NB/dpfrV9oiYeqx1ODJi3I50sUi2lSKQcul41stkhDg5OaGos0XH396y/KkB2LxSTxjZrG8Fo1mfz0p6N4vUGsVhPBYBKzWdAyTCYDioLsxFQqZVpbr0o1LlwQXoNqFZliJ1JrYWxsEZ9PkFaE+WxaIvs0rKFmxhQpnAIfd/GiH50uwPbtrVSr4POJzoOiKNTW2tixo0N2USYnl8lmiySTV01fJpNepnRqHQYt7XR5OU6ppKery4PNJpCdxWJRIiE9HqdMGbRaTeh0goTQ09NEtQrz81EaG2t47LGDnD7tZXY2yrZtreuKHU2m9X7f81qpxvi4n1yuSF9fGxaLOHxoqbtOp4VisSzTBTOZPIqi0NhYwwMP7MFsNkk5QSAQ59Chk9jtIp3S7bZhNhs5cuQdstmiDGcB8T329DTR19fG+PgylUqFXbu62LWri4GByzQ2OjEaDao8BF59dVSOw9PpghwJLy7G8HqDhEKCSrT2NR07NiYlOVNTITX9NMNTT50knS6oxlEFt9sm75uREZ+KfVymo8OtJnIq1NU5SaVyUmJgNNqlHEwzswncppG+vjb8/gTxeJpSqYzNJrrtb701w+qq6DbW1Fjp6vKoibZ5XC4bDQ0ORkeXVCRokmQyz+pqFp1OJ9/7wYO7pPY+lyvz2GMH+fznf0ihUKRYLKHT6bBYHGh6+5/8ZIRKRcjG7HYz3d0evN4gR44Mc/r0FTZvbubMmSlCIUHAsNvNRKNJotE06XSeXK7Ixz/ehxYs9+6lGYErFVQMYz3LywmMRqMMqKpWFVVK0E5Li5t4PMe2bS288cYEmUxB1WVXVQmRMBkODy/IrvwNN+Skj2FxMUYwKPIATp2aoFIJUFdn/xsPtP/Y1oULC2za1EA8Loopvz+hZkcIrXmhIGRd3d093HvvLp55ZpCFhaj0BU1MLKvYYNFUMBiKGI0GxsYWeOedOTKZAmazgTvu2MboqE8G3SmKok5GYe/ejYyPL9Pa6qK/vxNQOH78oqTF3H//Ht54Y1LeG/X1dtxuKzMzEVVOUSUWE+mms7MRGT4n/CQVVSstZDdbtjQzOuqTPqTduzv5/d+/iwMHruP0aS+joz4mJ2d55plBtmxplsQ1h8MsO7s6nYLDYQauSpw0Y3Y0mqRYrGAyicA3kZB8nmh0VSVLldm4sWENla3KPffskg0Q7TMeH/cTi6VlcW8263G77TJQ7otf3M/IyALPPjsEiAK/VCrz8597icUEKSiXK5DLFclkioyOLvHf/tu/lL6S8fFlwuFZGf5XKJSkhMhgMMhpfW2tlY6OOk6cGMdiMUrPgxYsBYISNjrqY+tWQZOzWPQ89NBf0NvbSC5XZn4+zNJSgm3bmqmpsbK8nGBmJsT0dAi/P04mk1dZ9ClJFfu//+9PMjBwWR6+BTksSXu7m+XlBHNzQrKkGWjz+SIbNzbIMLVUKs/iYozh4QU1eK2Ex+NEr9fR1VUv/QNms5GpqZDMt7jllk3rwimnppY5efIKmYz42S1bmtm9u5Px8WX8/rjqZVPk4W5xMUo6XeTyZT97926ira2WsbFFIpG0bKJdq+sDK/Db2tr4T//pP/HjH/+YF154gT/8wz/krrvuYmZmhitXrlBbW8u//tf/mj17rm3N0j/FpT1UI5FVvN4Q+XxJxQUKfVk6nZfBVjfd1C2Dmq6/vo3R0UVcLhuZTEEGyWzZ0iQDZ66VpRXZPl9U6iSdTouUxdxzz9X03a985VmmpkKYTHr10APPPTfEE08MyJCWzk432WyJvj5BWXn66UEymQLRqOh2LS2tyAPEyIiP8XG/pHlkMsLIe/q0QJO1trp56KE7pBZRS+XMZgsy7dbni2I2G7FYTCqBQGinDQaBe6uvFx2JWCxDe7tbZTM76OgwUV/vZHo6hM1mZvPmZpxOE9lskUgkyTe+8RMSiQytrW56e5tpbXVx4MB2vN6QRJpNTi4zNuZTSUqdHD58VnZWxscFaen9uOUNDQ4sFiNtbbWcPz9PKpXj/HkfJpOBxkYnXV11TE9HsFqN3HZbLy0tLgKBGC++eJ58vsRtt21Yh/KcmgoxPR0mlysyOys49xqVQWjJFdnhB2QKcLFYQq/XsWFDPffffxMDA5col4Vhuq+vWWrHhRxKx7ZtLbhcdiwWPaOjSzQ315LPX8VBms0maTCMRER3u7+/k9HRRTlCX1yMUa0iY8wtFiN9fSKd87779vDJTz6heh+EREsrlrXvWkN+BoNJ2WHWyDWzsxF8vhgej4OOjnp5cDh06CRTUyGq1QqViggKq1bFtC2XS5PJWFhZyRAOrwIKtbVWaeDu6qrHbjdTKJT46U9HZaLt7t2dEs3a3OzCaNQTi6VZWUlx6tQks7NRamut6hSmQn29k29+8yCPPnqEbLbA9HSEuTmRvWAw6KR05+jR8+h0OonP1L6D97tvxbWooNOJYq+vrwOn0/qeOHrNoKuFZ2mHFc1UrcmXAoG4ZPEvLwsqRjqdo1KpYrdbuOmmbvbt62Fycln1nuT5wQ/epL3d/Z5r/R/jOn3aSywmDoypVB6/P0Zrq5upqRCFgrgHtm9vpbu7nqGhGSYnhb7ebBYJsEZjFb1ewe22Y7Ua2bxZTE0GBsYJhVJUKgK7GQgIHvptt119DmgYxA0bGtiwoUFFqQrkY6FQ5NixMel/+cpXDvD004NEoyl5uK6psZDJFNUMFoF0FHSYxnW5E9FoikKhyOjooqTSaDK2I0fOy+L+xIlx9XpOs7qa5fDhIfn9PvjgXqpVcb1EoylOnZoglcpz77275DRqz54uduzo5PTpKwQCcXp6Gvn937+Lzs562dQJh1dpbq6lt7eZpaUYWkNtYOASIyOLHDiwHZtNTCgcDjOJRA6zWXjdCoUiN93UpeYIACg0NdVIRKcmm710aUntrItmgkaC0tbo6BKFgjCni9fdjc1mlohU0RQSBJxMRujm77hjG/l8Qf0eFTo76+nsrOfo0fPMzoaZmgpy4YKPmhrRoEml8iwsRDGbRcp1qVRhft5JU1MNDQ0OVlezqsE3T7FYJhIRtUWlUiEWSxMMJtmxo0MGOk5Pi/T1Awe2s7KSkX63aFTkOLzzzh8C8Mgjz6sTS5GE63Sa6OtrI5Mpsn9/r/SUCMLfIgaDjtHRRbLZgsxpgKsy3iNHhqX/Jp8vsbqa5c03p4hEUmoTraImmIs9enhYIHljsQxDQ3PYbGb1sFVSU5ev3fWBUnT0ej0PPvggu3fv5hvf+AavvPIKAP39/Xzta1/D5XJ9kL/uV+sXXDt3iqLt1Ckv1WqV2lorra0u0uk8t9/ey8LCCuPjAex2Mz5flEceEfHmhUKJXbs2kMsVVQ6uKCbuvrtPYhivlaWNVSsVpJ48kykwOuqTSEBtPfHEA2u01+Lw8/TTg/h8UaxWI21tLhwOK7feenV0v2VLs2SVi6Q7vSTMeL0hUinRsfja1z7KE08MsLgYRa/XU1/voK1NpKX293fyz/7Zh9aZXbWOQigk5A8bNngk/zyZzNHQYCebLRGJpKhUqlJeEAwmyecLDA8vYLHoZXdV4zknk69InJ0IWxJa8p07hY5SM7BOT4f4zndeIx4XabJXriyTTgv9+sc+toM77tj2noOc9v811JkYPYtAIY00ox1QtMAUEbQkJhxOp5V8voyiVKU/JJ8vsLgo2OXbt7dSX+/AZjPJ8CNFEdHymszGYNCxeXMDLpedU6cmyeUKuN1iVD48vEA4vEowuEo4LMKdROpkRaUh1fGlL93BZz7zZ8RiGYLBVerqRKDSxo0NBAIxnntuSBJiwmHB7dZCdMT7E3KTRCKjUnwq69jIDz64V47LtWtnYOASTqeJ7dtb8HicjIwscOrUpERzrqykZShLqVTC51vB5bJx8OCN3HffHp566qR8D0ajQqkk0htFB6uBnTvbKRRKPP/8CqVShfZ2F7t2daF5DLT75MiRd1QzqmEdu7upycnAwGXeeOOKSrK5Sn7Swo8086SmM96woY75+RVaW10qHz/FyMgCuVyRG27YwN1376SpySkJTYFA/D2HxVhM+Hk01KvWORweniWdLmC1mqS5b3JyWeYaaIeHnTuFKRPW52GcPHmF1dWsDBdTFOQBQtsTBTnIgM0mDsrXUtPi77o0ypVGoIpG02ze3ITDYaZardDd3UhHRx0DA+PE42lSqTwmk55qtUqhUMRgEJIxq9WE0aiTKd79/e2SkGW1Gjl2bJRUKo/H45AHAS28aG2WyL59PTz33BAvvSSQlSdPTnDhwgILC1EZXKXtF11dDbS11UqWvgYL0LDFp097GRtb4PXXI+RyJcbGFllYEEFQFouRarVKIpHm8OGzcm9fKx1bKxHTwACf//wPZUNAOxRqCcgeTw1f/vKHGR31AcLvcuHCgjoVNbJpUyMOh5n9+3sZGppV94FF6RvRmOnRaJJSqYxer6erq56VlTT5fIlcLs9bb81w+bKfSgUcDkHP0qYVlUoFo1Fo1MvlgsSP1tZaicVSPProEVpaXGrAWy0Wi4FQKEVNjQWPp4MTJ8ZlJoTNZqKjw00sJgpigImJoPRCPfHEAPv3b5FTRNAm2Vk2bmxUKT5VXC4Hvb2NjI4uUVNjYds28T37/XEWFqLYbCbJ8xcHESGPPHduFqNReH5uvXUT3d0e9ZlQlbKeUEiE9WmwCe07E88RIZcNh9NyKjs5uSwPlTfe2M1nPytw0s8//w7j4wHa2tyAeM5oybVdXR7m5sLqdW8gGEyovjy9OlnVc/31bTz88F3s3NnJ0NAML700QkuLC6dTGLsFcUmRYINrdX3gmMx0Os2xY8fIZK6ebObn55mdnWXXrn8aJqZ/nEvIAsT4qSLj3E0mI/v29Ur2vaLA7GyYfL5MR4ebcrlEsVjigQf2MjBwiVOnvPz0p6NSd3itdLuampwkkzkSiayafJkjmRQGKI1/vDag6f77hVb30UePsH9/L5mMMORt3NhIOJwkHA6iKFdNjYcO/YwTJyaw2YzU1FjXGXk1UonPJ9Bz11/fqibFNqEoVU6d8qpJjm75kIKrHYWBgcsYjQY8nho1LCjFXXftAFjH7y6Xq/T1tUvn/pNPCorB/HxUFjJPPz3Izp3t3HvvLpxOs2Rci/cvqBLaCFpDcqbTeTkC14otjSDwt63+/k6mpkJcvLiI3W5SaQomVldz5HIFSWiJRFJSd1pXZ6etTchW4vEsn//8D6V5OBbLSJb7wMBlvN4ger1eDYQRISeKApcvC+OXy2Xj4kW/DGeKxdKSDiSKw7xMZxYmroq8xh999AiFwtVDSDpdYNOmWrLZAseOjXH8+CXq6+3ceGM3d9yxjaYmJ888M6hqPsXnYjAo6HQ6bDYjKytpBgYuMza2KIsd7QHx5JM/48UXz5NIZLDbzdTXO3E4otx4Y7caCCYoSBaLCOYRf7eeUqlMsViSOLaenkZmZyMYDAq1tXaMRpGo6XRapME6GExiMBgoFPJMTgZpb6+XCETtmhNdu9MoCszPhwGkHvbUqUkURaGtrU4mS0Yiq1y6FMBiEQ/9w4fP8s47c6oRuKyaN43kcmUuXPBx4MB2tm1rkYe6H/94CZ9vBUWBM2em34NcHRvzSfY6wORkkEAgQbFYUUN29HznO69JM7VGDtqxox2oyiJwbV6DVpRqxb1er2C3m+ju9qgHjhc4c2YKo1G/LhviWtnP/j5Lyz351rdeloFg4bCge5lMBmKxtMya2LSpkURC3K+alELIAQV5ZNu2Vim36+9vlynIWnZEJJJiYSGKokAgkJAc8ZGRBe6772oC9xNPDJBK5dXQKREg9+yzQ/j9cUAw2G++eZM0iZ47d4lqFTZubMDttsrk1i9/+cM88sjzMhm2UBB+qt7e5nU+orV710c+sh1FQZ3EiU659iwYGxOH0aamWjZubJC4Vw05WVdn48KFBdWLVuXcuXm+970TRCLJdVM4TWK4upolFsvQ1CTkhwIbmqRaVWQBqTVzdDohacrni6yslOU/ayQ7m014ULQgu0gkic8XIx7PSKPy4mKMvr4O9uzpxu+Pk04XSCZzDA7OkMnk1dAy4ZG8eHGRbdta+fznb2NsbEEGMooJYIFEIi2TxrUieXh4DoNBx9atzXg8PaydRJbLFVZW0jKD4K/+6jzJpNiLNaCB9h1Vq2UGBsalJMtqNeF22xgeXsBqNfLP/tmHOHTot/jqV59lbi6K1xvk299+heHhBXbv7uTgwd2yQdTdXY9230cigllvMulZXl7lwQdv4b779qhNrAyrqzneeWcOUCRJbc+ejbjddoaH52htdZFMirRhk0nw9s1m4fnS9oINGxq47rp22ew6fdrL/HyYwcEZbr+994O/gT/A9YEW+GNjY3z3u98lEonQ3d3NV7/6VU6dOsWRI0f4+te/zic+8Qn+xb/4FxiNxg/y1/5q/QJLC8wYG1tgZGRRNTOl8XqD3H//TQwOThGNJrnxxm7S6bzsYMzNrQAiWtvvT6hBOQnsdvM1xYEVr0+MNZPJrBq5rdDd3cCXvnSHlPBEo0kCgTizsxGZ4qiZixoaaujoqMPnWyGdzjM7G5E+A79fGHy0joqIQy9jsRi59dZNpNMFFhdXpIzjwIHt3H//TTz66BH0+qumorUhUW1tAqfZ1VUnu6MaGk772fHxwBpDVFWm82r/fMcd21SJh3gwaCmLLS1uOQ7t6+uQHPNIZFWGw/T3d0gqzPj4strtS0pzcbWqSGLC2sLne987wauvjqlyGfEgbGlx8YUv3M7x42OSECQILWVWVlLqgQEpByuXKywsrKgsYhGSYjYb2b17A8FgklOnJkkmc1itJnp6mlAUQXWorbUQCCRoaHCqnRvxcNbkLU1NTl5//bI6yTFSKlUkSWTDhnpJ/hgamsVg0ON0mkkmRc5BV1e9nMaYzQbq653U1dkYHJzC4TCrHH/RaQYxifB4HGSzYsKQzxdlgaC9xtOnvTQ1ObFYjMTjVdLpPPl8keZmF1Clt7eRQCBOTY2F3t5mzp1bkLz7TCZPba1VBugcOHAdS0sJKVkyGPR4PA7S6QLj4wGJpLzhhg6Gh+fJZoucPHlFdqxBFDbDwwuUShVyuQLPPfcODodFLaAULBYj7e1uvvnNg1LiEI+nSSQyJBKC3uN0XsVZamZcm82E223F43Fy//03cfjwECdOCPyn0EaLDrp2CFt74NCu023bWpiaEtQdh8OshgxBLJYimy1RLJZlAeR221UeN1itBgKBhDysXLggdMQdHW6mp0OUShUaGmq4667rZXEyPu4HhBlYO6j/Uwq6EtjIXi5d8pNMCkxmW5tLBrGBeO/33rtLDej7IadOeWlpqcVg0GMyicTbZDIr0a9Cjublttu2cN99exgZWWBxMUY+L9KTd+xoR1GqrK6K4D6NynP48BDRqEDKms16enqa2Levh1OnJlheTkiijkZpuXRpkUgkhV6vY8uWZnbs6FSJPtOyW+5wmEmlBHCgp6dJXq+aj6i/v1Pu9zfe2E0ymV+DKr4qM9RyJFpaarnvvhtlvsMTTwwQDCZ4+eVRFY+ZplgUKaZ+f1xKPg8fPsuxY6NYLEYMBp2q50eGDT788F0cPnyWV14Zo1AQUzltaX43RUEGBubzWcplce3ecssmSaJqbnbxxS/eztNPDxIIxFlZSWG1mrnppm75nBkbW6SlxSXvx0gkSTyeVv1mFUoluHx5ic997tcIBK42DQ4evJFTpyYYG1uUKb6BgMBR+v2CgHP27BzxeIauLuFJ0/DPDodZeg3q6kTTr67OLg8WOp2QUqbTBZkiXqlUuXIloCaEl+ns9MjJmd1ulgeXZ58dIpnMEQjEpVTTaNTJxFkBINAmxyIr5fvf/2uGhmYkTatQKBIIZHn55QuI6YN4zb29Yu/QJqyaV+Ps2Vn5rNYOgU1NTlnca/uWeCaYrjklw7vXB1bg/+hHP+Kv/uqvqFarHDx4kN/6rd/CYDDQ1dXF7t27+c53vsPLL7/M6Ogov//7v09XV9cH9av/0a2vfe1rUjahrbvvvpu77777f/nvPnDgOnbs6OTIkXcIh5PMzIiHomZkCYeT9PQ0kk4XVNqBQEDu29cjN75EIk0olLymHohNTSIyO5HIUi5XVUyikNGcPu0lEIgRiSTxeASDeXzcj9NpoVQqU1NjkYEeDQ1OaSIUoTAFHnnkBWw2I1u2NK3rhosNucTJkxOA6ExonR6vN6hKTwRSbmoqxL/6V8/wa7+2mXS6wMJChLGxRdW45SadFum02lgbrkphtI1F8wlEo6soik59PzVcubIsu80guv5jY8KIVCyW1G7DFKVSmbExkWkwOxvl4YfvkrSapaWYimk0UKkgMxLeT6Lj98flZq1Nhh54QITNNDU5SaXy6pjXRCwWk8U9iMRZcc1VaW+vo6+vQxastbUC59jU5KSvr12OWG+4QWyq4+PLnDs3TySSlGZQrRjVHrTPPDNIJJIimy2oY2orOp0iA0/uu+9GFhaiqqxFpCdmMkUVAShwa729zTLhVnvQd3TUYbEYpf60oaEGj8fBO+/MUSyWaWgQGLtKRXTWuro862hVt9/ey+DgDIuLUQqFMomEyE7IZgsSjxcOJyVrPBJJUltro7GxVkqGnnlmkKWlGFu2NLK4mCAQiFEuC2OqCInKMjKyyGc/u5dqVeHtt2fweBzk8wVuv/1xFEVh8+ZGaWzz+2Ok03k1yVUgCSORpEp8Wpbf++ioj1AoiU6nUCqJnASDQUe5XGXz5kZuu62XEyfG2bGjU6ZfHz58VuXLV9Hr9VQqgpjkdtvf0xhYK/mamxPfjZhKiN9XKlWor3eo+tgyra2i+IlEVhkZWSQaFTQpcR8icbk2m5m2Npcc4be0uNWJRJK2Nrc8YE9NBddNSv6prKYmp5ooXGZ5WeAAtaBCLedC28NFEJiC1xukq8vDl750B48//gqTk8LI/tnP7uXHPz5DKpXD6xXaaQEYWFx34HQ4zKrpPqBOYuIIiYXQ9dfW2iXN5pFHPiEliplMUX7+iUT2/8/eu0fHVZ15or96l+qhZ5XekiXbki0bS7IFTjCxBxwRAoRM4zTuhulAujsdbgwzl4S5Q6+YdVfPNGTG/UjTq4m7w9xOB+fBIIO8QgjgtLDdViMHCSOpZFvWyyWpSqoqVZWqSvV+3z/22Vv7HFVJsjHETvjWynJQVZ332fvb3/d7MMUXny+M7u4PAMjYYmJxMYLHH/8PTCWHLtppZxLIYmhoVlDCUTICeGOjSTSm0mv08st9sFo9OHasj8EfKeHUanUzjLrBoGHQT+rE29XVj1gsyXhTmUwWGo2S8TxolzYYjLFzolFSosfzzx8AAMYfI1r/y4Z3d965hfljDA0RA6fCwgIB3x7Dr389BYAk0cQYrwYmkxFvvTUCrVaFxkYzotEk5ud9grpaBkePnkZzcwX0ejWyWZlw3XyYmfHC7Q7BYjkPrVaF++5rRV1dGUZHiRpPKpXB5KQLTU3lIsMqqqZFickmE0m+/f6o8A4vj/8qlQLV1cUoLtZhbMyJ0lI9DhzYyeZo4spOFkjl5UZUVhbBZlvElSsLUKtV2LKlEiMjs+juXhAIsVmmSEdNO/v6riCdzqCoSMsccGUyGSoqilBVVYSZGQ/MZiP27NksIl0fP97PpLKPHn1XEDmIoKhIh5qaItZFonBgk+nGh/RdtwS/u7sbZWVl+Pa3v40dO3aIPtu+fTv+4R/+Af/0T/+EM2fO4Omnn8brr79+vXZ908X3vvc96HS6T3SftHKsVitRU1MkkGJiKChQMciI2x3E3JwPNTUlTMecr/wNDdlwyy0E+3ajPdwuVxB1daUAFpnutlqtRDSaYC6afNWFEkEXFoJYXAyjs3Mb03Q/ePA2Vv05f34WFgtRg9m9uxFmsxEezxI6O1tYNdBimRWSxDRLZiORBBv0XnttQJBgjGJpKQqdTs2qG5ToSiLLKksAaUfTgefIkbfhdAY4rXw5zp+fRSyWYKQ0tzuIu+/ehmPH+nD5MiHHGgwaJplXXKxjMC2LxYZvfesV6PUaobpXgkwmDavVC5lMKZCTckN07rprC0ZGiCOv0ajBN77xH6DRqFlL9dChu+ByBdnzRoPcEwXS6axgOqJEOEyuS3GxTtBddgpQpi0M0+nxBGEwaGEwaITrH4TXG4JKpUBzc4VIjtNu9zFN7VQqg7a2OgQCpFPl9wMvvNADjUbBXCHJxEBkNKuri7FjRx2bmF988V3I5cTxWCaTMQWfcDgOs7kQMlkW8TipZC8tkXMIBIgT55UrC4L+PtFt//d/nxSSVNJCLyrSIRZLCvwCmSBpGREcGYnaTWOjSVjoODE8bBdwuhm43SHo9WoEgyosLUURCERQWFjAklaHw4fZWY+QzGXQ3T2ImRk3sllgdtYDs7kQO3bU4tZbN+DkyYsCrpVcj7k5Py5csOPll/vw5ptPCRhXP/bs2cyIlmQhXIh0OsOqsbTqR6vnHk8QWi2BQzU3V2JpKYZAgBBapYUBOsZ897tvIhpNoKamBNXVRUin05iaciOZTMPnC2P37gbs3buV3Z/Dh18DAEHHnRCtv/SlF5BOZwRsdwbl5YUwGLRIpzPo7j6PhoZShMMJwfApjO7uD5FKEejYjVSwuB7hcgUFkrUMQBapVAaNjSa43SHU1pZgctKFiQknfvrTc9ixoxYOhx9zc35UVhajra0eDz64kxFQLRYb6utL4HItwesNMY5KIpFCNptFNJrExYt2qFRKgRwbEEivhP/x9tsjzCm6p+ciSwpp9dlu9wlJOUkkZTKgtrYY09MeRKMJ3HJLLXbtIq7qySTR83/zzadw+PBreOutEbz99gXI5TJs3GgWOjYGmExGGAwaDAwQbDzfyeJVwnQ6NevYnjgxyJK3Z565V4DjhGAyGbB//1ZWUT9xYhAPPbSbGeSdOzeJK1fcgr+MAqFQHD09F1lXbf/+rTh16jJiMYLZJm7ky8fx4INETpPAC2cxOjqPt94aQUtLNdrayBhgNhvR0lKF06cvMd7P4mIIvb3j2LevGZs2lSOblcHjCSIUigsdMDlqaopRWmoQuocpBAJRnD07LqjsBGA2G9DeXg+r1YtUKs2EHCicyWhUY2BgBk4n0e73+SJsHjWb9RgZmWXJr9VK5EDr60uwuBhiJlNyOTHOKyhQseKRRqPEZz6ziRnjtbRUoa6uTFAayqKurgTBYELwFtAIPi0ZnD07IfiUkGtIVOvU2L9/K0wmI06cOI+lpZiw8CTzsUolQ3m5kXVKiop0GB11sHtAeRW00AWAwVadTidbjFCYLV1I3uhx3RL8z33uczh06BAMBkPOz3U6Hb797W9j9+7dOHr06PXa7aexzqBa6Jcvk4fVYNAIiQtw/PgAUyvQalVCkl+E3t4JjI87GcaQYl2/+tU9rFJ3owRdbIyMzOK996YglxNn0y1bKnD+/Cza2+sYdn183InhYZtA3qsFQKrek5NOnDw5gkcf3YNnnrmXtefGx50IBqO4fNmBDz8kCczBg7ehubmSObpOT3tZpUKjUaKlpVJYOBEbd+LUqYRSKWdSaZWVxdi/fytKS/XCMRIyrzRZeu65N+H1hlBSohOkEI2Ix5Ow2RaZ1jVpo1rx4YczgknMsnKK0xlAQYGamYRMTrrQ3z+NmZkECgsL0NJSjWeeuReHD3cjGIxBrVaiudmE+fkApqcHAYghOhqNGlu2VAnSlxqMjbkwOjqPuTk/gCxrqTY0mNDYWIaTJy8KCkwET61WAzKZnDkDAoDLFRAsz7WwWGy4++5tiEZJZSwSScDlIlrnnZ0tmJ31wueLIJXKIBJJ4K23LAgECKzjttsaIZNlMTfnRySSwOSki+GKk8k0wuEogkFCVNu0yQS7PYB0OotEIoPm5grRc81XlgcGpmEwaFhCb7UuYGmJGL0kkxkolUR1oawsjqkpN+LxuHCuCsRiKTidxFq9tNSAwsIC5uZotXoEeAJ5DqmEHFWGaG+vR1VVCd56a5iRjTOZrPAsKSCXy1FeXoj9+7eyBef09DScTtIidzqXYDYTiFA6TciM8/N++P0RVFUVM4fQ4WEburoG4PUScht18PzHfzyN8XEXvF6CzaXvC+18LGOabZie9uDcOSIfS1ygiZyhUinHU091Mok8vlJO2+AUwxyNJmA0FsDtDqO42IDycqLckUwSp9nf//1lzwoKO6TOyZToTI3sqL46xT1PTbkEn48MTp8eQyQSZ74D+/dvvaEKFtcjaCIyODgNu92PrVurGAylu/sDRmRcXCTY69raEpSW6uF0BnD8eL9A1o/B6SRJ/kMP3Qa7PYD5eR9zBtdolMIzLEMikUYmE0UikUJ5eSE2b65gRSK5nFQy0ukMJiYWMDRkZxjtkRE7qw5ThReVSoFYLI2CAjWKiwm5/vJlBzMdpPdqctIFtzvIeDEA8LWvfQ4Ohw9WqwcOh59J2EolWmkxJZEgxY/a2hKWaF+8aMdXvvIiCgrUqKsrxTe/eSceemg3jh/vx8sv98Fg0DAuCU0Qv/vdN2Gx2CGTgXkB0ELCz372OJMsvnzZgYWFJcZpGR6exbFjfbDbfWhsJLh+Ou55vaTzQDupXV39cLvDkMtl0OvJOFJXV4qJCRdsNh/m5ny4775WbNlCpEPT6Qy0WhUeeeR2Bs/V6zVsgRCJJDA4OMP07JubK1BTU4KCAjWOHetj5NWammK43UFksxnYbIs4dOgnkMuJPj6vhmMyGTE6Oi+Y0KlQWmpAQYEawSDpykQipHtNjPnkGBmxIxAIw+8nkpMPPrhTkKYm99NqnUZTUyWCwShGRx24cmUBKpUSDQ1lzLdHLiccgUOHCNeIQk+1WgXee28S4XAc6XRWwOST60p8ajazeba3dwI2G+ke7thRy+CGHk8Q7703hUgkgYWFJbz11jAqKowYHrYxxaQbmbdz3RL8//bf/tu6vve5z30OLS0t12u3n8Y6gj7A1dVFsNt9KCnRQa/XwGr1IByOC1UY8vJVVxfD749gZGQObneY6a+rVHKk0xls3Gi+ISdC3kWVVuYnJ12YnHQJjnZqVjVyuYKYnibn/oUvbMOOHfX48Y/7BNxgFidODOJnP3tc9OKeODGIVCqNwcFZoeqeZRh5SoxNJlOsGnv69BjS6VHs3t2Axx77HLtmR468jfffn0IikYbbTWRLqfwbVV2xWj2cayEQDMYEG/A4YrEUYrEkc08EsigvL8amTSZMTXkQCkWhUJAB77nnSPuXJlBvvjmM/v4rMBq10Os1KC83oqmpnClWVFcXM9dimYwkcVKDEwDMCdTpDGB83IVsFowsSibmJObn/SgsLMAzz9yL+fkALl2aZwTVbDaLwkItAAgJMoENTE97YDBoMTW1ALPZiI6ODYz0GQhEBOy7DBs2lCESicNg0DKyVigUZzjevXubMDGxwHgkRPWAeBPE42lEownodBoUFemxe/dGvPTSvyEcTuD/+/96cebMGB59dA8eemg3enou4pVX+qHXa1BYqMU992zHyZMXEQhEQBR0wjAaC7B1axVKSgowP0+qltXVxXA4SPt4GXdKKk2xWALhMDE72727AQ0NJiHpcQGQIZkkkC96/SmU6p13RgBAgFdEBL+EmKBHvhXPP//7ePHFdxksobKyEE7nEjo6NkCjUcPrDaKhwQSLxQ6ncwnxeJJNtBTvS0ixBPvs8QTx+OP/AqczAICMDQMDVlYVtVjmoNWqBJnYWVy6NI9EIiVAo5a7CRQeQxWJhoZsjIBJn01avdu3r1lkUFVRYRSqaotIJoFYLIGXX+5j7zF9P0dGbCgvN2Lr1kqcPj2GUCjG3DEJlCjDDNXuumsLRkediESID0I6nUFBgfq3zugKWFYUevHFd3Hq1Cj27dvCOmseT0hwLCeQs1CIcIgIpIeMgXv2bBYI8ArU1paivb0OHk8Q8XgSiQQh9M/MeASzNgWKiohbLjVwA8Dkdu+6awveeGNIUJ3RwuGww+0Owmw2CBjxLC5fduLRR/dgcTECp9MPpzMAuZyYUPGwHd67ZHbWx5J7hYJUaSsqjBgZsWFxMYxYLAG9Xiuq3tOQGvbR/25sJPC6eDwlOKWmcOLEIJqbKxmB8403BnH4cDczSevpuYiBgWkkEikUFBC/j0yGcEZqaorw4ovvwuEg1eGmpnIUFKjxpS+1CtdoABcvziOVSuPUqcuwWOxIJlMwmw2YmnIznhxVfjIYNFAoClBQoGJiDxaLDdFoHIWFGng8S9DrVSxR5xcnwWCCOXB3d3+AK1fcWFgIIZ3OCPr6hGy9tBSFVqtCS0s1JieduHyZdBBqaooFiKkXKpUCgUAUJSV6FBZq0d5eJ/BvBnDy5AW43UFBy74cS0ukW0ocvImHQSaThtPpZ1KT4XACZrNR5I5Ou0+lpXosLkYY54oqhp08eRF6vYape7344ruIxxMCj6cYzz13AP/4j6cxPe0V/FeIgEFTUzmqqopx6tQo47y9884IQiEfmpoq8PzzXwFAcqdgMIH33ptAMpmGxWLDkSNvIxQiZmS/Mzr4VxNlZWW/id3+zgY/if7pn+5jL8+3vvV/MDNDsMmJRBo1NcXQatXMiIey6V2uIE6eHEEwGINSqbhhJ0KacAMQFHUiggyeCiMjczh7lhBpnnhiP77//XcRj6cwMDADvz+KaDSB+voyQc0ljAceeIGRXoeGbGhsLENpqR5ud1BwyCXXwOcLC0YvSWi1RIYMAMMSm0yFjDC7d28TnnnmXhw9egrvvnsJ0WgS585NQatVoaBAhVBoXnAxTIkgUCMjNpw/P4NQiBCwqMqFWq2EwaDBxo1mRCIJQcu8aIUzJ60wvfJKPxKJtKB8UIzNmyvg80UElZ8FQa/8VgDAwMA06urKmBIMHy5XELFYElqtEul0GjMzHtTWlqKiolAwRaNSoxqMjzuZJKvJZMSVK8QR1esNCdfHiNbWGrz/vhVAli2Szp2bFAhgu1Baqmd42/l5PxyOALRataDD7EVn5zaYzS6hcp5AW1s9/u7vHmYdmBMnBlnbV61WIBjMIBKJY3jYBrPZyDTCl5aiGBqaxeJiBM3NlejuHmQqH8Q9sQCVlUUwGgsEuEkCCoUc+/YRJYVLl95HJgPs2FELpVKOxcUwstksZDKyKCHHTaTeMpkMIpEkEokUZmY8CIWInGlFRSFCIbIw0emIbO2RI28LcrZehMNxbN1aieJiHSwWOwCikDI8PCvqOPz854OQyWQoKzPiiSf2M4I1hU2QxUQGGo0K99/fisXFCCYmFqDRKAXOgpd5Jej1anzhC9swOurE6Og8Skp0jIxLW/WEQKlEUZEOcrkMLS2V2LDBjM7O5eSJSNMCvFShlGdCgxYlHnxwJ8bHnXA6SVeouppMyg6Hn0GzbDYfDAYN7rlnB555ZiOr3o2NLWDr1kq0ttbB41mCzbbIEgKlUg61WiksRn04cuTtnM/6zR7Hj/fjpz89h0gkgU2bTFCrVcJ9KsAttxC1rRde6IHfH0EqBcYz6eioF8atMXz44SycTj++//1TcLmW0NpaA4WCCA3QbmEqlYbBUIAtW6owOEiI4larG1arBx5PEDt21GPDBhOKi/VIp1NCxX4Bd9+9DefOXcGVKwtIp7PQaNQ4evSP8N3vvon33psQ/B6i7HyIGk6AVc+p8hI1Y/R6wzhxYpBJhFL52IoKIyP98uMiHRt58u3oqEPgX6UEHpcBo6PzOHr0lFDVXYJGo4Td7hMSPBlee22Addh27qxHU1M5enpGkU5nuGIPUeRyOHzCu6fG8PCsSIJzft7PFulLSzEsLJCx8rvffRPhcAI6nRr33bcD7e31zDzLaFRDrSbcKY8nhH/7tzGEw0SZ7J57trPFNB23qc8HHRs7OurR329l8p4Gg1ZUxT537gpisQTkcjA5UOqmS53ty8ro4p0otd111xYcP/4BgsE4RkbsHDw0y0zBfL4wtFri/k3dii0WGz74wMq6OxaLjXURbrmlGhMTLkQiCZw9O45MBoIaWwRDQza4XEGcOjWK2VkvHA4/RkbskMmyaGqqwNJSDMlkCgZDAVpbzTCZyEKwpaWKwYtqaoowNubEuXOTrHtOx6B0Oo3+/itIJtPweoMwGgtQUKBhal03avxGEvxP45MNaaWCwm60WgUymSxaWqpw331tzETmlVf6WYJJB0M6GFBnyBsxeJjO9LSXJTO1tQbEYgR7ODJiR1tbPcNL+3xhfPjhLJLJFOrry1BYWID3359CPJ6EwxHAPfdsZ9Aks9koKKlkcOxYH1pba+F0EmWh8vJCdHTUs7aezxdBSYkOk5NOPPro/0Y8nmKmW+PjLsjlcqjVChQUaKDRKJmpy8yMF5/97CY88cR+jI872TU/dGg/0+5vb69nAykAhoumUBuAVIW++91fMDMQjUaNnTuJuorRqEUoFMXJkxcEt8oMw48SecOgMGFrcl7nigojEokU5ub8iMWSiEaTCIcTLAlOJomG+syMh022AHDgwBY89NCtOHr0NMM6xmIJVFWV4Pd+j0At/H5SnbbZfPD5IvjTP92HJ5/8PJ5++l68+OK7eOONQdTUlECvV8HtDrHW++HD3fB4goxo+cor/di40YzPfKYRDoefJTbFxTooFAqEQkRC1e0OCu6yGUFODvD7Q/jTP/0X6PUaKBTLBEEqiVdRYWTa8ISURiBFdXVl8HqDMJuNaG39DHvf6PcVCjJZtbbWYm6OEJUXF8OMmKtWK9DRsYER20tL9XjllX5YLLMwGjV44IF2UExzV1c/PJ4QEgnS0enqGmCVr/FxJ1577QOkUmnMz/tX+GBUV5dgz56N6Ou7glAoipde+jekUhmBpFeHVCqNvr5JZDLkvHU6DTZsMEOtVjISPlWyoAuH/fu3sIk2Hk/hrbdGUFqqX7FIFFfnlmN83MkWZD09l3D+/IygkFLJ5AZ5xYuzZ8cwMEAWhUqlUrTYoMldMBjD3FyAJbGzsx6k01l4vSHs2rUB1dVF+PBDGzQaotl9ozpzX21Qfw0gi3PnpjAz44VcLsPJkxeRTKbR2lqDe+75DLtegUAEJSVEvpYUMIA337TgzJkxZlYEgGl+RyJJPPfcA0wdZmGBwOfkcqJo09RUgclJJ+MInT8/i87O7TCZjIK7MpHlnJ8njsJ/93d/yI63ooKIImzeXI5f/3qKGdsZDBrB0E4Bvz/C7tU3v3knXn6ZyNfa7YvwekPYvr2KmctRmWPKqQJWSjvTAtjIiA1zc35UVxfj61/fizffJNC/QIDong8MTMPtXoJer8FXvnIrUzYDlomeRqOWqTu1t9eKJI5NJgOefPLzOH68H1arF/F4AkeOvA2/P4Jt26rh9YbgchFoHdX1J/CkKM6fn0EymYJarWJOwK2tdbDbfZifD6CmpoQRYWmnI5UicCi6sOHzAKrE1tFRj9OnxzA+7mTmT6lUBvv3t8Bq9WB6ehpmswHT00rE4yl0dxO536Ul0lGhykEUbjkwYEUslsTmzeXQapVIJMgcbDRqUVCgQjqdwe23b2JjWyaTxfy8H0tLMWzcaIbd7hMM57KieY0Qp21YWooyjwCqtx+LJXHu3CS0WiWsVi8SiRRTM/r1r68gEklysuCEZxQIRFBVVYKqqmK88cYgrFYvDAaNAKGNsK53T88oOjtb8Oqrh3D48Gv4P/+nH6lUBiUleoG788lyKa82rluCf+HChav6/i233HK9dv1prBE9PRfR3T2ImhoCv1lcDIvgEgqFnDl3nj8/i3SaVEbpIDo8PIvXXvsAU1NuzM56f9Onkzf4iszcXAAWiw2ZTBZlZYRgtLAQQCQSx//z//wfuN1LTOs4Hk/CbCYqPKOj81CrlYKMIDEzopOF2x3C2JgTiUQaly5RzDkhHG/caBYw6140NJjYgPvrX1uZw+Llyw4sLkYwM+NBNksku/7kTz7H4AjPPfcLeDwhvP/+FJ54Yj9efrkPFy4QbWVq1HX06Cmm9vDQQ7uFSgNpY7a3k0SOGrtQveQrV9yorS1BWZkRu3Y1oKWlCt3d55n+OnEiNCKZTDHN66WlKMLhRM6k57XXPsDw8CxUKgWMRsIvoHKYRiNRLgiFoigtrWRGSVSJqa2NaLX/8z+fRTYLlJcXiqo0VVXFOHt2DIODsygp0TGTnKNHTyMWS6KurhRNTUQJZnp6EWYzUbPQ6dSQyYghyksv/RuCwTjm5/348MMZ5oIrl8sQDJJKDoWm1deXYmkpCmqQS+BXMrjdS1hcVECpVAAgBjVDQ7MsYSAVvyympxcxPGxDa2sd423wqkdUvWhmxov29jqYTEZYLAS/SSfUuroyBpWiWvYzM2788If/jkSCqJPMz/vhdocEHXJgeNgumF4R9Qg6ufb1TaKxsQzl5YXIZICWlkp86UsvsI5JY6MJd965BW++aUE0mkA4nGBE35ISFZvw5XLybhgMWpSU6GCx2LBlSwU2bSpHZyepCh4+/Bq6uz+EVqvCn/7pPvT1TQpcC6LhnclAlDjT//FBkys6UWu1KgwOziAcjqOgQCXI0aYQDidx/PgHaGoqR3t7PS5fdiCRSEGn02Dr1kqmzEIhIZs2mZi2/bFjxMROLpcjnSbv4tiYE0ol6Tp89rON2LGj/oaEHl5LUG8NIiGYYfAZnU4Dh8MvSAiSRRWtHm/YUAadToXJyQXodGrMznoZ3IQQJOXYsMGEwkItg0MQqcQCloRmMmBcp8OHX8fFiw4oFMTD4uWX+1BTU4TGxgacOzeFbDYrVGLHGNm2t3cCQ0OzGB11oqWlCnq9VjDgk+Guu7YiGIzDZvOiqEgnMqN7/nkikfm3f/sO4vEULJY5Bm8cH3fiH//xDGZmPNiwwSS6x7wMYktLFd58c0jglsTR2loHg0GDiQknMhkCX4xECJY7lcowyAwdm3Q6LUpKDNixo5apO7W3E3nj6uoi9m4fPvw6K2SQhRfYIvjo0Xdx9mwEjY1lKC42oKOjHmfOjOHyZScUChmKiwtRWFgArzeIo0dPYW7Oj5ISPRKJFNRqUiSiimbj4y7Mz/tRVVWMV199H6+88j4OHNgJjUbN/Gy0WhV0Og3sdi9HRlVg795mAFnmCu90LsFo1EClUqKmphg+XwjZLARhghI4HKRYcfvtm1BTU4K5OR+qq4uZKVg6ncXiYgiFheQZpJyzdDojwE4TiEYTSCRSAsSxCAcP7mYu4nRh7/GEMDHhQjSahM9HjMJqaogamNXqFvT2yRheVmaAWq0Uut4ZNiap1SrI5RCZ2p08OYLR0Xns3t2AAwc6QOcqacfx4MHdjKtA5Z7Pn5/9mN/mjxbXLcH/zne+w/Sh1xM///nPr9euP401ort7ENPTbng8S2hurhRMTLJobCyDwaDFnXcSiAGVf6qpKUFbWy17Abq6SKKSTmfxyiv9zP3yRq12tbXV47HH9uDo0dOQyWRsQnrhhR7I5cAbbwwhEklCo1Egm4VARCJkrlgsiYYGExQKoqpCB3KADFbUrIfiqKnb4MDAFaRSWUFa1CC0DANMQxogVZnCQi3q6koRiRAZR9ouBQih0e0OYXExjGef7YZOR6TPqquLmY4/we8Tkxfaeq2qKmYdFouFVFDr6krQ3FyOqSmPMOAZ8eCDO9HTcwkWi41JigJZqFQKRtgNh+Nob6+FzbaIhYUQ4vGVTn1TU6QipdMpcODALvT0jCIQIAowBQUqzM4SwnFVVTEeemg3w38eOfI2HnxwJzM3ohPQ6Og8otGkgEMnC5/SUj2amsrR2zuBkydH2GdUNYYq8HR3n8e5c1PQaJQsEaZVP3LNkwLsRA65nEAQUikCA1Io5IK28rLle3GxDl/72h04fXoMNtsiPJ6gQFYN4Mc/PoeJiQXY7Yuw2Xwwm41oajIziT8+gT1+vB/PPtuNcJgYqBmNWphMBlRVFeNXv7qASCQOpZLwKNLpLILBBDo761mbeWzMIZjPKXDXXS24++5tzL340KGfIJFIoqWlmmH1JyZcWFwkE6LRqMYf/AHpIBD1JT80GhU+85lNTBZ1YsLFTGe0WiL7WVioxZkzY5ib88FkMjJVkkuX5mG1ejA5uYDiYh2nNiMTQXUqKoi5TSAQhdFYgI6OeszNBVaVn+Tl9YxGAregNvRLSzFMT3vQ3z8tLGbkmJnxwmr1IpPJCBKzpVCplOyYqKoJXfC6XEHodCro9Rq0ttYK7tZ2triqri7GoUOfv2HHsmsJek0tFhuczgAzLRsfd6GggJj5/PM/n0VtbQmrFFutHsRiScTjSYaTpmE2G1FbWwKVSomWlioMDdmYUlcymUJjoxnZLBAIhJnUr8Vig0qlwB13bEIwmMDo6Dzc7iA6O7cJjrOkUjw0RLoNlHfU0GCCVqtieP9Tpy6jrq4Uhw7tBwAGy3rrrRFYLHb4/RGWvO7e3YjRUQdUKgXeessCtZpUdOnYptOpRfeZSuvW1pagtbUW6XSWyVe/8cYgksk0jMYCJBIpdHRsgM8XwfvvXxHBMk6cGITVShSqSJEBjHcyP0/8VkwmIzo76/Hyy30YG3MyKFsikYRaTRbVXV0D6OubEoyiZEz0YHraA5PJAJPJwOaxEycGMTGxgNlZL4qLdbjnnu2irm59fRk0GjWamytw+vQYlpZiwlg5iIqKQgGORarQ99+/A6+80g+3m/iR3HPPdtYtLi7WMb5OXV0Z7ryzGaOjTlRWFiMaTbJ3SqslqmWlpTro9WqmtPPYY3vw7LNOBINxhEJxGI0FkMtJPkLH4nQ6g+rqYhQWapFKZTA97YHfH0Vv7wT8/jAmJxfw2msfYPPmCszP+6FSKaDXa+DxhEQu1dRnI5slWvomEylYVVYWsTGyqEjHOr8UPupyBVFdXYSFBSI53d5eJ8iFh1hBgwoJ0LyCesfQ7uCNHNctwb/rrrtyJvjZbBYejwdTU1OIRCL4zGc+A71ef712+2msIw4c2ImXXvo3ZDJZeDwhAT+mhsFQAK83Iih2iKE8Q0M2HD36LoOcUExiPE4mB6nl/I0QfEXmxIlBqNUKPPDATpYI0/b+8eMDiEQWYDBoBW3tLIqKtAgECJ6USkpKiVnk/xNJOJ1OjVgsJbiNphGPk0SeuB/qBWKfHKlUGqWlekSjSaZ883/9X3exCgFl8ZN28104cuRt+Hxh2O1EDYFatHd1DWB0dJ7J3nm9QabK4PUSzCapbiSYNOXmzRX4/d+/TURKPHasD8PDNuj1GhiNGkFRIISiogLE4yksLARRWVmMWCwFjyeIX/7SsmJB9/DDu9HdPYgDB3ais3M7ABmrSi0sBJkEpkwG1h4+cWIQ589PY2kpira2OszP+5FIpARVGEKgHBycxciIHa2ttTCbjRgYmMGpU2NoajKjqakCi4thqNWEGFhdXQSHIwCnk2BBScuUkNpMpkIkEj5GoKTH09pah46Oerz5pgWxWBI7dtTi7ru3YWjIxqp3DQ0mPP30vejs3C5wJUYZNCGVyuDCBTvC4QQzDKqpKRYlmDROnBhEOBwXcKIZVrlyOPzIZqm7I+mgzc0twmp1Y3zciYcf3o1EIgWDQYtwOA69nhj6UILfI4/8AHb7IhQKOf7wD3ejs3M7nn22G5cvOwWHajnm5wM4dIjwPkKhKDOkopArQuR2w+lcApCB0ViA/ftbUFVVjJGRWaZ5TzWp5XJC/o1GE7j99k2sekr19Gn1nD5f4+NOLCwsYXbWI2hxm9g7KA1adX/vvSlWwf+P/7Edzz//+3jggRdY9c1sLoRer8HCwhIuX3Zg27YalJQUsO3wqlO0g2Wx2BGPk+rmgQO7cPDgboyPO/G97/2KaZvv2rXhhhvHrlfodGTMjkYTOHNmDCqVEpWVZEEdiyWh06lgNJIK/ODgrACBkTO4GlFpIhAtquxksdhgtXqYv4dcLoPZbBS6hQSuQv0/WlqqBX190nmcn/djYsKFixfnGYzEZCK8JovFJjxnGahUcrhcZDEwN+eHTqdm5nxVVcXw+SKIxZKori7C4mIE8/PEFOmee7Zj8+ZyDAxMo6zMwHwOdu2qY0aC4sgiFksyN9g77tiMiQkXTCYjolFSVd60qRw1NUUwmQzo7NwGpVIh6kpRxRuvN8TEBfz+CLtmp0+PYXSUcKuI6goh8T766B4hUXfihz/8d5aEZjLE5OnIkbcxPb0M7VGplBgasrGFEO1i+nxheDxBNDdXMiUei8UujElL8HiCqK4uxvbtNczQMBpNQKNRQq9Xo7NzOzo7tzOI1MGDu0UGi9XVxZif9zM+GoXkmc16uN0h+HwRGAwaJBIpQVLajmAwhpERO/bt24JvfOM/4KWX/g0ymQwdHfUIBhOw2byoqyuD1eqGzxeGXq+BTqcWXJdJ5+DHP+5DMBhl27JY7ExEgXr2TE66oFYrmcjBxMQCFhaIF8n0tAcNDWXMZ4CH3NDutMPhh93ug1arQnm5kanvXLhgx9TUAvNzofh+KtARiyWxYYMZf/3Xf/jxv8QfMa5bgv+tb31r1c9DoRD+4R/+ATMzM/ibv/mb67XbT2Md0dm5HadPj2FszAmPJwSlUo5MJgu9nrqwLWvyUtWFnp5LDO+m1aqERJ/o2q6mkf6bDN6d0GolyQWRtFpO/AGgstKIhYUloYVH5AwdjgDs9oygoazH3r1bRVhFCs04f34WiUQScjkEF0RCWHO7l5gaxEsv/RsikQSMRi1UKiVuv30z5udJRU2rVYkMUN54YxDDw3ZhEiHay0NDNsGWexnW0tXVL7RhdXA4AlhaiuPIkbcRiyXR2GhCdXURLlyYY+ZCVqsHExMufPjhLHbt2sAWawSjSRLL9vZ6TE25GVadSAcmWGtWpSLDg9TNtr6+DBs2lLFrfvDgbWhvr2PqAg0NBHIyMeHCe+9NMu4BlSj7+c8/RCSSRGmpHhs2mJBIJJFMpqHVKhGLEZhQOJyA1xtCJpNBLJbCnj2bmYmK2x3C0JANmzaZmCGSyWTAxIQLtbUlCIfjgpa2DEajlunLUww9TdhbW+tYh4FWbpaWYmhp+Y5ALqW6+yFEInFks0BRkQ47dtQyC3eqnU+fFXqMHR31uHDBjmCQVLMNBjXOnBnDwkIQmzaZoNGo4HYvIZXKwGQywOUiXIDu7kFEInHhuSSyqh9+OI2vfvV/47Of3YSODgJBi0aXsc0kgZdBqSSLKqvVg66ufrS318NgKEAymRHa5Tb09k7gySc/j3/910twuS5Bq9UImOGsUIEvRHt7rYBdjSMSSeCzn92E3t5x1NWVsgTDYrFjcnKBKenQqK4ugsWiQCqVZt2JtccKGdPojseTTFrw0Uf3IJslVfYnntiPw4e7MTFBnG6JwzFJ5sLhBBKJWZw5M47t26thtXoQDMYgkxFYVkGBClVVJeydy2SyKCnRo6WlGk88sf+jDzw3WHR1DaC7+7xgmkYKDVTL/Y47NqGx0YTJSSdGR51IJJKori6ByWTA/LwfWq0KmzdXoKamCH5/BKOjTgQCYSwuElnVgQErk3ckJm2EP7J7dyMmJlxwu0Nob69nniMAGSNMJgPcbjJ/UI9HjUaJu+5qATHCyiAez8DnC6OlpZoJE1BFl4kJF6xWLzo66lFTUwKdTg2TyYgDByoFXHgYb701gpqaEtx2WwNLVE+dGsX+/S05ZZ15GEhpqQ5Wqwc+XwQ+XwTFxTrBdCoAny8CudwBq9Ur4uHQueGxx/awMdvvj8DhSKKgQAWNRg2dTg23m3itbNtWjV276tlc0thowvi4k80VJSV6Nh9NTDgFCVwj41CNjBB9/NraEnR2bsP58zMIBCKYnw+gt3cCdrtPWPgUw2QyQqUiVXUK5yTz+ihCIeKQ7fdHWFeVcmN4NTogy6Qn6RxKoKphwZXXh8nJBahUCmzbVo2Ojno4HH4m3TkyMguTyYhvfOM/sLGKFtkqKoz4y7/8hQDViqO/38okn7Va4nxbXKxjY24slkRtbQnj8zQ3VzL/BJksK6gDbcDp02NwuQKski/t2FCZXwDMtTwUInCbF17owZ49G9HYaIZMJmNVeh7+2NFRz/KKmyE+MZKtwWDAt771LXzjG9/Ayy+/jCeeeOKT2vXvfPT2TiCRSGHLlkro9SrMzvpQUKBmA4cUe0ohFBMTLsGcZAlFRcTiuaREh9tv38QGqRspaGuaSpylUmm88EIPamqKMTPjRXm5EfF4Cnb7IkKhONLpjFDJ1iKZTCMYjCGdziCbJZ2ooaFZRrClmM6CAhVqa8uwZUs5LJY5bNxoxkMP3cqqJ+EwSYqy2SyKinTYv38rqxy+/HIfq0bR4+3rm4TFMouLF+dQXKxDVVUJnn/+K3jxxXfx6qvv48yZcTz1VCfT/KbdFVJJIxWe1tZaBk2g5ES3O4h0OosrVxawuBjG0lIUhYUFMJuJxGVtbQk2by6HzxeBUqnA4mJYZFqj0ShRX1/GFh78M0Kr8ePjTigUcga38fnCUCjkMJsNOH9+Fl4vqebb7T5oNGp88Ys78MYbgwIWOoNYjMiiqdUqJBIEF6zRkCGpvb0Wfn8pIpEkqqqK0dNzCQDRWh4ZscPpDKChoRSnTz8DAKybQWBIFzE15RYWYWnIZCQZGRoiXgOk+5IU9NNJ94TK31EcLwDEYinodMSCvqREj6IiHZ56qpNBjk6cGERn5zY2eb71lgV+fwQajRIGA5EiTSRSwqLJJ0ATiIJNSYkOPl8I8XgSOp0GjzyynUEqFAo5Cgu1CAZj0Ok0WFqKIRiM4V//9SJkMuBzn2ti2FT6bpeVGREIhBEMxoUFuAxDQ7OIxUgrvaRED58vjF/+chgjI7M4c2YMsVhS0IxXYGBgGmfOjMNgUKOszCgoNBH4Xn19GUKhOHw+0jKvqytFQ0ORoGgRZzCu4eFZmEyF+OIXt8NmW4TVSiAEVHGKJgl8IkGr7rt3N7CEc2JiAX/wB99HJJLEY4/tYdX/6upiXLo0zwh0gEyotnpZJyoYjEIuJ0ZwwWAMBoMGdXVlogVYe3stTCbjCiM/6bHdvEFU0FQqBRKJFBvznE4/AGDr1koMDMwgHidyu9TYKBZLoqREx1S4ensncPGiA8FgHOfOTeKb37wLX/7yTtYhPXduQpD7JWT3s2fH4fNF0NpaxzhdlNx6661EQSYeTwg8rigqK0mFvbRUh02byqHTqZlyy/i4Ew6HnyVk8/MBeL2ERO92B1FebsToqBP797fg6NE/wtGjp9DbO47R0XnodGqWROZy4uYjGCRcnNOnxzA97WFeHVarG1qtCmVlRsjlYHwSlyuIJ5/8PCuCJRIp0XszPb3IjJIsFhs8HqLRn8mksbQUY9eVusB2dGzA3BzxGSDFNwUzcZLJgHA4zmCc3/jGjxCLkfFwaGgWoVAMWq0Kd965RQR77OwkcL6BAcL/OnasD7OzXiwuEuGHZJK4t+v1Gni9QZw4MciOua2tHuPjTpw8eQGxWBKTky4oFEStbXraw4wyJyYWhLkSjLP3y1+OQK1WYM+ezbBaCbROrVZi06byFZXw3t4JFBUVwGgswIEDO9Hfb2XO5fX1JTCZiJBDX98VbNlSjlgsjQcf3ClabFBozdQUWdCPj2vh84WRzRJp1aqqYsbTGBmZRX//NOs4HjvWh4WFIOrqStDUVI7z52cxP+/D6dNjKCwk27l82Yl4PIWlpSg0GiUzvuQdoG/0+ERVdLRaLZqbm9Hf3/9pgv8JBg+9oS9zJpMVqjJq0Xfpy0MrLjRBUyoVqKkpZtWAGzGoWojPF4HJZMDiYggOB7E3T6czglY90UFPp0m1/tZb69DYWIazZ8cRDJLqAXW/NZsNgoxiMUus9+1rZoZCBQUqgYRJqsGtrbVM0pFguwmchrY1ZTJgYsLFqlHPPHOvCGtJscwAEI8nBKWVNI4ceRv33LOdJSSUXMur6tAW+MMP78biYgTvvTcOhyOAO+7YjKqqEqb4QmXW6ALNavUKsl8aLC6G4fOFmZpKY2MZRked2LFDTI6kuMNUipCNz5y5zPCPhYXEpGhhgWA6N20i5loOhw+lpXqo1UqW+Gq1arS314mq/zThAGTMtRRYbvG73UG4XEtIpdKMLAgQ0qvHE2Rkvi9+cTvm5wOCc2FcuP9BVsFfWoqyijYAlhDs3t2IDz+cRSqVRmGhBrW1ZSLFnubmSuZ6aLN5mT52RYVR0F2XMbdbrVYtyHJGkM2SxWFLSzUuX3YICwGVAD8x4Pnnv8ISImpZTzGu9fWlbOF27twUFAo57ruvlSNZk3f75Zf7MD3tQWOjielRp9MZqFQqpFIZLC1F4fNFBDMoct0KC7V48MGd+Md/PAOn048NG0ysBT4358P4uIst1rzeMJLJFPR6NQ4d+jwuXHDA5QowohmPad65cwMcjiWmrANA6DglRPA+CgfYv78F3/nOAzhy5G2MjhLMP/WkoFW/u+/ehtbWuhW65V1dA0yrOxSKo6BAjZaWarY4LS3V44UXehAIhKHXa3Ma9fEO0jd7gk9dSakr6q9/PYV0Oot0mryvFy7MsUVscbEOt93WyDgeNPEkMJuEMFdksLCwnNwCBO741FME4mA2G2Cx2KBQyNkYNjw8i2ef7YbV6oHRSMzr2tvrMDRkQzSahFKpFOQnndBqVVCrlUxu9tSpUVitXpGjLACmnrS0FMWGDWUoKdGhu/sDWCw2mM0GJJMZxOMpXL7sYPK5Bw/exsYO6dxFOWfU22FqagEqFcGTZzKEYP7UU52sYk//ffHFd1FRYURn5zYGTVSplDAa1WhoKMXly074fGEMDFixe3cjolGiL3/gwE6RZDVdfPT2TuCf//ksAMBkMjABgJISgr2n1WKbbRHBYBS9vQRuRRZocpw5M4bOzu3YsaMObneIvRt9fZNCkp/C4mIEFRWFuP32zawLV11djLk5PyONzsy48eKL76K7+zzm5/2Qy2W4fNmJWCwlcMuoClICSiWp2tfUFOH8+Vm43UuIRpO47bZGAFkRl49yYRwOH3vHpMp+3/nOl0SeDTt21KOvb5J18yoqCuFyBVcsGjs7t2FwcBoA4YoEAqS7t2kTkeKk+Y7fH4HfH2ELHur0fvvtm9kzcv78DGKxhMBNA8sXCgpU2LdvC+O68WPPjR6fuExmNBpFKBRa+4ufxnULuiqnSVR1NTG2AbJMU5rHrtOXh0gmLgnOfD7Y7b4beuU6PDzLCLAlJXqUlxciGk1i40YzotEE7HaCgWxoMEMmIxj1u+/ehp4eoklfWFjAsM+bNxezRU5rax1criBLRGgymckQx8IXXuiBwaDGAw/sZJKOtMJL23t+f4RBPoLBGGw2L5M2fOyxPaJB48UX38WZM2OsQhIIhNHV9QEsFjuee+4A6wZUVxfj7ru34dixPkETPQujsQB79mxGNJpCcbEeu3Y1Yu/eJgHbH0E4nEBTUwW7342NxG0WAGKxJFKpDMrLCxkhN5lMrWhHUgdfj4e4MYbDcZSVGVBVVcRcIZeWoti40YzDh7+Eo0ffRXf3h6iqKoLPF0EoFIdORwhWVJmmqqoIdnsGJSU6hMMJphrjcBAiLr0XZrMRDQ0m2O2L2Ly5gh0TndB4Mh8gg8MRYK6J1JPA4fCzBc/Zs2M4eXIEiUQKDzywk8mh/fznQ1Aqlaz9brGcx8ICsYAnRk82QZ2HLD4uXJgXFhJEN76gQINduzagqEiL1147j2QyhaIi4hwdDEaRSmVQWEgWO253CI8//i8AiC28SqWAzxdBY6MJhw7tR2/vBObn/VhYWEIwSKFTWbbI83iW4HAYRVCBo0ffFdxqSZIbCkWxuKhGKBRnyb3RqMGzzz6Ahx7azaQGdTo1mpsrQelUFFMcjRKlqcJCYi7W1dWPAwd24vTpMebqyWOaq6uLoVBQsmYWx471weHwCwvirOi+UedmgCweKT6+uFiHBx/cia6ufrz11ghqa0vw3HMHcirxDAxYoVIpoVIR0iit/A8Pz+LQoZ9gft6HsjIDOjtXVnSHh2fhcPjR0lJ500zcqwWvd059N86dm0IwSCCXMtkyCT0WS4k4Hnwn48iRtwXJQaK+JNWSf+GFh1liRJ9vs9mAQ4d+ApVKBqvVKxB2ZRgZ8TNpYapetnVrJWZnF3Hhgh1bt1axIkpLSyVKS/Xo7h6Ez+dkHgV79zahu/sDARaUxfnzM3A4/JiacuOLX9yO/fu3Yn7ej4ICteAiu4QjR95mSe6JE4OiBD8eJypS99xTj87O7QJ5NsuKNNXVxey60KBSvWq1Em1ttXj0UTJ2nz07hrNnJ1BVVcSUdkpK9AziQuP48X5GIqbX2+HwY/fuBmY4+NZbI0inSfeRGiA2N1dibs6HTAYIBGJQKomgAcXs03sGLHtKUK5NJJLAnj0boVarAGQZzMhisWFqagGRSAIyGdDXdwXDw3Z4PEFBUlKBrVuroFAoRBK1UvnfTZuIutLmzRUM8ka7zS5XkF1DKg/KCxLQhB4geQqf+KfTaRiNWuzZsxEbNpjZYshm8yKTARKJJPr6riAQCEOlUsJuX0QsloDBoBEMBlO4445NDN7k84VRW1vCvBPq6kqYepPV6kFlZRGDppGuABlr6+rK0N5OcoDZWS/On59l53Cjxyea4Pf39+PixYuoq6v7JHf7Ox/Dw7N44YUeOJ1k4jSbDewFrKoqgcPhwxtvDCIcTjDZLvrgDwxYmUtrJqMWYdpvpHb2csVoAdksGI7e4fBhYIC0CnfvbgAAUXv+xRffxdAQsfSuqSmB0xmA3x9BZWUxtmypgMu1hHicmGBR7B0xHCKD5txcADabFyqVUkSYJXJv80wpQKNRoLHRhNbWWvzqVxexsLCEU6dGUVioZQsDvjrR0GCCwxFAKBSFRqNCJEISJ+oSSFUyPvxwRnCblKO0VM8GYoqh5AdFInVXxsxEysqMiMWSzNDs5MmLSKXS0OvVGBqaZZVX6aKOYny1WhV2725EMBhnVf0TJwZhMGhQX1+Gffu2oK2tHhMTboRCMUSjOiajRhN5QCYi5fEYV77q09JSxSqF99+/g0HL+GfxmWfuZV0NqpucTmeweXOlADu4TTSx/PjHfXA47Ewq9sMPrXjkkR8glUoLXIYMXK4g3O4gUqkMEokU3ntvAiaTHvF4SiCeEkjJ/LwPqVRGkLMz4OjRP2L74T0XfL4QADnk8owgTamDzeaDzeaDUilHYWEBysuN0OsTqK4uYgl8cbEOPl8EyWQGhYUFaG8neHIKC6LwrqqqYvY36t5aWamA10uI9Gq1AokEMe569tkvseSFqkOQhHqA6VFTMiA1Ndq0qRyjo/MYGbHjwIFd+OIXdzA3SF7BBiD7oPKAfX1TUKkUKCpahuwAy103qorS2loLv5+QKO+9dwceemg3hoZsCIXiuHRpHs8+280WufR46eKOkAdVMBjUIuMiuRyori5hMoHS4LsIN8p49lGCT5Jo9fqxx/YIYgpZDA7OwGKZA0C7cHaWRAMQTMT60dFRj6WlKONA8F0OgCraTMHnC0OnU6Oysgjvv28VOnDUfEqJ6uoSJBLL8odnzozDbl/EW2+NMHjg5csO/OVf/gLhcBydndtQVVUCvV6NeDyJ0dF5VgxZWCAeHTbbIjPZUirJ4p13H+3tJaaGo6PzMJkMKChQsYUovcfnz8/C5Qqgu3sQnZ3bWReNEGhrWSdDWlAxmYyskFBVRToWP/rRvyMSIcpMjY0mWK0ejuO2HENDJKmWdrX+43/cxfYPEKO/hQXyDFNSb0tLJfr6rkCplDGTJQornZlxs3tPz8/lIvAgrVaFDRvMACifSoaqqmLIZFmmtV9QoGLk4qKiAhE8k1bgm5srRZ2vw4dfZ/MA9Suh0dZWj8OHX0NPzygcDh+TR5bCWyi06OTJEVRUGPHQQ8vz8vS0F+l0BnNzAfzRH+1h59XXN4mJCSeOHydeH0ZjAbRaueBED6a+VVhYwOBNBD5I5oaJiQUolXI0NZWz4mc4nIDPF0ZhYQGKivSIxRyQy+W47bZG0bM/O+vFwsISxsedaG6uvOHHi+uW4P/93/993s+i0Sjm5+cxMzODbDaLBx988Hrt9qaMb3/720yOi8b999+P+++//2PZH53k9HqiZRuJJEXko+HhWVitXkSjhN1OJ3mPZ0lozYcE3KsMLleQSfkBN047m5KMMhmimLJ5M6nGHT16CouLYchkBD5CYSdUBaGiwshgOAAwPe1hlcNjx/owN7eIX/7SgsrKYgbJCAaj8HiCTCaLJrWjo050dQ2w1m8slmQVX4rhp5jscDiOWCwFk0ksR0qJuF//+j4AWZw9O4GtWyuxeXMlaOJK8ZLpdAaBAJH/2rNnM554YrlaJL0vfX2T8HqDDONpMhlZMk0XAaWlemg0KkGGU4aGhjLmDsvHxIQLoRCx/aYYdIBUt2KxJIxGjYiIZDbrMTUlh0xGHA7Pn59ldul8xZT+/6EhGxwOH9rb6zEyQirlpaU6nDlDCFRGYwFL5qmGPgA8+eSy3OHx4/0YHraz5IRiN3nTFyrPSCAoIZw5My5IphK1EUL8TDCL9Wg0JUC8Uti6tZIp15jNBrhcAQBZFBRosH17NXp6LuLw4W6k06Qrkclkma25Xq9EWVkRksmUoKyRRUGBmqlBAISsOjGxgFOnSIX8vvta0dpax86XLoLS6Qwo5ppes9raEmbetWFDGevGTEy4oNEQToEUrkDJxuT6L2s7NzdXihZOpaV6gXshg8cTAiATVb5pG3toyCYiO6pUCtTUlIqS7+XIIhSK4/Jl4npcW1sCu90Hj2cJL774Ltrb69DXN4krV4gzam/vBLq7z2NiwgmnM4C/+7s/hNGoQXGxbgWvSApP5M2OaDIXjyduKuLcWkHfAb56bTQWsLEqmyU4c6IARhapXm+QyVVSL5CvfnUP3nzzKZFIAYWVdHX1o6vrA8HhVI62tnrs27cFMzNuvP76h0yRR6VSoL6+FLt2bQBd+D31VCf+4i9+jmg0Ab1eA7VaiWw2y/DTVMnmttsa4HaHMDBgZRAfs9koYNRlKCoqgFZbCJPJgPb2OtH9PH16DF4vgVhQGUx+3AdIt4hq0dO/SyE0FRVGvPBCD+x2L6amFpjfxXe/+yamptyYmXGjr28SMhlQW1uGb37zLjQ3V7JCzdGjp1gBhLxftHuVFTq8S0IuQP4+Pu5k0prhcAINDWVQKBSYmXEjHE6iqakCPl8YsVgSCwtLCIXiyGQy+NWvLmLTpgrR/ee5dNSMjzrp0nPcvbsRFotdgN+lRVCUEycGMT09zeBSfX2TErdnMu4Q4QefaPFEQoZEIoVz56Zw+PBrKC0lmv1nz46xscrlCmJ+3o/xcZeow8JLvdJnky5W77xzC2ZmvEKVnsz3BQUqlJbqEQhEUVamR0mJHps3V7D3n7+3BB6qYo7ILlcQcjmwtBSFxWJjXD2ZDDCbDaJzOnt2jCkm3QzGeNctwX/33XfX/I7ZbMbDDz+M/ft/+5QLria+973vQaf75BzQKiqMQjWPGHFs2VLB2kwAefh5k56urn688kq/IFEnE8wjZLjttsacCdmNEHzCRqoOdQzPCxCZQGKakxap65w4MYhkMoXW1jqMjBAN+fLyQjQ3V6K6ugiTkwuIxRJMotLrDaK4WAeTyQitVsG09fft2wKzmZgYnT07hqIiHfbtI9eHmBvZMTrqwJUrbuh0aqRSaSb32NU1gK6ufkxOugQFmDRefrkPkUhc0GpPioxVhoftgjpMGNlsFgUFKpjNRmEQfJd1KACIqtt8e5VWevjJ+7bbGtn1O3jwNhw58nZOMw+PJyioXqREyRp1uJ2YWGBSdwCBQlksc1hairPnqrHRhOefv5f9lh7L4cPdTCv6zJlxRCKENHr+/CzkcoIZNhg06OrqFzkd0mr+cgV/WRqTbptOutQGnahEfJ7B1xYXQ0in0wiHMwIhUcb4FOl0RnAAjmPHjmp85zsPsAmHynDyicTFi/Ow272CWpVGIK1qhG6LDJWVRXA6A1haikGnI3btFINMu2le7xIikTgSiSQSiST++q//kEG/4vEEjh3rQzgch1wuRzKZxgcfTKOqilTdaQIViSQwNEQmeeKurMfiYhxDQ7OiBJ/vhBw8uJtxM+jfqMoGXQiaTJUChnq58k3hC05nAKFQHA0NZTh4cPcKvK103Dh4cDcsFjvsdh9MJgODJVksNvz4x33o7GzBnj2b4PcTkuDIyCycTr9ACCduoBYLMdSpri7Cjh0ribM83ppCTQjJmkzouaROb+ag51tbWwKDQYOOjnq88EIP5ud9UKuJlngmk0EymcGmTWYUFxvgdgdZp6+trQ7xeAJ33XUELtcS5HLgjjuasGNHHXp6LuIXvxhGLJaAUinHLbfU4vDhL7FkZ/fujThxYpAZvJlMBgBZ/PznQzh58iIefng3brmlBlNTboEInBZw8FpEImSx1dNzCZ2dLUw9yW73YWjIhj17NqGnZxStrTXYsaMeFosNAwNWHDvWh+rqIgwN2RnfRqVSory8kBUspITb5uZKwQMmKyJht7RUsvH2xRffhVwOmM2F2LVrA3PajUQSCAZjOH2aQCml8DE63p48OYLxcRfbHzFObEF7ez0mJxdQVKTD1q1VbLw+dqwPQ0Oz0GiU2L9/G8xmwlPo67sClysAlUoBlUqBhgYTCgs16O+fRiKRgUJBCNVUOIA+A9STZWDAilAoLuIzUBiWzbYI6oci7fpmMsAXvkC4HBMTThw69BMcOLATi4sReDxB3HffDgBYsXgCiOnZyZMXMDPjhc8XQUtLtUgViZKTCXdJzmRNaVRVFTNojMViw8mTF4SCBpH+pk64FBa6b18z43TEYgRSSDlWUvgPXezT69DXNymot8VhNldDp9MIxRex9PtDD93KVMdupPwnX1y3BP/555/P+5lKpUJJSQkqKiryfufT+PjC5QoKEloJmEwGmM0GoU24PMmPjzvR1zcpJP0yJJMEplBWpodOp4ZKJWfmMLkcKX/TIT2mF198V0T0oZWgqSk3CgpUOHFiEI2NZfB4iIa8w+Fj2OTpaQ+efbYbjz66ByZTIc6dm8TSUpyRwYqKdEgmMxgbW4DLFUBFRRHT0KVaxslkCiZTIUuM2tvJBJtIJNHUVMmq50SblyjEEGgGsWSfnHQinQaKiojRCh08Xa6gkLjW4sKFeSQSxIRkctKJ/v5pyOVEWYR2DN54Y5BVXmi3hk9kqFSnyWREY2MZ3O4wI9VS2I3UzKOpqRw2mw91dSWIxxN45JEfCI61s5iaWmB6xXQApBCNxcUwQqEoZLLlihWwnIg5HD5MT7sFh1I15HKgpqaEDfz79jXD4wliaIhU86jD8DJcZQgWyxxUKgW+8IVtogm9q6ufScxRG3QSpF3d0VGPs2eJhCIhB5ejuFgPg0GDgQGrAPsy4stfbmfwLkpqo94DVM2IVhFfeaUfgQCptiUSKWzbVoO2tjqcOzeJ6WlCPqRKIhs2mFjlW6NRIhpNwGAoQCiUQDKZQV/fFQBAT88lDA7OwOkMsIqnSiVnZmZ8Eh6NqhGJJPDWWxaEQnEolXL4/RFBDccluv6U3EufFX7Bz0MzpJVx3suhooJUHQMBAiWanFxg+uUAVuCZ+Xf3zju3oLt7kD3rdMEOQOgUgOFnT50aQyqVQmVlMXbsqMX0tAdaLTHYmZ8PwO0exciIDRcuzEMuB9vObbc1MIK81xtkMrA6nRoKheK3poIPiO8Tn6jqdES6saKiiEEwAGBgYBoOhx/RKJF4bG2tw8mTIxgbI2REjYb4bFDYm98fgVxOkns+sR0enkVPzyUEg1HceecWlJTocO7cFKLRJILBGILBqPBeEIfRiopCNDdX4M47tzAy93J3WyaM67VC94t0kJRKBYOLHD78OuN9ABC8NWQoKCDGhRSWRReXfFDSbjSaxLlzV7CwEEA8nsbWrZWCa+ksRkaIYReVVKWFhbIyHYxGLTKZLHMqHx93iqCrbW31iMcTWFyMoKOjXgQFc7mCGB93IZlMM6gIAIGblEUkQjT1yT4HEIvFMT+fYXh5k8kAhUIPk8nAxA3m5nxwu4MsqeWFIqj8Mc9n6O2dYNKWMpkMmzeXs0SdJr1ebxCLixEm6elyBdj9k8lIwkvHPClHw+UKMh+L2toS5mo+OenE1JQHoVCUPVvxeErgAMyKqu10DH/99Q9Yt3JqagHhcAIFBSoEAlHE4ykG/+KLWDypV+qkTTX9KffnmWfuZbKbmzeXs23x4xxZdG4TmWHxXfMbMa5bgr9jx47rtalP4zpHRYURMhmQTmcxPe1BOBxHOByHxWJnLxSVPgTIw37u3BTs9kXcfjuBftDq583QlqIDs0ajZFAEitGfmHDB74/A7Q7CaiXJfiqVwQcfTOPWWxsZ9IISiquqiqFUEuxwJBLHwgJRH9BqVdizZyNGR53Q6dQ4dqwPTmcAarWKTSr8APPkk59nJKWVMoHLzptUnYVoiGfQ0VGPHTvqRRO2w+HHqVOjcLmW0NBQxgYnAi/RCC1GMrFQeS8KHRoZmcXQkJ0pmfADeWOjSZQU87ANPjo7t2NuLoDq6mKcOTPGKlSNjSbmm0AXBbw1u1wu4/Dwy4Q+ekzt7XVoaDBjetoDnY5M0I8+SoijdHClCYnJZGCY2z/4g++jv38a6XSGVXQooZZOdh5PSDD3UcPjCUGvV2Pz5gq43UH09FxCe3st9u1rxsSEC5s3V7Au15YtFawzk0ik2MKJKmnQNj7fFaH3trNzu+Aa64RavUz8PHz4NXR3f8gUSiiWOBSKw2bzCt0fotb02msfYGrKjQMHyPWcn/cjGk0AyOK++1rZtaV29wBJaPftawYAnD07DoVCjp0769HUVI5z56bgdi9haMiG48f78dBDu1m1l5LG+SSAKtRQsjVP2Kf62RSDDxCCcVGRTlAWUYByLPJB+ugzcObMGObnfXj99Q9RU1MMADh48DZmvnX27AQUCjnkchnicdIFqaoqYkZlxDcCwrNhxLlzVzA762E65B5PCC0tVez9KirSoaamiEn+EVJz2Q2rEHa1IS14VFQYUVdXhs9+lvCGDAYNPvxwBpFIAp/5TCPrGKXTRFnJ4fAhGCRJXEGBCrt2NcBmW4TbTTqYmzeXM1IlP5ZJYUEAcOWKW+hWFiOZTDO1E+JxkURrax3On5/FxYt2pFIZ4XjiOHduCn/7t2+DVr1LS/X44Q//nXlA0Er1vn1NDCtO+SKpFFFN++UvLcycbXTUya4NQMbSV155H273EgKBqGD2F2WkVQDo77dicTGMmRkvHA4/qqvJglyhUEChkCOdTgmutCmm2MKLVpw/PwuDQS3wHyJoaSGKWz09l9jCf3JygSXGmzdX4IMPZpBKZQRJZQJDdDiWkMmQokg2SwQRPJ4gmpoq0dhYhoGBaZEDfU/PRbhcS4jFEvB6w2hoKIXdTvhi/AJg//4WJjX8t3/7Ni5enEc8nhB19em127TJDLvdD5VKDrebwFosFjsOHtzNpEOlhFkKEaqqKhY6GMCZM2NIJolHA3G0VSKTySIcjrH8Ih5PMP5bV1e/ILVMfEHC4ThstkWUlxcik8kIHAzjimeednR5+JC0y8svaIix13IXQay0JYZWUTMsqRnmjRafuIrOp/HJh8sVZHg1KnVXVlYoqgzz1VriqnonXn65DwCpTFC1lZuhLdXbO4GhIRsbdCkZprW1DpOTC8hksojHU8z0S6sl8oWlpcRYgyZD9Fwp9MfvjyASScLni2BmxovGRhO++MUd+PGP+4SqswYGg5pVjF5//QPIZDIRFIoeH/1v6aBEFwHxeGKFOQj9DUnIQkgkklhaigEAI0NSveLu7kEYDGrcemsjqqqK2WIjmUwhHI7j5MkLTMmBr9auZ7CixFO3O4j29joYjQXo6KjH4mIE5eVG+HwRDA2RTkFPzyVBMlKFXbs2iBICOiFQNRoKz6DOrMuErCxrPz/66B5GbKMxNUWcNWn7uqamiJHEaQfDYNCgsLAAkUgC09NeJBIpwT5dLey7EADB/5vNZGKmzrs1NcWCslKFqKLd0lKFqqpi0bXhJ5CDB8XXlp5ze3s9M9iZmyMQn0gkzpLsQCACq9WLgwd349VXD4m2T+8z5TBQ6UE6AfFVwr17m2Cx2BEK+dDUVI7nn/99HD/ez+A7R4+extGjpxEIEJ3n4mIdg2nQ5+2ttyxYXAxDo1Gyjh9fDHjwwZ0M8kYncIqBrq4uZsdHExu+wkeP99SpUeh0amSz5D5Ho0nRuzcxscAWjkQdRsWMemgnjprvUAWlpqZyWK1uyGQyzM/70dZWCyrfV1dXxpIi2nEg1cGVTuw3Y0ifQZ7gODcXYDwZtzuIRCKNU6cuM2x7Op0VIIlOhEIJAUNfBqVSgWAwxkzyDhy4NafUqMcThNGoRTgcQ01NEXbv3siUXOrqSpFKZdDSUoVduzawRRldpMZiScGfYg7hcBzRaALd3YOoqCjE/v0tOHlyBEtLUeh0asYT+/nPB6HVqvDww8THghKDvd4QFhaWcOWKGz5fBLt3N67gWbS11eOppzpFBFr6LtHnr7v7PMPyU8fbr351D0vSKSac7xJYLKQgQbHcpCiRZbr9LhfpQqZSGajVSkQiCaZmRxcz1EG+u/s8FAo5GhpMaG4ux8gIkTitqythMsLj407GN6L3+8iRtzE/78PcXBYGgwaRSBJ6vXqFpwn//8+fn4XHE1wBySwt1UOrVSGVSiOVSiObJcet06lFZllUiYp/z00mI/NH6O2dQF/fJFyuADQaJUpL9airK+O8KxTMJbu7exAuVwCnT48BIFX+xkYTtm6txOnTYyJzRnre/PO/POYud2upYWR394fQalW4775WmM0GnDw5IngWhKDVqmC1TjMZazpOUR8aer0p+fxGz4euOcH/+te/fs07lclk+N//+39f8+8/jauLigqi8xuPJ5HNAgZDAZ56qpORGYeHZ9HcXIk9ezazSXpoyIaxMSczHFGplNi/vwUAVkzSN1JQ2bH29lrMzwdYRZIuYCgung+bbVEgN7mxuBhGR0cDnn/+99nnVE0oHE7AYOCVEbIclCDLSEMU20g6BOoVkJhc1UzeqIlWQzyeIEtgBgam0dc3yQbSXbvqMDXlQUGBig1me/ZsRjyewIcfziAQCCMe16O0lHA9CDFzCZWVpF0bCsXw8st97HhzOT3mC/6ceTWi0dEp6HQapo7DE6USidSKagcvWUmswslip7q6GJcvO0XEUYoJ50nB9Bo+/PBudHcPiuTUAJIcplJpjI7OY/duopns8SwxAuuHHxJ1pc9+dhMOHrwN3//+KSwtReF2B9nzYjBocPbsOKLRBLJZQlzs6KgXkdW0WhU8niDeeWeEOcnG4ykma0qhUVQXnKopud0hNDWVQy6XwWw2YteuehGEhCp40OeCdlSosRatwPFVdCk0o7W1TlDjIMkrrVCfOEGw8uPjTmSzWajVSgaFqaoqYkk61QRPJlOs48cXA3hlDF4Bg/IfeMOdkycvoqBAJXr26fGOjMxCLpdDqQQ6Ojaw7VB40datlaybw3e7+M4T1Uj3eJZw6NDnBe7LcueF7EsGj2cJHk8QGo0SLlcAyWQKbW31OHjwtnW/Azdy9PZOMNgf7aBIu00Ohw9arRLJZBoqlUKQUIRgQJdGIpGCXq8BAJZsNjSYGKyH14OnhG+Hw4/bbmuAxWLH+LgLc3MBPPTQbhw71oeRETtstkU0NprR3l7HIBJ8B4p0a+zYtMmE4mI9LBY7Mhni9EyrwZOTC9i3r1lQV5pFOBxHMBhlCwEKo9y/vwXDwzbmL0JldqUwnYce2s0KKFIIGXWMzmYJfPLWWwlRmJ6zyWSA1erB6dNjrHJOOnSvAwBzuaZJodXqxcyMG6OjTmzYUIaGhlK43SEUFBCDL/qs0qKM2x1iC1u++9fTMyoqNjgcPlZwoeOi0aiBQiFHLJaEVqtmECgKFaJCA/w4KoVk0rmKLqz9/giWlqIoLtahtFSP9vY6BINxkVkW7ZJRMjtVICsp0WPv3ia2wNJqFRgbW0BNTRGWlshzVlVVjNFRJywWOwIBogym06lx6RJRoyPv/ywUCqKAo9GoV/Cs6PWg82U6nRLGBCrNLmPyvbxwQzYLfPGLO1bg83nRCv7/3yydvmtO8BcWFq7ncXwaH2O4XEFUVhZBr9cgHI5j40YzmpsrmRoOVU+gBMTe3gmm+EGt4ulAtVq7/UYIvoLZ2UkUECYmnCu06vlV/qFDP4HD4WdGRA8+uFNUBSst1SMcTiCRSKKsrEykPpOLjzA8PAujUYONG80iJj+wEsMMQFRVBciks3dvE955ZwSjo/MwGjXMZIQOpMQYqGkFTprKcqZSWaTTGVaVmZvzIRIhJkNUKSYSSeAXvxgUZPEGWEVN6vIpDQrTOHFiEOPjzhUEJjrh9/ZOoL2dSuIuE9n4hQFNRvhui8lkEIichGBWVVWSFxPe1laPp5++F08/fS9np778HJBnnkBa6DP+wAM7YTIZ8bOfvY9oNIFQKI62tnpB5524/dJEenh4lhmUeb1hgZAG/Oxnj4t06INBJUvsdTqSLNntPhw9eoo5VbpcS0inM0wnXqsl0n0KhRyLi2FUVZWIEg6q4EEUeiCCeNHrTRPxYDCGH/3o3xGPJ9DZuR1Hj55iqjlk8bQsTUzP7fjxfhw9ehqxWBJ1daXweIKCE2mtQKpzwWjUCnhfuQgfv2fPZgBYUbWjiR6vrEMNd+Jxwhfhn336/hw+/BqKigpQW1uCQ4f2s2dJoZBDoyH8Bn5x0t5ev6Lz5HD4MDHhwvw8WbhUVRWjtFQn0q0mWNpRJBJEXUWlUiIcJsY9N+J4di1B3pExTE25MTHhwsCAlalm8Qskutih8Jbvfe9XsNkW4fOFEYnEEI+nUVysQ1NTBeMSSQnrVGo3mUzBavVAq1Xhrru2IJslEpyPP/4v8HhCkMvlCAQigluzHwBgtbqRSmXR1FTBjo062R48uBtHjryN8+en2ft56NB+Ng8BpKpKO2HSKjohi98mWvTy/58Piq/mDdjoOS4sLAHICnNgPTPhosmsVDKTLhQ9niBzlV3uuhKjJlKBL0UwGBOkcwkBNR5PQa1WMhnjW29tRGtrnchQjxY7Skv1IsOn9vY6ppZDIY9msxEeTwiFhQUYG3NhamqB89EgwY+jPCSTwlz9/jBMJiNaWirh8RASamtrreg+0DGQ+KlkGZmdLMpmkU5n4PUG0dNzUcDzl+HcuSnMzS3i5EliTEVNyYj06iRUKgXuuecWAFmMjNgFzxQbhoftDF7c3l6/gmfV0zPKnKq93iCSSYJcoPy6gwdvY/MAFW6oqCjCY4/tYYtOo1GNxsaGnB3Hmy2uOcF/4403rudxfBofYyxXNH3o6RnFzIxXNNg5HD72UlLzq5aWKqGiRSaDoSEbM8/JZX50o4SUKS+XA2q1CnL5MgkREFfSDxzYiR/+8N+h1xMH156eS0yfWK/XYtOmcradjo56UXIvbgdCVJWixi985ILpnDgxiEgkAbVaIdJq5sllRqMGwWBUJC8pXVxQKBGv919aqscrr/QjkUhCrVYISWUBtm+vxvS0B2Vl5J739IxiaYmQnkib0iuRRBMHD9OglVspyZmv/tDWNK0s0smwosIInU6NWCzJoCG0HUpJp5QIRTHhVOmCXnO+ckNxttIFh8Phw6VL44hGk0wybnJyAVNTbnR0UHUiG9ra6kSV3La2evzgB1/D44//CNPTl2A0atHRUc8G/qqqYgwMWKFWKxk8iZjWFAoSnDOsQqTRKFFWZmBuvalUBkYj0bPW6dSsPU2fr66uflbJ6uioZxP6yIiNSe+dODGIiQlC1kskUnjllX7mXhqLJSGTAXK5DKlUhiV3vCOytGJJF7UU6qDTqdHUVC7qTkkre/v3tzCeBFWk4TXlqdkS5TdIg/JQ7rtvByNMA6QwUVCggkajgsPhxx13fFfEWfjZzx4XPXO8+g8hwQUZTIImSAAxIaLO1rt21cNu96Oj4+acwHNFW1s9FAoCqYlEEqLiwNQUKcxVVZWIEuC2tnr8679egt2+iGQyzfgOJSV6pihDZWb5+YIWO0ZGZnHhwhyCwSjm5gIMujg4SO5VaakesVhCwE+nBBWuNGQyQvylRoJarQput1NItDRobq5YQfLnz/MHP/ga+2++C0qPd32Rlfy7DDeqry8TeAhqvPXWEOx2P0pK9Cgs1DIXbilco62tHsFgXCT9SAnoSqUcxcVFkMlkzO2bElDpODUwMM2UzACI+G8Awd/Twg1VjHv55T7YbD74fBFBSABoba1BMJiA10sWGwAp1plMRoyMkGsjhdTQc3c4iGrR0lIU4XAC+/ZtERFP+feOFlMoV4x2y8h3ZIKTbhrd3URZKZEg95+6mgeDMfziF0Nwu4Mwmw1QKhWoqSFiCHQhSiWiE4kU4/icODHI5qjh4VkMD9sZ/+rQoduYwZtCIRNMzMSKgXwxisCmZkXKbADYfELP82ZL9m9aDP7IyAi+853v5Pzsr//6r7F161YAwPj4OE6dOgWLxYKFhQUYjUZs2bIFX/3qV1FTU7PqPl599VX85Cc/QX19Pb7//e+LPksmk/jpT3+K06dPIxQKoaGhAX/0R3+EnTtzD0a/yejpucggDFR5hE8QpURP3oWOJsqjo/NMf72wsOCGlJTLJYtHdf2lSTlfZWxrq0d9fRlznu3tHUc4HEdxsQ7l5UY2+dNVP70OPNsfIAul7u4PoVDIUVSkY6oGNJkFyCREpTXpNng4iMcTYoTY0lI9Nm0qRzYrw/AwMUahyb3Ufp0eC+1eUMjN4cOvCYoHcmzaZEYgEMeBAzvR2bldUtGSYXLSidlZH1NcWI1QzbdzcxmfVVQYodWqVujd8wZcAEniIpEE5HKZqLrLu5sODBBMZGNjGcNTfvWrewCAJRyjo06R/XsuwtXwsB3z8/M4c+YyzGYDNm+uwPS0F+PjLob5LCwsEFXxlslyM0in06ivL4VGoxapyrzzzgjm5nzYvbsRAITK3XbBoCkGmUwGrVaBrVvJpDE+7kIkkkBbWx1zxFUqCzAwMI2TJy8iFkvi5MkRVFeTrltn5zZoNGo2oVssdszOenHxoh2PPkquA215FxZqBYM1JWQyCJNpFleuLLDEmH8e+ZCqV1ATK9pZkAbFIf/0p+cQCEQESVA1br+9lnuulhMxuuiTPldSdRH+2lIC+PvvWxEIRFFaqkdHR8OK545uh3fpdLuD0OlUWFyMIBpdXjx6PCG22DCbDUgmMzkNsG7moO9nR0c9+vut8HrDaG2tRWOjCbwUIl/BNZuNKCrSQaslsrvT0x40NZUDWPmeffnLO3OKBczP+0Vme6dPX4LHE4bZbBRIqUSBJxCIQKGQoahIx6qntEBBK8Fudwj33LODPXs8pyZX8UFadKDfp9A56pchLczQqjhvwMbDED2eIM6enWByucFgDOXlhWwOzAUToXMGvQ8uVxB6vVrkSwFkRe6vLleQzb/8taUL5JMnR7B1a6XAU0lAo1GipqYIL7zQA6+XdF+pOR0vR0uLIlTcgCiOWRCLJXHgQAdLbB0OH6qqSliBj0IaaTU+V7eaXiv6r/Q7JpOBPVN79mzEBx/MCDwaJW65pRYPPrgTR468DafTjzNnLuOhh27Dl7+8ky10+ELT8PAsy00oWZ4KAvT2TrDEnC5Ig8E4IpEEKiqKVhRt+GN8/PEf4ezZcbS21qKzcxvT3qfQv3g8gUOHfiKas2+WuGkTfBoPPPAAmprEbbeqqir2/19//XWMjo7ijjvuQENDA/x+P95880089dRT+Ju/+Rts2LAh53Y9Hg+OHz8OrVab8/MXXngB7733Hr785S+juroa7777Lv77f//veP7557F9+/brd4LXIbq7BzEz40E8nsTXvva5FatQOrG/8cYge6H4Kp3HQ5QTiDyXUURAvZEin5wfP/BSaAmFatDrQB0G29vrmJoKNeoYH3dhaSmKDRtMuPvubWzhwyup0OoyNf4wmw2YnfWhoEDNuh3UUXh+3ofq6mWiKA8HodUTvkLa2Ghig63D4UNXVz/DhfPmILzywHLIYDBoUFKiw8JCCH5/BKdPj4m6AMRC3IOiIj0ymUWWbOdrUQ4PE5fbxsYyoa1JWqMjI7OsikOx2dRJkIZ0cORx+MFgVJBiW670t7fXIRxOIBr1sutA4T5U2rGoSAfeqTZfECWpDFPYIPrcJCFPJJJswqTnTN+JcDjBjGzuvHPLisUh7bQQTK6XVe4I74VIfu7a1YBnnrmXtalbWiphtXqY8tIXvlCP06fH4POFGYyHEvqkEK9vfesVAER1h0rYAVn83//3F9i92L27ATt21GNmxo2TJy8yV9t4nHQwjh/vF1X06fvDP8/j486cBlD8BEkmWqKjXVSkg0qlYAsI6cIvFzxN+q4CZHE3MjILh8PHEnZ6Hnq9hvER6ILB4fCL4FdPPvl5HD/ez0zmfL6oKEmhOvt8ApTbqOfmjebmSjQ2mvDLX1owNeUGkMXcXIBByyiRn7+/VLWIdo8WF8MwmQzsmWpoKIVWq2LkfD6k1XQaw8M2RKMpKJVyqFRKaLUqgbStQnv7BnZ/aXelv3+aJamATNTVqqgwsm4ELYLw47u04k8XiNQLhfplAOLFQmNjGeOR8M9sVVUx3nhjEIuLYSgUclRXFzPHVzoH9vRcxOysF2fPjokWTfv3t+BnP3ucXQd67B0d9Th2rI9xce6+e5uo+5iLuM93BBYXI0il0lhaiqKwsACLixG4XAEUF+twzz3bc0Iru7r6MTRkR2dnC4NXKhRyZLNZWCw2TjlGtmLeBEhRinKP+HmDv1Z0/qM+LLTjxy9YensncPbsBORyGZqaKlni3tNzCf/6r2EolQom3DAyYsPiYhjRaEJ0r+lcwpuJ5eIe0eehpaWKFUHyzWXnzk0hGCTcq1dfPbRi3HrkkR8wOewbMe9ZLa45wT98+DB27dqFr3zlKys+W1hYQEFBAYzGjx/GsX37dtxxxx15P/+93/s9/Nf/+l+hUqnY3/bu3Ysnn3wSr732Gp5++umcv/vhD3+ILVu2IJPJYGlpSfTZ+Pg4zp49iz/+4z/GgQMHAAD79+/Hk08+iR/96Ef467/+6+twZtcv9uzZCL8/jPJyY178PF8t418YHuIwOupkeMwbMWZm3Bgbc2DTJhNzNeXbylQ1Qy7HCiww36bdsaMeJpMBAwPTKCszYmLChcnJBTidATzxxP4VJEc66FAXQgKzIe3NTCbLKj1dXQMIBCIoKzPgqac6V9wDOvi+884IqquLUVSkRV/fFdxxxyY8/fS9ePzxH6G7+0M0NppQWUnavHwl88yZMZEKAm1RUzOSs2fHodEUobq6WPQcnDgxiHPnJkGdWG+5pYYt8nJVzHgSH5GNJAROqkEO5OYa8MEPos8//xU88sgPMD5uZy126i5sMhmY+gNVZPF4gkyWNBKhixmZCPYkDZLQEEULqqfMm87QRd/cXABTUx527H19k/D5nEz+lGp184tDHhc7ObnAYDyLiwReU1tbwq5fb+8E9Ho1+vquiOBjb75pweJiCCqVAhs2lMFsNjD3Tp7cdfx4P7JZoL6+DDt2EGUY2la2Wr1CckO6cTRx27ChTFikxpBKpTE8bEMoFGdwDYB0iGgXYscOgteni96hIduKhI7eP61WAa2WeEPs378Vo6NO5lQJkBY3LxuYK6QVNVphDASizBhpwwYzOw8e9kCdMpPJlOidpgtMQmiuY5wQun1evpb+92odq5st6DtKXbyVSoVw72dXQKykiS29BjQx6+oaQCKRwtSUB2Vl+rzdW2lH5ciRtxEIEHx5R0c9I3nSBSmtJtN7AciYpv3QkA3nzk3Bal3Aq68OMCM4quZGoaT02aK4c95Zm8IxaLeTQncA8XzHywPTxYzD4cPBg7vR1zeJaDSB5uZl7xI6J46PO9HdTdxow+H4ikSTD/o8nj8/C7vdh3A4DrvdxzhVZrNBgCcRqBI9fhodHfWYmfFiz56NUKtVmJx0IhJJYuvWSuaons+4jhaqKEne5QqKXMtNpkKmDETfU/quAGA8oJkZLyoqChln69y5Sfh8ETgcflRVFaOn5xJbeAwP25miFZUzBpY7uPxC5NCh/QgG4xgdncfAgBUXL84jEiGeO0VFOm4/PtFYyHNwqI9PPJ7giMchRvQfGppdIZNK35NMJgOVSsngg1IYrZR8fDPh8q85wR8ZGUF5eXnOz/7sz/4Mn//85/Ff/st/ueYDu5qIRCLQaDRQKBQrPmtpaVnxt+rqatTX18Nms+Xc3oULF/Dee+/h7//+7/GDH/xgxefvvfce5HI5vvjFL7K/qdVq3H333Th27BjcbjfMZvNHOKPrGxs2mLFlSxWrDuRKuqQvDH14qQ622x1iqhQffGBlv7mRoq/vCvz+CN54YwhqtVI0gVBClMtFtJZ/7/fELytN0rJZGfs+bUMfPfourFYPYrEESwL4BRDdBp9UdHZuY4NwPJ7A4cOvc+Sh7aKKPU8Mo5jqwsIChEJEOpFW3InkYQxzcz5UVBA1C0q8PHVqFNXVxcySHliGPrS0kI7Wvn3NKxxuATJwnT9vRTAYRzIZFREO+UUfPzlKoTbU3pwn2K42CEqJbXQCoxwHtVrJcJONjWUwmYyslby0FIVWq4JOp4FWq0Jd3fKED+TWWqcKH6Wlepw/P4tsVsZgIVJi69CQTVRBpsk/j3vl3yF+8p6e9gqk2QgAsrjiJzOaWESjXgYfO3FiEAMDVsRiCRQWFuCb37xLIDDbWTJL8fEnT16A3x/B7t0b8dJLX8Pw8Cw8nhDOn5+BzeZl3g1vvDGIM2fGIZdDMAYiZkLkuAhx3OHwIxZL4ty5KSwsBJBOZ5mZEU3QSWQhDfrMuVxLUCgU2LKlChs2mHH27ARzqqS63ECWdUKoCtVqYweFPS0uhuF2LzGFlOrqYkEFTMMSFSL1SFrz/CJUWqDgJ3j+s8OHXxfp/P+2BH1HPZ4lzM8HYLf7VnCv+Pf1W996BTabD729l0HlF2nVtb29DlarBzabV8RjypXQU/UUAAwiSecV2tHjHawBYGTEhpMnR3DnnVtw4EAHPJ4lWCxEAYfg9NPIZIgiy/CwDZ2dLWxs5+V/eSdXPhGkbq5S92a6WKBuqSRk7F8qh1hVVYzGxjL2DNGuNhVeoC63a8FY6P1obi6H2x3C5s0VrCNME1K6IJXO0bRyr1ar8PzzX2Gu0TS5p4s0YBlDPzAwjXfeGUFNTRFqa0uQSKQEjs2y6RsPXaUKPZRHQ4MSUXl/l56eUSwuhqFUEtNC/vxMJiPc7hDjj0mLOXzQzx58cCcaG004d24S8/N+pm5mNhvw1lsjiMWSmJxcYKaKUt4XJWTTRUhLC8l3aL7S0GBa0Y2k88Idd2wWub/Tayj1sDl69BT+8i9/gUwmIyJk38jxsUB0qFbuJxF///d/j2g0Crlcju3bt+OP//iPV0B2ch2f3+9Hff3KG5ROp/GDH/wAX/jCF9DQ0JDz91euXEFNTQ10Op3o783NxFzGarWumuBHIpE1zoqESqUSdR6uNXK13XJFrkpaT88lLCwsIZvNIh5PQ69XM+fXG62lTcmyiUQS3d0fApAx7B29Bn/6p/8Cv38JZ86MYXExwpLMqqpiUcWPv1ZEcq8QUntqh8OPkydHGLZTep1plf/8eeLwuowRXE6y+UoaAFGiW19fhqWlKFO7KShQwWDQYuvWSigUyrztSRoUB0+NfnjiI9/doL/r6yMLEIoflS76+OAXitJkXmp4Io3jx/tx8uQFwaxlCS+++C4WF8OoqChEfz9xG9640Qwgy3VdHCgq0jFpOX5ylB6HNHiMNwB2n81mQjY7fPg1ZtYCkISdYlQBGZ555l5OKaKBJexSqANfnaTHTo25aORaSM/OenHhgh0yGYERDQ3ZVlSNurr60dX1geCQbGR/b2sjjrpWq0e08KCLiEwGUKsVuOceIgFHdaMBIBJJwO0mbpPV1cXYv3+r4BRsx/K7Q7oB0ned7of6NfC4a5pU8vKUVqsX0ag4QQSQs3Lc1laPxx7bg6NHT0Mmk6Gjox5zcwF0dm5jGH26GJPLiYxnR4d47KJjGU2E1GoCv3I4fBgfdwrP4QcYGLAy9+cbkVd0LUGvKU+OpSRni8XGkhwqC/nii+/CZiNO55cvOzE9vSgs8GTMYI4uRKnMIkAW6W+9ZUF39wfQ6zVM7nJmxs20yh98cCe7Vy0tVSvmDQo/GR11YHExgqNH/wi9vROwWgexYQOBzhQUqPHNb97JvE14cyVeyQoAS2LFz9Ry0k4jH++DhykRkzoXTCYj/P4Ie4YAwOlMw+sNwmDQ4uGHd2NxMYKurn52TtLgOVJarQrFxXq0ttYxNTuqNZ8L/kRCTATmOxC0C0CDL2hZLETuuq6uRNB8v4CCAhX+4A8+s6Lif+4ccRsnLr0FzCyRmu7xYy3PY2lvr2fk/EOHPi8aGymUkir0Sf0ZeEjT889/BYcPv860/5cXOmQMsljsGB11YGbGy7xtaPAdjg0bzAynT59JXiZVKsrAd+Fp0LkzHk8wBMDZs+NYWopCrVYiV9HjRoybFoOvVCqxZ88e3HrrrSgsLMTs7CxOnDiBP//zP8df/dVfYdOmTXl/e+bMGXi9Xvyn//SfVnz2zjvvwO1247nnnsv7+8XFRZSUlKz4O/2b1+td9dj/+I//eNXPaTz88MN45JFH1vXdjyN4fHQkkmRSZPTFuNFa2k8/fS/q68sEBZwkgCyb6OlLvXGjGYFAFOFwnFX/KBQiFywCWNmyA8AMM7LZLMrKjEyGT0zQHMPsrBetrTUMcsIbPUkrabRiVlFRCI1GjYceIuYtr776PuJxsApKrsQ6131wuYLMFZdWmPjgqxRNTRUYGbFDq1WJCIe5ti3Fr+ZyiOT/Xb4eE6xL4fdHWBeCTkj797fgpZfOMM3iw4e/xBLDTAZIJlNQKApWTI4Ut58LX8kn4PF4QrCHTzH5RIvFJtKsp92ZkydHYLf72DPEK0XQfXz/+6fQ03NJUBshi33qJtvVNcBchNd6T06fHmOtbYVCDovFhoMHb2MLgWUSPKBQyFFVVYTm5krRJColPfJKEbQif/LkCHNgPHCgA52d2/Dmm0Pw+yOCM/Dvr0i4KWSBv7/S79D/bm6uZBU66Xfyman19k7g1VffxyuvvI+nnupk3YoTJwahVivwwANkITM15RE4A2D8h66ufjidAWQymRXmPDT4RCgYTMDtJnrkExNOOBwB4f01oLOzJefi8GYMKXmWLgKJzCCBZ/FCARUVRtTWlkAmk8FkMggLATsKCtTMF4LvUtlsXrzyyvuoqSFFEavVjUwG2LSpHM88cy8OHfoJnM4ANBoVS56lfg38c0OTM7kcogqzFE/e3FzJuBZ0G/TdpEpWt97aACl8p729bkXnOhfvg1/8AWKiMoXmBYMJdu2i0SSSyTTOnBnDwkKQweSkBGB+EdLSUsmSZdJB6sbcnI9JttJF5vHj/cyA64kn9gtFIfFiW6oGw58LkMWDD+5EMBjF5ctOLCwE4XItIRJJoKzMsGKh1ds7AZ8vAqVSDoVCgVgsidOnx9ixActwO4DwllQqBYPALBdExAaO1M+FKvTRscTjCSEYjDNPkb17m3D8eD/6+iZRXKxDXV0pux/03rW31zPYV1dXv+ga8x0O3keGdpCoDwHtLp86NcpgUbTDzvORXn65D3NzPiYr2tJSJXI6b2+vvymgOjdtgt/S0iKC33zmM5/BHXfcgf/8n/8zjh07hv/+3/97zt/ZbDb80z/9E7Zu3Yr9+/eLPltaWsJPf/pT/MEf/AGKiopy/h4AEolEzsq6Wq1mn68W//Iv/7Ki+p8rrkf1HlhbfYAP6cQsXY1TDDQvU3gjBa2GkFU22CDGQ3WUSgVsNi8mJlxIpzOwWt0YGrKtkDb72799G93dgyyxFlelZUxzPhKJM5wyXx2wWOyIRhMYG1tARUXhCqMn/vrSgV068fAJSi7C6vDw7ApteT6xXVwMIxiM4b33JnD33dtW3E9qfuNw+Jnl+1r3lT8mo1GTszUOEE4CfZb4pOPBB3cyaTmpalNtbQmCwZhQwSdtdKNRDZttEQsLIbS21rIKjVSLe/nekJB2SGgnBVh2bSQDfIrZ09N78txzB3Jianl4wocfzrD9plJpaLUqtggcHXWgtZVg2R0OH/72b99mlW6+YtjWRoy9pqYWsHUreTYpiZD3pgCA/fu3sMo43c8bbwzCZDKKlCZ44hv5HnHRpBAX4vxIqrvt7XWM95A7clc/+QSKLvjpf+dadK4GXXjllffhcgXYe9fbSxSw1GqlSM6PQjTa22vZdzQaJbLZ7Koyl8tQjOXE6tlnu5HJZCGXy/DYY3vw9NP35v39zRa5FthUjpZ2RGihQLqYopVrrzeIbBbMF4IvRlBMdkmJDgcOdOAXvxhCIBCBTqdGW1s9DhzYycbNXMfCFyjo8/vUU50rZCL5oEky1Sinx07HMUq+5QmdDocPr776PjIZrOA8Sec2+o5Q7LjD4cfBg7dhz57N2Lu3iamO0Y6VRqMSDODSKChQo6GhDOfPT+PDD63o6hoQbZtCWgCi/kUr5y+++C7m5nyIxZKori5iAgVUjMFu92JqagGtrXU5uSL53qnlsVaG1tY6VFcXYX4+AKczgOJiPbZvrxYV6KjmPRGI0LNCnsVCODiU8E/N/XgpSXovqZKY1A2af256ei5Br1dj8+YKzM/7MT7uAgBGRubNIRsbzRgddeLcuSvMLPGll77G5HhXuk6v7HDw/1KYpXghRGBR58/PYnR0HqEQ0ddvba3NeV/Gx50IBuOsc3wj+wHRuGkT/FxRXV2Nz372s+jr60M6nV6Byff5fPgf/+N/QKfT4c///M9XfP6Tn/wEBoMBX/rSl1bdj1qtRjKZXPF3mtjTRD9f6HS6dSX41ysqKoxYXAxjft7HBp98Ia3+SE1NaIL01a/uuSEfbP7l5WW2aMutvZ3onB858jZGR+cRjSYZjpAmnhTjS9WHXnmlH/fcc4toUUNbuSSxJWokAEQLiX37mkUmLLkSZ/76AmDkYBqrwWTo/qTa8nxiq9OpsbQUQzgcFyVQ9BgBoLv7A/h8Edx33w5WxV2tOsEfE9VLpi6K0v17PEHmwMtLWNIB0uUKsorLqVOjqKsrRXGxnrX2aUubVPIT+OCDGczNBQRJUbEWt7RjQNVuaGIXjyfYwoIO0vF4Am++aYFMJltRyVlOkHPD1woKVNDpVEgk0owLIE1k6LWYnfXC4wkiGIziuecOiJ7Vu+/ehlAozoi5RqMa585NYmGBEAB57PGhQ59nqi/t7fUrVEV4LwAAou5Irg6HyxUUYXil7z8PWcj1jvHbp/9Nf7veuOWWapSW6kTqJ3RS7+8nbsNEFlVM5m5pqcLmzRWYm/NhcTGyohBB30mqTsJ3eV577QO8994EVKplvsRvS/DJK88PooR0vlBw+PBrGB2dR23tsjRjrsqw9Pmni8Lm5kpm6mQ2G3DHHd/Fnj0bBb5HWFQRl26Dci2omd+OHXWMC8VLINIxhRriEY10EvTeUp8QvpM6PDyLM2fGRYtHaUiruWQuAIDsChw2rUjHYknmMAsQWN2FC3OIxVKsA8e/S1RykhLf6T3huUx0jKLHJJcTgqler2Hby7VYyhX8+0khKIcONYnmEHp/X3zxXVgsNvT2jiMeT0GjUWJxMYKDB7eLij483It2Enio6WOP7VkxBtN7Pj7uZHOcSqXE7bdvwt13b1tRWKAu7bFYEj4fwfdHowlEownMz/sZx4AII9SJ5iip1Cn/rNFqPoUW0/vJjxdLS1GMjTnZYua++1pXnOPJkyNsUUI7tTdikZOP36oEHwBMJhNSqRTi8bgoiQ6Hw/iLv/gLhMNh/K//9b9QVlYm+t38/DxOnjyJr3/961hcXGR/TyaTSKfTcLlc0Ol0MBqNKC0tzQnD8fnIwyPd9m86hoZsCASiyGQyKyqta0nZ9fZOMJhHUZEO7e21AHBDYvAB8eRGJ4rDh7shk0FkjsHjqmk0N1cy7e/e3glWiaqpWTYzyrWffJXe9VwbWomUVs7zJSvSzxwOPxoaShGJJFFRYRQltqWleszMeFFaqoPBUCBKoIBl4zO3O4hsNsugMdIKba5z4c+fOmLSZ4LXwD9zZgyjo/NobCzD88//Pvt9vso4rRoNDc3i4MHdDNPd2loDtzvE3GTr6kpRVVUsUo/guxkA2OTGV8yoZjX/N5r4nDkzhsnJBWi1KkEdCHkTVr4yJTWQohPR+LiT3QulUs6gYQBEnRge/hCLJZFIpGCzkbGEdgFIyEQLKOrwSzSyCbZ227ZqRiYj0oPLELCenos4cuRtds1ycUDovVuNcJrv2e/qGli1s5cLb9/bOyHSO+crqn5/BAqFHG1tYtIhJfJRIz5K5qPnQxRfyH28777WFYsPANi8uQJuN3HuvVnwtFcbfIJKk0n+PaWdyFw67vF4YoVpFL13vEHa4cOvYWiILD7PnBnHzIwHfn8YarUSsVgSFosd8XgqZ/eYPEekWnr+/AwuXZoXEc/5JJ9f9NntPqbQQu8thW9JFYGeeqoTL7/cJzIQ5IMfC61WD9RqJZvjeMlYQAy7vOuuLaipKcb8vB9udwiRSAJ6vRo1NaUix2e6D7rfw4dfZ7yv55//iigJlUo80/F5YMDKroMUKy6NXN4QFRVGpiRUUWFkBFW6z0QiBa1WBbVaAbmcFLt4jgLdZy5uB03cqTxtriD+MsTFW6lUApCtMNkDwCCpP/5xH6anPSgsLEB7ex0aG82igg/Pm+C7iFQRShrSBQ/P0aBFmJaWSjidAWzcaGa8PVrcoe8RL2KRr3tyo8VHSvBPnTqFU6dOrfi7TCbL+xmNn//85x9l13nD6XRCrVaL9OsTiQT+8i//EnNzc3juuedykmu9Xi8ymQxeeuklvPTSSys+//rXv44vf/nL+LM/+zM0NjbCYrEgEomIFhFjY2MAgMbGxo/hzK49KJFOLpfB74+IMMG58Jq5qixOpxOXLs2jocEEmQyYnvbmNcy5EYJWomilHgB0Og2rdlZVLcMUeAMeacJJ7c+PHesTCGgeEc5yPVCEXIkNjXwLAj754t0nc1XIqTrJ0JBNpPE/MmLDwsISjEYtNBoF/vVfLzFyEh2gPZ4Qfv3rKaTTWZhMBtECYTVlGun5UjLj8LCdmcosLkawzLWXia4FXZzwxLS2tnohQSffp+dKlYAUCg+CwRgMhiI0NVXA4wmJBnS+m0Enf2nFjL/m9P/zhjZ2u49VM6X3SHre1FOBJsy5JFkNBjUeeGAnSkv1uHhxDouLIVFlElhpCkYVRORyGdzuIO6+e5uoii59ZoLBOPz+CDSaIhGZjCb4VP3D5VqCx0OuF5WZlJqR9fZOiCZK6fhAg7qGUtIlXy2UdglywbT4c+chXnxFNZMBCgpUImhbLi4EhWUABH987twkstksFAo5Iy1Kj2N01IHbb9+cV1XstyFyJ5jdeO+9KcY5WTYAyrJ76vUGEQolRM9KLq8LukAgIWMFkS1byvHBBzNIJFIoKFAjFIpjYMCKo0dP4Qc/+JroXlD34YkJJxYWluDzhdHYaGJjNy8kUFVVjPZ24jQ+P+8X3VtaVab3l4ek8kWb1QoV1AWZcjUAGaqqihnUcGRkFv39VmQyGczNBdDYaEJ/vxUymQxlZQY8/PBudHZuZx02vntBz5ksRsn15oNfWEuLJ9R4iT/+XHOKtBtM7//Q0GxO3xR+0dfWVruCSMtvA1ipfEaLf5kMRF4v0uOinXGS4MtRWqpb0SHm54X29jqGdT90aL/oO/SYqEcHlRWlqjm8aAL9nbQgIV3s8x3WysoiUU4gfY8AMgbdiMXNXPGREvxPSiknVwQCgRU4eavViv7+fnR0dAgrUaKK81d/9Ve4fPkynn32WeZwK436+vqczrg/+clPEI1G8Wd/9mfMQOuOO+7AiRMn8M477zAd/GQyiZ6eHmzZsuWGksgEALPZCI1GCYVCnhNGwP8rDb7KolDIBZyd2DTkRgt+sKAYbmq+MTRkE0l9AshhXLRcVaEYUZ2OtGMVCrnINpwfzPIl8vmSpNUiV4VYeq+oUgBVJ6FJKu0GnDw5gmQyhaWlKFyuAKam3DCbDaKBjyqw0O5EV1c/S9ToZLme+7x3L8HlWyyziMfT2LqVYKYpSYuviuRbuABYAQnhqy8eT5AZpPDXnr/ftBUuXbwBK+FP9BrwE8iOHSsVXXioA90vj0UGsAL6ZDIZRaoxR468jXg8BWAl8ZY3Bdu7t4nhYUOhKHp7x2E2Gxl5lZLvdDo1azfT1rZMJkNpqZ6pldB7SSE0FD/c0VHPFiLUN4FXO+GrlvnGh5df7sOFC3aMjztRX1/GJthc5L18EyU9d7c7yCBe/P2WyyFKHnJtg94/mpwaDBoolQoYDFqk0xnGjcm18F5vl+23JXp7JzA3RzTYrVYPW2hS8qvV6mXjxxe+UM+eCxIrvS6kEK62tno8/fS9+MY3foRAIAqlUo6mpgpEowkkkynMz/vZcfDv5DPP3IvDh7uxuBhGKpVhQgeUO8EvDvfvb8GOHXVsEUuPQ3ofKfTn6NFTMJmMMJv1q3adeWgSfU9o8phMprCwEIRcLoNMJkNxMYGTDQ2RjlsqlRF05dWiAozV6l2hbmM2G7BpU7nINRdYHgP4goU0MaWyrnyHkn6PXld+/M8FF6X3k++Uud1h7NhRn9O8TBz5lXxWKwjQaj2vKiflTPF8jMbGMqZhn6941tXVLxhT1gpQU3JM/f3TTP1stcUc3x2nHdZwOM4UxqSLY2mnZbXu9o0U15zgv/HGG9fzOK46/uqv/gpqtRpbt25FcXExZmdncfLkSWg0Gjz22GPsez/84Q/x/vvvY/fu3QgGgzh9+rRoO3fddRcAoKioCLfffvuK/dDz5D/bsmUL7rjjDhw7dgyBQABVVVU4deoUFhYWPjHt/6uJ9vY6DA/bVqi4APnJb3wcPLibESGlcIQbMaTQA6r/T1VXzp4dQzRKHD1Xqzw6HH6mhKJWK1Faqkd7ey2rYEkHM2nliG6PT8ilhNh8yT9/X3IZmFDYhRR/XlVVgng8gSNH3sbWrZXIZoGZGQ+i0YRgtS0TbYvqwwMQJYO5cLerBZ0gqSpEa2sdPJ4lRlTKdS16ei4x6T468UoTbj7pk1q452oTP//8V7jJa+0FrHQ/0jYz3b7N5hWpBmm1KqYPTRNmaXLMTwC8IgdPcJQm1b29ExgasiGdzkCtJs/vxISLPTcWix0XLtiRzQIjI3YAwPPP/z5OnBjE+fPTOH9+Fo2NZas6j9JJii5EeKk9qWRcvmeAEoM3bjRj374tbLFJiY7S7oRUZYoGXdBQ+ECuimqupEca9Pyrq4tRVVWM4mIdZma8TIZVek/Wgjrc7MG/F7zR2H33tTIZ03ymhnz3EiDPS3s7gYpReJR0gUX32ds7gclJF7LZLEpK9Dh48LYVRO7ci7TlIlIikRI9j7RbJoWerVWUcruDDEJDqr25ld94WNLp02OIRBJQqeRMSvfcuUmEw3EoFDIUFRXgvvt2MO8MCk+k14SOqWazHn5/ROSvoNWqkM0iJ5RktXGK75LyDt88lI7ul3qGUHig2awHka8UV8Lps3HrrY2iMWu1oHkAf986OurR3T3I3NOl5yEl/QMrnzPpXMsbj+XvfpN5zGQqZL4farUSJSU6+HwR0Xufaz6hvC8K+Wlvr4dSqcDdd28TXXNp8NLTuQzJbrS4aTH4n/nMZ/Bv//Zv+PnPf45IJMIS9IcffhjV1dXse1euXAEA9Pf3o7+/f8V2aIJ/tfHtb38bP/nJT3D69GmEQiE0NDTg//1//1/ccsst13ZCH2NQ4yDpijhX5Hqh+CqZ1eoROQLeiCGFHjgcPpZ4P/jgTtTVlWF0dF4gLm7LOcDRNn51dTHm5vxIpTIoLzeis3M7S5b4SQdY6QZMt8MPKHSABmQi6bT1dkOkixcpRhIgWHJCBmrAF7+4A//8z2eh02mwdWsl15IXa0Hz1XpKipK6I64VbW31eP75ZfWZrq4BFBYWCB4Cy9/hK9dUui/XxJuL5JbretCqVTyewJe+9AKboAHyLPAOh7kqLqt1WEgVfJ51bujkI5U2lboaS7clxZyuhl/lIUNDQ3Z4PEGMjNihUMhhNhuxcaMZ0WiSVaoAsdsixSNHIkmoVMtOyrkWFPT8pZNuruDHhiee2C/yi+Dl8KQV+nzYWHqNpBVZ+vfVyOXSoOdPyNchoWq5JWc7nm4/13ndyOPa1QT/XlCoHdUaB5Y7QRaLTbTg4WEMdCFLxxkgK7jFtqzoWALLRldNTRWorCwWYZX5Zz/XokCqpiV9HvnniHZk+JAeC+9SnWt70mtFTKN8CIViUCgUDA40NGSDzxeBVqtCQQEh0vOGSDzUEwBLGrVaFaanF9mxA8v+G7mMrNZTTOHhhABE7wwdy5PJFIaG7LBY7FCplIJAwTSGh+1oa6tlBmH02eCPfa3IdYxUjYzK1NLFGJ0/XK4g3nhjEO+8M8L2T11n6YKen2uDwbioIJGvYk7N19rbiVwynXcp7C4X4Z+O0yMjthUSnVJoIh9UwYle99Xu440WN22C/+Uvfxlf/vKX1/ze//yf//Mj7Sff79VqNf7kT/4Ef/Inf/KRtv9JBB0Y1kOM5ZMd+t/8AO52LyEYjF5V4vdJRK6XkKpF8NXAoSGbCLaTb4DjoQJDQzamU84PANLkRZqU9PaKNb7FA3RWJJ222oTFf5avCgKIyUDU8ZNW7XJ1XfK1IakrIIH2rNSXz3f9c1VHV8M48xjQXM/mas8tn6xSDfgjR97GhQtkYrvttkbs3duEw4e7RVASep+kx8H/Kw6ZQLyrw44ddatei/UO9oQM3I3JSRcMBi0zU5HeB3qOFgtJMtLpjOBi28gSN15NgjcjotbzVAOfx7evthBZLejvqTEcPd8XX3wX8XiCKRrle8byRb77nK+bk+t46QJK+r2Vid/KY7kWCN2NHvxYQ02U+OeMh0bxpEMe1kEXsvQZoph8jyfEIF68YhNNGjs7tzHnWKkhkTT4/QFkvJXK/dLz4f/Ntx0aAwNW5k661lxFCzM+XxgKhRwymQxyOU3Ms4x4K+Ye5H5u+PFZCq3kP6fntdrznetvuQwGxdu9jKWlKBoayrB375ac/LEHH9y5wjfjWoPvTNJni3bTAKI209c3idHReYF/IMOZM2MiaCM/10oX+vxn/LWWLvikPhs0H+DHFLotXg2HSnRK98dHLm7XzVIMuGkT/E9j/dHWltuwJlfwA4Z00IzFkpDL5aiuzu8R8JsK/iXk25d0kKTVhNXc6/jgoQLSNiyNXJOOtMrBa3z/7GePiwZvnhjGh5QstV5IVa5753IFV9iDS4PXq+fhJAaDZt2JT67Jbq2qFN96zkWC4yFM0s/o80wnXkCMRafkz3Q6A5lMBrNZ7KRJj3ktKJIUY7zaeQDrqwZTLHQ8nkJBQYZVwaTQLv4ZpIn+8LANExMuplzC6zH39U2yiZVOXLzzK598UEjRehdwQO7JFoCoo8RPzuutjK92n6UVZfr91baV631ZL9H9tyF4fDVfheefswcf3In29joBwrIMN5Au+oHlZ4jKPVISeC54Bx17pNK9+YL+dmRkFmfPTkChkDMRg/V08ADSjXjnnRFUVy8nv7SiSxcv0mdd+jzwsr9Uh58KAXR2togWHfTd4blbNPjnLx+mXer0nW+85xfU/LHRcSIXlM7h8GF6ehHFxQUAiDJca2sd7HYf60JSaWLp87LecSCXohJ/Tnw3kc4nVJ7Y41lCIBBhPAY+aBcn1/Xk98nDoPjxHBDPZVJjNfo/CifkFyW55gC6SPB4ltDeXnvVHY8bIT5N8H9nYqVhDZDb2CrfBEgrQnyL8kYJvhpssdjh8YRgNGowNGTDW29ZUFtbwvTH19v2B3IZoqz8bLXfPvVUZ97BJB9MgLZQqW7v8eP9KxKx1aBUwEr4UK6Qwn3oNnJVQ/NFPtjH1US+BOv48X68/voHkMlkK1QaaDWRJ/09+eTnWTJCiVxKpRzl5YXYtateNOAD+SUw+ch3j1cjVOfiYfAdptJSPWpqSlBZWQSlUi5yyqSTUa73kv5tZGQWQ0N2ADLRtaPXiJ84c3Vp6GRMyYMOh29dC5Rcky0NabeAT9rXIqTxE7ZUBUNaUV7P85VLKlBabab3gu7nZpq01wp6zai2O4UqxuMJvPJKP+bnCVabQqPMZiNaW+tQUWEUdUFpSAsHy9Xx20TPDf99Olesdb/otf/GN36EVCoDtVq5ghuwd28TI1FT7X3+c57sTv/OJ+y5xrhczybt9vJmWRTCCEDUteChS+t9dvKNlV1dAyIvAul15/0mTCbjCo8APihOnl+EUzgLz//h42o6WPkWI3wXbu/eJlFlnIcIOxw+6PUadHYuyxfn6yzywY89vC8P5VUAWHGfpfMKPy7wKk35zptfqH71q3tuSt7Opwn+70DQwZdUIm4T/X21h5yvJOzd24SDB29DV9cAjh59l7U/b5SJUZy8jCEWI+YY2SwEslMavb0Tq1aCVgvpIJgriciVwOSqcOQbTHLpII+OOkVqDKu1h/lwuYKw2bx44YUedhw0+ImmpaUKHs8SU6vgY63Eh0JN5uZ8uO++1jU7Bfm2wV9HfhF04sQgczaUqjS0tFQxGAoPVeKr1Pmwt7n+f77EdrVE/tVX38ePfvTv2LVrAyOv03a/VCmHnyw2bSqHWq1kk5FGo2bwGtp1yvVe5qtG85/T5CcXaVl6zrSdT/0P+OvL7zfXdZBWyQFxt4BeC2Ble10aNJHKpawkvZ+rRa5qPwBGwGtrq73qCvPNGFLIw+JiBFVVaiwuhpFOZ5BOZ4R7LhOM4OoEPswscynlMdurPUP0fV1vtT1fmM1GlJbq0dBQBoVCsYKUTWGDAOksnj59GT/96TmYTAaEQlFoNErodOoVxyAVJZCOE9JnM9+55oIu5TLXW20hy2+jqqqY/T2XGAF/PPw5AEAwGGXji1SqlwZfDe/tnRBBVqWRr8CS63xocUXazV6tC8dvf3zcyQypeHIzLUZRbohUEIR/t1czOOTH/VzHzncec52H9LrwAgA3Y3ya4P8OBF+JkCYpaz3k0peip+cSw6PfiJMj/1LeeecWnD49Br1eg8ZG05rJHI1cn0sHQel1WasCwv9+re3nGtjpQMbrj69W0dy7t0kED+IHf75iUlVVvEJXfK3gB1tq6S2t+q33GudKxmj1m7Z2qSTk8PCsqDq4Vts9X/CTpfSa8IojLleQwWJ4/W+AdLOi0STc7iX09o4zAjttSZ84MSjCPPPHzRP/aNWbN2pxuYIr3stcVXMptIo/D2D1heiTT34eFgsh4/Jqx3xCzcN4pPCAXNdX+o6sVvHP9btcuGVp14H+Ld99zVXtpwsufrxajftxswd/3bu6BnDu3CR8vgh2727gVHT8mJ724IEHlomQFGs+Px9gZlL0mg0PzzKzpDvv3LLi3c2XJPIhHc/495dC4eg2pYu5jo56zMx40dFRj9Onx5i7aSyWhMFQAINBjZISHYLBuOjdzlekkF6jXM8B/07xVXdp0km/u9bimG5DuqgwmYyCGMHKJFLa2R0ddaC1tY7BBvmFDy/Vm6sanu/e5LtGuc5HOk/lUsnJVygaHp5lSlt0nOP9XF5+uQ9OZwBu9xKmphZW+F/Qdzsff4D/b368oL/P1WVeba5oa8stAHAzxacJ/u9AUDOZs2fHGIkJAJNIXK0Sv7Li4c+JR79Roq2tnpmpHDnyNgKBCFpb61hSwldHKZteWv1YLUnKNdDxcJh8SSY/iOZKVviBjP++dDJZjSAkvQ4UHiTFOuYaiHMtPFarXtPBVmrpne8a8udAJytpZRWAqPr95JOfF3U/6N/otqWdjfW0mvPBkqQVPfp5IpECIIYCAYTEZzRqoVIpUFCgFiUVUmdaYGVFkV5THt9MJ5+enosIhxO45576FRMcjVznkOverrYQNZtJYmE2r0yI6DXnpWappCZfoVutsi/d5lrR3FyZlxC5ngQyX/LBV/ro3w4evC1vxfFmD/6eVFUVY2EhKDgoy/D881/Biy++C6t1UDSG0/dux456HDrUJHI+BQjn5Ve/uohMJoPFxQgqKgpXldTNVZyQvnv885ur4s5384jhYCE0GjUee2wPADDjpDvv3MLU0vIlY6uNy6s9B6slzNLxJt8zKt2GdMErlZ/Mtw/p8w2I8e7S7/DnmO/5Xm3Ml24rX0V/vZ2bfAVFSgS+dGkemUwGRUU6fPazm3J2Wtcq3uSCQeXqnKx3TFrPuHMjx6cJ/m8gvv3tbzMjLhr3338/7r///o9lf1QxYWkpipkZ4kALIGdVXxr52vE3etDBpK6ujBkjHT78OiwWG/z+COrqyjA/72fJMo8551uGdFurEUhpC5SvSvDflcZqE0Eu/DZ/DLxd9lqRyw48H3YfWLnwyHc8fDU63+Iw1zlKJ6tcldVc0ojSbfEVX75Fy2uu5wvpb/lEgp986ee8OdTiYgQOhw/t7fUMC5tMphGLhTE0NJvTIVIKfVotKaDX4MiRt0XSc/w26f5zwQRyTdY8GY3+bjmxIFVTaTK12jWWJl9rLarW01WhhGmeCyCN9U7IfORKzlZzqPxtCel7dvLkCKxWD+bn/awLRj+jzwk1laLQBuqIPDRkYx0lvV4DrVaFLVvKMTa2gDvu2JTTN4JW93k3ZzJeQIAEkYXtzIwbfX1XmIY6kL9jIz1mfuHPq6XRZ0363K32nK72HKz3s9WghtKuGB1rpOecK6TnnWthzRd6rvY9kV6XfAn7atj7fNdnrXPhtzM0ZMPly07I5XI88ED7Crjnes9rtQXZWlDBXHEt486NFJ8m+L+B+N73vgedTveJ7Y9POPIpwaw3rpZx/0lGvupDW1s9Hn/8X/CrX12CRqPArl2NeOaZe0X4RWBldZdWgtYaxPJVxHMdl7QyL91OLvw2sJy8dnZuW1P2bTV+wNVMdPmOZ62qF/3Oattva8utc57rd7kWmbn2yUunrXYN1mrl8s/2iy++y/CrVVUE41tVVcJIWhYLMaWi5PVlEvCSoBm+TbQ/6TXOdS7SqpxUFaWqqiQnllZarZeS0aS/4xcU1MiLLuTo/4aHZ1c4hl5Nkryerko+AYD1hLQrtFZF9bc1qeeDTyh7eyfw6KN7GDSCdsGkxQNa7OHhOjU1Rcz1u6GB6H5T+Jl0ASqF3EndnIEsU6eh0pWPPPIDeDxBnD49xsif0iICD51Za7zivyPVT79WEYDVErx8+7NaPSsSYYfDj5MnR+D3R1aFufHXcrWu2Preq/yRj/C7WvEpH/ZeuujIp86Vq8tDSd3Lzr5ZEU/wamO1DgZfwHvkkR9clc/LjZz3rBafJvi/A5Gvfbredhf/vaNH38XZs0TJ4wc/+OOP/divJlZrF87PB5BMppBOZ5BKpQGsrHDnq1qutYpfq8tBK+G82Yf0O7ngBHysZRjED650MqexnjZyvvPIZzaUbztrJdbrSdTXG9Lnkz+m1aAp+c5jLcwp/xt6bZbVWG5j50sVakiIuQn5zjmX9Bz9+3pdJ6XnQidkqtKTq7PR2zsBm82LxcUw++9cnaN812Ste7iehJqXIl3tuqyV6Kxn8ZQrKePP7bchpAuxlpYqGI0aOJ1+EUwzV7dmaMgGjUaJRCKFYDCBeDwFk8nIKvrUPRsQqzXxsrW53JwBMC8S+oytJscrLSLw2+K/s1blm5ocmkzGvEk1PXaeZ3O1zwO/P2ki3NtLSN2JRAo6nWZVFRz6/WvtAq838lW6Vys+0X/zHVM++ONqx8CT3fOJNEgXAtKO4nqfCfrZI4/8QMRbWC1yccVuprHi0wT/dyRWq3TlC/o9Xkpsfj4gEJwCn9ShrztWG/QefXQPrlxxY2kpipERe87K87UmnPwAlCt5j8cTmJvzIZ1OM+IakLuynk8qLNe55bqnWq0KNpsXmQzZ7+JiRKTVfLXnmO/766ksORx+9PRcgsPh/1gGRelzzB/Teqzt8yWPq3UU1lqg5FskXu258H9fr+tkvuPhIWTSoF0aAKirW6mktFpFjI/1dkzWe9w01hqrrmaxkW9BmAui9NsQfNLZ32+F3x+BzebDpUvzOHnyInbt2oC7794mwshTEicAAWLWwPg1/LVbmRiR7ovJVJjXRE1aLMgnx7sajlq6zXzBV22lCws+hodnMTxsRyKREvFsrvY54PdH8fTSbgRNUPluylrP9Ho4XdcSV7tAWM/+rnbs46/Lat/lFwI87wpYn9SxNHItUFfbN10k8z4qN8s48WmC/zsSq1W68kU8nsDsrBcOhx+FhVoAwJ13bsHiYgR33rnl4z3ga4hcgxCvn/wXf/EfmQRXvnPPNaCu1XqUViKkx3D+/Czi8RSKi3Xo7Mw9Ya02qK9FdqW/AyCq4FOSZy6excfVcuTPo6urX/hrNv8PriKkC6nVnmOKGz5xYnCFKQyN1RYI13p813pN851LrsrZevaz2uJD+j2pC+Ra28kV6+2YXG2sNVattdhYrRtBP1tLD/tmDT7pPHduCoFAFCaTAclkmqk/hULxnLrhNNnn1bX4a0PfRQr7JLKM+cdV/njo7/MtAlcrdqw1Z+Xabr4uJN1XIpFCS0t13u7peoLfr/SYpefX3FyZV7lH+v3r0WXKx7u63s/69SoeSUO6QFpN9ng9kYubttq+AfG8eiOqB+aLTxP835G4lkrXmTNj8HiCUKmUaGw0s4GfqhncqMEPaLxt9s9+9viaL3YuOA0Pu8hlDORw+JnTXa7Bhkq8HTiwE08/fa/os1yV9Vxk11yDfK57yhPm2tvrV5gP0WOm+vUfpbq+vomDuPVej6pHV9cAurvPQ6tVMTw5f07S5F/qZpmvUn+tbW66X7rt73//FHp7x2Gx2PDSS1+7qu1cTafkWquZ1/r5WkHfAdopWo/J2nrjWo5tPe8L/921pIJvtsiV5N5++2aEwwns39+C9vY6VujgK/h8rPVu0HcxlcqgtFSflxeS75iuhgtEv5PvOVirO73ab6X7Wo8cYq6O7dW8k/z381Xx8x3ftcS14vVXKyTwhTNpF+Zq39fVimpr5Ssfd6JN9/3ii++KxombBZP/aYL/OxBX+zDSAUGnU8NkMmLjRrMILyglP91owQ9oa7XjcrXt+/omMTo6z+A0dHAdGZnFwkIQPBmQJ6jlm+B4iTcaq1WzpGow+Qb5fMkfPZ6HHtq9wnyIfieffv16I5eqQq5BeT0T2fqfzyy0WhVKSnQrnr/e3gm89ZZFOCciByh1s6THudr1W8/x5UsoJiZcCAZjmJhwreMKXn3wVVPe9ZWvav0m3kf+maP3fDW+yFrxUSfPq3lfKiqMzDTnRhzLriVyJXQ8z6GtrT6n8V0uz4d818TtDiKVysBkMqC1tSav43a+Y8p3j/huKcXer3VfrqU7TeNqq+V03BsdnYdarVxhyLbe/a73+9e6+OavI7/4ln6+2j1ebWHAF854/f1c310rcv32o2zvo8RasE3695uFv/Npgv87EFf7svDYzWQyg337togSG6rmsVb14TcRw8OzGBmxIZlMoaLCiIce2r3C3ZOPXG37Z565V6QDzVfHpa3e9QzU66mG8Vh1KaF2vYP88eP9eOedEREEKde++ZanVL9+vZGr8imFaUhxtKttaz3PJ2/DLn3+9u4lcoB2uw900bLafQPWhl7xx8fLheZLKCwWG5zOAJqaKta6fCuOYT3JLA8FKy83YnJyAVqtCsPDdrjdwY+N67BW8G1sao51tYol0kXTq6++j1deeR9PPdWZMxm9WnhSvliLvH4zBn2/pQo0ayVyuTwf+N/w1546z1KzPKkvBd0uXzgB8ktFSo9lvURNer7034/SjVrPWE7HvZqaEvD+HVe734/aNVsrpNcxl8nlRyHyrkd/f72Rb4661u19lMh3XaT36zd1fFcbnyb4vwNxrVUNWjGkEwVNRNvb665JcuyTiN7eCcENc7ndei3t4FwOdrkG5fUM1Gt/Jyv691oHj5df7sOFC3a2z/Uc8/Dw7DURDKWTqvRvq+FoV9vWasE/l0ePnsLJkyOIxxNMYu+55w7kxdrmitWgV9Lj4+VC8yUUd9+9DaFQHHffvW1d++ePgZ7fasEvzDyeIOx2H2prS1BVVQy3O4jrxXW42uDb2GspluQL6aJpLRdmul9pXM2CSQot+m0Kq9UDm80Lq9W7piQj9UoAgJqaIvZZri4ZFV0AgM7OFqYeJfV94L/LY9PzVT6lxNqrIal/1Co3/x5f7WIi13bybf/jilz74RdU1wLBAla/rlIc+1rXbrVrIf3t9bpu69nOakpsH2W7N0p8muD/DsS1DoBSiAVNIEwmw5pJ228q+CRI+rJejVoG/9uPe8CROhle6/2qri7G1NQCqquL130s1yr/td7FTr6BUnotxsedOHLk7XVpE7e11SMYjGN83MVcNVfb11qY7FzQK+n+pETUXNdqPdXga5lQ+OOg+z1+vB/BYAIPPriTdajoNn5TE5B0IfRRFoxX48LMx9UsmKTQot+WoFXmTAarclCAZYnI8nIjVCqlyGXW7V7ZJQPAxgz+utFryZNyHQ4/09EHVofmXE1BYL1xNRKr0s/Xo16z1hj6ScFM1uIdLHfe18dL+KSO8Xp891q3QwuWFouNda7Wu8j7TcGHriU+TfA/jVVDOiDns9S+UWK1xDNX9Wg9LTnp766lMrDefa03pCQnAHjiif1oba1b1/2hx8LbzV9trAZxWeucpNeCx3TyCWu+KhlN/Do66lkFXwqlydVZ4IPvCKxV+c93Pvxv19vivx7KPfxi4qGHxNKsv6kJSLoQutrf8seaT+mCf5f4/6aR7x6sVuW8kcezawlp9dbh8OWFPNFFbXV1MXbsqBM5PEsrv6u9L1LeEC0ODQxY10Vgvpr7tlast3ix2v1fzzskHUOlBaS1nq/1QgTXiuu56P0o13u131zNuyb97rUWLNa6v9SboKWlet2FqKs9l990fJrgfxp5I59Kyo0cq7VLc7XjV3tZc+kxA1c3+PPfuZ4Dg5TkRPez3vsjTQKuJa4FLyvdP/2Xx3TmwvJLJ+t8CWA+593Vjutak2wp0Vhqrib97no5CeuJ1Z6lq5kgcy0UP0p8EpXB1d6/fPtfq8r52xTS8xoensWZM+M5IU+UfEvHgebmyhXPQS7VGOl1y9W94rupNKT3gX8vpPvMl6TnOp5cxPe1ihf8gkXa2V3PWC3tOkkLQestclzL+JnrPNZznGvFtRQHcsGxPsp7JT2fay1Y5Lou/PPW2bkN+bxrVtv3zTRufJrgfxp542ZqRdHId8z52vFtbfnhIfxEAYDpul/t4A9cf9jE1Zh15IrVuhrrjbVwnvki17WQurfS7eebrKVVRPr/r7WCvN7gE2Kqtb9ahVKaqOSDIFzt87HaJHM1E2SuheKNHteyUL6Zqm7XO9ra8kOe6LNy+PBr6OkZhcPhAwBRAk2rnUBunw8gP5eJh3jyVW1a7abvBU1yaZI4MjKLoSF7Tr6X9HgA4Nlnu2G3+5hLLz2W9bxL15rESb+z1jMmXUxfzfj5UeaPayn8rOc9kRYt8qmVAR8tl7ie7y4PBcvnnAtc/4LMbyo+TfB/R+JaBojr2Tb9pCLfMa82SORLcnjMaU8PGZyk+uv54qNUIdZzfa/GrGO17X6UwfNqJg5+wKSGIXQb69mu9FpIq/y0gsRLAX4cwT8rzzxzLzs2ADn5HWtVE6+WC7EezWhprHaP+YXijfxe83EtFbSbqer2ccTa44WM/dvV1Y/u7g+Z3wRfiV+rGi4N/tmj5Pj5efKeejwhEbyFwoko8R3IzfeSHk9v7wSsVg/C4Tg8nuBV3+trSWpzvSNr7Vc6z1zNceabP67HO7tezfl8x0SLFqtBHdfTKc93Dtcyz1zLWLjaud2s8WmC/xuIb3/725DL5aK/3X///bj//vs/tn1eywr6atrdN0qs1pbL99Lnq4bzLdz/v707D4+izPMA/iXkIuEMgZiEhCBIEsMtA4aIIyACA0FkHPHAxw3IeowCyww7gOMMCCwIqMOMrngBIuICi0o4JBDCJTAExRxAIBzBxNAkkIMcnaOT9P6RrZ4+qq90VXdX9/fzPD6Suqveeqt/9V4lfLCprW/ycleT2sJcSZUwry37E6suN7fv1NSfUFvbCB8fICqqu03XwlLgoFJVIje3tbS/R49gkw59ctC/V/SPzVxNiHE1vjFbmhNY+pCP2PcIjFn6gRQCv507M/Hqq1shPJYcvX7u8LJg6RgsfdvA3Z5pzqA/Tv6OHWcRGOiHXr266cajf+qpXzl8XXbsOIuDBy+gpaUFWi0wceJA0aaUxu3SjYndzwcO5KK4uAJAO5sHUtBPc1uDOEeezY68TJv7/XDkeBwdaMH4mOypVdQn5e+duSZg+i8vjlxvpWGA7wLvvvsugoKCnLpPR96g7dmWO7L2ALFWuiVF6Z9c1aT2kPpHwtxHX8zt+9Spq6irK0NUVHe7hlE01xdEv6q+b9+eaGhoEm0uI2UwZ+5eMXdtraW7tRcAwPKHfE6ckOZLrN988xNKSu4iLKyLJM8IdygEsHQMxjVA1l6SlM7eUlIh2Be7hvbUIhleZy2CgwMQGOiHF14YZbYTtZBH7RmNauXK6bpgVc7RWuxthqNP/9khViDQltoBR34rhBGUhgzp1aZmKFLVikn5eyf2fJSq/b4SMcAnuzOB0m5+sQeIO5fYSXF9zQXFtvxI2Hptduw4i7y8m+jWLQiJiX0tPqAHDzYdatLSseozd3/qV9Vb+pqr8fpyBJ9tTTNb1jN+CbCnhsBWxjUTxuy9Zu5QCGDpGIRRXxoaGvH229+hqKjM5loldydWq2ZroC7MF/7Oz79lMDoOYN+XR43TQGjyYy3/W7vfhBpB/RGzjF/erWnLPWotv27Zcgq5ub+gurrOYqGR2L6lrGW3TWuzrNDQzrqXOXv2LRUp4wlLz0dvxADfS1h6eHh6JhB7gFh7mNoa5Mr1omBP8wIx9rTZNL4+tv/QaOHv74vExL5YufJJq+dkvB9Hh7Mztz1hnrmOUkq636Vsn2qJtVose6+ZMwoBHLk2wqgvP/5YiDt3qu2uVXJnJ05cwf79Of8/Mks7DB4sPmSj8Re0xWRlFeLatVJkZRXq7g+xAgFzHwwzTgNbXx6t3W9CjaC9I2ZZOjZz7HnGR0R0wdWrpYiI6GJxObF9O/u5pN8sS45CD3coRFNaYaTUGOB7CUsPD2/MBNYeprY+8GxdTsomDrbs01pzHEtDmtn6Q2P8gS572dL+HLD9/jRXUm/cUUpJ97tQjW7uK7vO4i7XTKw/gr3D8+kHpJZqfpRq9Oj7kJaWi19+qYAwRKV+CbfQRt34C9ri2hn9X7xAwJEPhok9b6zdb8Y1gmLaOgSs8bPaluetsM6jjyZg4MBo0WOy54XUGcGxpZcMKVi6bs4O/t3hZcMVGOB7CXf5gXYXYj94banas3U5sSrltm7Xln2aS29hHUttVW29Vxy9pxxpXiL2wA4L64TGxibk5BQhO7tQ1hIxWzsXO840wPIGtrTptuVeFqMfkCplaFB7DB4cjRUrposGv/rXz9wLuv611y/lNcfRfNbW54i19ax9PM8c48BUOC9zX0LX7+ienDzUbIdde0rJnd2HRer4wFKtDuD883OHPkGuwADfS3jLG6ylD12ZCxjEAm9zzT8stVe1xFyVsjnmtutoOuq/2NjaVlUujvyoiD2wS0qqcft2638nTlyxaTjTttLv4Gupc7GjbAmwlMyWQN7ci3db72UlNdFqK2sv+GFhnXQvqMb0r31bhgQW44rfH3Mfz7O3cEU4P3MjZdna0d2e+85d71Fb09FarY4c52fp2KTen1LiKQb4XiA7uxBvvPE1iosrLLa39ATmhsky187b1sDb0RIAW6qUbWHvcSjlQWQvsQf26NHWx+uWcv/O2JdUJWvueh/Y2jlTIHY97L1G3lKbaam/zfvvHzb7gipH8OWKEtT+/e/BqFH90L//Pejf/x4Atp2TtZcj423YWhNpz33nrveorelo7R6S4/wsHZvU+1NKjQADfC9w4sQVFBdX/H+nK0vtLQ3ZWxruDowfLJbaeQvnIXyVVM5qaECaTl32Hoe5B5FSHlDGLI1dbWutixSc9QMs1Tm4a3rbE8iTfawNrCD2gtqW+82WdVxRIm1vTYQ15u5Jb7pXbU1HV1wTZ95j7lrDYowBvhfQf5gLn/G2hRKDQ+MHi6XSFXOdMG3ZrpykLImwpdRJSfSvjfC3ucDCne9TW9nbd0OMtfawrmTP/SzHC5s7F1Y4ylLbcbHrLvbRNFu+IWFLnnRFwCcMhao/xKc7UeK9584vM205tramgTtfB30M8L1AW29GTwgOLZ17W89D7gezlNdXKQ8iW+lfG2sBvLnrqKQfVnv7bohxdJQTdyHHC5u7jFIkB+O249ZGGxJrS25uZCrhb8D2POnsfCcMhWrpg1lysKedutILIJTO09OAAb6Xa8vX8zwlaGzrecj9UHDG9VXqg03s2tjbztPcubtj4D94sON9N5T0Qg6YTwd5zsPzRykSrpdKVWGxNkisttP4moulga150tnPHFfd91K1Uyf5eXoaMMD3ApYCF6UGeq7k6oeCFIGoK87B2nHbe16WXoTa0o9BzrzgyIfLHH3hU9oLubl0kOM8PH2UIsBw5KyCgjKztUFi19d4mrU0kKPGtK30mxDp/y03d26nToY8PQ0Y4LvAggUL4OPjYzBt8uTJmDx5siz7s9bZSv//nkjqjmOufig4Goi6qqTa2nHbc17WzqEt/RjkzAuWjocv2Yac+UxydV52Jilqg+xlnE+dfa1dkbe86Z4i98YA3wXeffddBAUFOW1/ln4wPflhZG2ITHPLh4V1wjff/GTQ2cydOBoAuSqgtHbc9pxXW9vfWyJnXrB0PMbz3LGpkDN58jPJ1Zx9bV398upJBVje/lxwJ0pJCwb4XsBVVZWuZmmITIF+RhWWb2xsQnFxBXr1Mv3Ko5Rc0YPfWSOqWBqD29zXg+05L2s/3O4WJFo6HuN5rg6KyPtI3XxO4OqO7lI9B9whoONzwX0oJS0Y4HsJpdyQUtAviRcCe3PnrH9dhB+hnJwi3L5djUGDesl6rVyRJs4aUUXuJinuFsBLydrLizsEG3Lw1PNSAimbz+mzt6O7VKS+l9zh99OTaiMsUcJzQClpwQDfSyjlhpSCPePbG48cIZQwO6OdqivSxFn7tKdJChmy9vLiDsGGHDz1vJRAyuZzUuzPUVLfS+7wzPLkQg19SngOKCUt2mm1Wts/bUoOUavVmDFjBrZv3+7UNvjeRgklAG3hqedF9vHU+8BTz8sdeNu19bbz9STukHbucAxi7I0hWYJPHkcpb9f22rHjLNLTL0KlqvTI8yPbeOr97ann5Q7csVRUziDKWn8fd+auwaWzuMNzwB3zS1swwCdSDK3R/4mILHNWx3p7OSOIkmofzgy6PSW4VDJ3aJIlBQb4RArx1FMjEB4u78g+RORZbOlYrz8wQUlJtVMCWWcEUVLtw5lBt6cEl0rmDrUIUlBsgJ+bm4slS5aIzlu7di3i4uIAAPn5+cjIyEBOTg5KS0vRqVMnxMbG4vnnn0dkZKTBevYsq9Fo8OWXX+LIkSOoqalBTEwMZs6ciaFDh8pzwuT1POWhQ0TOY0vAKASwgYF+qK/XAJA/kHXG80yqffDja6REig3wBcnJybjvPsNMFx4ervv3rl27kJeXh6SkJMTExKCyshJ79+7F/PnzsW7dOvTu3btNy/7tb3/DyZMnMXXqVERERODw4cNYtmwZVq5ciYSEBPlPnMhB3t7Wk8gb2BIwCoGrfgm+QOrnhBKfO+auoRLPhbyH4gP8hIQEJCUlmZ0/bdo0/PGPf4Sfn59u2ujRo/Haa6/hf//3f/GHP/zB7mXz8/Nx/PhxpKSkYPr06QCAsWPH4rXXXsPmzZuxdu1aqU+TZOaND2q29XQ+pdxnSjlOkoallwCpnxOe9NzxpHMhz6P4AB9oHTooICAA7du3N5kXHx9vMi0iIgLR0dEoKipq07InT56Ej48PJk6cqJvm7++P8ePHY8uWLbh9+zZ69OjhyCmRxKwFLMKDWqWq9JrAhm09nU8pAYFSjpNMSf1y5m5j4Mvx8in1l3qJ3IHiA/z169ejrq4OPj4+SEhIQEpKikmTHWNarRaVlZWIjraekcWWvX79OiIjI03GIe3fvz8AoKCgwGKAr1arre4XAPz8/AxqE6jtrAUswgNaparwmsDGm9t6uqqEWikBgVKOk0xJ/XIm9XPC0e3J8fIp9Zd6XYG1bmRMsQG+r68vRo0aheHDh6Nz584oLCzEN998g0WLFmHNmjXo27ev2XWPHj2KsrIyPPfcc1b3I7ZseXk5unXrZrKsMK2srMziNlNSUqzuFwCeeeYZPPvsszYtS5ZZC1ic/RVbci1XlVC7U0BgiVKOk0x5+suZHOfnCdeMtW5kTLEBfnx8vEGTmpEjRyIpKQmvv/46tmzZgmXLlomuV1RUhA0bNiAuLg5jx461uA9zyzY2NoqWrPv7++vmW7Jp0yabvkLG0nvp2BqweENgw5Iez/hBJxJj6RnmCXlfjme0Jzz3+UwjY4oN8MVERETgwQcfxKlTp9Dc3GzSJr+iogJvvfUWgoKCsGjRItE2+7Ys6+/vD41GY7KOENgLgb45QUFBNgX4RHJgSY9n/KAT2Yt533PxmUbGPCrAB4DQ0FA0NTWhoaHBIIiura3F0qVLUVtbi9WrV6N79+5mt2Ft2ZCQENFmOBUVFQBgcdtEriZW0uMJJXtEZBlLeYm8h8cF+Ldu3YK/vz8CAwN10xobG7F8+XIUFxdjxYoVFjvX2rJsnz59kJOTA7VabfAScfnyZd18cj0GreLESnpYsuc43m+O4zWUF0t5ibyHj6sPoK3u3r1rMq2goACZmZkYOnQofHxaT625uRlr1qzBpUuXsGjRIt0XbsXYumxSUhJaWlpw4MAB3TSNRoP09HTExsZyiEw3IQStJ05ccfWhuL3Ro+/D2LHxLNlzAO83x/EaEhFJQ7El+GvWrIG/vz/i4uLQtWtXFBYWIi0tDQEBAXjhhRd0y23cuBFnzpzBiBEjUF1djSNHjhhsZ8yYMXYvGxsbi6SkJGzZsgV3795FeHg4MjIyUFpairlz58p41m3njSVjSqiOdpd0Ycme45Rwv7k7XkMiImkoNsAfOXIkjh07ht27d0OtVqNLly5ITEzEM888g4iICN1y169fBwBkZmYiMzPTZDv6Ab49yy5YsABbt27FkSNHUFNTg5iYGPzlL3/BgAEDJDtHKXljEwwlBK3emC6eSgn3m7vjNXQ+dylkICJpKTbAnzp1KqZOnWp1uVWrVtm8TXuW9ff3x6xZszBr1iyb13Elloy5J6YLEcnFluCdhQxEnkmxAT7ZhyVjzmNPiRjThYjkYkvwzkIGIs/EAJ9IYiwRIyJ3YEvwzkIGIs/EAJ88hru0JWWJGBG5AwbvRN6LAT55DHcpOeePKhEREbkSA3zyGCw5JyIiImKA7xILFizQfYhLMHnyZEyePFm2fbpL8xU5seSciIiIiAG+S7z77rsICgpy6j7dpfkKEREREcmLAb6XYPMV9+Ws2hVvqMUhIlPM+0TehwG+l2DzFfflrNoV1uIQeSfmfSLvwwCfyMWcVbvCWhwi78S8T+R9GOATuZizaldYi0PknSzlfTbfIfJMDPCJiIi8FJvvEHkmBvhEREReis13iDwTA3wiIiIvxaZ7RJ7Jx/oiRERERESkFAzwiYiIiIg8CAN8IiIiIiIPwgCfiIiIiMiDMMAnIiLyMtnZhXj//cPIzi509aEQkQw4io4LLFiwAD4+hu9WkydPxuTJk110RERE5E04/j2RZ2OA7wLvvvsugoKCXH0YRETkpTj+PZFnY4BPRETkZTj+PZFnYxt8cnsajQbbtm2DRqNx9aGQnZh2ysb0Uzamn7Ix/ZTN1enHAJ/cnkajwVdffcWHnAIx7ZSN6adsTD9lY/opm6vTjwE+EREREZEHYYBPRERERORBGOATEREREXkQBvhuat++fYrbtpzHLBclXgslHrNclHgtlHjMclHitVDiMctFiddCiccsF6VdCyXeF67EAN9NKfFGVmIGUeK1UOIxy0WJ10KJxywXJV4LJR6zXJR4LZR4zHJR2rVQ4n3hSgzwiYiIiIg8CAN8IiIiIiIPwgCfiIiIiMiD+Lr6ALyJVqsFAMyfPx8+PobvVhMmTMCECRN0f7e0tECtVstyHHJtW67tCttU0jEz/VrJmXaAsq6F3Ntm+sm/XTm3zfSTf7tybpvpp9ztyrVtqdNP2I4QS1rTTmvrkuSwO3fuICUlxdWHQUREREQKtGnTJoSGhlpdjgG+E7W0tKC8vBwdOnRAu3btXH04RERERKQAWq0WdXV1CAkJMWkFIoYBPhERERGRB2EnWyIiIiIiD8IAn4iIiIjIgzDAJyIiIiLyIBwmk2Tx888/46uvvsLVq1dRUVGBgIAAREdHY/r06RgxYoTdywFAXV0dvv76a+Tn5yM/Px81NTWYN28eHn30UYPlcnNzsWTJEtHjWrt2LeLi4qQ/YQ8jR/rl5+cjIyMDOTk5KC0tRadOnRAbG4vnn38ekZGRBstqNBp8+eWXOHLkCGpqahATE4OZM2di6NChTjl/pXNl+jH/OU6O9LNnWeY/x7gy/Zj/HCdH+hnbvn07tm7diujoaHzwwQcG86TKfwzwSRa3b99GXV0dxo0bh5CQEDQ0NODUqVNYvnw5fv/732PixIl2LQcAVVVV+J//+R/06NEDffr0QW5ursVjSE5Oxn333WcwLTw8XPqT9UBypN+uXbuQl5eHpKQkxMTEoLKyEnv37sX8+fOxbt069O7dW7fs3/72N5w8eRJTp05FREQEDh8+jGXLlmHlypVISEhw+vVQGlenH8D85wg50s+eZZn/HOPq9AOY/xwhR/rpu3PnDnbu3InAwEDR+ZLlPy2RkzQ1NWlff/117UsvvdSm5RobG7Xl5eVarVarzc/P106ZMkV76NAhk/VzcnK0U6ZM0X7//ffSHTw5nH4XL17UNjY2GkwrLi7WPvHEE9p169bppl2+fFk7ZcoU7a5du3TTGhoatHPmzNH+8Y9/lOBMvJOz0o/5Tx6Opp+tyzL/ycNZ6cf8Jw8p0+/tt9/WLlmyRLto0SLtq6++ajBPyvzHNvjkNO3bt0doaChqa2vbtJyfnx+6detm1z7VajWam5vtPlYy5Wj6xcfHw8/Pz2BaREQEoqOjUVRUpJt28uRJ+Pj4GJR++Pv7Y/z48bh06RJu374twdl4H2elnz7mP+k4mn62Lsv8Jw9npZ8+5j/pSJV+58+fx8mTJzFnzhzR+VLmPzbRIVnV19ejoaEBarUaZ86cwY8//ojRo0e3eTl7rF+/HnV1dfDx8UFCQgJSUlJMqizJMrnTT6vVorKyEtHR0bpp169fR2RkJIKCggyW7d+/PwCgoKAAPXr0cPDMvIMr0k/A/Oc4OdLP2rLMf9JxRfoJmP8cJ3X6NTc346OPPsJjjz2GmJgY0X1Kmf8Y4JOsPvvsMxw4cAAA4OPjg8TERLz88sttXs4Wvr6+GDVqFIYPH47OnTujsLAQ33zzDRYtWoQ1a9agb9++bT8hLyN3+h09ehRlZWV47rnndNPKy8tFa2qEaWVlZW06F2/kivRj/pOOHOlnbVnmP+m4Iv2Y/6QjdfodOHAAt2/fxooVK8zuU8r8xwCfZDV16lQkJSWhvLwcJ06cQEtLCzQaTZuXs0V8fDzi4+N1f48cORJJSUl4/fXXsWXLFixbtqzN5+Nt5Ey/oqIibNiwAXFxcRg7dqxuemNjo0lTEKC1mlKYT7ZxRfox/0lHjvSztizzn3RckX7Mf9KRMv2qqqrw5ZdfYsaMGejSpYvZfUqZ/9gGn2QVFRWFIUOGYOzYsfjrX/+Kuro6LF++HFqttk3LtVVERAQefPBB5OTksE2iHeRKv4qKCrz11lsICgrCokWL0L59e908f39/0Yeo8GATHnRknSvSTwzzX9vIkX7WlmX+k44r0k8M81/bSJl+W7duRceOHTFlyhSL+5Qy/zHAJ6dKSkrClStXUFxcLMly9ggNDUVTUxMaGhok26a3kSL9amtrsXTpUtTW1mLZsmXo3r27wfyQkBBUVFSYrCdMM16ebOeM9DOH+c9xcjw/jZdl/pOPM9LPHOY/x7U1/W7evIm0tDQkJyejvLwcJSUlKCkpgUajQXNzM0pKSlBdXQ1A2vzHJjrkVMJbqFqtlmQ5e9y6dQv+/v5mx54l6xxNv8bGRixfvhzFxcVYsWKFaOfMPn36ICcnB2q12qCj0eXLl3XzqW2ckX7mMP85To7np/GyzH/ycUb6mcP857i2pl9ZWRlaWlrw8ccf4+OPPzZZ/sUXX8TUqVMxZ84cSfMfS/BJFpWVlSbTmpqakJGRAX9/f0RFRdm1nD3u3r1rMq2goACZmZkYOnQofHx421sjR/o1NzdjzZo1uHTpEhYtWmT2i4pJSUloaWnRdVoCWr/sl56ejtjYWI7gYQNXph/zn+PkSD9bl2X+c5wr04/5z3FSp190dDSWLFli8l90dDR69OiBJUuWYPz48QCkzX8swSdZfPDBB1Cr1RgwYABCQkJQWVmJo0eP4pdffsHs2bPRoUMHu5YT7N27F7W1tbqe5JmZmbp/T5kyBcHBwVizZg38/f0RFxeHrl27orCwEGlpaQgICMALL7zg3AuhUHKk38aNG3HmzBmMGDEC1dXVOHLkiME+x4wZAwCIjY1FUlIStmzZgrt37yI8PBwZGRkoLS3F3LlznXcRFMyV6cf85zg50s/WZZn/HOfK9GP+c5zU6delSxckJiaa7Cc1NRUADOZJmf/aaaXqxUik5/jx4zh06BBu3LiB6upqdOjQAf369cOUKVMwcuRIu5cTzJ49G6WlpaL7/PTTTxEWFobU1FQcO3YMKpUKarUaXbp0waBBg/DMM88gIiJCtnP2JHKk3+LFi3H+/Hmz+9yzZ4/u342Njdi6dSuOHj2KmpoaxMTEYObMmRg2bJj0J+uBXJl+zH+OkyP97FmW+c8xrkw/5j/HyRW/GFu8eDGqqqrwwQcfGEyXKv8xwCciIiIi8iBsjEVERERE5EEY4BMREREReRAG+EREREREHoQBPhERERGRB2GAT0RERETkQRjgExERERF5EAb4REREREQehAE+EREREZEH8XX1ARCR8iUnJ9u1fM+ePfHZZ5/pvo4qfIXYk9XX1+Onn37C2bNncfHiRZSWlsLHxwfh4eEYNWoUpk2bZvBpekv+/Oc/Izs7GwCwadMmhIaGGszPzc3FkiVLzK4fGxuLdevWGUzbtm0bvvrqK6v7XrVqFQYMGGAwraGhATt37sSJEydw+/ZtdOrUCcOGDcPMmTPRvXt3s9tKT0/H/v37UVRUBF9fX8TGxmLGjBmIj483u87FixexY8cOXL58GU1NTYiKisKUKVMwduxYq8euz/ir2CkpKZg+fbrub3PXIzAwEOHh4UhKSsLjjz+OwMBAANavuZixY8fiP/7jP5Ceno7169fr/hYI0/UFBAQgODgYERERiI2NxZgxY9C7d2+79muNcC7Gx+Nudu/ejU8//VT3t/BcISIG+EQkAbHgKi8vDyqVCn369EGfPn0M5nXu3NlZh+Y2jh07hvfffx8AEBUVhREjRqCurg55eXnYtm0bjh8/jlWrVqFr164Wt5Oeno7s7Gy0a9cO1j5EHh4eLhosh4eHm0zr06eP2SC5vLwcWVlZCAgIQN++fQ3mNTY24o033sDly5cREhKCkSNHorS0FOnp6Th79izWrVuHe+65x2Sbn3zyCVJTU+Hv74+hQ4dCo9EgKysLP/30ExYtWoTExESTdU6ePIk1a9ZAq9UiISEBnTt3RnZ2Nt577z0UFBRg9uzZFq+HGOGczQXJ+vevVqtFWVkZLl68iK1bt+L06dNYvXo1AgMD0bVrV9Hrd+rUKdTX12PYsGEmaXv//ffbdIz66djU1ISqqipcv34d58+fx65du/DII4/glVdeQVBQkK2n7RGioqJ01zwjI8PFR0PkXhjgE5HDxEr53nvvPahUKjz44IN49tlnza7X0NBgsZTXU/j6+mLChAl4/PHHERUVpZteXl6OZcuW4fr16/jkk0+wcOFCs9u4e/cuNm7ciKFDh6K4uNigBFpMfHy8zSWwiYmJokE1AGzevBlZWVlITEw0qWXYvn07Ll++jLi4OLz11lu6+d9++y0+++wzrF+/HqtWrTJYJysrC6mpqejUqRPWrVuHiIgIAMClS5ewePFirF+/HgMHDkTHjh1161RXV+Pvf/87WlpasHjxYowaNQoAUFFRgT/96U/49ttvMWLECAwcONCm8xVYuz5i9++tW7ewcOFCXLt2DQcOHMC0adMQFRUluq3z58+jvr4eTz75pN3HJhBLR61Wi7Nnz+Kjjz7C0aNHcefOHSxfvhy+vt7zsz5s2DAMGzYMAAN8ImNsg09ELtOzZ09ERUV5RVAybtw4vPbaawbBPQCEhITglVdeAQCcPn0aGo3G7DY++eQTNDQ06JZ3Bq1Wi2PHjgEAxowZYzBPo9Fg3759AICXX37ZIPifNm0aYmJicP78eVy9etVgvW+//RYAMGPGDF1wDwBxcXGYNGkSamtrcejQIYN1Dh48CLVajZEjR+qCewDo1q0bUlJSAADffPONg2drm3vuuQcTJkwA0BrAu0K7du0wYsQIvPPOOwgJCcH58+exf/9+lxwLEbkfz/9VJSK3Za4NfnJyMnr27ImPP/4YO3fuREZGBsrKytCzZ0/89re/xaOPPgoAyM7Oxvbt23H16lX4+PhgxIgRePHFF0WbADU3NyMtLQ0ZGRkoLCxEc3MzIiMjMW7cOEyZMgXt27d32nkbi4mJAdAaMFdXVyMkJMRkmR9//BHHjh3DzJkzRZvYyCU3Nxd37txBt27dMHjwYIN5eXl5qK2tRXh4uEnTHQBISkrCjRs3kJmZiX79+gFoba+fk5Ojmy+2zp49e5CZmYknnnhCN/3s2bNm1xk+fDj8/f2RnZ2NxsZG+Pv7t/2EbSQ0t2lubpZ9X9aO47nnnsM//vEP7N27F1OnTrV53Z9//hlffPEFzp8/j5aWFvTp0wdPPfWU2etXXl6OI0eO4OzZs1CpVKiqqkLHjh0RHx+PJ598Ev3799ctq9Fo8MILL6ChoQGff/65QW2MIC8vD//5n/+JhIQErF69GsC/Xij3798PlUqF2tpadOnSBZGRkUhMTMTkyZPtvEJE3okl+ETktt5++218++236N27NxISElBSUoL169cjPT0dJ0+exF//+lc0Nzdj2LBhCAwMxJEjR7By5UqTtukNDQ34y1/+gg8//BA3b95EbGwshgwZgoqKCnz66adYtWoVWlpaXHSWQElJCYDWZjydOnUymV9fX4///u//Rq9evQw6glqjUqnw+eef4/3338eWLVvwww8/2H2eR48eBQA8/PDDJi9BBQUFAIB7771XdF0h6L9x44ZuWnFxMTQaDbp06WLSOdjcOvp/i71I+Pn5ITo6Go2NjSguLrZ6TlK4cuUKAJjUyLjCQw89BB8fH6hUKty5c8emda5cuYKFCxfizJkzCA0Nxa9+9Ss0NjZi2bJl+P7770XXOXPmDDZv3ozKykrExMTgwQcfREhICE6fPo0//elPOHfunG5ZPz8/jBs3Do2NjboaIGNpaWkAgIkTJ+qmbdq0Ce+88w6uXr2KmJgYJCYmIiIiAjdu3MDXX39t6yUh8noswScit1RaWooOHTrgo48+QpcuXQAAOTk5eOONN/DFF19Ao9HgjTfewK9+9SsAgFqtxsKFC3Hx4kXk5uZi0KBBum1t3LgROTk5GD16NH7/+98jODhYt87atWtx5swZpKWlYdKkSc4/UQCpqakAWtsU+/n5mcz/8ssvUVpaiv/6r/8SnW9OXl4e8vLyDKbFxMRg8eLFBk1jzGlsbMSpU6cAmDbPAYDbt28DgGigrj9dv6+AsI65fheBgYEIDg5GTU0N1Go1goKCoFarUVtba3VfV69exe3bt006dUulpaUF5eXlOHr0KI4ePYrg4GD85je/kWVf9ggKCkJYWBhUKhUKCwvNXiOBVqvFe++9h7q6Ojz99NN47rnndPP27duHDRs2iK4XHx+P999/36RD8rlz57B8+XJs2LABH330Edq1awegNXDfvXs30tLSTEre1Wo1vv/+e3Ts2FHX5KqxsRF79+5Fhw4d8Pe//92gc3ZzczMuXbpk+0Uh8nIswScitzVnzhxdcA8AgwYNwr333ovy8nI88MADuuAeaA1yxNpFV1ZW4uDBgwgNDcW8efN0wb2wzty5c+Hr6+uy9ss//PADDh06BF9fX8ycOdNk/tWrV5GamoqxY8fa3EkzKCgI06dPx7p167Bt2zZs27YNK1asQGxsLG7cuIE333xTFzBbcubMGdTW1iI6Olq05Ly+vh5A69CNYoTpdXV1umnCv82tA0A39KSwrP765tYT1lGr1Wa32xZfffUVkpOTkZycjMcffxwpKSn4/PPPMXjwYLMjBLmC0CzNlnTNzc1FUVER7rnnHjz99NMG8yZPnozY2FjR9WJiYkRHGxo2bBgeeughqFQq/Pzzz7rpkZGRGDhwIAoKCpCfn2+wzrFjx9DQ0IAxY8bomgSp1WpoNBqEh4ebXNf27dsjISHB6rkRUSuW4BORW/L19TUZbx1o7eB4/fp1DB06VHQe0NpWWJCbm4umpiY88MADosFht27dEBERgZ9//hkNDQ0WA0+pFRUV4Z133oFWq0VKSopJyXNzczP+8Y9/IDg4GLNmzbJ5u3379jUJyAcPHowBAwbgjTfewIULF7B//3787ne/s7gdoXmOWOm9tzAe5lUYojIrKwtbt27F/PnzdS8XSnHhwgUArf0ZxPqePPzww7h8+bLouhqNBj/++CPy8/NRVVWl6xQuNKG6efOmrk8JAEyaNAk5OTk4ePCgQRt9oXmO8FIOtPYnCA0NxfXr17F582ZMnDjRbV6giJSGAT4RuaWuXbuKBh9CMCXWxEMYxUV/JBqheUhaWpouqDCnpqbGYoAvDFNp7LHHHrO7dLGsrAxLly5FTU0Npk2bJto5MjU1FdevX8fcuXMNajLaqn379vjtb3+LCxcu4Ny5cxYD/KqqKpw7dw4+Pj545JFHRJcR0qKhoUF0vjBdf3Qd4d/m1gH+VTMgLKu/fkNDg+h478I6Uo8FLzZMpkajwYcffohDhw7B398fCxYskHSfbVFVVQUAon04jAkvwD169BCd37NnT9HpN27cwPLlyy0Oz6pf2wK0Xr9u3brh+PHjmD17Njp06ICrV6/i2rVriIuLM6kRmD9/PtauXYtdu3Zh165d6NmzJwYMGIDRo0dj+PDhVs+NiFoxwCcit+TjY7kFobX5AqFT6b333mtQsijG2nCd9fX1ouNtDxw40K4Av7q6Gm+++SZKS0vx6KOPmi2dz8zMRLt27XD48GGT/VZUVAAAVq9eDT8/Pzz55JN44IEHrO5baHsvrG/OiRMn0NTUhEGDBplt0y0EiOY6dgrT9QNGYZ2ysjLRderr61FbW4uOHTvqgvWgoCAEBwejtrYWd+7cQXR0tNl9mQtapeTn54cXX3wR6enpOHbsGObMmWNTYC0XtVqNW7duAZCv069Wq8Xbb7+N0tJSTJo0CZMmTUJYWBg6dOiAdu3aYcuWLdi5c6dJB3dfX188+uij2LlzJ44fP44JEybg4MGDAAxL7wWDBw/Gxx9/jMzMTJw7dw65ubnIyMhARkYGRo0ahcWLF8tyfkSehgE+EXk0ITi9//778dJLLzm0rbCwMOzZs8ehbdTV1WHp0qUoKipCYmIiXnvtNV2nRDFarVbXpEKM0JRi3LhxNu2/pqYGgOU28IBtzXOEpivXr18XnX/t2jUAMHixioyMhJ+fH+7evYuysjKTmhixdYS/L1y4gGvXrpkE+E1NTSgsLIS/vz8iIyMtnpdUgoKC0LlzZ9y9excqlcqlAf6JEyeg1WoRGRlp00fjhGFYhQ7PxsRK6H/55Rf88ssv6NevH1599VWT+cILhpiJEydi165dOHjwIH7961/j+PHjCAoKwkMPPSS6fFBQEB555BFdzdGlS5fw9ttv49SpU/jhhx9Ykk9kA3ayJSKPNmjQIPj4+CAzMxNNTU0uPRaNRoMVK1YgPz8fw4YNw8KFCy2Ov79q1Srs2bNH9D+hVHzTpk3Ys2eP7tsA1gij4oh1mhXcunULly5dgr+/v8FHpYzFx8cjODgYKpVKNMg/efIkAGDEiBG6aQEBAboRjsSGYxRbB4CuQ7UwX9/Zs2fR2NiIwYMHO2UMfKC11FxoFmP8dV9nqqysxLZt2wC0fj/CFvfffz+A1ntBbNjUEydOmEwTXgzFanNqamqQlZVldn89e/bEsGHDkJ+fj61bt6K2tha//vWvbe67EBcXp3vR1O/ES0TmMcAnIo/WvXt3jB8/HqWlpVi7dq1o05SbN2+KBo5Sam5uxtq1a5GTk4OEhAQsXrzYriEv7bF7926T0lmtVovvvvsOu3fvRrt27SwO73jkyBEAre2nLbVp9/Pz0w1/uGHDBl07eKD1a7U3btzAgAEDdB+5EkybNg0AsH37dty8eVM3/dKlSzhw4ACCg4Mxfvx4g3Uee+wxBAUF4cyZM7qXFKA1wN20aRMAGHwYS04ajQaffvoptFotwsLC0KtXL6fsV59Wq8UPP/yAP/zhDygvL8egQYMMxpO3ZODAgejVqxdUKhW2b99uMO+7774THY4yPDwcPj4+yMnJMUizxsZGfPDBB6iurra4T2EI2t27dwMQb55TWlqK9PR0g/tI2IfwcTRrQ4ASUSs20SEijzdnzhyUlJTg1KlTOHfuHPr06YMePXqgoaEBhYWFUKlUGDlypOhXUqWyb98+nD59GkDrkIYffvih6HKzZs1yuENtamoqNm7ciL59+yIsLAwajQY3btxASUkJfHx88O///u8mQbc+4cNEtoyeM2PGDGRnZyMvLw8vvfQS7r//fty+fRuXL19Gly5dMG/ePJN1hgwZgqlTpyI1NRVz587FkCFD0NTUhKysLGi1WsybN8/ky6edOnXC3LlzsWbNGqxevRoDBw5Ep06dkJWVhdraWkybNs3mYUTt8c9//lP3ITLgX6PolJeXIyAgAPPmzbPYxMoe5vqV5OXl4b333gPQ2hypuroa165d09UgjBkzBi+//LLNX2P28fHB/Pnz8ec//xnbtm3DqVOnEB0dDZVKhatXr+I3v/mNybCxXbt2xfjx45GWlobXX38dgwYNQkBAAC5cuICWlhaMGzcOhw8fNrvPBx54AKGhobhz5w769esnWoNUU1OD9evXY8OGDejXrx9CQ0NRX1+PS5cu4e7du+jXr5/FGiUi+hcG+ETk8QICArB06VIcO3YMhw8fRkFBAa5cuYLOnTujZ8+eGDNmDB5++GFZj0Fo4gBAF+iLefbZZx0O8KdNm4affvoJhYWFKCoqQlNTE0JCQvDII48gOTnZYLhCY/n5+SguLkbXrl1FhyI15u/vj5UrV+o6Uf7zn/9Ep06dMG7cOMycOdNsieucOXPQp08f7Nu3D1lZWfD19cXgwYPx9NNPIz4+XnSdpKQkrFq1Ctu3b8fly5fR1NSEqKgoTJkyxeY+CPYqKCjQfbEXaK21CA0NxcSJE/HEE0/Y9MEwa4RRn8w1WVGpVFCpVABar3fHjh0RFRWla7oiNja9NbGxsVi7di2++OILXLhwAbdu3UJMTAzefPNNBAYGin4X4pVXXkGvXr1w8OBB5OTkICgoCEOGDMHzzz+P9PR0i/tr3749BgwYgKNHj4qW3gOtw9zOnj0b2dnZKCwsxJUrVxAQEICwsDD87ne/w4QJE2Sr9SLyNO20xl3eiYiIPNzs2bNRWlrqcKdpKWzatAlff/01UlJSMH36dFcfjizq6+vxb//2b2hpacHmzZslH840OTkZPXv2xGeffSbpdomUiiX4RETktYSmLw8//LBNw4xKrbKyUtfZWOzDbp5i//79qK2txeTJkyUL7s+dO6drTkZEhhjgExGR1xK+L9C7d2+nBvinT59GRkYGLl68iKqqKgwfPtxi0yklqqqqwubNm1FZWYkff/wRHTp0wJNPPinZ9ouKikS/S0FEbKJDRETkdNu2bcOOHTsQGhqKpKQkPPPMMzYPG6kUJSUlePHFF+Hr64uYmBjMmjVLlo7QRGSKAT4RERERkQfhOPhERERERB6EAT4RERERkQdhgE9ERERE5EEY4BMREREReRAG+EREREREHoQBPhERERGRB2GAT0RERETkQRjgExERERF5EAb4REREREQe5P8A6QlIMIe/o9cAAAAASUVORK5CYII=","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":760}},"output_type":"display_data"}],"source":["TIC = 'KIC 10593626'\n","sector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 74)\n","lc = sector_data.download()\n","lc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"729a7779c6ed4e699f0c6cc2626c0bce","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":19503,"execution_start":1722659173436,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":5,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":760}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/60\n","lc_collection_binned = lc.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"1aa067e2dd184055a85e57e6ddef83cd","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":4935,"execution_start":1722659193470,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":6,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":777}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/15\n","lc_collection_binned = lc.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"51722d2efb414ca281adbee82a0887e1","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":19774,"execution_start":1722659199002,"source_hash":null},"outputs":[{"data":{"text/html":["SearchResult containing 7 data products.\n","\n","<table id=\"table140666821973952\">\n","<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n","<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n","<tr><td>0</td><td>TESS Sector 40</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n","<tr><td>1</td><td>TESS Sector 41</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n","<tr><td>2</td><td>TESS Sector 53</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n","<tr><td>3</td><td>TESS Sector 54</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n","<tr><td>4</td><td>TESS Sector 55</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n","<tr><td>5</td><td>TESS Sector 74</td><td>2024</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n","<tr><td>6</td><td>TESS Sector 75</td><td>2024</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n","</table>"],"text/plain":["SearchResult containing 7 data products.\n","\n"," #     mission     year author exptime target_name distance\n","                                  s                 arcsec \n","--- -------------- ---- ------ ------- ----------- --------\n","  0 TESS Sector 40 2021   SPOC     120   158984573      0.0\n","  1 TESS Sector 41 2021   SPOC     120   158984573      0.0\n","  2 TESS Sector 53 2022   SPOC     120   158984573      0.0\n","  3 TESS Sector 54 2022   SPOC     120   158984573      0.0\n","  4 TESS Sector 55 2022   SPOC     120   158984573      0.0\n","  5 TESS Sector 74 2024   SPOC     120   158984573      0.0\n","  6 TESS Sector 75 2024   SPOC     120   158984573      0.0"]},"execution_count":7,"metadata":{},"output_type":"execute_result"}],"source":["TIC = \"KIC 10593626\" #KOI 87.01\n","available_data_select = lk.search_lightcurve(TIC)[0:2]\n","lc_collection = available_data_select.download_all().stitch()\n","available_data_all = lk.search_lightcurve(TIC, author=\"SPOC\")\n","available_data_all\n","# lc_collection.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)"]},{"cell_type":"markdown","metadata":{"cell_id":"b4acfe5920d64bc8b2159e4c6f611b9a","deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Trappist-1f"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"c65228f0650e4d2bb9373f3a545500fc","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":13412,"execution_start":1722659218819,"source_hash":null},"outputs":[{"name":"stderr","output_type":"stream","text":["/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 2 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":8,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":379,"width":748}},"output_type":"display_data"}],"source":["TIC = 'Trappist-1f'\n","available_data_all = lk.search_lightcurve(TIC, author=\"SPOC\")\n","available_data_all\n","sector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 70)\n","lc = sector_data.download()\n","lc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"ac52dd7de6604a56949ced15e75d088b","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":376,"execution_start":1722659232921,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":9,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":735}},"output_type":"display_data"}],"source":["lc_stitched = lc.normalize()\n","\n","lc_stitched.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"c54a95703d0e40a7b747707840263b9c","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":19669,"execution_start":1722659233770,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":10,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":745}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/60\n","lc_collection_binned = lc_stitched.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"cc22e544716b4addb4945a1e1e1e629d","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":5308,"execution_start":1722659253921,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":11,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":745}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/15\n","lc_collection_binned = lc_stitched.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"7334fb6bf27f41b6a86efd3e6d601cfa","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":850,"execution_start":1722661136718,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":52,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":756}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24\n","lc_collection_binned = lc_stitched.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"markdown","metadata":{"cell_id":"d637564fa7d548479ab4fd714532e048","deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Kepler-69c"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"df1281fe0c0d4a2b945e7378abc88f0e","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":23529,"execution_start":1722659259778,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":12,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":750}},"output_type":"display_data"}],"source":["TIC = 'Kepler-69c'\n","available_data_all = lk.search_lightcurve(TIC, author=\"SPOC\")\n","available_data_all\n","sector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 74)\n","lc = sector_data.download()\n","lc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"8351336bccac42569654b5d64db90372","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":329,"execution_start":1722659283881,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":13,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":747}},"output_type":"display_data"}],"source":["lc_stitched = lc.normalize()\n","lc_stitched.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"379f51ef1bed46419df6822b8b9d8483","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":18574,"execution_start":1722659284460,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":14,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":757}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/60\n","lc_collection_binned = lc_stitched.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"ee131eb9dab243e6a081975b2ca5569c","deepnote_cell_type":"input-slider","deepnote_input_label":"","deepnote_slider_max_value":24,"deepnote_slider_min_value":0,"deepnote_slider_step":1,"deepnote_to_be_reexecuted":false,"deepnote_variable_name":"input_1","deepnote_variable_value":"24","execution_millis":235,"execution_start":1722659303538,"source_hash":null},"outputs":[],"source":["input_1 = 24"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"1819207e33be4f97be8a028b1545f3be","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":812,"execution_start":1722659303539,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":16,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":380,"width":757}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/input_1/2\n","lc_collection_binned = lc_stitched.bin(bin_time)\n","lc_collection_binned.plot(color = 'red', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"6be7f6b510c14b2ea7fe365cccc36794","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":443,"execution_start":1722659304873,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":17,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":761}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24\n","lc_collection_binned = lc_stitched.bin(bin_time)\n","lc_collection_binned.plot(color = 'red', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{},"outputs":[{"ename":"NameError","evalue":"name 'lk' is not defined","output_type":"error","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)","Cell \u001b[0;32mIn[1], line 2\u001b[0m\n\u001b[1;32m      1\u001b[0m TIC \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mKepler-69c\u001b[39m\u001b[38;5;124m'\u001b[39m\n\u001b[0;32m----> 2\u001b[0m available_data_all \u001b[38;5;241m=\u001b[39m \u001b[43mlk\u001b[49m\u001b[38;5;241m.\u001b[39msearch_lightcurve(TIC, author\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSPOC\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m      3\u001b[0m available_data_all\n\u001b[1;32m      4\u001b[0m sector_data \u001b[38;5;241m=\u001b[39m lk\u001b[38;5;241m.\u001b[39msearch_lightcurve(TIC, author \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mSPOC\u001b[39m\u001b[38;5;124m'\u001b[39m, sector \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m74\u001b[39m)\n","\u001b[0;31mNameError\u001b[0m: name 'lk' is not defined"]}],"source":["import lightkurve as lk\n","import matplotlib.pyplot as plt\n","\n","TIC = 'Kepler-69c'\n","available_data_all = lk.search_lightcurve(TIC, author=\"SPOC\")\n","available_data_all\n","sector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 74)\n","lc = sector_data.download()\n","lc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)\n","\n","lc_stitched = lc.normalize()\n","lc_stitched.plot(color = 'gold', lw = 0, marker = '.')\n","\n","bin_time = 15/24/60\n","lc_collection_binned = lc_stitched.bin(bin_time)\n","\n","# Create a figure and axis\n","fig, ax = plt.subplots()\n","\n","# Set the axis face color to transparent\n","ax.set_facecolor('none')\n","fig.patch.set_alpha(0)\n","\n","# Plotting the binned lightcurve\n","lc_collection_binned.plot(ax=ax, color='red', lw=0, marker='.')\n","\n","# Save the figure with a transparent background\n","plt.show()"]},{"cell_type":"markdown","metadata":{"cell_id":"845c74e203374da9a5b39c5ae97a635f","deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# TOI-700d"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"03ccafa281344026a98e7e5cc001aa55","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":48286,"execution_start":1722659700590,"source_hash":null},"outputs":[{"name":"stderr","output_type":"stream","text":["/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 2 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":27,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":778}},"output_type":"display_data"}],"source":["TIC = 'TOI-700d'\n","available_data_all = lk.search_lightcurve(TIC, author=\"SPOC\")\n","available_data_all\n","sector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 62)\n","lc = sector_data.download()\n","lc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"0eb0dc0df4c84d94b1b9f5610204197a","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":232,"execution_start":1722659778956,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":28,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":765}},"output_type":"display_data"}],"source":["lc_stitched = lc.normalize()\n","lc_stitched.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"e3a859c544ee4b1bba1a9f842469ec0f","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":36453,"execution_start":1722660043077,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":32,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":775}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/120\n","lc_collection_binned = lc_stitched.bin(bin_time)\n","lc_collection_binned.plot(color = 'green', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"abee4b52c7184750af963a0a9a30d483","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":1478,"execution_start":1722659829167,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":30,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":785}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/input_1/2\n","lc_collection_binned = lc_stitched.bin(bin_time)\n","lc_collection_binned.plot(color = 'red', lw = 0, marker = '.')"]},{"cell_type":"markdown","metadata":{"cell_id":"e831e8bdc4aa495e9fb929be0795a465","deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Kepler-442b"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"b02b5c49ea2d4a999f5d0d59d307f9ca","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":313,"execution_start":1722660440275,"source_hash":null},"outputs":[{"name":"stderr","output_type":"stream","text":["/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 25 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":42,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":378,"width":769}},"output_type":"display_data"}],"source":["TIC = 'Kepler-442'\n","available_data_all = lk.search_lightcurve(TIC)\n","available_data_all\n","sector_data = lk.search_lightcurve(TIC)\n","lc = sector_data.download()\n","lc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"34ea2ab166984a899ccd79b80da63dae","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":69,"execution_start":1722660474079,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":43,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":756}},"output_type":"display_data"}],"source":["lc_stitched = lc.normalize()\n","lc_stitched.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"efa04ec5e119436aaa186f7e985b4405","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":9523,"execution_start":1722660495524,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":44,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":756}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/120\n","lc_collection_binned = lc_stitched.bin(bin_time)\n","lc_collection_binned.plot(color = 'green', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"b1201ff6d2274c7bb12db77c438315e3","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":1082,"execution_start":1722660505642,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":45,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":394,"width":791}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/input_1/2\n","lc_collection_binned = lc_stitched.bin(bin_time)\n","lc_collection_binned.plot(color = 'red', lw = 0, marker = '.')"]},{"cell_type":"markdown","metadata":{"cell_id":"a8419c6640a842ccaf67b2c7464366cf","deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Kepler-186f"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"67d49401c7674dc79919a762c559f46e","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":510,"execution_start":1722660794626,"source_hash":null},"outputs":[{"name":"stderr","output_type":"stream","text":["/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 66 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":48,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAwEAAAF4CAYAAAAMrfU1AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy89olMNAAAACXBIWXMAAA9hAAAPYQGoP6dpAADtyUlEQVR4nOzdfXyT9b34/1fSNmnTe2gpbWmlSoGK0CKKCgemiJvKdINNPLrp5tSz75hnUzzn6G/43bxjG+ocPuY8m/vqlOk8FqXHm6lsFRidoEVGb9BCC5Q2vU/StE2TNEmT/P5Ir8ukTaEthabwfj4eeziSK7muJrmu63Pz/rzfGr/f70cIIYQQQghxztBO9AEIIYQQQgghzizpBAghhBBCCHGOkU6AEEIIIYQQ5xjpBAghhBBCCHGOkU6AEEIIIYQQ5xjpBAghhBBCCHGOkU6AEEIIIYQQ5xjpBAghhBBCCHGOiZ7oAxBD+Xw+Ojs7iYuLQ6PRTPThCCGEEEKIScLv9+N0OpkyZQpa7fDj/dIJiECdnZ3ccccdE30YQgghhBBikvrjH/9IWlrasM9LJyACxcXFAYEvz2AwTPDRCCGEEEKIycLhcHDHHXeo7cnhSCcgAikhQAaDQToBQgghhBBi1E4WUi6dgAi2fv36IbFcq1atYtWqVRN0REIIIYQQ4mwgnYAI9vTTT8tMgBBCCCGEGHeSIlQIIYQQQohzjMwECCGEEEKcJg6HA6vVis/nm+hDEZOcVqslNTV13KJEpBMghBBCCDHOfD4fW7du5eOPP57oQxFnmcsvv5ybbrrphDUARkI6AUIIIYQQ40zpANxwww2cf/75REVFTfQhiUnO6/Vy7Ngx3nnnHQBuvvnmU3o/6QQIIYQQQowjh8OhdgBWrFgx0YcjziIzZ84E4J133uGGG244pdAgWRgshBBCCDGOrFYrAOeff/4EH4k4Gym/K+V3NlbSCRBCCCGEGEfKImAJARKng/K7OtXF5tIJEEIIIYQQ4hwjnQAhhBDiLFRZ2cizz35IZWXjRB+KECICycLgCLZ+/foh6Z9WrVrFqlWrJuiIhBBCTBZlZXXs2FEDQGFh7gQfjZis/vznP1NSUsLWrVtDHn/hhRd46623uOeee/jyl7887Hbd3d288cYblJeXYzKZiI6O5vzzz2fFihVcffXVJwyZ+uSTTyguLsZoNBIbG8uFF17Id7/7XaZPn65uU1ZWRllZGbW1tVgsFu644w7WrFkT8j61tbW8//77fPbZZ1gsFqZOncrSpUu5+eabiY2NDdm2pqaGF154gfr6epKTk7n++uv5xje+gUajCdnOYrGwZcsWPv30U/r6+pg2bRo333wzV155pbqN3W7nhRdeYO/evXi9XhYuXMj3v/99pkyZEvJef/3rX3nnnXdobW0lMTGRiy++mNtuu42UlJRhP5vxIJ2ACPb000+PW0EIIYQQ55Zly/JD/ivEeHnppZd46623WLduHV/+8peH3a6lpYUNGzbg8/n42te+xqxZs/B4PFRVVfH//t//Iykpicsvvzzsa6urq/n5z3/OVVddxW233YbNZuPVV1/lpz/9Kb/5zW/Q6/UAfPTRR7S3t3PppZfywQcfhH2vsrIyWlpaWLNmDdnZ2TQ2NvLqq69SW1vLxo0bQ473Zz/7GUVFRdx2223U19fz8ssvo9VqQzoWnZ2d/Md//AczZszgnnvuwWAw0NDQgMfjCdnvE088QWNjI+vWrUOn0/GnP/2Jhx9+mF//+tdq52fHjh385je/Yc2aNVx88cWYTCa2bNmC0WjkiSeeGNkXMkbSCRBCCCHOQoWFuTIDIMbdn/70J958801+8IMfcO21155w21/96ld4vV5+/etfM3XqVPXxRYsWsWrVKhwOx7Cv3b17N+np6fz4xz9WR+GTk5PZsGEDR44cYd68eQD813/9lxo1MVwn4Jvf/CbJycnqv+fPn098fDy/+tWvOHLkCLNmzQJg27ZtJCYm8p//+Z/ExMRQWFhIT08PxcXF3HDDDcTExADwxz/+kfT0dB5++GG1MV9YWBiyz0OHDvHPf/6TRx55hIsvvhiA7Oxs1q1bx549e1i2bBkAf//737nooou44447Ql7/zDPPYDKZSE9PP9FHfEpkTYAQQgghhDipP//5zxQXF/P973+f66+//oTbfvbZZ9TW1nLTTTeFdAAU06ZNU3Peh+P1eomLiwsJw1GiI/x+v/rYSKrmBncAFBdccAEQGNVX7N+/n8svv1xt7AMsW7YMu93OoUOHgEANiH/84x9cf/31Jwxl+vTTT4mPj2fhwoXqYzNmzCAvL49PP/1Ufay/v5/4+PiQ14b7O08H6QQIIYQQQogTev3113nttde46667+OpXv3rS7Q8ePAgERv3H4uqrr8ZoNPKXv/wFu91OW1sbf/rTnzj//PMpKCgY03sG+/zzz4FAwxygr68Ps9ms/lsxY8YMNBoNTU1NABw9epT+/n6ioqJ48MEH+frXv85tt93GSy+9RH9/v/q6pqYm9bXBcnJyaG5uVv99zTXXsH//fj766CMcDgcNDQ0UFxezePFipk2bdsp/54lIOJAQQgghxASprGykrKyOZcvyTxi+NdLtRrvtSPT19fHKK6/w5S9/ma997Wsjeo3FYgEYczjLvHnz+MlPfsJTTz3F7373OyBQJCs4BGesuru7+fOf/8xll11GVlYWEFjECwwZlY+JiUGv12Oz2YAvCnT95je/4Stf+Qq33nortbW1vPrqq2g0Gr7zne+o7zf4vQASEhLU9wK48sorcblcPPXUU2onoqioiP/8z/88pb9xJGQmQAghhBBigihZnMrK6sZlu9FuOxI6nY558+bx97//XR1BP91qamp4+umn+cpXvsLGjRt58MEH8fl8PProo7hcrjG/b39/P08++SQA69atG/XrlQJdRUVF3HnnnSxYsIBvfvObrFmzhrfeemvUx7Znzx5eeOEFbr75Zn7+859z33330dLSwqZNmyQcSAghhBDibLVsWT4rVhScNIvTSLcb7bYjodVq+b//9/+SnZ3No48+yvHjx0/6GmUdgMlkGtM+n3/+eRYsWKA2tJcuXcrPfvYzjh49ys6dO8f0nn6/n2eeeYba2loefvjhkFSdyqi9MiOg8Hg8uFwuEhMTgcBIPsCCBQtCtissLMTj8dDa2qq+3+D3Aujt7VXfy+/389xzz/GVr3yFf/3Xf2X+/PmsWLGC+++/n08//ZQDBw6M6e8cKekECCGEEEJMkMLCXO655+qThu2MdLvRbjtS8fHxPPLIIyQlJfGzn/2Mtra2E25/0UUXAYy5IdvY2Mj5558f8lhaWhpJSUkn3fdwXnzxRf7xj3+wYcMG8vLyQp6LjY0lLS1Njf1XNDc34/f71bUCubkn/kzdbjcQWEugvDZYU1MT2dnZQCAsqbu7e8ixKH/3WP/OkZJOgBBCCCGEOKmUlBQee+wxAH7605+q8fHhzJs3j9mzZ1NcXBySgUdhMplOOKMwbdo0jh49GvJYR0cHPT09Y1owu3XrVt566y3uvffeIek8FYsWLeKTTz4JWeBbVlZGfHw8c+fOVY9r5syZVFRUhLy2oqICnU6ndhIuueQSent7qaysVLdpbm7m2LFjXHLJJUAga5Ferx/ydyr/loXB5zCpGCyEEEKISJKRkcGjjz7Kgw8+yM9+9jN+8YtfhF0AC3D//ffzk5/8hPvuu4+vf/3rarGwgwcP8pe//IX77rtv2DSh1113HX/4wx94/vnnWbx4MTabjddff53k5GT+5V/+Rd2usbERo9Go/ruhoYGPPvoIvV6vNrZ37drFli1buPLKK8nIyFDTfQJkZmaqKUTXrFnD3//+d5588kmuv/56Ghoa2LZtG7fddltI2tDbbruNxx9/nD/84Q9ccskl1NXVUVJSwpo1a9QKxHPnzuXiiy/mmWee4c4771SLhc2cOZMlS5YAoNFo+MpXvsJ7772HwWDgoosuwmQy8ec//5nc3NxhOyvjRToBEUwqBgshhBAi0px33nn87Gc/46GHHuLRRx/l0UcfDbtdVlYWmzdv5s033+T999/HZDIRExPD+eefz913382ll1467D6U4lzvvfcef/vb34iLi2Pu3Lk88MADJCUlqdv94x//4LXXXlP/vWPHDnbs2MG0adN44YUXgC9Cknbt2sWuXbtC9vPjH/+YlStXqsf76KOP8sILL/DII4+QnJzMrbfeyurVq0Nes3jxYv7zP/+T//mf/+G9995jypQp3HrrrXzzm98M2e6//uu/eOGFF3j22Wfx+XwUFRXx/e9/PyS70Xe/+12Sk5PZuXMn27ZtIykpiQULFgzpeJwOGv/pXnosRs3hcHDzzTfz+uuvSydACCGEmGSMRiNPP/0069evJycnZ6IPR5xlTvb7Gmk7UtYECCGEEEIIcY6RToAQQgghhBDnmEm7JqC2tpYdO3ZQVVVFR0cHiYmJzJkzh9tuu01NvaTweDy8+uqr7Ny5k97eXmbOnMm3v/1tFi5cGLJddXU1P/nJT8Lu78knn1RXho/mPUe7rRBCCCGEEKfbpO0EvPnmm9TU1LB06VJmzpxJV1cX7777Lvfeey9PPfUU5513nrrt5s2b+eijj7jxxhvJysriww8/5JFHHmHjxo3MmzdvyHvfcMMN5OeHFtjIzMwM+fdo3nO0+xdCCCGEEOJ0mrSdgK9//ev8x3/8R8jK6WXLlnHPPffwxhtvcP/99wOBGYPdu3dzxx13sGbNGgBWrFjBPffcw0svvaSWjg42b948li5dOuy+R/OeY9m/EEIIISYvJb231+ud4CMRZyPldzU4jfxoTdo1AQUFBUNSJ2VlZZGbmxuSL/ajjz5Cq9Vy7bXXqo/pdDquueYaDh06NGw5a4fDMezJO5r3HOv+hRBCCDE5paamAnDs2LEJPhJxNlJ+V8rvbKwm7UxAOH6/n66urpCSzseOHSM7O3tIiqTZs2cDUF9fT3p6eshzzzzzDE6nE61Wy7x587jjjjtCwoNG855j2b8QQgghJi+DwcDll1/OO++8A8D5558fkhteiLHwer0cO3aMd955h8svv/yU08ifVZ2AXbt2YbFY+Na3vqU+1tnZGbanpDxmsVjUx6Kjo1myZAmXXHIJSUlJNDY2UlJSwoMPPsgTTzzBBRdcMOr3HM22gzkcjhP+vYqYmJjTXlBCCCGEECN30003AagdASHGy+WXX67+vk7FWdMJMBqN/O53v2Pu3LmsWLFCfdztdodtIOt0OvV5RUFBAQUFBeq/L7vsMpYuXcq///u/s2XLFh555JFRv+doth3sjjvuGPa5YLfccgu33nrriLYVQgghxOmn1Wq5+eabueGGG7Barfh8vok+JDHJabVaUlNTx62Q7FnRCbBarTz66KMYDAYefPDBkCk3nU6Hx+MZ8hql8a00xoeTlZXF5Zdfzp49e/B6vURFRY3qPU9l/3/84x9H9EXLLIAQQggRmQwGw7g12oQYT5O+E2C323n44Yex2+388pe/ZOrUqSHPT5kyJWzIjdVqBRiyfThpaWn09/fjcrkwGAyjes9T2b9cOIQQQgghxOkwabMDQWA0/bHHHqO5uZmf/vSnIQuCFXl5eTQ3Nw+Jrz98+LD6/Mm0tbWh0+mIjY0d9XuOx/6FEEIIIYQYT5O2E+D1enniiSc4dOgQDz74YEg132BLly7F5/PxwQcfqI95PB5KS0uZM2dOSGae7u7uIa+vr6+nvLychQsXqvlYR/Oeo9lWCCGEEEKIM2HShgO9+OKLfPLJJyxevBibzcbOnTtDnr/qqqsAmDNnDkuXLmXLli10d3eTmZnJjh076Ojo4Ec/+lHIa5544gl0Oh1z584lJSWFxsZGtm/fjl6v5zvf+Y663WjeczTbCiGEEEIIcSZo/H6/f6IPYiz+v//v/+PgwYPDPh+cksvtdvPKK6+wa9cuent7mTlzJt/+9re5+OKLQ17z9ttv8/e//53W1lYcDgfJycksWLCAW265haysrJBtR/qeo90WAqlBb775Zl5//XVZEyCEEEIIIUZspO3ISdsJOJtJJ0AIIYQQQozFSNuRk3ZNgBBCCCGEEGJspBMghBBCCCHEOUY6AUIIIYQQQpxjJm12oHPB+vXr1bSkilWrVrFq1aoJOiIhhBBCCHE2kE5ABHv66adlYbAQQgghhBh3Eg4khBBCCCHEOUY6AUIIIYQQQpxjpBMghBBCCCHEOUY6AUIIIYQQQpxjpBMghBBCCCHEOUY6AUIIIYQQQpxjpBMghBBCCCHEOUY6AUIIIYQQQpxjpFhYBJOKwUIIIYQQ4nSQTkAEk4rBQgghhBDidJBwICGEEEIIIc4x0gkQQgghhBDiHCOdACGEEEIIIc4x0gkQQgghhBDiHCOdACGEEEIIIc4x0gkQQgghhBDiHCOdACGEEEIIIc4x0gkQQgghhBDiHCOdACGEEEIIIc4xUjE4gq1fvx6tNrSftmrVKlatWjVBRySEEEIIIc4G0gmIYE8//TQGg2GiD0MIIYQQQpxlJBxICCGEEEKIc4x0AoQQQgghhDjHSCdACCGEEEKIc4x0AoQQQgghhDjHSCdACCGEEEKIc4x0AoQQQgghhDjHSCdACCGEEEKIc4x0AoQQQgghhDjHSLGwCCYVg4UQQgghxOkgnYAIJhWDhRBCCCHE6SDhQEIIIYQQQpxjpBMghBBCCCHEOUY6AUIIIYQQQpxjJu2agNraWnbs2EFVVRUdHR0kJiYyZ84cbrvtNrKzs0O29Xg8vPrqq+zcuZPe3l5mzpzJt7/9bRYuXHjCfbz++uu88sor5Obm8tvf/lZ9vLq6mp/85CdhX/Pkk08yd+7ccdm/EEIIIYQQp8Ok7QS8+eab1NTUsHTpUmbOnElXVxfvvvsu9957L0899RTnnXeeuu3mzZv56KOPuPHGG8nKyuLDDz/kkUceYePGjcybNy/s+5vNZrZu3UpsbOywx3DDDTeQn58f8lhmZuaQ7cayfyGEEEIIIU6XSdsJ+PrXv85//Md/EBMToz62bNky7rnnHt544w3uv/9+IDBjsHv3bu644w7WrFkDwIoVK7jnnnt46aWXePLJJ8O+/4svvsicOXPw+Xz09PSE3WbevHksXbr0hMc51v0LIYQQQghxukzaNQEFBQUhHQCArKwscnNzMRqN6mMfffQRWq2Wa6+9Vn1Mp9NxzTXXcOjQIUwm05D3PnjwIB999BF33333SY/D4XDg9XqHfX4s+xdCCCGEEOJ0mrQzAeH4/X66urrIzc1VHzt27BjZ2dlD8u3Pnj0bgPr6etLT09XHvV4vv//97/nyl7/MzJkzT7i/Z555BqfTiVarZd68edxxxx1DwoNGu38hhBBCCCFOt7OqE7Br1y4sFgvf+ta31Mc6OztJTU0dsq3ymMViCXn8gw8+wGQy8fjjjw+7n+joaJYsWcIll1xCUlISjY2NlJSU8OCDD/LEE09wwQUXjHn/wRwOx7DPBYuJiRkyKyKEEEIIIcRwzppOgNFo5He/+x1z585lxYoV6uNutztsA1mn06nPK3p6enj11Ve5+eabSU5OHnZfBQUFFBQUqP++7LLLWLp0Kf/+7//Oli1beOSRR8a0/8HuuOOOYZ8Ldsstt3DrrbeOaFshhBBCCCHOik6A1Wrl0UcfxWAw8OCDDxIVFaU+p9Pp8Hg8Q16jNL6VxjjAK6+8QkJCAl/96ldHfQxZWVlcfvnl7NmzB6/Xqx7DaPY/2B//+MchYUThyCyAEEIIIYQYjUnfCbDb7Tz88MPY7XZ++ctfMnXq1JDnp0yZEjbkxmq1Aqjbt7S0sH37du666y46OzvV7TweD16vl/b2dgwGA4mJicMeS1paGv39/bhcLrXxPtL9h2MwGEbUCRBCCCGEEGI0JnUnwO1289hjj9Hc3Mzjjz8esiBYkZeXR1VVFQ6HI6RBffjwYfV5CMTm+3w+nn/+eZ5//vkh73PXXXdx4403njBjUFtbGzqdLqS2wEj3L4QQQgghxJky5k7Ajh07xu0ggmP4R8rr9fLEE09w6NAhHnrooSFVehVLly6lpKSEDz74QM3T7/F4KC0tZc6cOWpmntzc3LBVgF955RWcTid33323Wgisu7t7yJqB+vp6ysvLWbRoEVrtF5lXR7p/IYQQQgghzpQxdwI2b96MRqMZl4MYSyfgxRdf5JNPPmHx4sXYbDZ27twZ8vxVV10FwJw5c1i6dClbtmyhu7ubzMxMduzYQUdHBz/60Y/U7ZOTk7niiiuG7Oftt98GCHnuiSeeQKfTMXfuXFJSUmhsbGT79u3o9Xq+853vhLx+pPsXQgghhBDiTDmlcKCZM2dy+eWXj/n1H3/8McePHx/Ta48dOwZAeXk55eXlQ55XOgEA69ev55VXXmHnzp309vYyc+ZMfvrTn3LRRReNad+XXXYZf//733nrrbdwOBxqB+KWW24hKytryPbjvX8hhBBCCCFOhcbv9/vH8sIbb7yRq6++mh//+Mdj3vnmzZvZuXMnb7311pjf42zkcDi4+eabef3112VhsBBCCCGEGLGRtiO1wz5zEgaDAb1eP9aXA4H0mHFxcaf0HkIIIYQQQojRGXM40P/8z/+c8s7XrVvHunXrTvl9hBBCCCGEECM35pkAIYQQQgghxOQ0qesEnO3Wr18fkm4UYNWqVaxatWqCjkgIIYQQQpwNpBMQwZ5++mlZGCyEEEIIIcbduIcD7d+/n7vuumu831YIIYQQQggxTsa9E9DX14fJZBrvtxVCCCGEEEKMkxGHA73yyisj2q6pqWnMByOEEEIIIYQ4/UbcCSguLiY+Pv6kMeput/uUD0oIIYQQQghx+oy4EzB9+nTmzZt30grBH330EU888cQpH5gQQgghhBDi9BjxmoC5c+dSU1Mzom39fv+YD0gIIYQQQghxeo14JuDGG2/k888/P+l2F110ERs3bjylgxJCCCGEEEKcPiPuBMyaNYtZs2addLvk5GTmz59/SgclhBBCCCGEOH2kWFgEk4rBQgghhBDidDjlToDJZGLz5s0SAnQaSMVgIYQQQghxOpxysTCXy8XBgwfH41iEEEIIIYQQZ8C4VwwWQgghhBBCRDbpBAghhBBCCHGOkU6AEEIIIYQQ5xjpBAghzpjKykaeffZDKisbJ/pQhBBCiHOapAgVQpwxZWV17NgRqDxeWJg7wUcjhBBCnLukEyCEOGOWLcsP+a8QQgghJsa4dAL8fv94vI0Q4ixXWJgrMwBCCCFEBDjlNQGpqan84Ac/GI9jEUIIIYQQQpwBpzwTEB8fz3XXXTcexyIGWb9+PVptaD9t1apVrFq1aoKOSAghhBBCnA1kTUAEe/rppzEYDBN9GEIIIYQQ4iwzbp0Aq9VKc3Mz2dnZpKamqo+3trbypz/9iYaGBtLT0/nXf/1X5s6dO167FUIIIYQQQozSuNUJeOONN9iwYQMOh0N9zOFw8MADD/DRRx9hNBr55z//yUMPPURLS8t47VYIIYQQQggxSuPWCTh48CA5OTlkZ2erj5WWltLV1cXy5cv53e9+x5133onb7aakpGS8diuEEEIIIYQYpXHrBFgsFqZPnx7y2KeffkpUVBR33XUXWVlZfO1rXyMvL4+DBw+O126FEEIIIYQQozRunQCn04ler1f/7fV6OXToEBdccAHJycnq4zNmzMBisYzXboUQQgghhBCjNG6dgClTptDU1KT++/PPP6evr4/58+eHbOf1eomOlqREQgghhBDDqaxs5NlnP6SysnGiD0WcpcatEzB37lyOHz/OW2+9xfHjx3nllVfQaDQsXrw4ZDuj0cjUqVPHa7dCCCGEEGedsrI6duyooaysbqIPRZylxm1I/pvf/CZ79uzhxRdfBMDv9zN//nwKCgrUbdrb2zEajVxzzTXjtVshhBBCiLPOsmX5If8VYryNWyfgvPPOY9OmTbzzzjv09PRwwQUXsGbNmpBt/vnPf5KXl8fll18+Xrs9q0nFYCGEEOLcVFiYS2Fh7kQfhjiLafx+v3+iD0KEcjgc3Hzzzbz++utSMVgIIYQQQozYSNuR47YmQAghhBBCCDE5SCdACCHEmEj2EiGEmLwkV6cQQogxUbKXABK7LIQQk8yk7QTU1tayY8cOqqqq6OjoIDExkTlz5nDbbbeRnZ0dsq3H4+HVV19l586d9Pb2MnPmTL797W+zcOHCE+7j9ddf55VXXiE3N5ff/va3Y37Pse5fCCEimWQvEUKIyWvShgO9+eab7Nmzh8LCQu6++26uvfZaPvvsM+69914aGhpCtt28eTP/+7//y5e+9CXuvvtutFotjzzyCJ999tmw7282m9m6dSuxsbFhnx/Ne45l/0IIEUkk9EcIIc4up9wJMJlMbNiwYTyOZVS+/vWv88ILL/D973+fr3zlK9x8881s2rQJr9fLG2+8oW5XW1vL7t27uf322/ne977Htddey8aNG5k2bRovvfTSsO//4osvMmfOHGbNmjXkudG851j3L4QQkSRc4SIpZiSEEJPXKXcCXC4XBw8eHI9jGZWCggJiYmJCHsvKyiI3Nxej0ag+9tFHH6HVarn22mvVx3Q6Hddccw2HDh3CZDINee+DBw/y0Ucfcffdd4fd92jecyz7F0KISLNsWT4rVhSEhP6Ee0wIIcTkMGnXBITj9/vp6uoiN/eLBWrHjh0jOzt7SJ7U2bNnA1BfX096err6uNfr5fe//z1f/vKXmTlzZtj9jOY9R7t/IYSIROEKF0kxIyGEmLzOqk7Arl27sFgsfOtb31If6+zsJDU1dci2ymMWiyXk8Q8++ACTycTjjz8+7H5G856j3X8wh8Mx7HPBYmJihsyKRIrKykbKyupYtixfGgtCCCGEEBHirOkEGI1Gfve73zF37lxWrFihPu52u8M2kHU6nfq8oqenh1dffZWbb76Z5OTkYfc1mvcczbaD3XHHHcM+F+yWW27h1ltvHdG2Z5qkEBRicpAOuxBCnFvOik6A1Wrl0UcfxWAw8OCDDxIVFaU+p9Pp8Hg8Q16jNL6VxjjAK6+8QkJCAl/96ldPuL/RvOdoth3sj3/84wnLPSsidRYAJIWgEJFmuMZ+cIdd+bd0CIQQ4uw16TsBdrudhx9+GLvdzi9/+UumTp0a8vyUKVPChtxYrVYAdfuWlha2b9/OXXfdRWdnp7qdx+PB6/XS3t6OwWAgMTFxxO85mv2HYzAYRtQJiGQSMyxEZBludi64wy4zeGcPmeERQgxnUncC3G43jz32GM3NzTz++OMhC4IVeXl5VFVV4XA4QhrUhw8fVp+HQGy+z+fj+eef5/nnnx/yPnfddRc33ngjd99994jfczT7F0KIM2G42blwHXaZwZv8pEMnhBjOuHQC/H7/eLzNqHi9Xp544gkOHTrEQw89xNy5c8Nut3TpUkpKSvjggw9Ys2YNEBjdLy0tZc6cOWpmntzcXH7yk58Mef0rr7yC0+nk7rvvJjMzc1TvOdpthRDidBvJ7JzM4J09JCRTCDGcU+4EpKam8oMf/GA8jmVUXnzxRT755BMWL16MzWZj586dIc9fddVVAMyZM4elS5eyZcsWuru7yczMZMeOHXR0dPCjH/1I3T45OZkrrrhiyH7efvttgJDnRvqeo91WCCEmioSNnJ2kQyeEGM4pdwLi4+O57rrrxuNYRuXYsWMAlJeXU15ePuR5pRMAsH79el555RV27txJb28vM2fO5Kc//SkXXXTRmPc/mvc8HfsXQojx9Nvf7qCsrJaqKiPPP//diT4cIYQQp5nGPxGxPOKEHA4HN998M6+//vqkXxgshJgcvvrVzRw82MRFF83g3XfvHfP7yIyCECcm54g43Ubajhz3hcE9PT3s2rWL2tpaenp6KCws5Bvf+AYADQ0NtLW1UVhYSGxs7HjvWgghxAkENz4gNA3od76zhJKSAyxalMuzz344pgZKZWUjmza9j8ViUx+Txk5kkwbpmSeLtUWkGNdOwD/+8Q9+85vf0NfXh9/vR6PRhKTAtFgs/PznP+fee+8NCdcRQghx+g2uBRD8/9vbbaxevZAtW/bQ1GSltdV6wgZKuMZjcXE5NTUtzJiRyrJl+Tz33A52766lutrI73//XWlwRiBpkJ55slhbRIpx6wQcOnSIp556CoPBwPe+9z0uvPBC7r///pBtCgsLMRgM7N27VzoB4pRIY0KI0QvX+AiuCxAbG0NTk5XeXhdVVU1UVjaGnF/B5134xqMGnS6aBQtyKCzMpaWlC7vdxf79DeprpcEZWaRBeubJYm0RKcatE1BcXIxGo+HRRx9l1qxZYbeJioriggsuoKGhYbx2e1Zbv349Wq025LFVq1axatWqCTqiyCGNCSFGTzlXlIb8PfdcrT7X2tqF2dzD4sUzaWnpxu3up6ysLmT74PMuuPGoNPCnTDGQnp6IyWSjsrKR229fwubNpbjdHjZtep9Fi3KJjY0hIyPxDP/lYjjSIBVi/FVWNlJcvA/ws3bt4og9x8Z1JmDu3LnDdgAUqamp1NbWjtduz2pPP/20LAwehoxeCTE2w3Wgq6qMNDVZWbx4JgsW5AD+Ezb8gxuPGza8QWlpDdOmBToAJpONsrI6tZOxadP7VFU1YrM5iYmJpqLCSHu7TWbyhAhDZronv7KyOkpLPwcgMzM1Yr/HcesEuFwukpOTT7pdb2/veO1SnMNk9EqIscnISBwyGl9cXM6hQ20AtLR0YzLZWbGiIOQcG9zwD6UBICsrJaQDAYG1Bl6vD6/XT1ZWMvPn59LaapWZPCGCnDzUTkSaE3XWli3Lp7W1i+BrYSQat07A1KlTaWxsPOE2fr+fhoYGMjIyxmu3QgghRqGiwsjRox1UVBiZPXs6ZWV1HDnSjsfTT3R0FHPnTue889LVG5fS8K+sbFSzBkFo1p+1ay8deHc/RUU5VFQYee65DwHo6nKQmmpg1qwMVq68kIoKI2azjYKC6RF9cxTiTBpuxk1ErpN11jIzUyJ+NmfcOgEXX3wx77//Prt372b58uVht/nrX/+K2WzmS1/60njtVgghxKj41f8WF5dTWlpDfLwOjUaDx9PPp582UFPTRlWVkR/+cEXIOoJwmYWUTkJxcTnvvVfN9u2f4fX66Ovz4Hb343b3k5xsYM2aS6ioaGTbtn8SFaUdmDEYPxJCISaz4ULtROQ6UWdtsszmjFsn4Jvf/CZ///vf+fWvf82xY8e4/PLLAejr6+Po0aPs3buXbdu2kZyczNe+9rXx2q0QQohRWLt2MZmZgRSegYVrkJ+fQX5+Bi0tXZjNvRw+3MaBAw1UVzeRm5uKw+Fh7tzpahjR7NnTgcE3Pw19fR6iorTMnJlGfHwM5eXH8Xr92O0uqqqMaDR+oqK09PW5qaoKLJwbrxvkZLnpCjFYuA7s1q3llJQcYPXqhdx00+IJPkIRzok6a5NlNmfcOgFpaWn87Gc/4xe/+AXbtm2jpKQEjUbDnj172LNnD36/n+TkZB566CFSUlLGa7fiHHKikT4ZBRRiZAoLcykt/Yx1615h+vREnE43VVVNrF//ZWbPns69976GRgN+PzQ1ddLYaEGr1dDZ6SAjI2nYRb1FRTlUVhrJykrhmmsupKTkAHp9lDobsHv3IWbNmk5eXhr19Sa8Xj9fzEqcusly0xVisHAd2JKSA+zffxxAOgHitBnXYmFz587lv//7v/nb3/5GRUUF7e3t+P1+0tLSKCoq4tprryU+Pn48dynOISca6Ssrq+Pttw+wZ88RHnjgOukICDGI0lHOyEjkxRf/QVeXg9bWLlwuDxZLLy+/vIdrr51PTEwUublTsdtd2O0unE4Pen0Ma9YspLPTwd69R+josLF9ezW3375E7RBUVBhpbrai0UBp6Wf885/H6e/3ER+vx+Fw0dfXT3e3gwsvzMLvDywiXrt2/Bo3EkIhJovBg1bhOrCrVy8M+e9Y3ldMnMkyMzmunQAAg8HA1772NQn5EePuRCN9y5bls2fPESyWQGrCSD7phJgIwQXBDAYdAJddlsennzZgszlxONxkZCRy440LaW21UlPThtVqp62tm+XLZ3P//dexYcObGI1W3O5+mpqslJQcoK/PM7AHP319HurrzbS2dmO3u/H7feTkTCU9PQm320NysoGWli48nn7S0xPVOgRyvopziXIutrZ2ha3ZAYHRf2Xh/uCifSd7X5BzaqJNlpnJce8ECHG6nGikr7AwlwceuE69oAohAoJnANLTE6ira2fhwvOYMyeD/fsb+cpX5rFz52E6OnooLf2M+fNzKSrKBTSYzT0sWXIBRUW5PPvsh5hMNqKiNMTEaMnPz2D16oXqTEBtbRuVlU04HG5sNid6fTR+v5/582fwwx+uoKysjurqRj766CixsTGYTDZqaloBabCcKTJSPHGCz8PW1i4KCqYD/pDF9oO/m9E26idLw/NsN5nOszF3Amw2GzExMcTGxo555319fXg8HhITpXpkOFIxeHQkHGB4kXJRipTjOJcoDYkVKwpoaeni2DET8fF6entd7N9/nIaGxIE8/j7q6jqoqGhi5coLASgvP86MGamYTL1UVhopKprB1KmJtLd343C4Q9YGlJXVodNFU1iYQ1WVEafTQ15eWkiGoe3bq3G5+omJiSI9PZEFC3KkwXKGVFY2smnT+1gsNgA17aucj2dG8ExcX5+HFSsK1JoAGRmJPPTQNurrzWzb9ilXXHEBa9cuHrZRP/h7C/734BkFcfoMd/4EhycHD5RE4jk25k7At7/9ba6++mp+9KMfjXnnv/vd79i5cydvvfXWmN/jbCYVg6XROF4iZZo4Uo7jXBLckKiubuTQoTbsdhdXXjkHgOzsZGpq2sjKSqG2tpXm5k4++KCajIwkzGYbTqcb/8D63bS0JO69dx4lJQfo6rLzzDN/Y9u2/fz61/+qFiErKgqk/mxqsqrHUFnZyIYN2zh+3ExOTupAI+dS+Q2cQcXF5dTUtDBjRiAz1Nat5Wza9D59fW5aW7vkuzjNlOJRZnMPiYk6WlsD58c991zNs89+SFOTFbvdhdHYT0dHBbt21bJmzUL0eh21tW0h98HB11G5rk6MwWmTle8oIyMRu92N02kJCZmMxO9mzJ0Av9+P3z9+mR2ECEcubuPjTE8Th+u8VVY2qtPgMvp75gQX+0pLSyInJxWr1UFnp4M///n7PPvshxw9ambBghz++c8GfD4wm3vRaDRoNBp0umji42PQaBIpKspRM5U89NA2HA4XRmMnZWV1tLZ2qUXIiopy2LXrMF1dDjXu//hxM3a7i/z8C9i48Zshxyid/dPPbO6lr89DVlYKhYW5bNr0PiZTz8Bss9zLT7fa2jZ27TqMVgs5OVOprz9OZWUThYUzKCrKZfHiPKqqmgAGZtm62bbtABkZSersgbKGICMjUZ1JAAkDmijBn3vw6H9e3lTi43XodNEkJurIy5sasd/NKa0J+Pzzz3nmmWdO6fVCnIgyupiRkSgNhVNwpkOlwnXeysrqqKlpZcWKAvn+zpDgc0b5/OPj9VitDqqqjGzdWh7SMXO53Lz2Wjnx8Xrc7n5mzcpg1qxpVFYaAdT0oNu2fYrd7iIqSsvChblkZCSybdt+zGYbe/ceBfzEx+tIS0tUb37bt1erswMbNrwJ+Fm7drFaaKy0tIbWVqv8Nk6TtLQEkpLiSEtLAGDRolxqa9s4//z0UWVpiqTrcCQdy8m8/PIejEYL06YlsXr1QkpKDvDPf9ZTXd3E3r1HmTUrg64uB7GxMcydO52mpi6WLDmf885LJyMjkfZ2G62tVnbsqKGgIBOA5577kLS0RNauXSxhQBNg8H11z54jGI0WenqcXHrpTABqatqYPz9yQ5VPqRPQ2tpKa2vrKR2ARqM5pdeLs5NycW9ttdLX56G93UZ7u01mBSYBZcQ/PT2e6upGNmx4g6Ki3BHNAkymm/pkENwZUz73jIxEXn55D01NVrZs2UNMTLTaMSsszOX++6/j1lt/z/79x8nPT0Cjgfh4HbNmZVBX105x8T58Ph+gwWDQkZ+fQUnJATo6eujv93H8uBmn001aWgKrVy9Uv8fHH19DWVkdu3cf5q9//Zz4eB2ZmakDzyv3AbkfnKrhZuFAw8qVBWqDX6/XMWVKPNHRUaN6/0ianY2kYzmZrKwUDh9uIykpDoC8vDQ++6yJ3l4XTU1WDAY9sbExpKYacDjcaLXQ3NzNt7+9JOR7VO6LpaU1dHbaiY4OrBuM9L//bKckJ1HW3SgFGSM9WcmYOwEbN24cz+MQIoRycU9PTzhJlVIxEqfauB7N65UR59jYGI4e7QCgvt6iLoY70esn0019Mgierq6tbeODD6rJykohKysFk8lGVlYy8+fnDjmnVq9eSE9PIG1oeXk9Ol00CxbksH17NU6nG61WQ1ycjqysFKqqjLS1dRMbG0NiYixmcy/t7T10dTmoqDCq4UNKJ2P79mq8Xh+xsTp1v2vXXkpmZoqc2+NgpLNwwXHLg9Mqn2jhaSSFnkTSsQxH+eyuueZCentd1NW18dBD29BoNKSmxjN1agKzZmVwzTUXUlFhZO/eI9TXm4mNjcFotLBp0/ssWpTL/v2NLFqUq3beDAYdNlsfgdwh0nk+VSO5x51sm8FZCoPPP+X5SDPmTsD8+fPH8ziECKFc1FtbrZhMvWoYQkZGIsXF+yguLldHtGTk+OSKi/dRWvp52AWAIylPP5rGefCIc0WFEfBTVJSrZkg40YV0MtzUJ5Pgm9D27dVUVRn57LNmCgoyiY6OYvbs6epoVfD2N920mPZ2G2+/fYDs7FQKC2eQkZGIwRBogGRnp3LxxYFt9+07jk4XQ0KCjksuyQNg794jWK0OwsWa3377EvX3FtzAdLncbNr0/gl/h+Lkwp1DwY8pn3d1dSPd3YHwE5fLzbPPfqhuNziL0OBijJESehLJGeGCR+1ratpYsaKA1asX8vDDb2G3u9BoNERHR5GXlx7SAWhosBAVpSU3N5WGhk5cLg+1tW2YzTZqa9vIzZ2K291PW1s3fr+f1NREdTG+GLuR3OOKi8t5771qtm+v5vHH1ww8tg+zuUcNywJobe1SQ7UgEBJ0ovedSFInQEyYEzUGlX8/99wOPJ5+Nad48OhyZmYqgIwcj4h/0H+/8PLLezh4sImeHuewja+RNs4HdyjCvd+zz34Y9juTUKBTc6J0dTt21GAwBBaqeb0+mpu7sNtdvPZaOX/5SxVWq2NIB1H5rhsaTLzzTiVbt36K1+sjKSmOVasKychI5LnndqLRaNQsJsG/D7O5Bwj8JpTO4Nq1gQJIS5bMAgK/hdZWK/v2Hae52YrL1Q8gnYBTELwQPHjthdJwV84/j6dfTQ27f38jZrONPXuOkJCgp6amhdRUA62tViorG6UY4xgoHadA2twZamd7ypR4oqK0REdH0dfnoaqqkePHTTQ3d9Hf7wUgN3cqUVFROBxu9d92u4tp0wIz49HRWmJjY4iK0pKQoKO93SbXz1M0snucRi2IuGnT++TlTR0SlgUatm3bT3+/j4QEvTqIEqkDW9IJEBPmZD3vsrK6gcYDLFiQw4IFOTQ0mNTFbMpIs2SbGZ5yYygqylVjFIMfX7Ysn6ysFI4e7SArK2XIc8r3MtIRty1b9lBd3URbWxcVFUaOHGnDZOpl1qwMNV988GLvYBIKdGoGj9bCF6NUgcJEUFvbTl+fR1142N7eTVtbN3p9NIM7iMp3vnTpzzGbewGIitKqjcPt26uprzcRExPN/v2NPPDAdRQW5rJhwxuUltYwbVoiJpOd+noLR4924Hb3U1nZhEYDbnc/MTHRmEw2iopySEtLxGq1k5ISz+rVC8/o53a2Kiuro7RUSb6hUbPKVFcb8Xj6mTt3On5/IFZ9zpwMtm07gNNpITnZMJARSk9NzRepKfPy0kKynEij88SCO07K2pfa2jaSkw3ExETT0tKJzeZCo4Hubideb+D802jAbneRm5vK1KkJ6iDYsmWzAdi3r57UVAPXXz9fnWHNyEhk06b3MRotfPBBNYWFM9RF92JkRnKPKyrKobLSiMPhxmKxkZeXxsqVFwbNfGoAv7q2Q0mw8MXap8gjnQAxYU7W81byKgdGsgI5xW+4YTNms42kpFhKSg5gsdi44YbQsILBN6Vz+WYVXCgqeAo/ODzohz9cEVK0aXBjvLKykeLifQRncxlM+Yzj4nTExESri059Ph8aDbS2drNgQQ6FhYGblrLYO5iEAp2awaO1gNoIvO22JQOfa+AmpUxb33nnH2lv7yY+Xg8EvsfB586MGSm0tHTi8/m54IIMrrjifLWugN8PFksvVVVGHnpo28AUeSA+OSsrhfnzc9TO+t69Rzh8uA29PrC+ICFBj8lkIy0tgXXrVpyz5+jpoCzOLyqaMRCSEKhM29XloL4+UCwuMTFOXesBqCkNs7OTKSycwZQp8bz7bhXbtu2nqsqI2dxLenqCGrJVUWEcNsTwXDPcwImSBUgZ8Ghvt9HcbKW316WmWPf5QKPxo9NFcd55adjtLvr63NTWdpCdncqxYx1YLL0cORJLfn4gg5DH4wU0agegpOQARqMFnw+am62YTLaIbnhOVu3tNrUgYkDgWrp27aXq969UTlc61zt3Hqaqyjjk2hoppBMgIk5weXVlsWBhYS5bt5ar8ZJdXU6OH7eQmBirXmCHa7xWVRlxu/vVx88l4RrWW7eW8847FdjtLurq2ofcvAa/JnhEMdyNJbgS6SWX5BEdHcUnnxzF6/URFRVY/DZ3bqYaWjDcTEAkx/dOBoMXpQFqJzojI5GysrohBboeeOA6SkoODISAtA0J9Sgrq8Pj8XHrrVeo56Jyk/P7YePGNTz33A7++tfPqK83q/sIPm8hEN6zYcObWK1VzJiRqs5UBP/2pOM+fsrK6ti3r560tETWrfti7dSrr+7F7e4fWMQ9NH95dXWjWjG6tradurp2fD4/ra1dzJo1jbq6DpqbA2le8/KmDrzqzNUYiNTfxXCzmO3tNsxmGyUlB5g9ezoZGYHq3D6fj5ycKfT2uvB6fQOzYAZuuulSli3LV+9bXV0O3O5Agx80pKUlkJJiYMaMVJSOXWxsDGazjZycqaxevZDS0s9paekacn0Vozf49xZcEFHJVlhcvC/keldWVkdzs5WjRzs4cqSd1tZumputERtGJ52ACLZ+/fqBQi5fWLVqFatWrZqgIxpfyoVTKYAyuBqicnFTwhtKSg5gs/VhMOjQ66NxuTz4fD41A8lwjVe3u5+CgqyTLko9G4VrWJeUHMBqtQOBAkKDb17Br6msbKS62qimiAw3Sl9WVqeOQk2ZYgDS6Orqpb7eQkqKgfXrv0xp6ee89lo5775bxZw502losIRkjplMIvk3FLwQeNmyfDZu/IZarbe52Tpk1FZZtxH8NwULPqeC39tksmEyKTMOfqKjo5g2LTFsgx6UFJVw/fXzQ2aThvv8JDRsbIIHUNLSEtXsMspiXqVhmZJioLz8ODNmpIZ8H9u3V+N292M297B/fyM+X6CB73b309ERCN2aPj2Z1asXMnv29JAQwzMhUn8Xw81iBs/OFRfvo77ejNvtwefzo9Vqyc2dSnt7DzZbH/HxsSHnjzK40tPjRK+PZtWq+axcOU/9zGtr26ivt7BoUS6dnYFF+LNnT6e93YbJ1DtkplWMTPC1cHD9kuBOXXZ2Mu3tPURHa9m3r15tp2RkJBIVpcXv92E29+L3+4mK0kZsp0w6ARHs6aefxmAwTPRhnDZKuE9VlZFPP60HCOltZ2cn09BgUVPYLVoUuDDGxAQWRaWlJeD1+jGbe4YUHwp+/+DHh1uUerYK12ANpJurR6PRkJ+fHjZFpPK6qiojZWW1REVpMRj0FBeXA6Gf3bJl+WohqF27DuNy9WO3u4mNjcHn81NRYeTjj4/R1+fB5fLg9/vxeLzqwtHhjjNSRWpDBEJnZYCQkaneXtew09LDzcKEezz4vAr8fyt6fTQ9PX3U1raFfZ/i4n28916V2ugMPt5w37uEho1NcPhfcM7ysrI6amvbaGnpYtmy2XR32ykvP47H41VDxzZtep+uLgfZ2alUVTVjNttISYnjvPPScLk8zJqVwbp1K9T9zJ49/YxnCYrU38XggZPg37QyO9faasVotOD3B0Kv8vOnMX9+Di6Xm/37G9VsWVu3lvPyy3vIykpR18fU1bWxbdsBADo7Hep1uK/PQ2eng/p6c0hueoi8z2iyCL6+gwa3u5+qqiZ1gfz27dXU1LSoyTR0uig0Gvj446Pcd99rzJqVQW9vH319gRm3qVMT1cXbkUg6AeKMC75IZmamqNPWykVLiRlvbu4OqTqqZFYIFCXqYd68bKKiovD7NUPCVZR9DA5/ONcukMpi0eDFYp2dDgwGPTNmpLJy5bywFyfldZ2ddqKiAp2u4WJNCwtzycpK5siRDgyGGBIT43A6LWpWBPAPhAZpB9JLplBX10FdnYnKykZqa9vYvLkUZdIr0hrWg0Xyb+i553awb189OTlTyMhI5NlnP8TlcpOSYsDl6qe+3kRx8b4xfcbB5+3Gjd9QHzObe/F4+nE4XJSUHBhmdsdPX5+Hpiar2ugMTp8IUFvbpmaWUmqCiNEJTs9bVlZHdnYytbVt/OUvlbS0WOnqcmCx9GK3uwA/iYmxtLZaKS4uV0NKEhL0VFYa8Xp9JCdHc/HFudTUtJGensjPf/4u+/c3EB2tnZDqzpEWMhiuE6ukkdy27VPy86eFpI5U6qXodDHMnp0BwMqV87j//uvU99u8uZTGRjOffdZMenoiDzxwHevWvUJ7ezfbth2gu9uBzdZHVlYKK1bMBfwYjRacTg9VVUaWLcuPmBSuk0lwqmIlXNXlcuN294fMqC1YkENHh42oKA0ej5f8/AxaW7twu/tparLi9wcWdvt8fjweX9jMaZFk3DoBra2tZGZmjmjbjz/+mMsvv3y8di0mmeGqmCr5/4uKclmxokAtla5cYGtr23A6PQMjyoGMCR6Pl+5uJ/HxenJypqhx54On8RSRdhM53ZTp6JqaFrUBHxzDW1HRGDaHsfI6p9PN7NnT1YWAyujvYF1dTvr6PIBGXQynFLZxudzMnJk2UF12Gmazjfp6M1arnbKyOj74oBqj0cK0aUkRe6EMFsm/obq6dvr63IBfjVmNjY2hq8uB3e4KmwVoOIMbOMMVoaqoMBITE01aWtKwmX0CjaDAomSlQ//224HwPo/Hi8vl5rnndlJX105raxff+MYlETvbEsmU36Yy49ne3oPZbMNi6UWjCcSVt7V143b3Ex0dRVpawkCdh2guvXQmRUW5PPfcTvx+PxoNuFxu9uw5ikYDe/ce5ejRDjweL1FRGszmXrW2wJn6jiJtxjD8rGAgjaTRaKW1tZuoKC3vvFOp3qOmT0/G7e5n//5G+vo8IeGwZWV1aLVgMAQSLICfwsJc7r13pXpNfe21crq67FgsvWRmppKRkciuXbX09bmprDRGbOx5pAqu57Bv33HsdjcJCToqKozs2nUYh8ONwaBTZ9SUNU9KwgOzuQeDIYacnClAYHYmPl6P3+9nypR49HpdRHfKxq0T8OMf/5h/+7d/Y+XKlcNu43K5eP755yktLeWtt94ar12LSUTJWpGeHk9ra2CB2T33XM2zz37Ie+9V0d3t5J13Kpk7N5PU1Di12EZlZSMlJQfo7Q2kUtPro8jPn8bHH9djNvfS2Rn4X2trF5mZqZjNvfT0ONXUhueyvLw0EhN1QKD4WlFRLvX1loGQEQ0FBV8s2lWmo5WYx9bWLtraugHU0d/BKisbOXrUhM/nw2SyqVmblNzjdrsbrRasVgeHD7fS1+dh+vQU3O5+tm3bT2xsIB3hxRefJ4tDT1F+/jSOH7dgsfTS0GBSw+pqa9uIi4smKytQW2MkmSoGN3DCLegOF3IXTriO0549gcqoHk+gQaTRaNBoQKPRRPRsS6RTrrEFBdNJSYnFbO4hMzOQqaSlpZu6uraBTE/TmDt3Ou+9V018vA6zOUUNH9Lro5k2LQm73UVjowWtVktCgp6srBTsdhfZ2anU1bVTXl5/RrMDRVooXrjf6dq1lwJf1MnYv7+RtrYuzOZe2tq6+fKXL2T+/Fx1kKuqSsmyFLg2JycbyMxMITU1Dggkcmhvt6kpeAFee61cTZO9ZcseursdTJuWxBVXXCDnzCgF13PQ66NxOt1MnRrIqKXVQlZWKmvWLKSz0xHSZoFA1MJ771XR2+vCYIjB4fCg10dz8cUz1YGz4HtrJBq3ToDf7+c3v/kN+/bt45577iExMXQRRG1tLU8//TQtLS1kZWWN127FJKNkrQj0ti1qaMmyZfl88EE1FksvZnMve/ceASA5OU4tCmY220hIiAM06HTRNDZa6elxAIE0a729LhITPSxblk9VlZH+fh9VVU1s2PDGOZszuaysjpqaVlasKACUwmoaNed3UVGO2mgHDcXF+9i+/aC6eNBksuH1+tiyZc+wi3iLi8vp6/OQnp7ErFkZHD9uJi0tUZ0RsFrb6OlxotEERsgC6wFsataRiy6awZo1izCbe/j+9/+oTp9H2g1/Mli37moOHmylvb2bPXuOkZGRRHNzN3FxMej1McyalRE2C1A4gxs44VK7nsqsSF5eGi0tnTQ0WKiuNjJlSgIZGcmsWiXV6E+Fcs4XFGRy+HAHXq+frKxUfv/7O9SMaUqF06qqJlyuflJS4mlp6aKjoweNRkNe3lTi4/XYbE60Wi05OalcccUF6nX03/7tJbZvPzhQIOnMZQeKtM5h8CLeZ5/9kIyMREpLP6eurp1ZszK45poLAQ379vmxWu3o9VGkpSWFjAwH1rOBkvLTZAqcX9HR0zCZAot/gxNk6PU6cnOnsnz5HNrbA7OqdruL/PxZbNz4zTP/IUxywYu3lYrnEBjFz8mZqi68VhbVK4uxd+48jMGgIzXVQHe3k85OBzExUeTlpbF69cKB66R/xNfbiTJunYDNmzfz1FNPsXfvXmpra/nxj39MUVERfr+f4uJi/ud//gev18uXv/xl7rrrrvHarYhwyqiyEhqiZK1wOi1MnfrFOoDCwlw2blzDvfe+RkODBZ/PNzDtHKVeWPX6aG65ZTH79zdSU9PC55+30N/vxWCIITnZgM3Wp44mp6cHOqGtrV289171OZEzOdzIefBNs7a2jdjYGEwmG2ZzLwUFmfz3f++ivr6DuDg9Hk8gVZ3H4yUjI5ns7BQ6O+34/X7sdtcJRjM0xMREkZQUi0bjJy9vKmlpicyePV1dnFhVZcTl6mfKlAT6+71kZ6eSlKTH4fBw5ZVz2LXrMIcOBcKSpkyJlwVuYxQcOpCdnUxzczeLFuViszlparKi0fhZsaJgRJ/p4AZ+cOhecBjIWGZslIZqb68bl8uLy2Wnp6cPnS6aXbsO09lpZ/fuWl577RPuvXflpMwiNVGU76mqyojFEohdXrToi2xMX6zBaeXCC7Po7XWh0WiYO3e6+v9nzZpGTU3LQAcgmR/84MqQ76ClpQu/309qanzIQu/TLVJD8YIz2h040EBPj5P6ejOtrV3ExESTkhK4P6WmJgD+kGtpcEpd+CKtb3AhMKUOgFKjIT09ge3bq7nyyjnk5aVRX2+mrq49ZBBluM9JZli/oHwWgWQZjRQV5VBR0agWO1QKIdbUtKij/VVVRvbvr6evz4PBoGfNmkXEx+upq2snISGW229fooZiFhRkjvh6O1HGrROQnZ3NU089xauvvsqbb77Jz372M6677jqOHTvGoUOHSE5O5t///d9ZvFgu5ueSkpID7N9/nIYGCxkZSWrWiuB0hMENis2bb6GsrI7duw9z4EAjU6fGU1HRqFYO1ut1PPDAdRQX7+P99wMzB7NnT2fhwvNQQhKUdIRpaQm0t/eQmho/pOFyNgo3ch4cu93aasVsttHa2qXG+B4/bsbl8tLfH4jNVkb8pkyJZ+fOw1xyyUyczsDiqOLifWFvHkVFOezadZiOjh7sdjcXXBAYwSorq+Oee65Wvy9lJMXnA5/Px6xZ08nMTKG11UpTU2CaVdl/JF80I1G4FJ8NDYFR9ry8qepitsGjkKMxON5ceWwsMzbKcf7lL5Xq7zEpKZa+vsDiugULcvD5oKXFyubNpcyePf2sPW/Hm/I5bdv2KU6nh7i4QENGaXiWlBygpcWKwaBj5coLsdlc7N9/nOnTk1myZBZvvXUAs9lGWlog1aHVaufll/dQWvqZ2sD8zneWqBlsamvbQn5752IDM7iDnJio5+OPjw5kSXORn5/MoUMtOJ0uHI6YISPDgzs24UIiV69eyMsv76GmpoW8vDRsNhe1te0kJsbx+ONr2LTpfWpqWti9u46kpLgTDnrJDOsXgjtvyixnILzYjlarYcWKuRQV5dLT4+TIkXbsdhd+P2i1gYGvlBQDRUU5rF17qZqGuaLCqIaETYbzYFyzA0VFRXH77bezaNEiHnvsMd5//30AioqKWL9+PSkpKeO5OxHBgnvYQMhMQPBNYsOGNygtraG6ulFNVXnPPVeTkZFIc3MXNlsfe/YcRavVEBenU+ORMzNTuOSSmezbV09Hh43duw+TkxMoXqNUw42K0qDXRzNr1jS1Z644G29Uw42cP/fch+zeXceCBdmkpSVSU9NCX59nIL47aeDC5sfl6mfWrAw2bvwmN9ywmYMHmzj//HTy8zNoaenCZLJRU9MKDC2IE6g2GkiV1t/vVdd8KA2P4LzXRqNFjblURkuuv36BGqJwrqZzHYvgRW3KAu8PPqjm4MEmkpLiiIrSUlXVxO23LwkZbQx+7WjPg8G/s7HM2Ci/idbWLg4daqW/34teH8OSJRcMbOFnzZqFbNt2AK2WiJ5OjzSVlY089NA2jh8PFFZMSIjDaLSwYcM2srOT8Xr7SUqKxev1U1HRqC7mDsQwN2Kz9eH1+khLS2Dx4jz27j3KZ581cfBgE6mpgVm6e+65Wr2mlpQcUBe4Kqkq4cyds5Ewsh3ckL/ppsVs3VrO5s2leDxebDY3Wq2WmJho5s6dzrJlc4dNyTz4bwhO+ZqVlcLRox2YTLaQ76y2NhBumZ+foa6jO9H7ywxrQPDaGWXWRUl5DNDe3sPevUcBuOqqOdTXm3A43ERFadBoooiO1tLX56Gk5MDAeo0ZNDdbqaoKdAIieTFwsHFPEWq323nvvfdwOBzqYw0NDdTX17NwYfjMEeLsE3zx+vOfv68+/uyzH/L665+o0/xKHt6PPz7G3/9ey/PP7yI7O5XmZitut4eEhDhMph66u/vQagOpQIOn2rKzUzlypJ2uLjsmUw/33fcaXV1OTCYben0UGo2W7m67erIrGRjOxsZl8I1ICcNavXohLS3dOJ1uHA4Pt99+KT09TrxeHy5XIJtPdLSW7m4nfn+gfD1Af78Przew0NdotOL1+rDbXWFH6ZUQr/5+L9XVTXR02EhONqDVtlJfbwlZ0KasRVBCCIqL93HkSBsmUy9OpwebrY+qqiYef3zNsOEn4gvKbzl42rmqysjhw21ER0fh9XqprzdTUdE4JF54rOdBuJHLsX4va9deitlsY//+BuLiYpg/P3cghC9QU2DNmoXs398YsYV2Io3S0a6vNwOB0LrgEMqjRztISoojJ2fqQOy5hptuWszs2dMHzsV24uN1OJ1uIDCbGhWlxeeDqCgtM2akhpyXgSxDWgoKpgN+dQbhdDUwwzWWI/F6XlFhpLvbgVarITPTy9KlF5wwTCfc3xDcSFUW4CclxZGenhhS5E9JH7p48fmsW3c1xcX7eO65D0P2F/z+99xzdcR8ThMpeL3c4HDDqqomDh1qw2i0YrfXcMEF0zAYdDidHvx+H253PwaDgagoLUZjoI5RUVEuu3bV0tXlmFSDFuPaCaiurubXv/41ZrOZvLw87rvvPnbv3s22bdt4+OGH+epXv8p3v/tdYmJixnO3IgINHm0IrmTp80F7e7fag66vN1NVZcRud9HT06dm9NHro/nSl3Jpbu4eWOjrZf/+BlauvDAozs7P0aMd+P3gcnkxGq243f34fD7cbtDrtRw61EZtbQfXXx9YcBh8YT1bKWFYAFdeOYfOTgdXXhlYSOZ2B4p5ORwuPB4vfr8fr9cLQFVVMytWbKKpyYrX66ery0F0tBa/Hzo6bNTXW4bsS1kw6vEEiqNERWnRagOLtZW0asqNSKkJoaivN7NvXwN9fR6iorRER2vVXPLKSMrg4lcQGaN/kUDJ2DNlioHqaqMaJ9zb66KmpgWHwzOweFMz5LUTPSIYvF4IAnHmGRmJtLZa6evzUF9vprPTEdGFdiKBsthXWaBrNtuYOTMNh8OF1eqgs9OuhuQps21FRblqyl/lXHrvvSq6uhzEx+vJyppCTEwUoBkySweBxaxVVUaam63odNEsXz5noO5L6mk9J8M1lifqdzw4BC/0euQfGGjx0dBgYfnyJcOODA9u7CuCG6nK36qkplSKYwJotZCSYqC/38tDD22jqSlw/gSHBYXL7HWuC/5MBt9Pbr89EO7m9fqIjtayaFEgJMjp9JCYGEtcXIw6aBUTE8X27dVkZqbgdntwONy4XO6J/vNGbNw6AS+99BL/+7//i9/vZ82aNXz7298mOjqamTNnsmjRIp5++mneffddqqqquP/++5k5c+Z47fqstX79erRKBaUBq1atYtWqVRN0RCM3eHQweGZgzZqFvPZaOf39gYbn6tUL1dHpurp2nE43cXEx5OdPp6Wlm6uumkN8vI6Kika0WtRpO6X3bTb3UlfXTlpaIqmpcRiNnTQ1dZGdnUp0tJZDh1ro6+vnyJH2sA3Rs9Hq1QvV9J6HD7eTkZGkFiwJ5P8PFPPSaBho6EdhsfTS3GzF5/Oh0WjRaMDvh8TEONLSEnA6PdTUtFBcXB52wahS+TK4PkDwKG5GRiJ2u1utAF1WdoiPP65Hq2UgbCGQG3v69GQ1lKisrC7s6GIkjv5NBKUDtnPnYaqrm/B6fQA8/viakEafEqMabKIXWQavF1KuBYG8271kZiYDGjye/pAEAmIopQHf1+dh+fLZ3HjjQjIyEnn55T1YrQ6UDmBmZkpI8URlRlUZnAn8dvxMm5bID35wlXqdVfah/P8NG7Zx+HAben00M2emUVg4Q208ne7f00R3XIMp16DW1i4qKwMdoupqI/Pn54Tcl2bNyjjh8YZr7MPQvzV4TU5p6efY7S5iY2O4+OLzSE9PoLS0Bre7n5QUAxoNIfsNl9nrXBeI/w+ktM7LmxpSL6eiohGTKRDm2tnpprPTrob7pKUlsGDBDN57rxqvN5DApLa2Hb8fdLoYrFYH+/c3TvBfN3Lj1gnYtm0bU6dOZf369cyfH5ribd68efzmN7/hd7/7Hbt27eL+++/nzTffHOadhOLpp5/GYDBM9GGcsuCRDiXTgdfr4/PPW1i37hXmzcvC7e5X00ru3HmY889Px+l0q4ufli2bg9XqCKkerHQq5s/PwWTqZfnyOWrNgbffPkBUlJasrGQaGy309fVTU9NGSooBvT46ZIR6sgs3Kn7TTYvVRpbf71dHkAoLvyhjrxQ7Uabxd+ywEhWlIT4+jpQUAykpBqKjtWRmpnD8uBmPp29gj6GjysE3p0BoR6O6DyWjxd/+9jnp6QlqBWhl3x5PILtTSkocDoeL7m4nvb0uenv7hmQIOtEN8lwVnAnm889b8Pn82O1uamvbyMxMoagoZ9gb/0TPpihxzYsW5VJb205LSxd1de0cONCIRhOIw1XWCZ0N5+npsmxZPtu3V1Nfb6alpYuVKy+kpCRQWbagIIu1ay894Qi6ck32+XzExuq44ooLQsIjgtfmABw50obT6SIxMRalCvmZ+n7CdTQmakDgi2w+VpqbA6PvSu2EGTNSWbBgBvX1Znp7XSN6n8HXssHpR5XzQAkNevfdCkymHlpbu/jhD1cAGszmHlpaAsXgFizIAVBTl0Z6lpozLTg1aF5emlovZ+vWciorm3C7+4mP1+F296vrqoLr61x//QKUVKL793+xtkYJw4WJv8aOxLh1Av7lX/6FdevWkZCQEPZ5g8HA+vXrWbx4Mc8999x47VZMAsF5q5VUZykpBlparDQ3d9LZ2YvP56Oryw4ERoUbGiwUFeWQmBjH6tULmT17OvBFY1BJd5mRkRjynPJfpUpuIPtNPwBWq52dOw9z1VVzSEtLivgiHiM13E1QuRD193upqWnBZnOqnxV8US1YqSGQkKBnxozpLFgwQ338nnuuVhca9vV5yMtLGzKqHBzqpddHU1PTMhCTmoTT6cFk6qGsrJY1axZx440L1U5cUlIc0dFRXH/9fA4daqOurh2NJpA5yOdjyCLyYBM9ih0pghsK6emJagamzZtLSUjQMXVqYkiO8eDPTFlAfyaLPQWbPXs6S5bMYtmyfPR63cC6EDder29gVFqj/laUv1UMVViYy5VXzuHYMZPa6VbO1QceuA4IHwKp/HY2bHiDmpoWtdjU4JSfSqOztdXKlCnxA2uHNPT3eyktDdQdgYlLtjBRAwLK31lcvI/Fi2eSlhY413bvrqOpyUpWViDFckuLleLifcN+Lie7lg2+viv/M5t7+NvfamhstFBa+hmZmSmYTDaamqzMmBGoJKyEUt5ww8JJs1D1TFEGxJ57bsdAXaLAzOOuXbVYrb309fWzcGEOBoOepqZA1h8lrO7IkTY1vbWSsVC5Di9ZMku9z06GGetx6wT813/914i2+5d/+RcKCgrGa7diElBi7wL56W3k5EwlL28qu3fX0tHRQ29vH15vIDvNl74UyHscrgLp4Iw0yvTmTTcN3U45WQOFr+z4fIHYSb8f0tKSyMxMYceOmmHTXk4mI7kJKjHWmza9r059KotJA3HYXSxePBMIxBQrszbKKFJvrwuXq5+srJQhn5PSmFy58kI1FWVLSzcmk51Fi86jtrYdjUbDlClfzGoNDiGKi9ORnGygsHAqdnugTPt///dOrNZAlcZwafMm83c23obLwKQUbAs/8+Uf9N8zK/gGGfx7aG3tpq/PQ1eXnTvv/ONA5hmrfNcnsH9/Iw6HG41Gg1brxuPxYrcH4pKHCzf5QqARHx+vH3ZUv77ejNFoweeDpKQ40tKSyM5O4fPPW9i+/SB1de00NFhO6/cUvPYh+DgnakBAOdeUIlOBmbdc0tKSMJt7qKtrx2q1ExWlxWzuGXNyg+ESJAQXBty27QAZGUm43f3q6yoqGkNCKc/16+Zwf//+/Q20tXWh08WQmZmCVgt9ff24XB4OH+7gyitnDyyi96tr27Zt24/TGbhWRUVp1d/94Eb/ZJixHvfsQCMxderUiditmCB/+9vnHDjQwPz5M9R41Tfe+JTubic6XbR6s3K7vezceZgXXrjjpBep4U6u4FHpzMwUbrllMe++G4iXzcmZQn7+tIGCIEYKCqZjNvdM6GjoeBjuJlhScoDy8mOkpBjIyEjk+HELn3/eTF5emjo1rITx1NS0Ehsbo6YPXbPmYjVmODY2Rl0gnJYWbqZPWZDYQ1paEitXFoSkXFMujPv3N9LX5wG++N527TpMbW07+fkZrFx5IeDHZOpl585DuFwe9PoYBocfTYbRlTMp+Dff3m5Tq1UG3+xKSg4MWRS4du3ikJCrM21wqJcyKq2kr21stA4UW4rCbO6VDFFBgr/zigojXm//wGJFNzqdDo1Gg9VqD4nlH+57LirKYfv2g9TXm4es9wHUdTnKQEp+/vSBdKJGDh9uxWTqwe3uJy5OR7gF6OOlrKyO0tLPAdQFr8N1DM6E4PVKSrrjFSsK2LjxGzz77IeUlx9Hq9UyZ8500tISx3zNCg63fPvtAyGzekphwOAU3Mpse2Vlk1q4UTnec/m6Ge7vLyuro7c3kBkvOlpLUlIs0dFa8vOncfhwB2vWLGTlynkooVYbNrxBUVEuy5fPpqWli7g4HQ0NFpTf/XDrOCLZhHQCxkNtbS07duygqqqKjo4OEhMTmTNnDrfddhvZ2dkh23o8Hl599VV27txJb28vM2fO5Nvf/vaQlKUNDQ289tprHDlyBKvVil6vJzc3lzVr1oQUOauuruYnP/lJ2ON68sknmTt37pj2f7aqq2unp8fJoUOtbNjwVcrK6qiqasJm6yMqSktcnI6YGC0Oh5u+Ps+IYvUHn1zB+dL37TuO3e4mIUHHJZfksWTJrJCsGMrI6A03fPH5n8pITaQY3BjMzk5Gr49GqwWTqRePx4vH4w1ZHDg4V3JPj5PmZiugweVy097ew5Il55OXl4bZ3KO+JvgzUhqTVVXGgRmBL1KuDZeLWbkgZ2WlqCFf7e023n77AG1t3QMpCv0YDDqKinJC/j6Xyy2ZLoL8/Ofv8vHHx4iP15GTM4Ubbvgi5AqGXxQ40Teo4Bux8m+zuRebrQ+7vY/o6Gg0Gg0Ggw6r1cGf/rRHZgQGBBc5Onq0A4Do6Cj6+30kJxsGQvz8I1qw295uCwnBGmzwrJ1yrtbUtDJ1agIOh4f4eD0rVswNCRUc75FnJSxJ+buUz+Gtt/6JzeZi795j/PrX/3rGfh+DG3zKtVeZPVVixpXwqsHF/MayPyWGXblHKuldgz/n2bOns2HDNo4fD8zeaLXagUJXHrKyxqdWyGQUHNa2dWs5FRVGjhxpQ6eLITbWh98PR450EB2tZcGCHH784y9TVlZHbW0b9fVmampa0OmiycxM5fe//y4wNEPURF9Tx2LcOgEHDx4c1fYXXXTRKe3vzTffpKamhqVLlzJz5ky6urp49913uffee3nqqac477zz1G03b97MRx99xI033khWVhYffvghjzzyCBs3bmTevHnqdiaTCafTydVXX82UKVNwuVzs2bOHxx57jB/+8Idce+21Icdwww03kJ8felJnZmYOOdaR7v9sU1nZyHPP7aC9vXsg17RfPWGqq41UVTUBMH/+DObMyWDnzsNkZaWETHvCyGJNy8rqePvtA+h00ej10TidbrUgVWlpDT09TpKS4qivtwzJNpOZmUprq3XSj5IENwyMRgudnXYMBh2zZk0nOzuZPXuOsWTJ+SGNruD1Gu3tgTAgq9XBlCkG9u8PTCc3N3fz5z9/X10gOLiT9sUorrLYXxNyTMPlYobQBb+VlY3s2XOElhYrUVGB7ERer4+SkgPqjW5wdcdzXWVlIxUVjXg8Xnp6+rBY7FRVGamubqSioonqaiNpaYkRmxJ38OhcWloCOl00LpcHrzeQ3lSvD4QS9vQ41fTB5zolxDI7O5meHidZWSkYjZ3YbH2kpIRPJjFcgy+4cX2iLFLKwn9l4aMSSvjyy3vUgYPg9x3vkedwDayMjEQ8Hi/9/V6Mxs4zmuwh+HgqKxuprjby0kuBehc333wZGzd+Q30uOIXrqexPSbhwokxphYW5ZGcn89lnzYCf2Fgdhw610d3txOFwDbn+T/b73mgoxezq6y3U1LSoKXGnTfuiaGZfXz9mc4/62Xg8/dTXm9FqNRQW5oRdVzOZjVsn4Cc/+QkazcinAt96661T2t/Xv/51/uM//iOk5sCyZcu45557eOONN7j//vuBwIzB7t27ueOOO1izZg0AK1as4J577uGll17iySefVF9/ySWXcMkll4TsZ9WqVdx333387//+75BOwLx581i6dOkJj3M0+z/bFBeX89e/fkZ/v5eMjGS+8pV56mLPdetWqCeZksVAp4tmwYIcKioaKS2tobXVSmZmatgiKoNvZsGjJEp85hcnq0adCQheyR8cUzq4Rz8ZBY/YVVY2Yre7iIvTqcW5nnzyX4dU4Q3OcPH22wdobrbS2+vixRf/MVBXYaa6wPhkYQVr116qZiFSOnEny3yhUD7/1asXkpeXxpEjbTQ2WnE43GoxFqXhs2hRLp2djrNmYfdoDP7tFxeXD4yWx5CenkRfn4fKSiPx8Tp6epzU1bVTX2+O2JS4waNzlZWNFBXlUlnZhMUSmBGYNi2RK664AJOpF4fDPUw42rlHSW/Y0GBBqw3E6Scl6YmNjcHl6h8SNgPDN8pH2pAJvsa2t9vUhaZKOkVlNlWZiRzvjDThrvsVFY1oNBri4mJYuDD3jF+/g2egd++upbe3j6SkuJBZynBhTGMV7rsKd431+zVER0eRlpbAihVzqavr4MCBRiyWXt5554D6XpMhZn28BIdvrV69kLa2bnp6nEybljSQCtROYmIsBoNezWAXGxsIsbPbXcTH61mwIGfY72+yzqqMWyfgqquuCtsJ8Pv9mM1mjh49isPh4LLLLiM+Pv6U9xducXFWVha5ubkYjUb1sY8++gitVhvSgNfpdFxzzTVs2bIFk8lEenr6sPuJiooiLS2Nurq6sM87HA70ej1RUVFhnz/V/U9Gwfnd9frogbSTevbuPcrevceIidEOjDwRMkKpNAbMZmWEVxP2IhXuZhY8SuJyudmz5wgZGYnqouHgi/XZOoocPGI3ZUo8KSnxzJuXRU1NmzpCNrhoTPCC0vp6C1arHafTg9PpVmcABr//yShZh2Dk1SmDU75u3PgNNmx4g3/+00h/fz8xMVFqw6Kvz4NeryMzUxd2VmKine4bwdDfvobkZANFRTkD2UkCnV2TqRe73U16egJNTd1qbYZI+qwgdDRSGaHU6aJZsaJA7cifLZ30UzH4d6U0yNvbm7DZXNhsTqKjo4mK0gJ+iopmhCwIfe65HSPKWX+ifWdkJKoVv4M7+kVFudTXW/D7NSEzdUp2sfESvhOjQaPRkJgYx/Llc87I7zv489iyZQ9NTVZmz57G9OnJdHZGA342by6lsdGixukr653G+vs90XUl3HVZownEuOfmTgE0pKbGkZOTSkeHDZ0uelKHr4xV8IzX7NnTSU+Pp66unba2LlatWoDfDwaDjtTUOCBwH+vrC8xGpqQYQqplhzNZZ1XGrRNw3333nfD53t5efvOb39DQ0MBTTz01XrsN4ff76erqIjf3iy/g2LFjZGdnD8m3P3v2bADq6+uHNML7+vpwuVw4HA4++eQT9u/fz7Jly4bs75lnnsHpdKLVapk3bx533HHHkPCgsexf4XA4RvR3x8TERFQVZuVkKCjIZNasDA4fbuP4cTNer28gpi5lYOSoNyRjRSDLTA1FRTncdtuSYU+4k40u33rr79VquUoIinJM6ekJWK12Xn11L1VVRn74wxXqiKoy+zAZTuAT3RSUi53Z3IPRaKGjo1etYHii+PDgTlRw3uORCv7eTzYCGK5Roxx7QGBAob/fT0+Pk4qKRjW2Nvh9I61ReLpvBMGfU2VloCDNypUFmM02NUPTxo3fCOn0Wq3OIcXWIkm48zk4FLC09DM1VDBS/4bTLVzIxwMPXMe6da/Q1eWkp8fF1KnRxMbG0NFhIz5ez7p1V6uDArt31+J0upk+fWh2r5HuO7hxr8zWVlc3YrO51Vzr6emBjmhe3tRx/67C/U6mTDEQH6/n/PPTz9hvQ/k83O5+Dh9uw+v1cfSomalT45k7dzr79h3HanXw4ov/YMaMVG64YaEaGnSq+4QTX1eU8z5QJA4aGzupqmoiKkpLbGwMMTFRJxzNPhsF32uUrIBlZXWYTHa8Xh/d3U5qatpISorDYrERHR2FyRSaPW9wooVwBs9qTpbP+IwtDE5ISOC+++7j3/7t33j55Zf54Q9/OO772LVrFxaLhW9961vqY52dnaSmpg7ZVnnMYrEMee6FF17ggw8+AECr1XLFFVfwf/7P/1Gfj46OZsmSJVxyySUkJSXR2NhISUkJDz74IE888QQXXHDBKe1fcccdd5zsTwbglltu4dZbbx3RtmdC6MXaT3OzFY0mFputD7e7H4ulh+7ulIEiHEa2bi2nvd02kIYL0tIS1BGkweEryn/DhZIoJ6nSeA1uxGZkJOJ291NX10FTkxWn043Z3Etvr4sHHrgOszkQc3zkSPukWCAcfFMAQjJkQKB41KFDbbjd/Wg0qBUMR1I+fuXKedx//3WjPqbB2V5OZHCOeuV/W7eWs2HDNgwGHStWzKGqqhmzuVeNBa+uNrJ9ezW3374kIvNen+7p9eDfvpLVqaAgk5aWbux2F1VVRvUGpIygKxmAIvX3PPh8Dv77duyoob29h6YmC5991oxG4z8nC4gN/l0p1zyl+npvr5Pp05MxGGIoLz9Ofb1ZnflR1mC1tHSNumMfvM/gxlDgegN1dSasVjszZqSqRclqalqZP3/8R5jDjVrv39+IzdZHdHRgJv5MXLuVxt7evUfQ6wMdr7i4GGJiojl61ITX6yM6OgqDQTdu1a5Hel0J7qDExsaoce4eTyB7VEFBFkVFOcN+TpM1pOVEgu+Vyv0vMCjmR6cLfE8Oh5v29m78fkhONlBQMH1IAo2T1SsZPKs5WT6/M5odKDY2ltmzZ1NeXj7unQCj0cjvfvc75s6dy4oVK9TH3W532FFynU6nPj/YjTfeyNKlS+ns7KSsrAyfz4fH41GfLygoCAlHuuyyy1i6dCn//u//zpYtW3jkkUdOaf+KP/7xjyOqGBxJswAQWkTFbLYNxJbDtm3/xOHw4nJpcDjcmEw2mputfPZZi5rJZ/AMwEgufoNHSW66aXFIdppANiKjOmqTkmIgLi6G+Hi9mmkhLS1pINOGma6uL2ImI03wVLQy2j445rS1tYtDhwJ/a1ZWCmlpCerNP3gmYPAF/1RHsUcztWw29wws9OwJebyk5AAHDzYRF6fjhz+8mrS0REpLa0hLS1D/TqfTQ2Ojhdmzp0fkd3SmKOdEVZWRpiYrsbExuN39ITegyTzdH7zG5eWX9wx0cpopLz/O9u3VPP74mkn7t41WcFw/BK6t771XRWqqgaSkWDX1bnJyfNjQhfnzc1i3bsW4nteZmSmUlR2itbULg0E35Lp0JixalEtDg4Xs7GTuu+9/aGrqpKrKyPPPf/e07TMwc7yPlpYu/H4/1113Eeedl05rq5X29m4SEvRcf/18zjsvfdwa04WFgQKZmza9z+rVC8MmWYDQWWCLpZf29h6io7X09/tITIxVZ3uHu85P1pCWE1E+k+rqRrZt68BqddDW1oXV6mD+/BksWDCDffuO4/dDd3dgHdXg0DIl8Ui4oouD9xX838ngjKcIdTqd9PaOb4YHq9XKo48+isFg4MEHHwyJz9fpdCENeIXS+FYa48FycnLIyQksVl2xYgX/9//+Xx577DF+9atfDbv4OSsri8svv5w9e/bg9XrVYxjL/hUGg2FEnYBIEdyoDG6YBuIhIS9vKk1NXcydm8lNN11CRYVRrXA6dWpiSM9bMZJGzIlOvOCREZ/Pp3YCUlIMFBQEMjm1tloHFiQaOX7cHBIzGWmCY+eDR8KVC39rq5W6ukDKwJQUA2lpCdx++xJuumlxSLrOwGheaAjUmbyApaUlDhQdCp2RWL16oZrtJDh7k5IPPZD5yUNvrysiR1tOx010cGct+N/33HO1mpUpJiYKnS76rEmdGjybsXPnYZqbrcTF6ejqctDUZI3I7/90Cp3989PX5xlYGKwlOTkOt7uf9PRE7rxzeUjj83T8JpXvprXVyvHjnZhMNv70pz0UFeUwf37OuOwjnMF1AQIx90k0N3djNHbidLppaek6bfv/QqC4pc/no7m5myef/Fd1XZXFYuO889LHfaby5Zf3cPBgEz09zmE7AUoHpaKiSZ159/uj8Pv9xMfrgcBsaleXPWTWUDEZG7En8sUIvp+KiiY6O+1ER2sBJRHJjJAU1/v21avVlgPX1cDvLFx61nAm46DLGe0ElJeX89lnn6kN7PFgt9t5+OGHsdvt/PKXvxxSiGzKlClhQ26sViswssJlS5cu5be//S3Nzc3MmDFj2O3S0tLo7+/H5XKpjffx2P9kEXyzCV6EA35qatpISUkgNlbP8uVz1NH6kUw/nmybE514wVPZSiq7/PxpdHU5KC7eh9vdj06npaqqiayswFqFBQtmROyJHO4irRzrhg3bKC8/TmpqPFOmxOP1+qitbaek5AA33bSY5577kN2761i+PPA5/vzn79DR0cORI+3q+5ypv3u4QlXhfhfLluVz332vcfy4Bb0+CoMhhtmzIzPl5em4iQ5uxA0elSoqymHXrsN0d9vx+fxnxaL3wQMKbnc/2dmpZGcnk5+fHtFrHE6X4GtZdbWRzMxknE4PfX0eFi06j/nzc4ZdIxT837EKdx0e3IDav7+B48fN6mvGO7SkrKyO996rUmc+lPDHQKXpLjQaDd/5zpJx2Vc4ymdQVBSoaTE4xEpZOH06fptZWSkcPdpBVlbKCY9NCauNitKg0cC0aUlccME0Vq9eSFlZHRUVRnp6nFitDjZs2EZh4YyQGi6RGGY5VsFrAdPTA9kBo6O1zJ07nebmboqKckMGG5QOprLmJUBDZmZKSBHGs8m4dQKeeeaZYZ9zOp20tLTQ0NCA3+9n9erV47JPt9vNY489RnNzM48//njIgmBFXl4eVVVVOByOkFH1w4cPq8+PZD9w8oW6bW1t6HQ6YmNjx3X/k4GSJ9nj6cflcg9cKHPUVHGZmanqgtPgkcqRNDx/+9sdlJXVjmmad/D7B3LOZ/D883/HbncB4PF4OXSojaysFDWLQ6Qu7BkcFqBcvDZtep/jx014vX7S0+OZPj2Z7Oxkmpu71ZtUXZ0Jm83Jxx/XU1nZiMPhwe/343AMnakaT+EaDyf73oPXDAAcPWrC4/Hidvej1Wro7u47rcc8VqejIzW4ETd4VAogPl5HaqqBwsIZ6qLhyRzbO3hAAQIzdjU1beoMXnFxOXD2hC0MZ+jMzxvs3l1LbGwM11+/ICSL0uk0XFa24GtQXV0bvb1uNRX0eM9ALFuWzwcfVIfUJSgszOXf/u0lGhosJCbGnvQ9TkVZWR2vv/4JPh/ce+9KtX6JkoFp9+5ali+ffVq+ix/+cAULFuQM2wgNrpWzcmUBe/cexWbrIz5ex5Ils4DALEB8vI7zzpuK0+mmvt7M0aMdVFU1ERMTaA6eTedT8LXDZOpVF7c3N3cPSZARHBJbUJCptgWCq0GfTR0kxbh1Aj788MOTbpOens4tt9wSErM/Vl6vlyeeeIJDhw7x0EMPDanSq1i6dCklJSV88MEHap5+j8dDaWkpc+bMCcnM09XVRUpKSsjr+/v72bFjBzqdTp3B6O7uJjk5OWS7+vp6ysvLWbRoEVqtdkz7n8yUEQYILNbq6/NgtdpparKSkzOFX//6XykrqxtTes66unZstj7q6tpP6RiVePj9+xsJjupKSNATH68nLS0hJHtApF4MB4fxKOlYZ85MJzs7mZaWbtxuJ0uWzOLJJ/9VfV1+fjpHj3bQ29tHcXE5t9++RC38czqFawwEV/9VMhGFTnH7Q/6r0wWmtLOyUujudtLW1sVzz+1QKzeezcItnA1XNCi4IRhuQf1kEjzqHfx3Kut7ysoCjeBTzbs+GSjnT2trF2VldRw40IDD4SY11RA2hHK418Op/RZONKOgJGTYtOl9urvtVFQY1cJj4zlyWliYy8aNa9T1B8oC15aWLvr6ArMiL7+8Z9hwmVO1bFk+r732Ce3t3ZSUHGDJklnqZ9vS0nVaw5FONsCQkZGI3e7G6XSTmZnKD35wFc89txOLxc7rr39CSoqBQ4cCqZvz8zNITTVw9GgHbnc/BkMMs2ZNn3SZbU4muJOq/GaUgUnlv4PDfmBoEcuzOT3xuHUCNm7cOOxzMTExpKamkpGRMV6748UXX+STTz5h8eLF2Gw2du7cGfL8VVddBcCcOXNYunQpW7Zsobu7m8zMTHbs2EFHRwc/+tGPQl7z29/+FofDwUUXXcSUKVPo6upi165dNDU1ceeddxIXF8gf+8QTT6DT6Zg7dy4pKSk0Njayfft29Ho93/nOd0LeczT7n6yUWHMlN7Uytbht236cTjdNTZ0hxZ5GG7Ocn59BW1s3+fmn9vsJbljk5aWpOdWDp0IHbxuZNCH/Db5wFReXD4QEGYZc0Netu5rm5m51FC14AfXpFK7xoDRM2tt71LoQwYu5QcPKlQWsXbuY2to2/vd/D+DxBNbaZGamcOxYB3V1QzM5TfYR8JEYbmYl2HDZZCbL56LcvIM7M0rNiQ0b3iQ2NuakebvPFsrfWF3dSGnp59hsfXi9PmJjY4asEQn33Y5XONBwjVAljKKqykhvrxOns5+9e4+ydu2lp2XktLa2jT17jpCQoFezhn3nO0s4dqyD3l4XBsPw6+xOVWFhLvfeu5LnnttJfX0gM1JXl4Nt2/azaFEuiYlxp31QZTjt7Tbi43VqqFxhYS4lJQc4ftxMX5+b/n4fPp+P/n4v27cfJDY2Go/HR3+/D5PJzqxZfvbtO059veWEi18no8G/3crKRtrbbSFhP5mZqWHr2kzGOP/RGLdOwPz588frrUbk2LFjQGCdQXl5+ZDnlU4AwPr163nllVfYuXMnvb29zJw5k5/+9KdcdNFFIa9ZtmwZf/vb33jvvfew2WzExcUxa9Ysvvvd73LZZZep21122WX8/e9/56233sLhcJCcnMwVV1zBLbfcQlZW1pBjGen+JysldCM4R3lp6ed0dTlISorjoouyychIpKTkgFptcjRONg06UsEnc7jG72RpKCmVeZXPIzhEyGwOFIOJj9eHFAlTtlNG0c5k4yncRVTZf0ODiT17jrFoUWgmhpqaVlasCGTg2rJlD16vD70+Gq0W0tMT6Olx4nR6QqpfKq+dzCPgw9m6tVydtWlvt530bxz8mU/WzyU49/bWreWUln5OXV07l16ap9b4OJsFX5N27z5MR0cPCQl6EhNj0etjuPXW39Pf76WhwUJra2Cd2WhD705VcfE+iov34fX6SEjQ4/WC1Wo/bbOpW7bsobq6ifPPT2fNmkvUv7Wiwkhp6eenPFg0nMH55vfsqaOlpQufz4dWq2H69OSQ4opnWrhR7NWrF9LQYKG7205fn4fc3KnU15twu70AJCbGYrU6aGkJDAylpSWGLH6dLPfEExk8C6CsMxoc9nMuDCiEc8azA42XX/ziFyPeVqfT8b3vfY/vfe97J9xu+fLlLF++/KTvd+ONN3LjjTeO+/4nr9DQjeLifXzwwUE8Hi/x8YGFwEqZ+7Es6DtdN7GRpsiMpAvh4KlJZSR8cDxouNkNiJxRjeCR3qNHzej1X4zeBd/MysrqaGqyotFo+NKX5jB/fs5ARhILfX0e8vLSQ2Lgz3SKwjNFafi0tXWRn58xbHaP4UzmrB/19WaMRgu7dtXS0dGDx9OPwaA/ad7us0FwKNChQ6243f14vTEsX57P3r3H+PzzZpKTDURFBZIbAGq17jP3uQSu+xpNoMZLenoCDocHl8s97nn7KysbsdtdxMREk58/TZ1pCC6cd6I8+Kci+Lvwer0kJcURHR2FzeZEq9WEDGRMhHDX9ptuWszs2dPVBa8Avb19mEw2YmOj0WgCi4f9fj9Tphgwm/W0tXWp15bJOnigUNaqGI0WfD7QauGDD6qJj4/B4+mnqCjnjMyGR7IxdwLuuuuuMe9Uo9Hwhz/8YcyvF5FFKRs/ZUo8zz77ISaTDa32i5vCF4tzuviiwzDxBhfcam3tIj09fkgYTSRdCAcfs5IlZtGi3JB40MlyYQsXIhZ8M6utbSM7OxWDQRfyW1IycyxaFOi8KYtGz9bFW1lZKRw50gFoqKgw0tlpp7W1G42GYbPCBIuUzt9olZXVYTRa6Oy0q78Bj8eLwaCLmHPydAoOBertdaHRaNBqtdhs7oERaC1z52YSHR2FxWIDNGe8ExzI0KOhqsqI291PVFQ0LpeTbdsOkJAQ6NyPZ3ag6OgoLr00j5Ur56nx3IB6/o9kpmwsgheZHj9uIS5Ox8qVF1Jfb8ZisYUMZESS4HNfKR743nuV1NS0kpGRQmJiHG63h23bDuBwuOjtddHa2k16ekLYKu2TyeDrh98PTU1NeDyBVOFnQya1UzXmTkBHR8d4HoeYxJQFtzt3HsZkslFUlMNFF82gqcnKihVzhzSmJ2rR7eBRdCVnfkZGIps2vY/FYsPj8bJ7dx1HjrSzbNlcNUUlTOyFUIm7NZt71Dz/gJolJpAi0oFWq2H37sO0tlpZu3ZxxDeQgouXDfe8ThdNdHRUSLzq/Pk5mEy96iL0goJMCgoyqa5uZMOGNybF3z4aK1deiM3mIjs7mZqaNrRaDX19Hurq2qmoMKqVlxWRNHt1KpRMSBCo5OlwuLBa7Rw61Mrll18waRsnJxJuIaLfryE5OY7Y2BjS0hJYtCiXvLw0gquET9T3Hbo/P1OmxLNt2wF6e50A41q3Ijj1dHA8d1FRjjqYMHv2dHXb0TrReaM0prduLaeyMpBSeu3aS6mtbaOk5MCkqM+h/A0ffFBNf7+XtrYu/u3fvsTOnYc5ftxMYmIsXq8Pt9tDVVUTa9cuntSDKsHXj5ycqSQk6Nm+/SB+v5/Y2Jiz8voxWmPuBLz99tvjeRwijPXr14dkGgJYtWoVq1atmqAjCk+5MO/dewS3u5+0tATWrVsRNntJ8H/PNCW922uvfcK8eVlqYbCqqiYaGy3qwqnu7j6qq5vxeAIjTOEWC50JwxVfu+22JSExnyUlB7Ba7djtLrRaDdXVTTQ0WCZF5pST/SaUx10uN9u2HcDptIT8rpTsQlOmGPjLX6o5dqyD2NgYKiubKCyccdZ0BpRwuoYGC263B78/sGDebLbhdvczeIYtkmavToWSCUlZeNrRYcNud2G3u/jss5aJPrwxO1Fjc/BsnxK7fOedy9UZL71ex9q189SQqImmZCxbubIAvV5HfHxgVDwhQRe2OvmpUMLDoqOjiI/XMWtWBmlpCZhMvbS327jpprGf8yM5byoqGjGZbBQWBurJFBeXc/RoBxUVjRM6AzvcZxwuM052dgqffdZMb6+Lv/yliiuuuIDmZisejxe9Phqv10dXlyOis+SdSPCgWWKijuXLZ6udZY0mkHFw1qzTs3Zkspm0awLOBU8//XTEVwwOLlDS0tKFy+Vhx45DFBXlDhlBmOiQhOD0bqmpBtLSEqmpacHj8eJwBKbX/X7/QPpQTciI+5mmxDIGpvgDo2kGg47ubifbtu0nIyORm25arI6kR0drSUkxkJpqID9/2piLKZ3pEeST/SaC1w4MznwBqLnJ9++vH/gO/ej10TQ3WzGZbGe8I3S6Pj9lRKupqYHubidRUVr0+hji43UUFGSpN7jg7YP/O9nV15vp6nKQnp5IYmIsDocbrZZJ20g5UWNz8HdXVnaYd96pIDs7laQkPR5Pv5o6VQkHzMubOgFrAYJ9kbEsOAtbYJbKSnFx+bgcX3HxPmpqWoiK0uL1ugaqvuaoAyWnWiNjuPMmuJCU0vGuqmpSM5kpf/tEGu43pTweGxuD2WzDbneTkKAjLi4Gt7ufvj4Pa9cuZu/eoxw7ZkKj0aDXRxMTEzVpZ1aVonJdXQ5SUgzceefyoCx5K9i06X0aGsyT9voxnqQTIE6JcoFxu/txOj14PF4aGy1s3lzK7NnTI+oEU9K7BefG7+lx4nC4sdmc9PQ48fl8xMREEZiA0UxYhgQl04/S6C0rq6Ory4HJ1ENHR7eaCzsjIxGrNZD5IT8/g/z8aad0wY7UEeTgMACF8hk5HG7s9i86AOefP43c3NQJqSo7np/f4N/dAw9cx623/h6/H6Kjo1izZiGdnQ7CrbOZ6A73eAo0IFuYMSOVBQtmhBQMm6x5zU+Wc1+57hQX76OiohGbzUVnp32g8xdNRUUja9cuVsMB8/LSJnRBvJKxTOmcKB2AqiojXV0OkpMDheyCc/uP7Tvzo9NFM3PmFBobrTgcblwud0jIqTJbUl1txGZzhalBEt7JZmeUSsXLl+dTUJClZtEJ/ttPx4LkkRruNxXcKSspCcymxsREk5xswOPxMX9+NgA9PX14PIGsQYFZFj3l5ccHqjNrJs05pqQsj42Nwe/343J5QpIoDL63nuvG3AnYsGEDF198Md/4xjeGPNfR0UFcXByJiZEfIydOjbKwc+nSC3A4XBw50oHf78disVFcXB5xF47g3PjPPvshOl00hYU5ZGamDFwoAhUV7XY3SuMqeMTtTOVPDpfu7YMPquns7KW/30dLSxcbNrwBQEODBZfLQ3e3g4YGCzD2BmikjSAPTssXvKZEOcZ//rOeHTsO4ff7iY6OorPTzqpVhRMSyzqen9/gDkVhYS7f+96/8Npr5Zx/fjq5uVPZv78Ri+XMz3icWRp1xHft2ktDQuQivbDfcEbSSSsrq+Ottw7Q2+siKkpDSooBuz2Q733v3qOYzTYSE3Xk5c0cUdGw0yl4xu711z+hqakTtzsQWhIXFwgNysxMPeVFu2vXLiYzM5XWVitVVc04nYFwQPjifCkoyGTFigK2b6+mpqaVhgbLiAakhitqqISVpKYa6OiwUVfXQX7+NPLyZoYUs5voAZThflPBaxl6epwUFGSRnp7Avn3HyctLZ+XKeWza9D4aDcTFxeD1+khLSyArKxm73YXVGn6gIVIpKabT0hIwm3txONzs2XOE3l4XDzxwXdh767lszJ2A6upqpk2bFva5u+++m6uvvvqsKYYlhqeEo+j1On7961vYtOl9qqqMeL0+Jnp69GSC48r37DlCdnYyF1wwjUWLctUR1srKRjUUw2i0sGnT+2ekIxA8GqiMLm3cuIYNG7ZRU9OCydTDK698zOWXn09ioh6Xy4PT6cHn87N9+2cUFeWOKT410kaQgztgq1cvpKAgUx39VZhMvURHRxETE/jflClDMzydKeP5+QXfrILrBHz3u//C228fYPPmUrTawIK3SOm0nQ6DR5kH37zP1r992bJ8XnrpH2g0oNNFc955aWpF8KYmK7t315GUFBeyRmiiKSGXLldgRLmvrx+/309GRnLY9WGjFXxdPHKkg6NHTWpqzmXL8qmuDsw+TJliwGDQERWlwePxDNtRDI6XD04UoVxzi4v3sW3bfmJjY7j++gVUVho5fLgNq9XBnXcuD+nURNoAymAlJQeoq2snKSmOa665kPp6i1p3xGi0oNPFcPHFM2losAyssbBzxRWzQmrSTAYZGYkDVZB15OSkqtWk9+07xp13/pFbblkcsZmcJsJpCQfy+/34/ZOn5yjGLrghvWnT+2RnJ9Pa2oVGo6GoKGeCj+7ElBvKrbf+nv37j9PQkEhGRhLl5fXs39+A1+ujrq6D5cvnqAtwgwupwOmPoVcKsVVXG0lLSyQ7OxmLpZeGBgterxeTycZDD93A5s2luN0eHA43XV0OSkoOTJo0oSeidMCUInPKbICyULSpyUpmZhIpKYHMMQ6Hm56evpBCaZGSKWe0xxHcodi06X327z8OwAMPXMeePUewWtvQ6WJYvXphxDQCT4fgUebBMyNn69+t/FZuuWUx775bRWenne5uB4WFOaSlJZGVlQwQcSENSsjlL37xHhaLDZ8P+vt9xMfr1O9qvL6zqKgopk6NVxt0hYW5tLR0qYkRPB4vGo2GmJjhq9QHx8v39XmGpBg1m3vo7/cNxNP3YLH04vX6SE01DOnURPrvUQmBVRr+Sla2jIxEnE4PfX0eLrook+XLl4QkXJhs2tttNDdb1dAtgLq6Dnw+H253P9u2HSAjIwmIrJDXiSJrAsSoBS+SWrt2MS6Xm9/85kP6+31MmRKPx+MlKkpLScmBiFsXEI5ycVy0KBe9Xscf/rALh8MNQHV1E3V17cyYkcrtty8ZUoDr9E8BBzrTLS1dVFQYAZg2LZG2ti48Hh96fQzt7TbuvXcl7e029eI9UaXrx5sSCz8401RVlZFDhwILDaOiooiK0qLVasnISGDNmoXo9TpcLje33vp7EhL0mM296vtNlFP5rQT/RsvK6kI6pedKruvgAYdbb/192FjvSOnwjdZwhQtXrChgyZJZvPXWAZxODyaTDbO5N6LrYSgJC95++wAej5eEBD23375EfX48vqPh4rrj4nRoNBr8fj/9/T4MBh1ut4fNm0vVYws+BpfLTWxsjHrtH9ywb221MmVKPGlpCVRUNNHZaUevj+aKKy4Y907N6RYcCqvMpCqzHd3dgXSuaWlJ3HPP1Tz77If09XnUFMwwef7OZcvy+eCDapqbraSlJdHSEqinYjDoSU6OY8mS8znvvPSI6jxPJOkEiFELTleZmZnKtm0HcLu9aDSBlHBOZz9RUdoho+aRYPANqLKykfZ2mzo6EojtPITZfAStVkNcnA6LpZeeHicVFY1s3PjNkPdSppDH84ISfIxKDGxGRiKlpZ/T0tLFlVfOwW53cfy4hYYGMy+8sJvrr1/Axo1D1+ecbZTRtu9//yU8nn6io6OYO3c6CxbkEJwzvbh4H9u3H6Sry8HcuZlce+38Cb/oK4ubRxOqFByusGTJrIFFj0dZsaIgbOfobDZ45q6nx6mes8ELQyNxYfvJDD5uJaShqirQ8fd6fXi9Prq7HbS39+ByuSfycE8qIyORtLREFi3Kpba2nS1b9gCBhuh4fEfK+w+eBcvPz6ChwYJWq6G/38HcuRk0NXXT3t4dMjs6OGPO/v2NPPDAdepzym+qtraNysom+vt9aLUa0tISmD9/xpBsXJNN8KzFb3+7A4CcnClqteWMjEQKCjI5cqRNzUYVySorG3nuuR20tHRx++1L2Lhxjfo9FhXlUFJyQB0MOu+89IjtQE8E6QSIUQvO1LJsWT4ul1tdrHjZZXns3HkYg0FHfv60iGugDL4BKeE206YlEhMTOB2++c1Lsds9ZGWl0NXlwGLpHXi1Zsh71dS0smJFwbiGnQQfY3CNgvZ2GyZTL52dDgwGPVFRWpxOtzpCeLYK12hIS0tAo9HgcnnYs+eYOhOibF9a+jl9fR4yMpL5zneWRERoVPAI70g7x8qaCLs9kBIzOdlAdnYy1dWNVFc3kpYW2Tfn8aScX4sW5dLT46S1tYtf/ep9/vCHv/PQQ19l9uzpp6VTfiYEx5NXVjayZcseDh9u4/hxMzNnprFgQTYOhweTqVdttEYyJdxk//5GDhxowOl0qzPDp/odVVY2UlJyAKPRMmS2WVk/Ul3dSEVFEykp8UDgOqGsHYChGXMsFhvPPbeDgwdb6O118tprn6jXFJPJRk9PYKQ8KSmOBQtyJlUHM1i4e1R6eiJTpsRzxRUXqKFQBQWZ6mxrQoL+pLONEz0DV1xczl//+hkeTz/Hjpl4+OGvhaSN/fOfv69GMEzWtKeni3QCxKgNjn0sLMzl/vsDoygbNrzB0aOBgk3Ll88ZcpJN9MVi6OKtQLhNVlYy8+fnqhcOnS6a9PREWlq6SEyMJS8vTR0lUY5dyYykjJKM1yjk4BFj5b2Vqeu6unaam63k5KTidHowm3sHahucncItuFu7djFmcy/79zdgtfbyn/9ZTGxsjDp97/X6uPDCLC67LI+SkgMAEdERGNzYO9G5EHj+MA0NZuLiYoiOjqa314pGA01NVjUH9tmdGegLwdlfkpLi+PzzFlyuwLqYLVv2sGDBDLVg1WT7PAanuGxqsgKg1WpobrYyY0YqMTHR5OenMH16ckSG+wX/noMb2YmJeurq2unv9/LQQ9twu/u54Yaxr2MpK6vDaLTQ2WlX/x0cmhOcXnXv3iMcP24hKko7kOwh1OzZ09XQurq6DpqaOvF4vJjNvTz22DsUFEwnPl7HeedNJTU1LuLWYIxWuHuU0nEK/ruCf4OpqYaTNpzP9Azc0GtnoLaBx+PFZutj06b3ycxMHiik+MUxBipNNwGcM9fNkzmlTsCOHTvYsWPHkMc1Gs2wzyneeuutU9n1OSGSKwYHp05LS0sMujhoiI2NYcaM1LAXy4merh/cgVHCbcI1xFpbrbjd/SxYkMPq1QvZsmUPTU1WWlutFBbmhiyuglPLDhF8UYNAcaS6ujZ27apl3rwszOZedfGa292PThfNFVfMAvyUltaQlpYwxk8k8oVbcFdYmMu6dSsoLt7HG2/sw+32qhmp9u9vxGbrw+Fw8/LLe+js7KWtrSsiOgHBf8vgha4K5bcQSIPYhNPpIS0tiezsFA4caMRs7iU11YDT6SYqShvxU/XjRTk3WlutGI0WEhL0REdr8Xp9ZGWlEClFm8YquJNz/fULAD8mUy+VlcaQQQpl20ipj6D8XpUUy62tVjZu/KZ6bDfdtJhnn/2QP/1pD3a7i9jYmJC87aOlJAuA8JmxlExaCQl6rFYHXq+P6GgtyoDP4EKMra1dHD3awcyZU2luDnQC/H6w211UVTXj9/tpbLSQlGTgkktmUlvbNinXnUD4e1Rwxyk0vFCD8pmVlgZqAdXXW8JmxzvTmZEGtyPWrr2UqiojdXXtuFweOjp66O3t4+KLZ4akby0oyGTlygtRohjEKXYCJAPQ6RXJFYODK/LFx+vVi0PwqEK4C2SkpVEbroEJgbjyvLyppKUlUlHRSFOTVS2cAkP/llPJDhF8UQMwm21YrQ76+jz4fD6+9a0rQsq+By9QVjoxMPEzLWeSEo5VVJTL0aMmzj8/nbVrL6W2NrBguL/fi9XqwOeb4AMdxnDnghICFMiNHwgDuf32Jfztb5/T3x8Y6VqxooD6evM5tTBYUVSUS329BYPBxiWX5KnXm0D8thGTyRYxDeTRUGYWi4pyuOmmxepAy8qVBSEjsMN1HidKcMHIgMD1cfDMQGtrF3v3HsFotLJvX/2Y14sNThYwuAO9adP7mEw9ZGWlkp2dSn5+BqmpcSHHFLyo+LnnPqSz065mMDpwoJG0tAQWLAgU0dq16zAOhweHo5u//vUgH31Ux5Qp8eqxTCYnukcNF4aqVEWuqjIOu87vTGdGCnfvXbAgh46OwMCc1WonISFW7bDU1raFnFviC2PuBLz99tvjeRxiklm2LJ833/xUrVZrNFooK6sLuXiEE4lp1MI1nJUGZmxsDPX1x9Hpolm8eCZdXQ6qqoxs3VrOTTeNLaYw3P6CQ4tmz54OwIsvluFwuOnudoQsZB782uBjmOiZljNpuKIvhYWBGgkbNrzB55+3EBsbww9+cNVEHeawhjsXli3LZ/v2apqarFx//Xx1MXpp6WdER0cxbVqimn43L+/srhEQLDhjjhLCEXxTLyurw2QKxHBHWkKCkVBmFktLP1dHso8fNw9Z9xFpAynBoT/KIMWzz36oVu5tbe0iMzOFtWsvBfxYrdXDzhSP1HDnTnHxPqxWO16vH5PJRnS0lmuvnQ+gphY2m23o9dEhi4r7+710dPRwxRWzWL58TsiMS1JSHCUlB3C5AjUP7HYXKSnxEfP5j5fBv6vgpAQABkMMwIhmHk/3YNTg77+yshGz2UZ8vI7Y2BhiYqK46qo56mLhzMyUkFl78QVZEyDGpLAwlyVLLqCpyYrP5yMlxTBpL4rhGs7KyJXZ3IPNFk1XlwO73UVLixWPx8vLL+8ZkpnkVPanNADeeONTdVQ7IyOJjo5unE43xcX7QhaWBr9X8DFEWgPhdAm+QQViPQOCU9eeKNTrTDvRTTH4b6moMGI292C3uwae1fCrX73Ptm0HSEqKHVjAN4v2dhv79tWfUwuDg3/bxcXlVFUZqa1to7HRgl6vIyMjcdJO9QdnGquqaqK2tp0pU+Lp6XHS1WUPG/ceKQYfjzJTUVCQSXp6Atu3HyQuLtCAPN3npMlkQ6vVEhsbqHzr86GeVwUF0wnEhBtxu/vVRcVpaYmkpBiYMSM1pPKy8nesWFHAL37xDTZvLqW310lCQhz33rsyor6D8TD4eywuLqe0tIb4eB2trd1qGGpFReNJR9NP92BUuJS6FRVGenqc9PcHwr8OHWrjyJEO7HYXra3dfOUr8ybddeFMkE6AGLOioly2b/+Mvj43WVkpamNssl0ch4uTVGYDsrJSaG3tpqPDgtcbyM1vMOjGfJEbvL+tW8t5881P0Wg0WCy9mEw2LJZe5s3LRqeLob/fy969R9Tqxcprw11oI62BcLoMLvKjeOutf9Ld3cfWrZ8yY8YUVq2aH5I6bqKmgouLy3nvvWq2b6/m8cfXhMzqKCOmsbEx1NS0qCF26emJVFUZOXq0g64uJ8nJcSxceB5FRTnMnj2d7durqalpobi4/Jz4zoN/28XF+7DbXdhsTl57rVwt4JSenoDD4aGoaHKdB2VldezefRifD5YsOR+/H4zGThwO96QbdQ6+RgVi73sxGAJ1O5RO+umiZLqZOjWepiYrTqebp5/+K319Hq6/fgFTpgTW0vT1efjnP+u5777XyM+fxvXXzx+y6DU4QUNrq1VdIKykEg1OEjGZDT9AocHt7sdmc+Jy9RMbG41eH4PZ3HvSv/10D0YNvvcp39WRI20cOtSGy9WP2dxLSooBnS6auLgYWQg8DOkEiFELXgjm9frIy0vH74c//WmPumh2MjlRWAYEClN1dzvRaCAmJoq0tHhSUw3YbK4xLcpUYhQ3bXpfDWuorzcRF6djwYIZxMREcf756dx00yX893/v4siRdhoaLBQXl4csuFPiHM+VhaHBBocgKP9+6aV/0NnpoLfXRW1tK+3t3bjdXjye/jNeRVlZoBjI5KKhr89DU5NV7SwrixMvuSSPgoJMzOYeUlMNeDxe8vLSsNvdVFc3odNFo9dHk5JiUKe0b7ppsRoDO1kXwp6KtWsv5ciRdo4eNZGensjx42aOH7dQV9cOQGenY1IUKlQsW5bPa699Qnt7NzU1bSQlxQF+DAYda9ZMrorQwdfT1asXUlvbRl+fh7/8pYrW1m5iY09fgywQchS4ZjudHhyOXjQaDQaDDvCza9dhOjvtaLUaNBoNx46ZsFod3Hnn8rCL88HPvn2BcNBLL52pdhQibV3GqQg3mKSE1/h8PpxONzEx0Sxbls/8+bm0tlp5++0D7NlzJOwiYeV9TtfnEq4+T21tG/X1ZpKT48nISMZud9PdHQgLW748P2RRvQglnQAxasXF+3jvvaqB6dbAqI5Go4zuTN4GyeAREeV/Gza8SUKCHq83Bp/PT0ZGMmlpCZhMvWOOMSwpOcD+/ceBwI2ytbULjUbDN795CQAvv7yHv/3tc/Lz0zl+3Ex/v0+teqsYnJ3oXDLcTeaBB67jued2YjbbcDo9xMRomTYtiYQEPYsW5Z6x0bvK/7+9Ow+PqjwbP/6dSTJJJgtJmCQkkECAEKJAAmgQKCoRRAVUsNC6tS61WqW8auvPBWvdqMWtelWt9q3r69KigFIF0RiQFCiBSBYgkAQCWck+yWSbJZnfH8M5ziSTkLBluz/X1Ys6c+ack5lnzpz7We47q4g//vFzjMYWCgurePPNX5x8xq6O4hQX19DeDomJUVRUmMjNLSc2NpwRI4JYsmQqKSkHKS83MmXKKObMiesU8LhL7TeYdfx+zpkTh9XaTmio/8nihI3U1TVht9vRahlQ6wISEqK5//556lqA3NwytQK7t7eur0/vtC1blkRKygFSUw9TUlJHW1v7OW2zygjunj2FjBoVTEVFPU1NZnx9dYSE+FFaasRutzNsmF5NAa1k2HKelqfUDrjoohgMhgBqakxERAQDqMW0kpPjB8V3z12vvTK9xmQyY7PZ8fX1oKiojrKyeiZOHEFTk4WWlhrWrt2jvmenOz22t+sH3NXneeWVFCoq6pk4MYJrr51KeHgA77+/U60aLMXBuiZBgOgx5ctaVWWisdFMe3s7wcF+WCw2DIZAbr111oC+KHY1jzExMYqsrGL1JuP48Rp8fXUuPRG9vZApeb6XLJnKsmVJapGWigoTO3cWsH9/CUeOVLJ06XQuvDDyZMrQClat+ozExGh1AV58fESvKtAOdhMmjOCGGy6ivLxO7cFLSHBU+HzjjVRSUw+xfn0Gf/nLz8/p+5WWlo/J5JjXr8zvd85i8/XXOXh5eeLlpXW5sS8vr1ODy3vvTcZgCKC6uoHy8jrmzIl1GckYKlO/FO6mAMCP71lycjwREUGdgqWBYtmyJJYtS+LTT9M5cKAMvV7nNgXmQGMwBALQ2mrF29uLmTPHndN267p2ZA/r12eg1WrYuvUwVVUm7Hbw9/dh5szxZGc71gdUVJjUa7DFYqO0tI7gYD1gZ/r0aDIyitT1R8o6gcFyY+nuOhIeHkBoaABarYbq6kZaW63k5JRgt9vVhBkxMQbA3mla5tlYI9fx99Q5QOs4CpCWlo/FYsXb25O5c+PUz2XChBFDqqL66ZIgQPSIc27liy6KISoqmOLiOsLC/AkK8h8UqbfcZUdYu3YP2dnFlJY6CqfY7XZqaxvZt6+I2Nhw1q7dwxtvfEdZWb2aIq+7i6Dzxe3jj+92OXZOTjHr1++lrc2Or6+OoCA9iYlRhIToOXq0irKyOlJSciksrKG11are9PSmAu1gp/yghIb6YzAE4O/vzZ49xygsrOHECcci65KS2tN6v3oT6Dl6+8dx5EgVN96YpFamLi83UlhYzaFD5QQF6TstVnPckDRgNlvUXs2UlIOAFLfpKiVvx4XV5eV1A7YaqFINV6uF8PBhxMQM7+tTOmPLl19MVlYxx45VExDg45Jd7VxwHxw7ai4cPFgGQH19M5s2ZZOUNEadKpKXdwKLxUZNTSNWaxsNDa3s3XuM4cMD1BHXwZp4oeO1raLChE7nSXJyPAC7dhVw9GgVVmsbra0WrNY2IiOD1M6V/PwKxo8PP61Osa5GIpwDg45rwJxHAcrLHQU9bbZ2tSDcUEqVfaYkCBA94pxbWZl32dR0EA8Pj0EzJaXjj4dSC6Gx0UxUVDAzZ44jP7+SvXuPodfryM+vYM+eo5jNbfj4eBIREXzK+fkdL25KoAF2ysqMHD1ahUajwdPTA6OxmZSUg+zfX0ZDQyseHhqmTBnOkiVT1ZEAJevFYPtROl3O+cjr6ppJShqjDufHxoah1+uIjOzddISOC3ihZ4HeY48tUrdbteqzk8/aWbJkKseP16DVok4xWLNmMwcOlFBT45jO8o9/pLFt22EuvzyOxMQoysqMQ3Lth7NTjXxkZhadsqhRf+Vc4Kq62kRU1HBiYoaTm3tiwAf4CQnRrF69lLS0fLZsySEvr+KM1+f09CbPOVB8441UxowZTn19C1VVJlpaLGRnl5KfX0l2djGhof5UVZmwWGwMG6ZHqwUvL08CAnRqKt7BOvrWMeuc0tuuZEv69NN03n9/JzU1jVRWNuDhocVg8CchIVr93fLz81bfm95kB3L3nnYMDJzXgCmBvvKdqakx4efnKAy3a1eBeq3tybVaSBAgnHR3YQ0PD8BgCFBzKysLcaZPj8bbWzfobkKVHgbHkDDMnDmO1at/qo6I5OefICurCLO5DQCz2UZNjYkPPtipLkh0Xhiq/OB1vKgpPb0Wi42gID0REUEAJ7MytJKfX4nF8mP2G09PD3Vfr732ncvcyKHI3TqOtLR86uoci4PLyuq5/PI4MjKKmDfvgtO68XCuNtmTecCvv55KSspB/vd/v+cXv5iJt7djPvK4cWEkJjpqGChD1eHhAaxZs5ni4hpMJrO6xqahoYXMzCLKy+uJiBimTlkQnb3xxnds357PlCkjSUyMIiPjuFq3BDqn0e1PlE6ALVv2YzQ2u8xpHkwBvvLe5+QUAz9Ohzxdp7rJ7Fj9ds2azeTmlqHTeaLRONateXh4UFZmpK2tjeLiOgwGf1paLEycGMGyZRdRUWFSA3+DIXDAZr/riY5Z5zrOud+wYR9Wq00dGaiubgAc73NkZBAFBZUnq3Z33t/p6BgYOAdzyo1/YWEN1dWOEQu93gsPDy2VlQ2kpOQyb94Fg2bNxrkmQUA/9uCDD6LVal0eW7hwIQsXLjwnx+vuwtpxEWpFhYnqahMZGUUDqsetp5QL4cyZ49V5xsqi0iVLpvLkk19gNtsYNsyX9vZ22tvbMZttavaXhIRo3n9/p5rLXAkMnHtK4Me5lzU1jRiNzYwaFYyXlycWiw1PT0fvtTK3XKfzcvnxdC4wNlR1V+NBme+7bdthKitNPcpv7U5XRcm6kp9fQWurFbPZyiefpOPhocXPT0dTk4XMzGKXInNKQKnTeXH55RPIzi6lvd2OydSC1dpGY2MLJSXtxMdHyg9aF3JySqivbyEnp5QlS6YREuKnVoPt78XzlE6A1lYr4eHDiI8fwddf51BT06imteyP53061q5NJzOzmHnz4s94KlB3N5nOU1cV1dUmgoL0+Pt7M3HiCEpL67HZ2jh4sAytVoPBEEBxcS1Wqw1PTw8mTBhBRYWJxMRoIiKCKS+v69ft6Ex11xvvPAtASWIAdnWUSlm7BHZ1bdrpjpicaoRn7dp0cnPLGDUqWB0R3779MOnphXh7ezB+/AhGjhyGkoBhMH5WZ5sEAf3Yyy+/jF6vP2/H6+7C6pwz2dEDbuH48WqKimoGZZ7yjjd+zinhsrOLMZla0Whg5syxeHl5kp9fgcEQQGxsmBow6PU6PDy0tLZa1cAgK6uIVavWU1paR3m5EbBz7Fg1ra1WPD21VFc3YjD4M3dunMsIizJlSKkmDEM7O5DCXSCk/AApIzE2WxsWi43U1EMsXvyK23oB3f349PYHLTY2nOPHawgI8MHfX8fx47WEhPjh6ekB2F2mfhQX19DcbFHTJk6bFoPZbOGTT9JpbGwhMtIxDW2gznE/H3x8HNlzlNzgOp0n/v7eQP8vnqesBSorM3L55XGsX7+PkpIa4Me0loNFdXUjtbVNpKYeYtWqz86oTXf3nXS+aXX+3JVe/dGjQ7nlllmsXbuH4GBf9fnQUD+am60sWTK10wLgjiMLg1nH99Z5Ko6ScScpKcalp72wsFrNoHQm1ynlfS8vN7oUfvxxnxp0Ok+mTHGsQXzppc3s3n0Eq7WdwEBfddrZxo37BtyUwL4iQYBQnepmJzu7mJKSOqqrTezfX05zs+Xkjc3ATQvale4uhGlpedhs7QDs3l2IRqOhra2d2NhwIiKCSUk5QGZmCYmJUdx00yWAXQ0MysvrKC2to7HRTHZ2MXq9F/X1zdjt4OenUzMxeHvrXLJPOBaW5gIalx5v53+Hou4CIWW0SqfzZNSoYA4eLKOkpBagUxDgvHC343fAed1GT25c4uLCOXCgjKVLp/LVV9lYrW3qIruCghN89tlerNY2LrhgJFFRw2lttdLSYmXXriN4eWkZPjyAtrZ2NBqtOg1NdO03v5nL++/vJDIyCIPBn8xMx0L+VavWq5mh+vONQFmZkZKSOr76Kpv6+maGDdMzcWIEsbFhLF8+sJMtODMY/NWOjpSU3HO20N3dyJ3SKVBYWKNm+dmzp5CmJgvNzWZ0Ok9uvXWWes1VpoM6Z17rz23ofMjMLKK0tI7WVivFxTXs31/G8eNVlJbWU1xcc1qZrDqn/XUExV9+mUljo5nAQF+XduKcFjkrq4h33vkPVms7Gg1cckkM4FjP4O3tSU2NacCvpzkfJAgQPZKWlk9JieMCUFZWr2avmDZttLpQeLBxN9/8tde+U7MAeXlp0et12O2O9He7dh0hPb0Qm60No7GZ4cP1vPXWbYBjYeimTTkEB+uZMCGMI0eqMRqbaWryxMNDi0bj6OFoarIQHKx3czG1d/h36KWIdOdUo1c7dxaoGa2qqxspKzOi13u56fm3Y7HY1IVlyo2jMnJz+PAJ/P29e3TjsnXrYYqLa/jkk3TGjg2lvLyeKVNGAnbS049htToWHv7yl7MoKqohI6MQi8VGa6uVKVOiWLJkKgEB3pSVGUlMHNqfb084r7Ewmy2EhgbQ3GyhtLSOqipHMbX+ui4gLS2fwsJqTKZWmprMtLW1M3q0gVWrFvW7cz1TjoBGQ0HBCZqbredsGqO766LzXHIly8/OnQW0tNQwcmQwCQmjXKZ8wo+dXso+hyqlZ12n82TChDCam61qFfPS0lqiokKIihp+Wr3uHafrJSREYzKZqatrRqPRMGpUsMu13XltwKpV67FYbHh7ezBiRBDz5l2oTuOdMiVqSNVQORMSBAgXXU2LcB62VuZUOi94HYzWrk0nJSXXpQpyx+H72tpmtVR5Q0MLXl6etLfbaWuzk5dXod5Qgob6+hZqa5sADSEhflitbVRXm/Dw0KLVamltteHt7cnMmeM7XUyXL08iIiJYLmoddBcIJSRE8/DDV7sM46ekHGT8+BEuw85pafkkJkZTWFhDbm6ZSy9lWlq+mh624w9SVxyBoZ3GxlZiY8O59NI45syJ5Y03vkOj0TB8uD+PP76YZcuSuOmmt07m19YQE2NQf0grKkwUFlazYcO+AVX59nxTrlc5OUVkZpYQFhZwsjZE1Mkt7Ci5zKH/3czNmRPL+vUZ1Nc7FrJ7eGg4dqyaxx9fz7PPLu1353u6lM9p+fKL1e/e+ZzG2HGKUEJCtFqtXVln9corKShL8MrL6zh06MTJVw++ke5Tcb4PcO5M8fDwxWh0pFrWaKC93U5pqZFLLhmr3py7u3/oOJ3Ked+A2rOflpbPyJHDCAsLZOzYUJdgWBmRra5uICenhOLiOjQaDePHhxEU5KdmzPPx8RoUKcvPFwkChIvuFtKZTOaThVTqh8hcdE2Hfx3vidK7D44MPSkpB09mdnHcKE6fPpqNGzOxWGxs2pRDREQwy5dfzJYt+6mqaqClxUJMTCgnTtTT3GwhONiP6dOjOXz4BOXl9S7ZgJyPO1huCPpCXp7jBz0xcRTK9Kzk5Hi2bz/M+vUZzJkzwaVys9JLqayF6elUIHCsCcjPr1CLDSk/iAZDIKGhjsV1mZnFfPbZHoqK6hg+PABvb081M5QyFcHb25Pi4hrWrNksc1u7oFyvrFbH6Fxk5LCTxansLqM5/XU+d0JCNDNnjuPIkUra29vw9PSgra2dwsKqQTWV4fXXU0lLyyM7u5j77ksGzu80RrPZQlOThQULHJnt1qzZjM3WRn5+BSZTCwAVFfWEhw9Ti4z5+3szalTwoB3p7krHhdUrVlyhdqYo2cxstnaGD/enudlCc7OFjRszSUoaq462KJ0rSuE+pXjjzp0FaupbZd/Kd/Txx9dTUlKHr68nTU1mgoL0JCRE89JLm1m/fh8jRwZx/HgNDQ0tNDaaaWuz4+mpITY2TK31kJaWP0TuTc4eCQKEi+4KZp04UY9O58WVVw7OtKAdOc8/7Mi5QNG8eReoeelnzhzP8uUXk5FRRGFhJe3tdvWGcvr00eTnVwCaTnnr7703mXvv/ZDGRjMbN2ai03n2+7nMA0HHIjNWq43MzBIAVq/+KV9/nUNLi4WyMiMVFSaamy00NZlZs2Yz3357kPvuS2b16ht6dUyl3Sg/fMoCNaXydH5+JTt2FFBf34xWqyE0NBCjsZmdOwtobDQTEKBT15QEBPjK3NZuOK/VUaZ5KJ+58p711wBayb2u1+u45JIYmput+Po66o/0dNRpIMjKKuKHH47T3GymrMzYJ59HRkaRms3O8b9jBAT40NpqpaTEsdA1IMCX6dOjT44M/jidpD+2nXNJGTXR6Tw7VaNfu3YPXl4e+PjoiI+PoKiolqIiR3KDxx9fT2CgL7GxI1BG36xWR8Y8Hx8vrNa2kx1gBpKT412mXzlPN25ra1evyZ9+ms7rr2/FbHZkW1uwYJI6ElBRYWLYMD1lZfXMm+f4je1YTVicmgQBwkXHC7RSMKuurgmAsLCATotWB6tTZaBQcsdHRATxm9/MJTOzmOrqBh5/fD2VlQ2AY8Hwhg371Bu7sLAAzGYbw4cHcO+9yep8yzVrNjNr1liMxiba2trO6cK5oaTjTeKmTZlUVjawb18Rr732HXPnxhEY6MuSJVOZMGEEOTnFbNt2CKOxiW+/bSQ0NEDtqVKGoh0F87oO0JznrRYW1qg38YC6KNzLS4unp5bAQD1jx4aSn1+Bh4eWmhoTJpPjsmww+KttRH7U3HN+r5Xev44Zo3q7sPt82bBhHzk5xbS3Q3h4IA8/fLW6tmEw3XympeXj6+vFqFHD+eUvZ/VJNdeRI4eRlaVl5MhhJCWNBWD69OiTFWZ/bBdKFjjluj4UKdcaJZuSEkw717S5+OIYYmKGU1fXTEREEFVVjg4Ug8HRjgF1ml5BQSWNjWa8vT3x9v5xqs6qVevYtCmbLVtyuPzyOEaODCYyMoi4uHC2bj1MZGQQL7/8Da2tVrRamDs3jtWrb3D5Pmdnl6jF52bNGj/k6+acDgkCRLfmzInl4493UVHRdnIOIJ16B4YS5xGA5OR4NX90fHwEhYXV5OY6ytKPGWNg5MhhlJXVu9zYRUYOU4cuExIcQ9NNTRZaWmqYNWs8H398t3qBkxu/M+dcl2HOnFi2bMnBbrdTWWkiNTWX0FB/l+1NJjM+Pl6YzY71GdXVDWpWp02bcqitbUKn88Q5S1N3YmIMarVRgPXrM2hqMuPj41hQPnFiOOPHh6upCh25uKPJzCwG7Oo0JtG9jhVPq6tN6nqKtWvTWb/+BzUNa3+5bo0cOQyNRoPd3kZVVQMbNuxTb6AGk+7SLZ+vz8JRF6Cd0tJ6li1L6nK+uPMN8MaN+9i5s2DITcVzDqydOyCcp0YmJkbz2Wd7qa1tYu7cOBoaWtV1csprVqy4gk8/Tae0tB69XkdLi4UTJ+p55ZWUk0eyqyMxGRlF6HSehIYGkJdXwYkT9dTXN1Nf3ww4KjfrdF7qtTg39wTx8RFqgTKlE0c5T9FzEgSILikRd2OjGa0W/Py8mTZt9KAoZd8T7nqsusofXV5e51KQRslF7xw0KNMVnBc6ffDBTurrm4mJMbhkIVJeB/1vMeNA43yDqCzmnjVrLKNHh7J+fQYFBRXk5Z1g+vRocnPL8PLyVDNeALz99naCg/UEB+tpaGjBUXD01PnbO1beBEfl6ZQUM35+jsXDubknyMurVIvETZ7sqChcUeEIUgoLa04uHJZ20J2O0xi//jqHH344xp13vsvYsaH4+Hj1myk2ynf70KETaDQafHy8iI42uOSnh8HzeXeVbvl8fhZLlkyloaEFf3/vbjuwuhrFGyyfRW84f27OC7uVQC47u4SWFgulpfV8/PHdAJ0CvMzMIqqqTMybF8/y5Unce++HVFTUOwW8GrX6cEzMcMDO9u15NDa2Ehjoy+jRBqzWSgwGf7Kzi9m+/TA2WztNTWbKy40EBvqwePGPCUqG4ud0piQIEJ0439impOTS3m5n9OhQ7r9/nstw9WDXVTVa53+dfzSUypK5uSeoqDCdMgB4/PH1HDhQhoeHlilTojpNwxpsNwN9RcnotGVLzsnqz4E0NLTy9dc5GI2OVHRK6luAwEAftUDX2rXptLZaqatr5pprphAaGsCRI1WEhPh1e0xlcW98/AiOH69i9uw/MWvWWHQ6L+bNiyckxI/16/dRU9OARqNFr/eiqclKdnYxWVlFbue6i86UwmtLlkx1maLo5+eFydRKY6OZESOGceedl/abKTbKFECrtY3hw/3x9fVi6dLpaqcBDO7ezL5YE7BsWRKZmcWkpBxk7do9pzy+u8xiQ1nH36Pw8ABGjHCMZCnZlbKyisjJKcZqtWE2W3jtte+orlYW6DqSa0yaFElIiJ4lS6aq7eDuu98jNfUQUVEh/OY3l1Nd3ciuXUdob28nOjqEhQsT1PVV7e2OonMtLRZaWqzExITK53OGJAjoxx588EG0Ss6ykxYuXMjChQvP2TGdMwOMGWNAq9Xg4aFl6dKhF227S1+mDHN2pFzQXnppMxUVDZjNFtLS8vnXv3ZTWdmAl5cH5eVG8vJOqNViS0rq8PDQMnHiiE4ZKNxVwhWnR8k9nZdXgd0OCQlRaqYmnc6LyZNHnSw1D01N5pNThQ6xefN+WlutjBljIDDQm+zsYpqaLJhMrWRkFHV7TCW97Lx58ezceZTjx6sxGpuIi4sgOTkecBSHCw4eQULCKABSUnIpLa1TswENhXU3Z2rDhn1kZBwDfiwA9+mn6SenUzne47lz4/rq9NxyTrm4YMEkl+QD/XUR8+DQudaKwjmYdP6dG4qfhbsR8I6dXxUVJoKD/UhOjmfChBEnRwaKSUvLw253TGP08vJk9uxx3HrrLHXxb1VVIwsWTHYZJc/Pr6SlxUJJSS2ffbaXkhIjo0YFU1PTBNgpLzdSUFCBt7cnCQmj2Lv3OK2tViZPHqVmmlIWGA/Fz+tMSRDQj7388svo9frzesy1a/eQm1vGqFHBGAz+GI3NtLRYXG56+mJh1/nW8W/s6TxWJQvFl19m4+fnTUNDK01NjpzKVVUm9aYlNjaca66ZQleLFburhCt6T+mtWrJkKpmZxTQ2tuLl5cH48WHqTbiSts5kaj1Zz8EhONiP4GA/cnOL0Ot1jBwZhM3W5lJUrLMf08vGxYVRXu6orzF3riMrRmZmMRdfPMYljSVoyM4uHtJTEHrL+XNVbNiwj+ZmKxqNhnHjwjh8uIKsrGLKyx31Hvr62qX0MisLzXsytUycue5qrbgLJocqd6PQziPer732HeHhAcTHR5CTU8SWLTlYLDYsljZstnZstjYsFhteXjac02s7j24qc/v37DmG3W4nKioEX18dhw6doKamkREjhnHbbT85ORvhIA0NLQQG+hIQ4KsGH0onSV+sMRlMJAgQHdixWtsoL6/n8svjiIkxcORIpdpT6pzP17mI1mDT8ULY3TxW52k/bW1tauq5sjIjkZFBeHl50NrqqGQ6f/4FgCMzhZJm1d172BfzZgczZTGgsg7Dam0DHIHZ3r3HuOiiGOLjI9i69SB2+483ZRoNzJo1lhEjhpGefpT6+hZstjaKi+vIz6/ocqGpc3rZNWs24+XloX7eykjb4sVTXV4bERFEYmKUTP/phQkTRjBr1nh1USA4AoKsrCIaGlrIz6+kstIRUGdnO1LDKsFeX167nLOtAP1qwfJg1V3Pvrtgcih0drnT3W+P85q4iIggNVtQfHwk/v7eNDdbsFrbqKpypBjNz6/k2LFq4MeaAMpNe2ioP01NFrRaGD7cn2PHqk9mzvPnxhuT1IXFWVklhIT4YTZbsdna1BSgHZN0yDXz9EgQIFwsX57Ev/+dRXm5kQ8+2El09HDa2uxs3XqYu+9+9+SXugYPDy2DuZJiV3P/3VGmfoSFBVBZaTo5x38UJpO5Qxo6x6IqR3q0z0hJ2dtlIDVUh6LPtbS0fIzGZjw9tdhs7bS2Whk+PECtZNrSYsPT0wMPDy1tbe3o9Tpyc0+QkeEYgm5vt1Nf71gcbDD4d/nD4/z5Od9gdKxc6nxezgvORc90rPw8Z06s2pP7xhtbqa1tQqMBHx8vSkrqiIwM6hc3DMqakcTEUZ3agjj/OmYM6lgwayhdi7v77en4u+hcSBEc30dlWpDN1k5lZQPDhukxmy2sWrUOJbOQklnPz0+HwRCA0dhEXV0TGo2Giy+O4Xe/u5qsrCI2bNhHfX0z7e1QX99MeXk9sbHhJCREn/wNdUy5XL36p+fhnRmcJAgQbtnt0NhoRq/X4e3tSWNjC9u352OztXc5j30w6d1NuCMY0ut16PU6Wlut2O2cHPJPZ9OmnJOVJx0XyqysIrKySqivb2bLlgMkJkYP+SHo82XOnFjWrduL1dpOeHggyckTSUyMVnuUrrlmCrt2FVBZaSIgwIfmZrOa9lWj0eDhocHTU4vVaqO2tpG8vBOnbCfONxjOCz/7OmPKYOCc0tF55E5ZCLppUzYjRgwjIiKIrKxiDAZ/Ncjqq55e59HUa66ZLDcw/VBXwfpQ1zFjkLuCauXlRi69NBajsZkjR6qxWKx88kk6tbVNtLe38+9/Z3HJJeMYNsyHpiYLCQnDyMs7gUYDXl5aTpyo56WXNrN162GOHavGx8cLX18vtFoNZnO7mk2ourqRhoYWqqsb++S9GCwGbBCQl5dHamoq2dnZVFZWEhAQQFxcHLfeeisjR4502dZqtfLRRx+xdetWGhsbGTNmDLfccgtTp0512e748eN88sknFBQUUFdXh7e3N9HR0SxdupSkpKTT2mdvt+1raWn5DBv2Y85yux10Ok+CgwMJDfWnqqqR8ePDue++5CHVO9Id5wqxx445yprv2VPIqlXraW4209DQwuHDZt544zsmT46mvLwOi8WGh4cWo7GZDRv2SRBwjjkv/PP396a9vR2DwZ/Vq3/aqUBQbGwYTU0WDAZ/CgtbsdnaGT7cn6AgX8aPDycuLpx33vkPLS2WLj+7rjJDdRVcysjP6ekqp7nDj9O65s+/gClTolyeX7t2DykpBykvN57z9965PWzYsI/8/ArMZpvcwPRTHWsbiM7cjcI5p0UGqKvbR21tEzU1JsxmxxTMmppG0tLy8PPzprraxNatVnx9vRg9OhRvb09KS+tYv94xAmAytRIQ4MMFF0SQnV1KY6OZ7OxSVq36DLsdAgN9MRj8uztNcQoDNghYt24dubm5zJ49mzFjxmA0Gvnyyy+5//77efHFFxk9erS67SuvvMKOHTu49tpriYyM5LvvvuOpp55i9erVXHjhhep2VVVVtLS0cMUVVxASEoLZbGbnzp0888wz3HfffVx11VW93mdvt+1rHasFtrRY0Ok8mTlzHBERwWzcuI/GRnMfn2X/4nwjouQ9Liurp6SkDqu1DU9PLV5eHpSV1VNV5bjZvPjiGIKDfWlutrrMQxXnxgcf7CQnpwSTqUWtFXD55Y6sMY4fr8N89tkehg3zZf78Sdx66yzCwwP44IOdFBZWo9Vq8PLyQKOBrVsPEx09HE9PbZefnfIDabXaqKw0kZNT5FIkTjFU5x2fbe6CqOXLk9Rc7xUVpk7TrKqrG072JDac8/NTAg6lYrhO50l7ux27rAnulyQoP7WOo3COqUEQHz+C8PAAUlIO4u3tydixodTXt2C1tmO329FqtWg0jrpDTU1mxo0LZfz4cMBOSIgfW7cePjkDwQOz2UZrqxWTyXJyhN1OdXXjyWlAF6iZh8TpG7BBwPXXX8/vf/97vLy81MfmzJnDihUr+Oyzz/jd734HOEYMtm/fzu23387SpUsBSE5OZsWKFbz33nu88MIL6usvuugiLrroIpfjLFy4kAceeIDPP/9cDQJ6s8/ebNsfKBe+tWv3EBrqyIU+ZcoodSrL11/nkJtb1qNcy0NNx6HStWv3kJ1djNHYzLBheiIjh2E0NrNrVwGgwctL61LoRJw7kZFBFBRUEhkZhLe3jvDwQLy9dYDjcyspMdLYaMbT00NduwGOhaerVq3n2LFqdDpPysqM7N9fgq+vjvvuu+KUlUdzcoqorDSpAWB5uVGtCL18eZLUgziHEhKiWbJkKhs27HOZk6xkZDIYAk72JJ67NLzKdWDXrgIsFhuRkcMwGALZtauAurpmNBpJbygGpo6jcEq2H53Ok+zsEgoLHQt9DQZ/oqKCaWmxUl3diMViO3mtbWL8+DB++tOL1OKIycnxXHXVZFJTc5k5czwzZ4KyjiAgwJv8/AoMhgBiY8NcrtPi9A3YICA+Pr7TY5GRkURHR1NcXKw+tmPHDrRarUsvvk6nY/78+XzwwQdUVVURGhra5XE8PDwwGAzk5+ef1j7P9Pjnm/OCKC8vz5PV/i5Qv2yRkUEcOVJJVZWkrnTHuWd39eobOl0gS0vraGxsRafz4uKLY6QX4zy5995kJk92nQ6i/P+srCKGDfPB39+ba66Z3KlKZmRkEFVVJqZMGUViYjTvv7+TyMigbj+7jj+QyrQgpQAf4JKuUNrBuVFRYaK62nRyekETbW2OrveEhOhuU0aeLUoGICWDyr33XkFaWj6enh7Ex0diMPhLECgGtI5VlpU1VD4+XrS0WCgvN+Lv78OYMQamTBmprhVobbVQWWkiJeUgpaVG2tra2bIlh8svj1MX7ztfizds2IeXlweXXhonyRPOogEbBLhjt9sxGo1ER/94MT169CgjR47slG9/woQJABQWFna6CW9tbcVsNtPc3Mzu3bvJyMhgzpw5p7XP0zm+orm5uUd/t5eXl8uIyJlQFkTpdJ7U1pqoq2tyueEPDXX0noWGShErd5Se3ZycYkwms1rJVLlA1tU14eGhxWAIYPp0x4JUkBuAc015f90VfEtLy6empomgID9Gjw51eXzjxn3odJ5q2fuEhGi1anZPj9tx+o9jIbmd8PAAmQp0jimFuVpaavDx0dHW1o6ykL9j7nPlczibU7TmzIl1yaDibjG4VKUVA1HHdThpafksWTKVmBgDSu/9++/v5Ngxx3TK0tI6Ro4MYs6ciSQlWdRpPxkZxzEam/H29sRmaycgwJePP77b5XvpfF9SXl5HVlaRXDPPkkEVBGzbto2amhpuvvlm9bHa2lqCg4M7bas8VlNT0+m5t99+m6+//hoArVbLzJkzueeee05rn6dzfMXtt9/e5XPObrzxRm666aYebXsq4eEBGAwB+Pt7U1rqqGjrPGTtnP9cuFLS/sXHjyA7u4S8vArAkR3GuQy9st4iI6OI1lYrIEHA+dDV1BvnGzXn/NNms4WmJgstLRYiIhzfV6XIzenmmncOCqTIzbnnPCVISddbUHCCxYtf4Re/mMWyZZ2nZJ3NKVrugkB3AYZ0BoiBxvl7Ul5uJCXlIPPmXcDq1Teo20yYMEKdDldX10xZmZGqqkZ8fLzQ6Tzx9PTA19cLb+9hzJo1ltLSenWdlfPCfSUToXLtlWKKZ8+gCQKKi4t58803mThxIsnJyerjFovFbS+5TqdTn+/o2muvZfbs2dTW1pKWlkZ7eztWq/W09nk6x1e8++67PaoYfLZGAZQht5oaEzExBrWiLaB+2eXmv2vOmRESE6PVbDTOP/zKqEDHzDHi3HOeeqPM1VZ6rJxT3Sk35z4+Xmoea6U3SskidDZyzctUoHPP+Zrm7a0jIkLH2rV7aG11XHeXLUvq9Dmcq89FmWqZn3+C9977D9Omjea++5JlXYgYkJy/J2vXpp989MeV7srvXFWVibq6ZoKD9SfXxARgsdjYufMocXFhREUNZ8kSd2vj7Oq/3WcBE2diUAQBdXV1PP300+j1eh555BE8PDzU53Q6ncsNvEK5+VZuxp1FRUURFRUFOBbx/uEPf+CZZ57hpZdeQqPR9Gqfp3N8hV6v71EQcLY450Z2XnTj/MWTH6yudUwrp1zUOvb4SuaJvuH8vq9atY716zPw8fGisLCG6moTO3cW8PDDV7uUt3dO76no7TQR5/Skzj900g7OraysIh544J8cP17N6NEG5syJJS/vBJ6eWjQaDXq9o/Ok4+dwLj4XpTZAYWE1Vqsj48nWrYdobHRMGewPBcyE6I3O3xPHNMdPP01X1z/l5p7AYnFkw/Lz86aqqgmDIZCdO49SUVEPQHh4IBUVndcYJiZGU1hYQ2JidKeONHH2DPggoKmpiSeffJKmpib+/Oc/M3z4cJfnQ0JC3E65qaurA+i0vTuzZ8/m9ddfp7S0lFGjRvVqn2fj+OeL801sXt4J1qzZzJIlU5kwYYTbbYSrrm4e5D3rj+z4+HgxalQw06dHs379PurqHG3+4YevdvtDc7o3hxs27CMj4xiAZII6j9LS8ikursVstmG329VqpjZbOz4+XgQF6Xntte8wmy18+WU2Go2G3/zm8tP6jLoa3XPuPCkpqaOtrZ1x48KorDTh5eXRZfpSIQYS52l0hYU1tLZa8fLSUlHRwKxZY7nqqskuyREsFive3p7ExYXR2tpGeHjnNYYVFSZaW61UVJjU7EHKscTZM6CDAIvFwjPPPENpaSnPPvusy4JgRUxMDNnZ2TQ3N7v0qh8+fFh9vifHgR8X6vZmn2fj+OeLa0/perKzi8nLO8GCBReqc6BXrLhCvoS9JD2+/c/y5UlUVzdSVmbk8OEK/PwcI3I1NaazPt9UmeMq9SDOrzlzYsnJKaaszEhERBCpqblYLDb8/b0ZNSoYgyGAjRv3UVpah9HYjN0Oa9ZsZsKEEb3+/JUbIB8fL3WdD7hOo1TWnQDk5p5Qi9NJ54AYDDqOoG7ZkkN1tYnS0npeeOHn6nZZWUVkZZVQWlpHVVUjXl6ebkcC3HWeyXfl7BuwQUBbWxvPP/88hw4d4vHHH2fixIlut5s9ezYbNmzg66+/VvP0W61WUlJSiIuLc8nMYzQaCQoKcnm9zWYjNTUVnU6nThHqzT57s21/kZVVRHOzBa1Wc/IHTSPD1WdAmX9eXd1wcqpVkgQFfSwhIZqyMiM5OSVUVzcSExPKggXReHvrXNr52cgUs2xZkowA9JHJk6O4917HGjHnnvrw8AA++2wv+fkV2GxteHp6YLfbaW21nFYQ2PEGKDw8gHff/Q9HjlQybpxB7TzJyirijTdSsVptJCZGSbsQg0p5uZHy8jqWL09Sq2NPnx7tkn0rISFaTTXu66vj0kvj3N5buJumJ86+ARsEvPPOO+zevZukpCRMJhNbt251eX7u3LkAxMXFMXv2bD744APq6+uJiIggNTWVyspKVq5c6fKa119/nebmZiZNmkRISAhGo5Ft27ZRUlLCnXfeia+vb6/32Ztt+wtHHmstkyaNIiFhlBTlOENr1+5h/foMbLZ2QkL8iIgIlvezH1AKiPn66mhtteLtres0LaOrNTBS6bf/c/7sVqy4gry8E+rajMzMItLTCzGbbWg0EBsbSmxsOGVlRnVqQm8+4443LK+99h25ueWYzTY2bcohKWksKSkHycg4TmurBT8/H7e9n0IMVEpNDHDUQFmxwlFM0V0WNCXVeGxsuEyF62MDNgg4evQoAOnp6aSnp3d6XgkCAB588EE+/PBDtm7dSmNjI2PGjOGJJ55g0qRJLq+ZM2cO3377LZs2bcJkMuHr68v48eO57bbbmDFjhsu2Pd1nb7ftD5Sh6+rqhr4+lUHCMf88OFjPzJnjZESln1AKiJnNFjIyitzOS+1qPYcskO//On52GzbsIz39KHl5JwgM9MHb2xMfHy8iIoL4zW8up6LCRFVVo3pz3tPP2F2wMGdOLJs2ZbF/fyktLRbWrNlMXV0TZrOVkBB/EhNHSb5zMag4T79zvpa6u4ZKqvH+Y8AGAc8991yPt9XpdNxxxx3ccccd3W536aWXcumll57VffZ22/5AWeTjHNXLD9Xpc65MKu9j/6H03r722nfqArSutulIFnv3fx0/uyVLppKXd4K6uiZaW61MmzaGhx++Wp2mk5lZTGion3pz3tPPuKtgISjIj8BAH0wmM7W1Tfj4eGK3g8Hgj8EQIPnOxaCSkBDN5MlRLoG08njHNi7r5PqPARsEiHPDOcvFvHkXoBRQEqdPLnj92+nc0MtnOvAsW5ZEZmYxmzZl4+PjhcnUQl7eCTUTWmurhZiYUKqqmkhLy+9xEgR37UdJtxwQ4EtTkwW73c6kSaPw9HRkBJJ1VmIw6sm1VKZS9i8SBAgXSq9WcnK8S+U/IQar07mhlx+ygSkxMYrCwmpOnKgnL6+CDRv2AVBV1QBoqK5uxGDwdzs1rCvO7ce5E+Xii2P48stMdd1BdXWjOu1I2o0YjE51LVUK5jkCYZlK2R9IENCPPfjgg2i1WpfHFi5cyMKFC8/ZMWWagxCnJmsCBp5PP03nlVdS0GrhggsiGTFiGCNHDmPv3uNERgbj66ujsrIBo7GZzMzi08rcs3btHlJSDjJv3gVERATR1mZHo3E8V1lZT2ZmMRERQWf3DxNigHAuSKpUbpfOlL4lQUA/9vLLL5/XisHw4w1NWlq+y3+LMyMXu8FFguWBJSuriFdeSaGsrI7hw/0xGPy5995k1qzZTFmZkdjYcBISoti1q4C6umaUfP5d7atjYbAfv9N29V9loeR//3sEs9lGWFgg2dnF7N1bCMi1VQw9ztdNZT2WdKb0LQkCRCfSy3n2yXs6uMiagIElLS0frRYiI4O58MJI9uw5RmFhDSNHDuP48QD0eh179hSi13szc+Y4li/vehRA+S5bLDaqqkyUlxvVtpCYGE1hYQ0Wi401azbj7+9NePgwDIYAYmKGs2fPMbUXVIihpuN1UzpT+p4EAaIT+WKeffKeCtF3nL9/eXkneOWVFFpaagAIDw8kOFhPaamRlhYLoOl2JDQ8POBkZWALDQ0tVFX9mAmlosJEa6uVnTuPUl1tIjIyiIiIIJYsmcqECSPUKtV5eSckiBSD0pnU1xDnnwQBohP5Yp598p4K0XecpzmWl9eh1UJ7O0yfHk1tbTPZ2cVotRAVNRywux21+/TTdDZs2Ie/vzetrVa0Wi2Bgb6Ehv64iFgJEOLiwgBHUSQl/eyyZUmYTGZ1QfKECSNkiqAYdGTUe2CRIEAIIcSgp9ycxMdHEBU1nOLiGjIyiggI0FFSUkdwsJ6YmOEkJkardT2cbdiwj4yMY8TGhnPVVZPVNQHh4QG89tp3zJkTq44EgGOEITY2XC2KlJVVRECANxMmhLNkyVS5WRKDkox6DywSBAghhBjUsrKKKC83Eh8/guXLLwZQUxWaTJ7odJ74+XmTm3uCiIhgVqy4Qn3d2rV7ADvTpztu1JcsmcqyZUlkZRVRUWHis8/2kJ1dSk5OMffemwzQadGwc2rExYt/fD3IzZIYXE531FuSZ/QNCQKEEEIMas6pO5Wb8pgYg9rzX1Fhwmy2kJFR5FIjwLly+q23zuLjj+92eS41NZeCggpMplby8yvU5yZMGKGmGFUCgOLiGqKihqs3/TJFUIgfychY35AgQAghxCBnd/k3LS2f3NxykpPjmTBhBBUVJmprm2httZKZWaz24s+ZE0t5uRF3ldOV544fr8LTU4vBEOD2RkbJjR4VNZyHH75abnCEcEOmEfUNCQKEEEIMasuXJ7nM83f+13mtQHx8hEsu/xUrrnB7065ME8rOLsZstuHrqyM2Nsxlv871BK69dirh4QFSf0WILsjIWN+QIKAf64uKwUIIMdh0d4Oh3LiHhwfw/vs7OXasmoAAH9av30t2djHz519AZmYx1dUNGAwBLF+exNq16axf/wMeHlpCQwPx9/cmMTHa5ThKIaTk5HhWrLhCCiMJIfodCQL6sb6oGCyEEIOd0vtfXm5Us/ekpeVTWlpHW1s7Vmsb5eVGysvraWw0c+RIJbW1TXh6Kp0yGjw8tGi1GjQaDRaLjYoKk8sx3I06OP8rhBB9TYIAIYQQQ4pyI15eXqf2zs+ZE0tOTjFlZUZCQ/3Jzi5l7NhQliyZSkrKQXbtOoLFYmXXriPExoYRE2OgsLCKY8eq8ff3Zvv2w5SX15GYGE1mZjFgZ/nyJLXXX6Y7CCH6GwkChBBCDCnKDXnHtISTJ0dRVdVIa2sb0dHDufTSOJYtS6KiwkRhYTVNTRbq6prJzCxh3rwLsNvh8OETtLRYyckp4fjxGgoLazhypBKAiIhgufEXQvRbEgQIIYQYkjr2zisZfwoKTmC12ggPD1BrDFx88RgSE6NJSTlIWZmRkBA9I0cG0dxsxtvbC7PZyvjx4cyff4G6jXO6USGE6G8kCBBCCCGAvLwTbNt2mPr6Jry8PNmwYR/+/t5kZRUzb168y6jA+vX7aG42o9N5MmJEENXVJsrKjGRmFmEw+FNV1dhpnYAQQvQn2lNvIoQQQgx+Gzbso6ysDqu1DR8fL3JzyygoUIqAaQDHaIG3tyf19c0EB+uZNy+eJUumotN5cvjwCdaty2DLlgMYDP6yCFgI0a/JSIAQQggBLFkylePHa9BqwWZrp7a2CZutjTFjDFgsVhYtegW9XkdTkxkvLw9iY8OJiAhmwoQRJCSMorS0juZmM0ZjM42NZlkPIITo1yQIEEIIIYBly5KYMGEEa9fu4csvM2lra8NkaqWy0kRtbTNFRdW0t9sJCPBm2rQYDAZ/NdUoaLjmmslYLDZ27jzK9OkSAAgh+jcJAoQQQggnhYXV6HSehIT44+fnTVRUCBqNnbKyOsxmG97eOh5++GrAUXOgvLyO3NwTJCfHA3DkSDXe3rq+/BOEEOKUJAgQQgghTkpLy6e62kR4+DCam83U1TVTXW2istJEe7sdDw8Ner3rDX5IiB8+Pl6EhwcwYcIIQIqCCSH6PwkC+rEHH3wQrdZ17fbChQtZuHBhH52REEIMbsrNe3Z2MSkpB7Fa22hqMtPcbFGDgNZWK2lp+QCkpubi4+NFa6uVzMxiKipMat0BIYTozyQI6Mdefvll9Hp9X5+GEEIMGUrtgFWr1qHRgN1up6XFgt1ux9fXi7CwQKKiQigvr1NHAKZPj8bbW+dSgViCACFEfydBgBBCCHGSUkU4MTGKrKxiCgoqaGmxABAc7EdERBCenh7k5p5QRwBqa5sBx7Sh0FA/ysvryMoqkkBACNGvSRAghBBCnJSWlk9qai7JyfGsXr2UNWs2k59/Ap3Oi6VLp+LtrSM8PICKCpP6b05OEdu35+Pj40V8fCRVVSdIS8uXIEAI0a9JECCEEEKcpKwJUOb1P/zw1aSl5Xc7z3/Vqs/w8fFi1KhgliyZqq4LEEKI/kyCACGEEOIkZU1AV//tzvLlSUREBMuCYCHEgCJBgBBCCNFDWVlFvPFGKmVlRn7xi1ksW5ak3vgrGYMkEBBCDATaU28ihBBCDD1ZWUW89tp3ZGUVqY+lpeWzfXseOTklbNiwz+Xx1NRcNRAQQoj+TkYChBBCCCdKhiClEjD82Ls/Z04sOTnFlJUZWbJkqvoa57UEQggxEEgQIIQQQjhRevXj4yNITo53ubFPSIjmrbdu6/SanqwdEEKI/kSCACGEEMJJxwxBHSkjBc7PK48paUNlkbAQor+TIKAfe/DBB9FqXZdtLFy4kIULF/bRGQkhxOB3ql59ZaRA2RZg7do9pKQcJCwsAC8vT5fnhBCiP5IgoB97+eWX0ev1fX0aQgghnLif/28HIDJyGJMnR8vaACFEvydBgBBCCNEL7kYKpFaAEGKgkRShQgghxBlKSIhmxYorADqlFRVCiP5IRgKEEEKIs8TdegEhhOiPBmwQkJeXR2pqKtnZ2VRWVhIQEEBcXBy33norI0eOdNnWarXy0UcfsXXrVhobGxkzZgy33HILU6dOPa195uTk8Nhjj7k9rxdeeIGJEyee1vGFEEIMbFIvQAgxUAzYIGDdunXk5uYye/ZsxowZg9Fo5Msvv+T+++/nxRdfZPTo0eq2r7zyCjt27ODaa68lMjKS7777jqeeeorVq1dz4YUXntY+ARYvXkxsrOuFPiIiotO59vT4QgghBjapFyCEGDDsA9TBgwftFovF5bHS0lL7kiVL7C+++KL62OHDh+2LFi2yr1u3Tn3MbDbb77rrLvvvf//709pndna2fdGiRfb//Oc/pzzP3hxf0dTUZF+0aJG9qanplPs/WywWi/2jjz7q9PeLoU3ahXBH2oVwR9qF6EjaRN/o6X3kgF0YHB8fj5eXl8tjkZGRREdHU1xcrD62Y8cOtFotV111lfqYTqdj/vz5HDp0iKqqql7v01lzczNtbW1dnmdvjt+XrFYrn3zyCVarta9PRfQj0i6EO9IuhDvSLkRH0ib6twE7Hcgdu92O0WgkOvrHodijR48ycuTITvn2J0yYAEBhYSGhoaG92qfi1VdfpaWlBa1Wy4UXXsjtt9/eaXrQmRy/ubm5m7/2R15eXp2CFyGEEEIIIboyqIKAbdu2UVNTw80336w+VltbS3BwcKdtlcdqamp6vU9PT09mzZrFRRddRGBgIEVFRWzYsIFHHnmE559/nnHjxp2V499+++3dnpvixhtv5KabburRtkIIIYQQQgyaIKC4uJg333yTiRMnkpycrD5usVjc9pLrdDr1+d7uMz4+nvj4ePW/Z8yYwezZs/ntb3/LBx98wFNPPXVWjv/uu+/2qGKwjAIIIYQQQojeGLBrApzV1dXx9NNPo9freeSRR/Dw8FCf0+l0bueiKTffys14b/bpTmRkJJdccgnZ2dkuawRO9/gAer2+R/8bTEHAV1991denAPSP8+gP59Bf9Jf3oj+cR384h/6iv7wX/eE8+sM59Bf94b3oD+cA/ec8+oP+8F70h3NwNuCDgKamJp588kmampp46qmnGD58uMvzISEh1NXVdXqd8ljH7Xuyz64YDAZsNhtms/mMjj+U9ZcvSH84j/5wDv1Ff3kv+sN59Idz6C/6y3vRH86jP5xDf9Ef3ov+cA7Qf86jP+gP70V/OAdnAzoIsFgsPPPMM5SWlvLEE0+4XbwbExNDaWlpp0W2hw8fVp/v7T67cuLECXQ6HT4+Pqd9fCGEEEIIIc61ARsEtLW18fzzz3Po0CEeeeSRTlV6FbNnz6a9vZ2vv/5afcxqtZKSkkJcXJxLZp6e7rO+vr7TY4WFhaSnpzN16lS02h/f1t4cXwghhBBCiPNhwC4Mfuedd9i9ezdJSUmYTCa2bt3q8vzcuXMBiIuLY/bs2XzwwQfU19cTERFBamoqlZWVrFy58rT2+fzzz6PT6Zg4cSJBQUEUFRWxZcsWvL29+eUvf+nymt4cXwghhBBCiPNhwAYBR48eBSA9PZ309PROzys37AAPPvggH374IVu3bqWxsZExY8bwxBNPMGnSpNPa54wZM/j+++/54osvaG5uZtiwYcycOZMbb7yRyMjITq/r6fEVdrsd6HmdgLNBOdb5PKY77e3tfX4O/eU8+sM5SLvof+fRH85B2kX/O4/+cA7SLvrXOfSH8+gvbQL6/r04n+egHEO5n+yKxn6qLcR5V11d3eMaAUIIIYQQQnT07rvvYjAYunxegoB+qL29ndraWnx9fdFoNH19OkIIIYQQYoCw2+20tLQQEhLisk61IwkChBBCCCGEGGIGbHYgIYQQQgghxOmRIEAIIYQQQoghRoIAIYQQQgghhpgBmyJUuJeXl0dqairZ2dlUVlYSEBBAXFwct956KyNHjuy0fUFBAZ988gkHDx7EYrEwYsQIFixYwLXXXuuyndVq5aOPPnJJc3rLLbcwderU8/WniTPQm3ZRVlbGhx9+yMGDBzGZTISGhnLZZZexZMkSl2rYIO1ioDt+/DiffPIJBQUF1NXV4e3tTXR0NEuXLiUpKcll29581tIuBraetove/t5IuxjYenO9cPavf/2LDz/8kOjoaF5//fVOz0u76DuyMHiQee6558jNzWX27NmMGTMGo9HIl19+SWtrKy+++CKjR49Wt/3hhx945plnGDduHD/5yU/w9fWlvLwcu93eKUXpCy+8wI4dO7j22muJjIzku+++Iz8/n9WrV3PhhRee7z9T9FJP20VVVRW//e1v8fPz46qrriIgIIBDhw7x3XffMWPGDB5//HGX/Uq7GNj27t3Lv//9byZOnEhISAhms5mdO3dy4MAB7rvvPq666ip129581tIuBraetove/N6AtIuBrjfXC0V1dTX33HMPGo2GsLAwt0GAtIs+ZBeDysGDB+0Wi8XlsdLSUvuSJUvsL774ovpYU1OT/ZZbbrGvXr3a3tbW1u0+Dx8+bF+0aJF93bp16mNms9l+11132X//+9+f3T9AnBM9bRf/+te/7IsWLbIfO3bMZduXX37ZvmjRIrvJZFIfk3YxONlsNvtvf/tb+913360+1pvPWtrF4OSuXfT0umK3S7sYrNy1C2dr1qyxP/bYY/ZHHnnEfu+993Z6XtpF35I1AYNMfHw8Xl5eLo9FRkYSHR1NcXGx+tj333+P0Wjk1ltvRavV0traSnt7u9t97tixA61W6xLl63Q65s+fz6FDh6iqqjo3f4w4a3raLpQqg0FBQS7bBgcHo9Vq8fT8cQahtIvBycPDA4PBQFNTk/pYbz5raReDk7t20dPrCki7GKzctQvF/v372bFjB3fddVeXr5d20bckCBgC7HY7RqORwMBA9bHMzEz0ej01NTXcc889LFu2jJ/97Ge88cYbWCwWl9cfPXqUkSNHotfrXR6fMGECAIWFhef+jxBnnbt2MXnyZAD++te/cvToUaqqqkhLS2Pz5s0sWrTIZU2AtIvBo7W1lfr6esrLy/n888/JyMggISFBfb43n7W0i8HjVO3CHXfXFZB2MZj0pF20tbXx1ltvceWVVzJmzJgu9yXtom/JwuAhYNu2bdTU1HDzzTerj5WVldHW1sazzz7L/Pnz+cUvfkFOTg5ffvklTU1NPPTQQ+q2tbW1BAcHd9qv8lhNTc25/yPEWeeuXUyfPp1bbrmFtWvXsnv3bvXx5cuXc+utt7q8XtrF4PH222/z9ddfA6DVapk5cyb33HOP+nxvPmtpF4PHqdqFO+6uKyDtYjDpSbv4+uuvqaqq4tlnn+12X9Iu+pYEAYNccXExb775JhMnTiQ5OVl9vLW1FbPZzNVXX83dd98NwKxZs7DZbHz99dfcfPPNREZGAmCxWDoN+YJjyE55XgwsXbULgLCwMCZNmsSsWbMICAhg7969fPrppwQHB7No0SJ1O2kXg8e1117L7Nmzqa2tJS0tjfb2dqxWq/p8bz5raReDx6naRUfdXVekXQwep2oXDQ0NfPTRR/zsZz9j2LBh3e5L2kXfkulAg1hdXR1PP/00er2eRx55BA8PD/U55Qt26aWXurzmsssuA+DQoUMu27q78CtfTmVfYmDorl1s376d1157jd/+9rcsWLCAWbNmsXLlSpKTk3nvvfdoaGhQt5V2MXhERUWRmJhIcnIyf/zjH2lpaeGZZ57BfjJ5XG8+a2kXg8ep2oWz7q4rIO1iMDlVu/jwww/x9/d36TTqirSLviVBwCDV1NTEk08+SVNTE0899RTDhw93eT4kJATovABUidobGxtdtq2rq+t0DOWxjvsW/dep2sWmTZsYN24cBoPB5fEZM2ZgNps5evSo+pi0i8Fr9uzZ5OfnU1paCvTus5Z2MXh1bBeKU11XQNrFYObcLsrKytiyZQuLFy+mtraWiooKKioqsFqttLW1UVFRgclkUl8r7aJvSRAwCFksFp555hlKS0t54okniI6O7rTN+PHjgc7z7WprawFcFnXFxMRQWlqqZo5RHD58WH1e9H89aRdGo9FtliibzQY4FnsppF0MXkovnPLZ9uazlnYxeHVsF8pjp7qugLSLwcy5XdTU1NDe3s7f//53fvWrX6n/O3z4MKWlpfzqV7/in//8p/paaRd9S4KAQaatrY3nn3+eQ4cO8cgjjzBx4kS32/3kJz8B4Ntvv3V5/JtvvsHDw0PNEgOOKL+9vV1dCASOCn8pKSnExcURGhp6Dv4ScTb1tF1ERkZy5MiRTj1927dvR6vVumR5kHYx8BmNxk6P2Ww2UlNT0el0REVFAb37rKVdDHw9bRc9va6AtIvBoCftIjo6mscee6zT/6KjowkNDeWxxx5j/vz56uulXfQtWRg8yLzzzjvs3r2bpKQkTCYTW7dudXl+7ty5AIwbN4758+fz7bff0tbWxqRJk8jJyWHHjh0sW7bMZQguLi6O2bNn88EHH1BfX09ERASpqalUVlaycuXK8/r3idPT03axdOlSMjIyeOSRR1i4cCEBAQHs2bOHjIwMrrzySmkXg8zrr79Oc3MzkyZNIiQkBKPRyLZt2ygpKeHOO+/E19cX6N1nLe1i4Otpu+jpdQWkXQwGPWkXvr6+zJw5s9NrN27cCNDpOWkXfUtjd7fCRwxYjz76KPv37+/y+X//+9/q/7fZbHz66aekpKRQW1tLaGgoCxcu5Lrrruv0OovFwocffsi2bdtobGxkzJgx3HLLLUybNu2c/B3i7OpNu8jLy+Pjjz/m6NGjmEwmwsPDSU5O5oYbbui02E/axcC2fft2vv32W44dO4bJZMLX15fx48ezaNEiZsyY4bJtbz5raRcDW0/bRW+uKyDtYqDrzfWio0cffZSGhgZef/31Ts9Ju+g7EgQIIYQQQggxxMiaACGEEEIIIYYYCQKEEEIIIYQYYiQIEEIIIYQQYoiRIEAIIYQQQoghRoIAIYQQQgghhhgJAoQQQgghhBhiJAgQQgghhBBiiJEgQAghhBBCiCHGs69PQAgxtCxevLhX24eFhfH222+r1Un/8Y9/EB4efo7Orn9obW1l37597Nmzh4MHD1JZWYlWqyUiIoJZs2Zx/fXX4+vr26N9Pf7442RlZQHw7rvvYjAYXJ7Pycnhscce6/L1cXFxvPjii6c8zv79+3nsscew2+3Mnz+flStXut0uLy+P9evXk5ubS319PT4+PowePZr58+dzxRVXoNFoXLZPSUnhhx9+oLCwEKPRSGtrK4GBgUycOJHrrruOCy64wO25bN26lYKCAmpra2lsbMTHx4eYmBjmzZvH3LlzOx2nOx3b7COPPMLs2bPV//7LX/5Campqp9fp9XqioqK47LLLuOaaazpV3E5JSeHVV18lOTmZBx54oNPrS0pKWLVqFbW1tVx11VXce++9aDQa9bvwpz/9icmTJ6vbd6zgq9Vq8fX1JTAwkDFjxpCQkMDll1+On59fj//2nlD+/o7n09+sXLmSwsJC9b9vvPFGbrrppj48IyH6lgQBQojzKjk5udNjubm5lJeXExMTQ0xMjMtzgYGB5+vU+o3vv/+e1157DYCoqCiSkpJoaWkhNzeXjz/+mO3bt/Pcc88RFBTU7X5SUlLIyspCo9FwquLwERERxMfHu338VKxWq3q+3dmxYwfPP/887e3tjBs3jgsuuICGhgYOHDjAwYMHyczM5Pe//73La7766isKCwsZPXo0F1xwAV5eXpSWlrJz50527drFb37zG66++mqX1+zevZtvvvmGkSNHMnbsWPz9/ampqeHAgQPk5OSQkZHBQw89dMrzdebj48OsWbMAR2DqTnx8vPp+tbe3U1lZyaFDhzh8+DAZGRn88Y9/7HHwUVxczKpVq6irq+Oaa67hnnvu6fFrp02bpraNlpYWqqur2bNnD7t27eL999/n17/+NfPmzevRvgaTpKQkYmJiKC8vJzc3t69PR4g+J0GAEOK8ctfj+Ze//IXy8nIuueSSLnvmHnjgAcxmM8OHDz/Xp9jnPD09WbBgAddddx1RUVHq47W1tTz11FMcPXqU//3f/+32Rra+vp533nmHqVOnUlpaSmVlZbfHjI+Pd/vZ9MS//vUvysrKmD9/Pt98843bbdra2njzzTdpb2/nd7/7HZdffrn6XHFxMQ8//DDff/89V155JVOmTFGfu+eee4iKikKv17vsb/fu3fzpT3/iH//4B7NmzWLYsGHqc/Pnz+f666/v1FbKysp49NFH2b59O5dddhlJSUk9/hsDAwNP+f5ceeWVnW6u8/PzeeSRR8jIyGDXrl1qINGdoqIiVq1ahdFoZPHixfz617/u8XkC/PSnP+3UI9/U1MQXX3zBv/71L1599VXa2tpYsGBBr/Y70N1yyy2AIziWIEAIWRMghBggwsLCiIqKwtNz8PddXHHFFaxYscIlAAAICQnhN7/5DQC7du3CarV2uY///d//xWw2q9ufK8ePH2fdunXMnz/f7UiCoqSkBKPRyMiRI10CAHCMdiiP5efnuzwXFxfXKQAAmDFjBpMnT8ZisXDo0CGX56Kjo90Gi5GRkVxzzTUAZGdn9+TPO2OxsbHq1KEDBw6ccvvjx4+rAcD111/f6wCgK35+ftx0003cf//9APz973+nrq7urOxbCDEwDf5fUyHEoNDVmoDFixcTFhbG3//+dz799FNSU1OpqakhLCyMG264Qe2ZzcrK4l//+hcFBQVotVqSkpL41a9+5Xa6UVtbG1u2bCE1NZWioiLa2toYOXIkV1xxBYsWLeo0t/t8GjNmDOCYgmMymQgJCem0TUZGBt9//z233HJLj6bznC673c7rr7+On58ft912G7t37+5yWy8vrx7tMyAgoMfHVz6H3gSGp/OaM6WMUrS1tXW7nRIA1NfXs3TpUm6//fazfi5z587l66+/5uDBg3zzzTf87Gc/6/Frv/32W/79739TWlqKXq9n2rRp3HbbbV1uf+DAAdLS0jhw4ABVVVVYrVZCQ0O55JJL+OlPf4q/v7+67Y4dO/jzn//MpZde2uUI12uvvcaWLVv4n//5H/V7XV9fz4YNG0hPT6eqqgqtVktQUBBxcXEsWrSICRMm9PjvE2KokSBACDEorFmzhuzsbCZPnsyIESPYv38/r776KgC+vr688MILxMXFMW3aNA4dOsTWrVupqKjgz3/+s8tca7PZzNNPP012djYBAQHExcWh0+nIy8vjH//4h7qQVqvtm4HUiooKwHET6+6GubW1lTfeeINRo0axdOnSHu+3vLyc999/H5PJRGBgIBdccAHTpk3r9u/ctGkTubm5PPDAA6e8eQ8PDyciIoLS0lK2bdvWaTrQtm3b8Pf3Z+bMmT0636ysLLKzs/H39ycuLq5Hr6mqqmLz5s0AXHTRRT16zdlQUFAA0Glkx1lhYSGPP/44DQ0NLFu2jF/84hfn7HwuvfRSDh48SHZ2do+DgPfee49169bh6enJ5MmT0ev1/PDDD+Tk5HRax6N49913KSwsVBclWywWjh49yrp169izZw8vvviiusB9xowZBAcHs2vXLhoaGjoF5y0tLWzfvh29Xs9PfvITAJqbm/nd735HRUUFBoOBxMREPDw8qKqqIi0tjREjRkgQIEQ3JAgQQgx4lZWV+Pr68tZbb6m9rtnZ2axatYr/+7//w2q1smrVKi6++GLAcfPw0EMPcfDgQXJyclzmoL/zzjtkZ2czZ84c7rvvPjWTSnNzMy+88AK7d+9my5YtnRajni8bN24EHIs/3fWuf/TRR1RWVvKnP/2px73v4Fic3XGe9JgxY3j00UeJjIzstH1NTQ0ffPABU6ZMcbvYuyMPDw/uv/9+nn76aV566SU+//xzIiMjqa+v58CBA0RFRXH//fd3GUykpKSQk5OD1WqlvLycgoIC/Pz8eOihh1x6lJ0dOnSIzZs3097eTm1tLQcPHqS9vZ1bbrmFSZMm9eBdOX1tbW1UVVXx5Zdfsn//fgwGA3PnznW7bWlpKatWrcJkMvGzn/1Mnbt+rig37SUlJT3a/tChQ6xfvx4/Pz9Wr17NuHHjAMeN+bPPPkt6errb1/385z8nPj7eJRuR1WrlrbfeYsuWLXz++efceOONgCOonTdvHp9++ilbt27luuuuc9nX9u3baWlp4eqrr8bHxweAnTt3UlFRwYwZMzoF5vX19RiNxp69IUIMUbImQAgxKNx1110ui0OnTJnC2LFjqa2tZfr06WoAAI7UjcqiSOeUikajkW+++QaDwcD//M//uNy86PV6Vq5ciaenJ5s2bToPf1Fne/fu5dtvv8XT09PtjWJBQQEbN24kOTm5x6ka9Xo9S5cu5cUXX+Tjjz/m448/5tlnnyUuLo5jx47xhz/8gaampk6ve/PNN7FYLL1ac3DBBRfw3HPPMWLECI4cOUJaWhrZ2dloNBoSExMZMWJEl689ePAgqamppKWlUVBQQEBAACtXrmTatGldvqa8vJzU1FS2bdtGdnY27e3t3HTTTb0aIemNV199lcWLF7N48WKuv/567rrrLr744gsuu+wyXnzxRbdrGwAOHz6MyWRiwoQJ5zwAgB8zbjU2NvZo+82bN2O321m8eLEaAIBjhO3uu+/uMmvRRRdd1CkdqZeXF3fddRceHh6dpo9dddVVaLVatmzZ0mlf3377LYDLYub6+nrA8V3vOGI1bNgwRo8e3aO/T4ihSkYChBADnqenp9ue3REjRnD06FGmTp3q9jlwZNxR5OTkYLPZmD59Ot7e3p1eExwcTGRkJMePH8dsNrvd5lwpLi7mpZdewm63c/vtt3eagtHW1sZf//pX/Pz8uOOOO3q833Hjxrnc2AEkJCQwadIkVq1axYEDB9i0aRPLli1Tn9+5cyf//e9/+fnPf86oUaN6fKzvv/+eV199lbi4OB566CGio6Opra1l/fr1fP755+Tk5PDCCy+4HcFYuXIlK1eupKWlhdLSUtatW8dzzz3HggULWLFihdvjzZ07l7lz52K1WqmsrCQ1NZV//vOf7NmzhyeffLLLEYTT5ZwiFKCuro6CggL+85//4O/vr978djR27FjKysrIy8vjvffe63ae/dlwqnSxHSkLmi+99NJOz0VHRxMTE8PRo0fdvrampob09HRKSkpobm6mvb0dcHxny8rKXLYNCwtj2rRp7N27l9zcXHWh+bFjxzh8+DDjx493aavjx48HYP369QQFBXHRRRd1GWgJITqTIEAIMeAFBQW5vblSpg24yxSjzEV2zrCjpNHcsmWL295IZ42Njd0GAUqKzo6uvPJKLrzwwm733VFNTQ1PPvkkjY2NXH/99Vx77bWdttm4cSNHjx5l5cqVLiMip8vDw4MbbriBAwcO8MMPP6hBQHNzM2+99RaRkZEsX768x/srKyvjlVdeYdiwYTzxxBPq+x8ZGcmKFSuora1lz549fPvtt2oGH3d8fX0ZP348Dz/8MFarlS1btjB16lSX4l0deXl5MXLkSG699VYCAgJ4++23+eijj7j77rt7fP494S5FqDKN7KuvvsLf399tT/+YMWO4/fbbefrpp1m3bh2+vr69WrDbWw0NDUDPF2ErgXJoaKjb58PCwtwGAZ9//jnvv/8+Nputx+d29dVXs3fvXrZs2aIGAcp3sWNK04SEBK677jo2btzICy+8gIeHB+PGjSMxMZH58+d3O7IkhJAgQAgxCJxqkW5PF/EqvZRjx45Vs/B05VTZZVpbW91WkZ08eXKvggCTycQf/vAHKisrmTdvXpe9/Onp6Wg0Gr777rtOx1VSQf75z3/Gy8uLn/70p0yfPv2Ux1bWAjinkjxy5Ai1tbWEhYXxxBNPuD3O3r17efTRRwkODub//b//BzjmdNtsNqZNm+a22vFPfvIT9uzZw4EDB7oNApxdfvnl7N69m927d3cbBDibO3cub7/9Nv/973/PehDgjl6v57bbbmPv3r18+eWXXU73SUxM5OGHH+a5557jww8/xNfX122wdzYoN+zdLVQ+U4cOHeLtt9/Gz8+PFStWMHnyZIKDg9VRnl/+8pcuo3CK6dOnYzAY+M9//sOvf/1rPD092bZtG76+vm5HIn71q19x1VVXsXv3bjIzM8nNzVWrUv/+97/vcbsQYiiSIEAIIU4yGAyAY+76md4ghoeH8+9///uM9tHS0sKTTz5JcXExM2fOZMWKFd1WjbXb7d3moj98+DDgqEPQE8qccXcjHpWVlV0WIKurq6Ours6lsm51dTVApzniCuXxns5Thx/ntitzw3vC398frVar9oafD0pK26amJurr67scqZkxYwYPPPAAL7/8Mv/4xz/Q6/XnpLJvWloagMuC+O4EBwdTWVlJVVWV28DBXTv473//C8Ctt97aqb2ZzeYuaxR4eHiwYMECPvroI7Zt24Zer6exsZErr7yyy6k+o0aNYtSoUdxwww1YLBa+/PJL3n33Xf72t79JECBENyQIEEKIk5QFhunp6dx55519WpjMarXy7LPPkpeXx7Rp03jooYe6rU/w3HPPdfncnXfeSWVlJe+++64a6PTEzp07AVzmYU+ePLnL4CYlJYVXX32V+fPns3LlSpfngoODgc7FwBTK486Bw6koi7p7UwtByRB0PqeKKGldNRrNKdeRXHbZZbS2tvLaa6/x17/+FR8fHzUl5tmQmppKbm4u3t7eXHnllT16zYUXXkhlZSX/+c9/1Gw+iuLiYgoLCzu9Rgnm3E3F27FjR7frEq688kr++c9/smXLFvXGv6fVjXU6HUuXLuWLL76gtrYWo9FIUFBQj14rxFAj2YGEEOKk4cOHM3/+fCorK3nhhRfc9laWlZWxY8eOc3oebW1tvPDCC2RnZ3PhhRfy6KOP9irdZ2988cUXVFVVuTxmt9vZvHkzX3zxBRqNpsfTc7ozY8YMAHWhsbNDhw7xxRdfALj03BYXF5OWltapMrLdbmf79u2sW7cOjUbTKUXp+vXr3Y4o5OXl8de//hXgnPSwu9Pc3My7774LwKRJk9R1Kt1ZsGABv/rVr2hvb+ell15i7969Z3weTU1NfPLJJ2rtjHvuuafHa0eUdLhffPGFyw1/a2srf//7393e0CtTyb799luXNQFFRUW899573R4vJCSEpKQkjh49yv79+xkzZozbfP+7du3qVC0aHFmyjEYjvr6+XY48CSFkJEAIIVzcddddVFRUsHPnTn744QdiYmIIDQ3FbDZTVFREeXk5M2bMOKfTDL766it27doFOKa8/O1vf3O73R133HHGi4A3btzIO++8w7hx4wgPD8dqtXLs2DEqKirQarX8+te/VrOwnInx48ezZMkSNmzYwN/+9je++uoroqKiqK2t5fDhw7S3t7NgwQISExPV1xiNRp5//nn8/PwYN24cwcHBNDU1UVRURGVlJVqtljvvvLPTDeK7777L//3f/zFu3DjCwsKw2WycOHFCvYH9yU9+ck7m23/zzTfk5OS4nH9+fr5agO2ee+7p8b6uu+46Wlpa+Oijj3juued48sknO6V97Wpq2GeffUZKSgrguFGvqanhyJEj2Gw29Ho9d999d49qOyji4+PVz+7BBx9kypQp6PV69u/fj5eXF0lJSZ1qBcybN4/PP/+c9PR07rnnHmJjY2lsbGT//v3MmDGD/Pz8LqeTgSPwUL4DV111ldtt9u/fz8aNGxk+fDhjx45Fr9dTW1vLgQMH1HSw5yp4FmIwkCBACCGceHt78+STT/L999/z3XffUVhYSH5+PoGBgYSFhTF37ly3CxTPJudebOVGyJ2bbrrpjIOA66+/nn379lFUVERxcTE2m42QkBAuv/xyFi9efFYrrt5xxx3Ex8ezefNmCgoKKC0txdfXl0mTJnHllVdy2WWXuWwfHR3NzTffTE5ODmVlZeTm5qLRaDAYDMyfP59rrrnGbYBy9913k52dTWFhIcePH8dmszFs2DBmzJjBFVdc0eOqxL3VseCaTqcjPDycK664gqVLl6pTonrq5z//OS0tLaxfv55nnnmGZ555hri4OHVkpKtRhR9++AFwLIj39fUlICCAiy++mISEBObOnXtaaTTvuOMORo4cyZdffklOTg5+fn4kJiZy22238cEHH3TaPjAwkJdffpn33nuP/fv3k56eTnh4ODfffDNLlizh17/+dbfHu/DCC/H09ESr1XZqF4orrrgCrVbLgQMHyM/Pp6mpieDgYC666CKuvfZaEhISev13CjGUaOy9TRgshBBCDCGLFy8mLCyMt99+u69PBXAstjUajXz44YdnJR1sf/T999/z4osvkpyczAMPPHBW962sXbnxxhu56aabzuq+hRhIZCRACCGEOIWGhgb+8pe/ALBo0SJiY2P75DzS0tIwGo1ERUUN2gDAZrOxbt06ABYuXHjW9vvhhx9SVVVFeXn5WdunEAOZBAFCCCHEKTjXfUhKSjrvQcDbb79NQUEBBw8eBOiUpWcw2L17N//973/Jy8ujqKiISy655KxOR0tPT3ebyUiIoUqmAwkhhBD93J133kl9fT1jxoxh6dKlzJo1q69P6az7+OOP+eSTT/D392f69OncfffdPa5qLIToPQkChBBCCCGEGGKkToAQQgghhBBDjAQBQgghhBBCDDESBAghhBBCCDHESBAghBBCCCHEECNBgBBCCCGEEEOMBAFCCCGEEEIMMRIECCGEEEIIMcRIECCEEEIIIcQQI0GAEEIIIYQQQ8z/ByPeOpnIWRLxAAAAAElFTkSuQmCC","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":769}},"output_type":"display_data"}],"source":["TIC = 'KOI-571.05'\n","available_data_all = lk.search_lightcurve(TIC)\n","available_data_all\n","sector_data = lk.search_lightcurve(TIC)\n","lc = sector_data.download()\n","lc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"301bc1146eaa4580867a08ce453ee566","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":33,"execution_start":1722660819074,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":49,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":756}},"output_type":"display_data"}],"source":["lc_stitched = lc.normalize()\n","lc_stitched.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"1d87e92b022e47808f13adbd50929390","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":17144,"execution_start":1722660833083,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":50,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAvQAAAF4CAYAAAA7Rm0oAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy89olMNAAAACXBIWXMAAA9hAAAPYQGoP6dpAADJQUlEQVR4nOydf3xT1f3/X/cmaZOUUppSlCItghMn3WcW6vRbGSpMilRlk0lpp/sMHbP8+Khr5+zoxKGLQ12Zc4jdFHVMC9Qp8nF11gn4qVA/02J1FoeA1VIp+5CRUtomadPkfv8I5/Tc/GjTNG2T9P3k0QdtcpOc3HvPOe/zPu/36y0piqKAIAiCIAiCIIioRB7tBhAEQRAEQRAEETpk0BMEQRAEQRBEFEMGPUEQBEEQBEFEMWTQEwRBEARBEEQUQwY9QRAEQRAEQUQxZNATBEEQBEEQRBRDBj1BEARBEARBRDFk0BMEQRAEQRBEFKMd7QbEOm63G1arFQaDAZIkjXZzCIIgCIIgiChBURTY7XaYTCbIcmA/PBn0w4zVasWKFStGuxkEQRAEQRBElPLcc89h4sSJAZ8ng36YMRgMADwXwmg0jnJrCIIgCIIgiGjBZrNhxYoV3J4MBBn0wwwLszEajWTQEwRBEARBEINmoLBtSoolCIIgCIIgiCiGDHqCIAiCIAiCiGLIoCcIgiAIgiCIKIZi6AmCIAiCIAbAZrOhra0Nbrd7tJtCxACyLCM5OTls+ZVk0BMEQRAEQQTA7XbjpZdewv/+7/+OdlOIGOTKK6/ELbfc0q/GfDCQQU8QBEEQBBEAZszfeOONmD59OjQazWg3iYgBXC4Xmpqa8NprrwEA8vPzh/R+ZNATBEEQBEH4wWazcWN+/vz5o90cIsaYNm0aAOC1117DjTfeOKTwGzLoR4ji4mKf7ZS8vDzk5eWNUosIgiAIguiPtrY2AMD06dNHuSVErMLurba2NjLoo4FNmzZRYSmCIAiCiCJYAiyF2RDDBbu3hppsTbKVBEEQBEEQBBHFkEFPEARBEBFORX0Fpj0+DRX1FaPdFIIgIhAKuSEIgiCICGfj/o1obm/Gxv0bUZRdNNrNIaKQyspK7Nq1Cy+99JLq8a1bt2L37t1Yu3YtFi5cGPC49vZ2/PnPf8Z7770Hi8UCrVaL6dOnY/78+ViwYEG/YUl///vfUVVVhZaWFuj1elx66aX4wQ9+gPPPP58f88477+Cdd97BkSNHcPr0aaxYsQI333yz6n2OHDmCv/71rzh06BBOnz6NlJQUXHXVVcjPz4der1cd+89//hNbt27F559/jqSkJCxevBhLly6FJEmq406fPo1t27ahvr4eDocDkyZNQn5+Pq655hp+TFdXF7Zu3Yp3330XLpcLWVlZuPPOO2EymVTv9eabb+K1117DyZMnkZiYiNmzZ+O2227DhAkTAp6bcEEGPUEQBEFEOKVzS7Fx/0aUzi0d7aYQMcTzzz+P3bt3Y/Xq1Vi4cGHA41pbW1FWVga3240lS5bgoosugtPpxD/+8Q8888wzGD9+PK688kq/r/3444/x8MMP49prr8Vtt92Gjo4OvPjii1i/fj1+97vfIT4+HgBw4MAB/N///R8uv/xyvPHGG37f65133kFraytuvvlmTJkyBcePH8eLL76II0eOwGw2q9r7wAMP4LLLLsNtt92Gzz//HH/84x8hy7JqkWC1WvGTn/wEF1xwAdauXQuj0Yjm5mY4nU7V5z766KM4fvw4Vq9ejbi4OPzpT3/CL37xC/zmN7/hC5m9e/fid7/7HW6++WbMnj0bFosF27ZtQ0tLCx599NHgLsgQIIOeIAiCICKcouwi8swTYeVPf/oTXn75ZaxatQqLFi3q99jy8nK4XC785je/QUpKCn98zpw5yMvLg81mC/ja2tpapKam4u677+be8aSkJJSVleHYsWOYNWsWAOCnP/0pVwMMZNB/97vfRVJSEv/7a1/7GhISElBeXo5jx47hoosuAgC88sorSExMxL333gudToevf/3rOHv2LKqqqnDjjTdCp9MBAJ577jmkpqbiF7/4BTfMv/71r6s+8/Dhw/jggw+wYcMGzJ49GwAwZcoUrF69GnV1dfjmN78JAPif//kfZGZmYsWKFarX//a3v4XFYkFqamp/p3jIUAw9QRAEQRDEGKKyshJVVVW48847sXjx4n6PPXToEI4cOYJbbrlFZcwzJk2axPXU/eFyuWAwGFShLkz1T1EU/lgwlVJFY54xY8YMAB5vO+PgwYO48sorueEOAN/85jfR1dWFw4cPA/DUGNi/fz8WL17cb7hQfX09EhISkJWVxR+74IILcOGFF6K+vp4/1tvbi4SEBNVr/X3P4YIMeoIgCIIgiDHCzp07sX37dvzwhz/EDTfcMODxjY2NADze+FBYsGABWlpaUF1dja6uLvzrX//Cn/70J0yfPh1f/epXQ3pPkU8++QSAx8gGAIfDgX//+9/8b8YFF1wASZLw5ZdfAgA+++wz9Pb2QqPRoLS0FN/+9rdx22234fnnn0dvby9/3ZdffslfKzJ16lScOHGC/33dddfh4MGDOHDgAGw2G5qbm1FVVYVvfOMbmDRp0pC/50CQQU8QBEEQBDFEBqNENFzHDoTD4cALL7yAhQsXYsmSJUG95vTp0wAQcsjIrFmzsG7dOvzxj3/E8uXLsXLlSpw5c0YV5hIq7e3tqKysxBVXXIG0tDQAngRWAD7ecp1Oh/j4eHR0dADoKxr2u9/9Dl/5ylfw4IMPYsmSJdi9ezdefPFF/rquri6f9wKAcePG8fcCgGuuuQZFRUX49a9/jfz8fKxdu5aH/YwEFEM/QlClWIIgCIKIXQajRDRcxw5EXFwcvvKVr+B//ud/sGDBAlx66aVDer9g+Oc//4lNmzYhNzcXl19+OTo6OrBjxw48+OCD2LhxI0+KHSy9vb147LHHAACrV68e9OtZIafLLrsMd9xxBwDgP/7jP2C327Fr1y4sX758UG2rq6vD1q1bkZ+fj1mzZsFiseDFF1/EI488gvXr1/t4+MMNGfQjBFWKJQiCIIjYZTBKRMN17EDIsoz7778f69at4wZ1f/HvAHjcvMVi4V7wwfCHP/wB//Ef/8GNZgCYOXMmbr/9duzbt2/AhFx/KIqC3/72tzhy5AgeeeQRlXwk86YzTz3D6XSiu7sbiYmJADwedsBjxIt8/etfR1VVFU6ePIlp06YhISEB//73v33a0NnZyd9LURRs2bIFubm5WL58OT/m/PPPx3333YeGhgaeUDtcUMgNQRAEQRDEECnKLsIX93wRlBd9uI4NhoSEBGzYsAHjx4/HAw88gH/961/9Hp+ZmQkAaGhoCOnzjh8/junTp6semzhxIsaPHz/gZwfi2Wefxf79+1FWVoYLL7xQ9Zxer8fEiRN5rDzjxIkTUBSFx9anp6f3+xk9PT0APLH37LUiX375JaZMmQLAE/rT3t7u0xb2vUP9noOBDHqCIAiCIIgxxIQJE/DQQw8BANavX8/jyf0xa9YsXHzxxaiqqlIpyTAsFgu++OKLgK+fNGkSPvvsM9Vjp06dwtmzZ0NKFn3ppZewe/du3HPPPT4Sk4w5c+bg73//uyq59Z133kFCQgIuueQS3q5p06bhww8/VL32ww8/RFxcHDf4s7Oz0dnZiY8++ogfc+LECTQ1NSE7OxuAR30nPj7e53uyvykpliAIgiAIggg75513Hh588EF0dHTggQce8AlRESkpKYEkSfjxj3+MXbt24eOPP8YHH3yAbdu2Ye3atf16oK+//nr87//+L/7whz/gww8/xDvvvIMHH3wQSUlJmDt3Lj/u+PHjOHDgAA4cOAAAaG5uxoEDB1TSkG+//Ta2bduGq6++Gueddx4OHz7Mf9rb2/lxN998M9rb2/HYY4/ho48+wn//93/jlVdewbJly1RSlrfddhvee+89PP3002hoaEBVVRV27dqFb3/727zy7CWXXILZs2fjt7/9Lfbv34/33nuPhyrl5OQAACRJQm5uLl5//XW8+OKL+Oijj/DWW2+hvLwc6enpARce4YRi6AmCIAiCIMYgGRkZeOCBB/Dzn/8cDz74IB588EG/x6WlpeHxxx/Hyy+/jL/+9a+wWCzQ6XSYPn06Vq5cicsvvzzgZ7BCTq+//jr+9re/wWAw4JJLLsF9992H8ePH8+P279+P7du387/37t2LvXv3YtKkSdi6dSuAvrCft99+G2+//bbqc+6++25861vf4u198MEHsXXrVmzYsAFJSUkoLCzEd77zHdVrvvGNb+Dee+/Fjh078Prrr8NkMqGwsBDf/e53Vcf99Kc/xdatW7F582a43W5cdtlluPPOO1UqPT/4wQ+QlJSEffv24ZVXXsH48ePxH//xH7jttttUi4jhQlJGQu0+BOx2O1555RUcOXIER44cQWdnp+piDYTT6cSLL76Iffv2obOzE9OmTcOtt96qKgwQyrGtra144YUX8Mknn6CjowOpqam4+uqr8Z3vfIev5kRsNhvy8/Oxc+dOSoolCIIgiCiipaUFmzZtQnFxMaZOnTrazSFikIHusWDtyIgNuTl79ix27NiBlpYWnySDYHj88cfx6quv4uqrr8bKlSshyzI2bNiAQ4cOhXysxWJBcXExPv30U+Tl5WHlypW45JJLUFlZiV//+tchf1eCIAiCIAiCCJWIDbkxmUzYtm0bkpOTcfToURQXFwf92iNHjqC2thYrVqzAzTffDACYP38+1q5di+eff57rlg722H379qGrqwuPPPIIMjIyAACLFi2CoijYu3cvOjs7uQwSQRAEQRAEQYwEEeuh1+l0SE5ODum1Bw4cgCzLKm3TuLg4XHfddTh8+DAsFktIx9psNgCe7HCR5ORkyLIMrTZi10cEQRAEQRBEjBKxBv1QaGpqwpQpU3xijS6++GIAwOeffx7SsV/72tcAeMoENzU1wWKx4J133sFf//pX3HDDDX5j6Bk2my2oH6fTObQvTxAEQRAEQYwpYtKlbLVa/Xr32WOnT58O6dg5c+bg1ltvRVVVFf7+97/zx5ctW4bbbrut3zatWLEiqLYXFBSgsLAwqGMJgiAIghg+ZNnj93S5XKPcEiJWYfcWu9dCJSYN+p6eHr8SQXFxcfz5UI4FPMUBMjMzkZOTg8TERNTX1+Oll15CcnIybrjhhoBteu6554JSuRkJaSOCIAiCIAaGOfeampowbdq00W0MEZM0NTUBQMhh5oyYNOjj4uL8hq4w45wZ64M9tra2Fps3b8bvf/97TJw4EQCQk5MDt9uN559/HvPmzVNpqooYjUaSrSQIgiCIKMJoNOLKK6/Ea6+9BgCYPn26SnucIELF5XKhqakJr732Gq688soh24gxadCbTCZVqAyDlTZOSUkJ6djXX38dM2bM4MY844orrsCePXvQ1NSEyy67LBxfgSAIgiCICOCWW24BAG7UE0Q4ufLKK/k9NhRi0qC/8MIL8Y9//AM2m0214vn000/586Ece+bMGb+ylL29vQAoxo4gCIIgYg1ZlpGfn48bb7wRbW1tcLvdo90kIgaQZRnJyclhi96IeoPe4XDAYrFg/PjxSEpKAgBcddVV2LVrF9544w2uLe90OvHWW29h5syZSE1N5a8fzLFpaWloaGjAiRMnMGXKFP54bW0tZFmm+DqCIAiCiFEodJaIZCLaoP/LX/6Crq4uHhLz3nvv8d9vuOEGJCQk4OjRo1i3bp1KHWbmzJm46qqrsG3bNrS3t2Py5MnYu3cvTp06hbvuukv1GYM59uabb8bBgwdRWlqKvLw8JCYm4v3338fBgwexcOFCVXgOQRAEQRAEQYwEEW3Q79q1C6dOneJ/v/vuu3j33XcBANdccw0SEhICvra4uBgvvPAC9u3bh87OTkybNg3r169HZmZmyMdmZmbiscceQ2VlJV5//XV0dHTgvPPOw2233YalS5eG6VsTBEEQBEEQRPBIiqIoo92IWMZmsyE/Px87d+6krTqCIAiCIAgiaIK1I2OyUixBEARBEARBjBXIoCcIgiAIgiCIKCaiY+hjieLiYp+yvnl5ecjLyxulFhEEQRAEQRCxABn0I8SmTZsohp4gCIIgCIIIOxRyQxAEQRAEQRBRDBn0BEEQBEEQBBHFkEFPEARBEARBEFEMGfQEQRAEQRAEEcWQQU8QBEEQBEEQUQwZ9ARBEARBEAQRxZBBTxAEQRAEQRBRDBn0BEEQBEEQBBHFkEFPEARBEARBEFEMVYodIYqLiyHL6vVTXl4e8vLyRqlFBEEQBEEQRCxABv0IsWnTJhiNxtFuBkEQBEEQBBFjUMgNQRAEQRAEQUQxZNATBEEQBEEQRBRDBj1BEARBEARBRDFk0BMEQRAEQRBEFEMGPUEQBEEQBEFEMWTQEwRBEARBEEQUQwY9QRAEQRAEQUQxZNATBEEQBEEQRBRDBj1BEARBEARBRDFUKXaEKC4uhiyr1095eXnIy8sbpRYRBEEQBEEQsQAZ9CPEpk2bYDQaR7sZBEEQBEEQRIxBITcEQRAEQRAEEcWQQU8QBEEQBEEQUQwZ9ARBEARBEAQRxURsDL3dbscrr7yCI0eO4MiRI+js7MTdd9+Nb33rW0G93ul04sUXX8S+ffvQ2dmJadOm4dZbb0VWVtaQjgWAY8eOYfv27fjkk0/Q09OD888/H7m5ubjpppuG9J0JgiAIgiAIYrBErIf+7Nmz2LFjB1paWnDhhRcO+vWPP/44Xn31VVx99dVYuXIlZFnGhg0bcOjQoSEd+8EHH+Dee+9Fe3s78vPz8aMf/QiXX345Tp8+HdL3JAiCIAiCIIihEJKHvrOzE+PGjQvq2KNHj+IrX/nKoD/DZDJh27ZtSE5OxtGjR1FcXBz0a48cOYLa2lqsWLECN998MwBg/vz5WLt2LZ5//nk89thjIR1rs9nwm9/8BpdffjlKS0t9ZCgJgiAIgiAIYqQJySJdu3YtPvroo36PURQFO3fuxE9/+tOQGqbT6ZCcnBzSaw8cOABZlrFo0SL+WFxcHK677jocPnwYFoslpGP/53/+B2fOnMFtt90GWZbhcDjgdrtDaiNBEARBEARBhIOQPPRtbW1Yv349brrpJvznf/4ntFr125w6dQqbNm3CJ598gvHjx4eloYOhqakJU6ZM8dF9v/jiiwEAn3/+OVJTUwd97Icffgij0YjTp0/DbDbjxIkT0Ov1uPbaa/HDH/4QcXFxAdtks9mCartOp4NOpwvuixIEQRAEQRBjnpAM+ocffhibNm3Cf//3f+Ojjz5CSUkJMjIyAAD79u3D73//e9hsNmRlZeGee+4JZ3uDwmq1+vXus8fEePfBHNva2gqXy4Vf/vKXuO666/D9738fH3/8Mf7yl7+gq6sL9957b8A2rVixIqi2FxQUoLCwMKhjCYIgCIIgCCIkg37WrFn43e9+hy1btqC2thbFxcX43ve+h88++wzvvPMOdDodVq5ciRtvvDHc7Q2Knp4ev15u5kHv6ekJ6ViHw4Hu7m5cf/31uPPOOwEAOTk56O3txRtvvIHvfe97SEtL89um5557LqhKseSdJwiCIAiCIAZDyLKVRqMRP/nJT5CdnY0tW7bgj3/8IwBgxowZKC4uxtSpU8PWyMESFxcHp9Pp8zgzzsXQmMEeCwDz5s1THXv11VfjjTfewOHDhwMa9EajMSiDniAIgiAIgiAGw5BkWlwuF7744gt0d3dDURQoioLe3t5RTxQ1mUxoa2vzeZw9lpKSEvKxADBhwgTVsUlJSQA86j8EQRAEQRAEMZKEbNCfOHECP/nJT7Br1y6YTCb8/Oc/x7x589Dc3Izi4mLs3r07nO0cFBdeeCFOnDjhk4j66aef8udDOfaiiy4CAB/NeavVCgCjkgBMEARBEARBjG1CMuj/+te/4p577sFnn32GnJwc/O53v8M3vvEN/OQnP0FJSQl0Oh2effZZrF+/nhu7w4XD4UBLSwva29v5Y1dddRXcbjfeeOMN/pjT6cRbb72FmTNnctWawR47d+5cAMDf/vY3VRvefPNNaDQafO1rXwv79yMIgiAIgiCI/ggphv6pp56CwWDAPffcg/nz56ueu/rqqzFr1ixs2rQJH374If7rv/4LL774YkiNY+oxzCP+3nvv8d9vuOEGJCQk4OjRo1i3bp1KHWbmzJm46qqrsG3bNrS3t2Py5MnYu3cvTp06hbvuukv1GYM5dsaMGbjuuuvwt7/9DS6XC5mZmfj4449x4MAB3HLLLarwHIIgCIIgCIIYCUIy6C+55BIUFxfj/PPP9/v8xIkTYTab8corr4RszAPArl27cOrUKf73u+++i3fffRcAcM011yAhISHga4uLi/HCCy9g37596OzsxLRp07B+/XpkZmYO6djVq1cjNTUVb731Fv73f/8Xqamp+OEPf4glS5aE/D0JgiAIgiAIIlQkRVGUwb7I7XZDloOL1vn8889VcehjDZvNhvz8fOzcuZNUbgiCIAiCIIigCdaODCmGPlhjHsCYNuYJgiAIgiAIYrgZkmwlQRAEQRAEQRCjS0gx9IONFx9NCctIobi42GdnIy8vD3l5eaPUIoIgCIIgCCIWCMmgnzhxot/HFUVBW1sbXC4XAKgkH8c6mzZtohh6giAIgiAIIuyEZNBv3bo14HNutxv/+Mc/8Ic//AHTpk3DvffeG3LjCIIgCIIgCILon7DH0MuyjMsuuwzr169HfX09/vznP4f7IwiCIAiCIAiCOMewJcWef/75mDlzJt56663h+giCIAiCIAiCGPMMq8pNfHw8/v3vfw/nRxAEQRAEQRDEmGbYDPpTp06hsbEREyZMGK6PIAiCIAiCIIgxT0hJsXv37g34nN1uR2trK/bt2we73Y7FixeH3DiCIAiCIAiCIPonJIP+8ccfhyRJAZ9XFAUAcO211+J73/teaC0jCIIgCIIgCGJAQjLoly9fHtCg12q1SE5ORmZmJs4///whNY4gCIIgCIIgiP4JyaAvLCwMdzsIgiAIgiAIggiBkAx6YvAUFxdDltU5yHl5ecjLyxulFhEEQRAEQRCxABn0I8SmTZtgNBpHuxkEQRAEQRBEjBGUQV9WVjakDzGbzUN6PUEQBEEQBEEQ/gnKoP/4449D/oD+1HAIgiAIgiAIghgaQRn0zzzzzHC3gyAIgiAIgiCIEAjKoJ80adJwt4MgCIIgCIIgiBCQBz6EIAiCIAiCIIhIJSiD/re//S3+9re/DXdbCIIgCIIgCIIYJEEZ9Hv27MEnn3zi97klS5bgiSeeCGujCIIgCIIgCIIIjiGH3CiKAkVRwtEWgiAIgiAIgiAGCcXQEwRBEARBEEQUQ5ViR4ji4mLIsnr9lJeXh7y8vFFqEUEQBEEQBBELkEE/QmzatAlGo3G0m0EQBEEQBEHEGBRyQxAEQRAEQRBRTNAe+gMHDuDjjz/2eVySpIDPseeffvrp0FtIEARBEARBEERAgjboHQ4HHA7HoJ+TJCm0lhEEQRAEQRAEMSBBGfTPPPPMcLfDB7vdjldeeQVHjhzBkSNH0NnZibvvvhvf+ta3gnq90+nEiy++iH379qGzsxPTpk3DrbfeiqysrCEdK7Jz50688MILSE9Px5NPPhnS9yQIgiAIgiCIoRCUQT9p0qThbocPZ8+exY4dO5CamooLL7wwYEhPIB5//HEcOHAAN910E9LS0rBnzx5s2LABZrMZs2bNCvlYxr///W+89NJL0Ov1IX9HgiAIgiAIghgqEZsUazKZsG3bNjz77LNYsWLFoF575MgR1NbW4vvf/z5uv/12LFq0CGazGZMmTcLzzz8f8rEizz77LGbOnImLLroohG9HEARBEARBEOEhYg16nU6H5OTkkF574MAByLKMRYsW8cfi4uJw3XXX4fDhw7BYLCEdy2hsbMSBAwewcuXKkNpHENFORX0Fpj0+DRX1FaPdFIIgCIIY80SsQT8UmpqaMGXKFB/d94svvhgA8Pnnn4d0LAC4XC78/ve/x8KFCzFt2rRhaD1BRD4b929Ec3szNu7fONpNIQiCIIgxT0wa9Far1a93nz12+vTpkI4FgDfeeAMWiwW33nrroNpks9mC+nE6nYN6X4IYDUrnliIjKQOlc0tHuykEQRAEMeaJyUqxPT090Ol0Po/HxcXx50M59uzZs3jxxReRn5+PpKSkQbUp2DyAgoICFBYWDuq9CWKkKcouQlF20Wg3gyAIgiAIxKhBHxcX59fTzYxzZqwP9tgXXngB48aNww033DDoNj333HM+YT3+8Le4IAiCIAiCIIhAxKRBbzKZfEJlAKCtrQ0AkJKSMuhjW1tbUVNTgx/+8IewWq38OKfTCZfLhf/7v/+D0WhEYmKi3zYZjcagDHqCIAiCIAiCGAwxadBfeOGF+Mc//gGbzaYyoj/99FP+/GCPPX36NNxuN/7whz/gD3/4g89n/vCHP8RNN91EyjcEQRAEQRDEiBKUQb93794hfcj8+fOH9Pr+cDgcsFgsGD9+PI9rv+qqq7Br1y688cYbuPnmmwF4POlvvfUWZs6cidTUVP76YI9NT0/HunXrfD7/hRdegN1ux8qVKzF58uRh+54EQRAEQRAE4Y+gDPrHH38ckiQN+s0VRYEkSSEb9H/5y1/Q1dXFQ2Lee+89/vsNN9yAhIQEHD16FOvWrVMlk86cORNXXXUVtm3bhvb2dkyePBl79+7FqVOncNddd6k+I9hjk5KS8P/+3//zaeN///d/A4Df5wiCIAiCIAhiuAnKoF++fLmPQX/y5Em8/fbbiI+PR1ZWFiZNmgQAOHXqFD788EM4HA5cc801Q/Ja79q1C6dOneJ/v/vuu3j33XcBANdccw0SEhICvra4uBgvvPAC9u3bh87OTkybNg3r169HZmbmkI4lCIIgCIIgiEhCUhRFGeyLWltbUVxcjG984xtYuXKlTyJoZ2cnnn76abz33nv49a9/jSlTpoStwdGGzWZDfn4+du7cSUmxBEEQBEEQRNAEa0eGVFjqj3/8I8aNG4e7777br6rLuHHjcNdddyEhIQF//OMfQ/kIgiAIgiAIgiCCICSD/uOPP8bMmTOh0WgCHqPRaDBz5kw0NjaG3DiCIAiCIIhop6K+AtMen4aK+orRbgoRo4QkW9nT08N12vvjzJkzfos2jUWKi4shy+r1U15eHvLy8kapRQRBEARBjAQb929Ec3szNu7fSFW2iWEhJIN+2rRpOHToED788ENcdtllfo/56KOP0NjYiIsvvngo7YsZNm3aRDH0BEEQBDEGKZ1bio37N6J0buloN4WIUUIy6G+55RaYzWY8+OCDuPrqq/HNb36T67VbLBbs378fb7/9NgDgu9/9btgaSxAEQRAEEW0UZReRZ54YVkIy6K+44gqsWrUKzzzzDPbs2eNTeEpRFOh0OvzoRz/CFVdcEZaGEgRBEARBEAThS0gGPQBcf/31mDNnDv72t7/hk08+gdVqBQCYTCZceuml+Na3voXzzjsvbA0lCIIgCIIgCMKXkA16AJg0aRK+973vhastBEEQxChRUV/BY3wpNIAgCCK6CEm2kiAIgogtRBUOgiAIIroYkof++PHjqKmpwdGjR3H27FlcccUVWLFiBQDgn//8J44ePYprr73Wb/EpgiAIInIgFQ6CIIjoJWQP/auvvoq7774br732Gg4fPoyTJ0/i7NmzqmO2bt2K/fv3D7mRBEEQRPigIjcEQRCxRUgG/fvvv49nn30WEydOxM9+9jP86U9/gqIoqmO++tWvYvz48fj73/8eloYSBEEQ4cFfeA2F3BAEQUQvIRn0r776KvR6PR566CH8v//3/5CUlOT3uOnTp+PEiRNDaiBBEAQRXkrnliIjKUMVXuPvMYIgCCI6CCmG/rPPPsPMmTNx/vnn93vc+PHjcejQoZAaFmsUFxdDltXrp7y8POTl5Y1SiwiCGKv4K3JDhW8IgiCil5AMeqfTCYPBMOBxZ86cgUajCeUjYo5NmzbBaDSOdjOGBMnaEQRBEARBRB4hhdycd955+Pzzz/s9xul04osvvkBaWlpIDSMiD4qxJYjogJJeCYIgxhYhGfRXXHEFTp06hVdffTXgMa+88grOnj2LnJycUNtGRBgUY0sQkUN/RjtbfJftKSPDniAIYgwQkkG/dOlSmEwmPPfcc3jkkUdQW1sLwBNi8+6772LTpk2orKzEeeedRzHiMURRdhG+uOcLCrchiAigvx0ztviGBNpViyFo54UgiECEZNCPGzcOv/zlL5Geno4DBw6gvLwcAPDBBx9g48aNePvtt3HBBRfgF7/4RdTHjRMEQUQi/e2YscW3eb6ZdtViCAp7JAgiEJLiLSA/CNxuN9577z00NDTg1KlTcLvdmDhxIi677DLk5ORQQiwAm82G/Px87Ny5kxY3BEEQRMiQMAFBjD2CtSNDUrlhyLKMK6+8EldeeeVQ3oYgCIIII2T4xSYkLUoQRCBCCrlpbGzEJ598MuBxJ06cQGNjYygfQRAEQYRARX0F1lSv8STF7i0b7eYQBEEQI0BIBv26devws5/9DL/85S/hcDgCHvfSSy+hrIwmFIIgiJFi4/6NcMPt+SPkgEoPlIRJEP1DfYSIFEIy6AFAkiS89957uPfee3Hq1KlwtokgCIIYAGZIFL5cqDIoSueWwqQ3wagzAhJCNjQq6iuw9vW1JH8ZJZBhOTpQojIRKYRs0F999dW48cYb0dzcjJKSEgqtGYDi4mKsXr1a9VNdXT3azSIIIkphhkTVoSq/BoXdaYfVbh0w7CaQIVi2twwuxQUZMhwuB5rbm7Gmeg0q6ivIeIxAyLAcHag+CxEphGzQy7KMlStXYs2aNejs7MT999+PN954I5xtiyk2bdqELVu2qH5Io98DGQcEMXiYIbFs1jKVQbFx/0ZYHVYo5+JtztjP+PQtsc8FNATPhetM0E+AXqsHALjhxtrX16JsbxkZjxEGGZajA9VnISKFkA16Rm5uLn75y18iISEBTz31FH7/+9/D7XaHo23EGIE8SwQxeIqyi1A6txR1LXUqNZvSuaUwao2Qzv1zw837FjPkRYPc2xCsqK9AyiMp6OjpgAwZuRflwjzfDJPeBBkyXIoLbfY2GHVGdPR00EI8QiDDkiCGBzYmpjyaEtHj3ZANegCYNWsWNm3ahPT0dLz++ut44IEH0NnZGY63JsYA5FkiiNDwtxiuba6FrdcGBQoMWgM0kgY5U3NUx0MB73PehmDZ3jJYHVY43U644UZdSx2KsotgXmDGBP0ESJCgQIHD6fCE9FB8PUEEhHagox+262m1WyPa8RgWgx4AJk2ahMceewxXXHEFPvroIxQXF+Nf//pXuN6eiGHIs0QQg6eivgId3R0wGUwq7/r2xu38GL1OD5fiQl1LHYC+xbN5gTlwnzsXaiNBUr03m9QkSPy9M5IyAAm0w0YQ5/A24GkHOjrob+HFhAbE8TASCZtBDwB6vR7r1q3DsmXL8K9//Qv//Oc/Q34vu92OF198EQ888AAKCgpw44034q233gr69U6nE88//zz+8z//E0uXLkVJSQkaGhqGdOyRI0dQUVGB1atX47vf/S5WrFiBjRs34sSJEyF/T4IgiFBgBna7ox1AnyoNQyNpkDsjV7X7xRbPAPjk5T2RmRd4wmsMOgMAj8c/5ZEUtHa0QoIEjayBUWeEXqv3eP4VRPxERxAjhbcBTzvQ0cFAC6/E+ESY55sj2vEYkkE/f/58XHrppQGfv/XWW3Hvvfdi0qRJSE1NDalhZ8+exY4dO9DS0oILL7xw0K9//PHH8eqrr+Lqq6/GypUrIcsyNmzYgEOHDoV87Msvv4y6ujp8/etfx8qVK7Fo0SIcOnQI99xzD5qbm0P6ngRBEKFQOrcUGkkDl+JC2Z4yrH19LVyKiz/vUlzYfXg3jrcfR8mbJSrPkzh5+ZvI2rvbYXPaYLVbsbNxJw/BUaDA6XbycJsdjTtgdVgBBWGd6ChMgYhWvA142oGODvpbeEXLLktIBv0999yD6667rt9jvvnNb+Lpp5/GM888E1LDTCYTtm3bhmeffRYrVqwY1GuPHDmC2tpafP/738ftt9+ORYsWwWw2Y9KkSXj++edDPvbb3/42tm7dijvvvBO5ubnIz8/HI488ApfLhT//+c8hfU+CIIhQKMouwubFm3nYi0txQSNpkJ2WDQkSjDoj7L12KFBgc9qwqnoV4h6Kg7xBRmtHK/eqe09kG/dvVC0M9Fo9D7NhMAUd9n+boy2sxne0TKAEMRDRklA51ulv4RUtuyxhDbkJJzqdDsnJySG99sCBA5BlGYsWLeKPxcXF4brrrsPhw4dhsVhCOvarX/0qdDqd6rPS0tKQnp6OlpaWkNo6VgnkgSPPHEEMDkuXBW32NkiQ4FJc+Mf//QNb8ragfGE5N7gZopc9MS4RALjSDZvIcqbm8IWBSW+CXqfn4TcM9r46Wcf/DqfxHS0TKEF4470YjZaESsI/TNpXHCMjlaAM+sbGRjQ2NqKnp0f1d7A/I01TUxOmTJkCo9Goevziiy8GAHz++echHesPRVFw5swZjB8/PhxNHzME8sCxx0k5gyD8Iy56y/aWcUUbZmT3uHpQtqesX+NBJ+tgsVmwuno1mtubUVJTwt+z5lgNXIoLH7R+AEiA1W6FzWnz+z697l4Ydcawx9BTmAIRDfhzQHkvRkNJqCTHVuQQTbuF2mAOWrduHSRJwpYtWzBlyhT+d7Ds3r075AaGgtVq9evdZ4+dPn06pGP98fbbb+P06dP43ve+1+9xNpv/CdEbnU7nswsQi5TOLeWrXn+Pd/R08E5EkzpB9KGaYAQHfLI+GW2ONgDAGccZ5F6UCwDo6OmA1W7lxxVkFqCupc4jX3kOR6+j7z3PDe1uuNFmb4MMGW6oa4sYdUY4nA644YZeq4d5vplPeNRfibGCP2986dxSnngO9PWHwRiE4vtSfxpdAtkqkUhQBv21114LSZK4F5v9Han09PT4NYrj4uL486Ec601LSwsqKipwySWXYP78+f22Kdg8gIKCAhQWFgZ1bDRTlF3kd6Bij4vbXARB9G395kzNQUd3Byw2TzigTtbB5XZhhmkGPjn1CWy9NrjhRtWhKmxevBm1zbXY0bgDBp0B5QvLAQA1x2pU7z07bTYsXRbe30pqSlRa9rZeG/+stMQ0lM4t5ce02ds82vXnQgrIABkZoikUINZg5z41IRVfnv0SOVNzAhr3RdlFgzbQo8mIJCKHoAz6H//4x/3+HWnExcXB6XT6PM6Mc2asD/ZYkba2Njz44IMwGo0oLS2FRqPpt03PPfecT1iPP8aCdz4YAhn8Y51ImcQjpR1jCV4U6hzeYTD1rfWqv12KC2tfX4skfRJPjK1trkXNZzVcT56F6TRZm5AY74mpFw0QCRIcvQ4AHhnMJ65/greFefIVKKpCVcTwwyRKXYqLG4nUJ0cO1j++PPslr/NQOrcUZXvKeCibAgUlNSV8EQ7Ab//wvm50HUeHQOe9bI+n0F7ZnjIAvjlHkUTEJsUOBZPJhLa2Np/H2WMpKSkhHcvo6urCL37xC3R1dWHDhg1+j/HGaDQG9ROrBj3FBIaHSInni5R2jCVUsbnnjGkJEnSyDjJkZKdlw6g18t8Bj1HfZu8b33Y07uBhOgatASa9CUadEVaH1RNL/2YJgL7EWIPOwMNtls1aBgA87h4KeGxwv4WqiLAiGvMaSYPUhFRoH9Tirr/exfOPiOGFxcXHa+Nh1BnR0dMBwKNVbnPa+ELZ3mtHc3szdjbu5F78wpcL+y08RWPr6CCed2avFL5ciDOOM54DpMi/NjFp0F944YU4ceKET9z6p59+yp8P5VjA47l/6KGHcOLECaxfvx7p6enD8RVijkjvCNHCaKh/+FuMMYOPeZ6I4UdMFM2dkQuNpIFW1sLpdmKCfgLeX/k+UhNS4YYblq4+dS5R6UaBgumm6dBIGiy5ZAlO36fOEXI4Pd54lhgLBZDPTRM1n9Vg4/6N/P0cvQ6YF5hx+qenVYY8Ld6HF1FWdNmsZWg42QCX4oLTfW6nOXKjYWOCivoKlO0pwxnHGdicNnT3dsNqt2JV9SqkJqTCpDdBljx9hv3PQuCa25v5/0z4IWdqjk8SLe12jTzieS/bU8YXYm64eZE+78rckUZQBv3evXuH9DOcOBwOtLS0oL29nT921VVXwe1244033uCPOZ1OvPXWW5g5c6aq2NVgjnW5XHj00Udx+PBhlJaW4pJLLhnW7xZLiAYgTfihMxrqH/4WY3UtdXyrmRh+vPsMO/+97l4AnsRXb+MgPcnjbGBefAYzAGuO1WDa49NUoTsXJF2AaY9PQ6ezE4DHw6jX6T1PKn2eSZYou/b1tSqPI/Me0+J9+GAFxQDPfbBs1jJ+jU0GE8zzzUG9T6SNw5HWnkAwGUo33JAh850r4FzYm+RRvwM8O2SsJsSyWcuQkZTB/4cENLc3+xR/I4Wn0UF13oVwQpPBhM2LN6OupQ5WhxWJcYkRe22CiqF//PHHQ0qCVRQFkiQNmDAaiL/85S/o6uriSjPvvfce//2GG25AQkICjh49inXr1qmSSWfOnImrrroK27ZtQ3t7OyZPnoy9e/fi1KlTuOuuu1SfMZhjn332Wfz973/HN77xDXR0dGDfvn2q56+99tqQvmcsw+LSOno6uAHIFDYogS7yqaivgKXLAhkyUhNSudEYjKeCYkHDh3dSHUuas9gssDltcLqdPL6eKWwUZRdh2uPT0NzezL23MmRkTc5Ck7UJbY42T5VXgS/bv4Qbbl5IisXeG3VGmBeYVUnra6rXwKW4sL1xO28j0FfgKlK9WNFEoD6UFJ8ESOCP1xyrGXTF3khTUom09gSidG4pj5HX6/SYlzEPOxp38J0rUVEK8PQhvUbP4+zZd2PXtqW9hfezsr1lEf3dxwrm+WYe1iYa8JGeqByUQb98+fJRUbXZtWsXTp06xf9+99138e677wIArrnmGiQkJAR8bXFxMV544QXs27cPnZ2dmDZtGtavX4/MzMyQj21qagLgWVi89957Pu9DBr0vbJA26U0w6U3o6OlA7gyPnF4kd4xIZiiG8mBfu3H/Rq5wwjy7LBEsIymj3/eIlgk6GhBVL9iWv8PlCY9h3nJ/RrSoRgOAh+Mkxif6GPNikqz3394JuEXZRTxZDIDqs2kRFz789SHmIWb9r6K+QhXnK9JfwmWkKalEWnu8Ec9dsiGZ12dYVb0KgKe/GHQG6LV65M7I5eEaAOBwOWBtt2J19Wqep8LkXn+1/1c43n7c8yGK348mBkkw81x/x/gz4L3lRyNxfJMUtjdEDAs2mw35+fnYuXNnUCo3sYbYaUTjPjE+ETlTczzyeRKQOyPXx4NB+CflkRRYHVaY9CZVDHThy4WoOlSFZbOWoXJppd/XMo9tRlKGSis5EMx4FK9RztQc1f+Brhl56MOLuNslegFlSYZbcSM7LRt3ZN3hc87ZNZcgIdmQjNwZuag5VoOOng70unuhlbVc4UZ8X5PeBEevgy8GvO8Z8d4wzzerDMbUhFQ0nGzo914kBsZfH/KW9GWeRMBTH2DJzCV9qivn5ERNBhNO//Q0vxfYGEx9MzjERGQW0rameo2qPoNRZ0SqMZXf+woUuBV3P+/q6VMt7S38fVjIFF2ToTHQPOedWM7kfasOVSFrchYsXRbVPMfsFMAzRgY7f4aLYO1IMuiHmbFi0A9kvFXUV6CkpgSOXgf0Oj1sThs0koZPROz3ke4o0UjKoymqSZqhfVDLz+dTeU8Nycj2Z6x509+gScb80PB3/kRjTDS0RZhXXVzsifr1uw/v9nmdSW8C4InDd7ldfjXpHb0O5GfmY17GPNV9AYC/d11Lnc9iQyNp0Lu+N/wnaIwRaLHO7gkRNpZqJA1kSYbT7YQECVvytgCAalFI421wMCeKDBlP5j2Jouwi/lgoiN78ju4Ofo0UKHzBQONn6Aw0/3j3G5PehPbudj5/AlDZJwzmFBnpRRcZ9BHCWDHoB1oRix1INCCYh1Cn0fEtSBrA/CMaZqJnXPSKMi1ydh1CNazFyUojaZA1OQsHWw9yby4z5gIZ/YPdCSDUsPPHvEeA2rAWK73qZF2fwsk5vBd74nuKSOf+iZ5G9plF2UV88Qh47ikA/D3E1zJjxKg1otvVzSfCgswC8tCHAbZYZ9eG9feDrQdh0Blwaeqlqt/ZOCCGTYljgr9FGRmPgfHnRCl8uVAVO98fYk4KAKQnpfPYeaPWiNSEVJVHuOpQFU+oHQ0DMtZhfaDN0cYTX3Nn5PJ8II2kwbJZy1TXgY11ozGnBWtHDkm28tSpU6iursbTTz+NJ554Ar/97W99fp544omhfETMUFxcjNWrV6t+qqurR7tZYWMgqS2mjsE0qyEBTrcTChQ43U7YnDaefBJI7SBaVBCGCxayVNdSp1JBYBJbTdYmPJX3lOo6BNLWDXQe2TEsPhvwJDnWt9bzayVWBE2MT+R/i5D02tBgSiascBDLZXDDzRdzrD89cf0TMBlMqtezPBURb4lRo86IZEMyN8iZEg4rSFVRX8FjemXIPO7aqPVMKAoUHrtv0BkAAHqdHpsXb0ZGUgaeynuKjPkwUFFfgXhNPFdUYX2a9UmH0wFLlwUKFKQaU1WSpXPS5sCoNUKChNaOVqQ8muIJw3FY4XA6sPb1tSh5swTN7c1913wME2iOMc83c0cUe67mWE2/xjwzAgFPX9HKfSmLx9uP9732XHIzC4Or+ayGL4gVKH7HV2JosLlLgcKv0byMeXz+3Lx4M+ZlzENSfBKMOiMMOgM0sgYy5IiWag7ZQ799+3bs3LkT4svZ7yyBlqnc7N69OwxNjU7Ggoe+Py9woNCNuIfifLyKRp0R5QvL+YTl7VE64zgzaivkSMDfeb786cu5N07cDvb3GnZe+wtvYp4oo86I7t5uny1H9jn+wi/IgxRevGOlWSKsv52sYPrIYLz+AAJu/XvH5Pfn5aXQq6HjnTMjxv8CnhyKCfETVB53MT44SZ/ko7wiQ4Zy7p8ECbIkj2jIY6TeF/3tLHr3n5I3S3iyuHdCOQCfWHvxGJ2sQ6+7l4fHJcYnqnawE+MTVTsw5QvLI+o8RSP+xlPvuHhxvPOuzM2IOQ/9O++8g+3bt2PixIlYs2YNLrvsMgDAhg0bsGrVKmRmZkJRFCxZsgS//OUvQ/oCRPTgzwssVsGzOqyw2q0qD5C3MQ94lDTK9pT5eHdF3V+mpjEWvfX+9ImZMQ94FEy8PTnia3Km5vDJO6Dk5Lk5yeF0IGtyFjSShntkNZIGJoMJbrixvXE7VlWvgtVhRbuj3fd9ooRIvo9EeUoAMC8w8yI23t7UouwinL7vNJ7MezLgzgjrVyycxp/Xn3mrmEfe+56rqK/gkqVb8rbwolKBtLOpoFzoeO+WOVwOTHt8GgBg8+LNvOCXoiiwOqw4Yz8DwHMvMG10l+LixcJE3HDDoDVAI2mwPHM531UZqR21SL0v+ttZFHfNyvaUwe608+dYv2Gweaoou4j3SeahlyDhieufwJa8LchIykDuRZ6CRUadEUadkXvsxV0XMuYHjzi2e9fHYDYFFM9cJ0GCxWZB2d4yvluVMzWH9zGRSPbQh2TQV1dXQ6vV4uGHH8bChQuRnJwMAMjKysL1118Ps9mM22+/Ha+99hpkOSaL0RICbBDMmZqj6jRs8he38tkAHqeJ46836ox8QHS4HCjbU8ZLabP3Z+EFojESiRPCcOLP+GQFZiRIASci9rrdn+7mYTMOp4NfIxHzAjOXQTzYehAuxaVKopyePN3n/dkE1187I5VIvY/YOWQTDJuEmFfW+5wz+itK4/2c2K+Y8cGMDo2s8fsebCJss7ehbG+Z6hr7u+4UehU67N7Ua/TISMqAXqvn90Jtc60n/lpn5NeMLegr6itQdagKgGdcEPuvRtLAqDPCZDChPLecF8wBMKLFjCL1vvC3gGX3dFF2EV/4OFwOlUder9XDpDfxc8t2wBLMCVhTvQY5U3O4khQAlLxZgpI3S3iIjdVhhV6j5wt25iWOxHMULYhjuzh25kzN4WPfGccZ2HptvA5AR7fH7nApLuxs3Om36nIkF1MMydr+4osv8NWvfhWTJk0CoA6xYXz729/GlClTUFVVFYZmEpGKuI3Fqlcy7wT3rJ+T7hK1qsfpxvH3cDgdmJM2hxunzKMvGlksEVM0RsbaYMdi5ddUr+FGU7wmHgBU8ZnesIFN1BJ39Dr8GrJF2UW8Mqi4PcyShBpONvj9DIfLgYr6CqQ8koI11Wsi0kj2R6TeR+xat9nbYDKYeDEvo65vu7XN0RbSookZKQBw+r7TPMlv2uPT+M4Zq0DrDfNSirG93ouPkpoSaB/UovDlwkG3jeiD3Zu5F+XC0mVBm70NOlmH1o5WbG/czo0QcbczZ2oON17EGG6GS3FBr9EjMS4R6/asw6rqVaPSVyOtGmogJwS7p1dVr4Jmgwa1zbX44p4voNd6xkhWBVav08O8wIyudV1816psbxnfAdveuB25M3J537E5bbA5bbDaPXOdDBkOl4NfN+YtjrSQpGhBLIiYMzVH5VXf2bgTgMemYKFQrJ+43H0hpm64fWRHjTpjxM0VIiEZ9E6nExMmTOB/63QeD2xXV5fquAsvvBBHjx4NvXVExCOugtkEtGzWMpTtKYPFZoHJYOKlrpl33XvQdMOND1o/8HiDz8lZGnVGdPR0oPDlQr+l5CNtQhgRzs3NYmgNM75ZpVB/E7NYKl6CBJPBhPzM/ICGrNN1rqqoJMOkN0Gn0SFJn4R5GfOQNTkLgEelgb0n4PFQeZdEj+SBjxGx95FQehwALzve3dvND1GgBG2IiQaLv10J73hRg9bg932Yl1L07LPFBzNM7L12XkGWJVxGw+Iu0mD3Zl1LHfciOt1Ov+GKjJpjNTwkyqAzqNSLAE//b3O0eRaLjjb+eEdPx4juqEXaLl7AnTohLJ4Z5vIGmRfyUqCovOqq7+WVnVjXUsf7jrgrzd5br/F4+SVI3NinfjM42PkvebNEFU5Y81kNP4bNn8xe2ZK3BVvytsCoNUKBAp2sg07W+SyGAUR8+FNIBr3JZEJ7e1/cbEpKCgCguVmdQPDvf/8bbnf/hRWI6MV7FcwmIFaGnA1KB1oOoKO7g2/RM5UFEY3cZxy6FBfsTjusdiuXjQIiO3ZtJMidkcvVSNgEbJ5v5oa1RtIgZ2qOaqJkC6Lx8eMBADqNDub5ZlQurfRryFbUV3CDQVEUtHe38+tYtqeMe+iPtx9XJcx2dHfAYrPwQXCCYYLfbWsiOFhyI+A5tzlTc6CRNJgyforquGD7hPfCm1VtZteETW4FmQXISMpAeW55wPdi8frMEynOeyw2m2F32iNyByRa8A5bBDwLbRmy6jGdrINRa/Tsbp7b4fSu7guAJ8ICfXHfEiRY7VbVzt9wE2mhboF26swLPOo24rkWC0axnUt/Iae5F/WN18xBVdtci8T4RJQvLOdGJFeYkjw7ncxrHDDPiQiI9240dyxxQSGJ73iKSdlF2UVw9Dr4olmn0fF+opE0KMgs8BkzI5GQDPqMjAycOHGC//21r30NiqKgsrISDocnAeedd97BJ598gvT09PC0lIg4yvaUqVbBHK+F7fH24+owGqFzMby9TgoULtPGElN2NO5AyqMpEd2hhpO6ljo+mYjem6T4JL4TUnWoiif1FL5ciO2N2+FSXNwb1+Pq6XcSLdvbF5dt0Bn4FrDJYAIk+FW9AcClR5P1yTBqjWiztyHh4YSAHmGif4qyi/h973K7eDjbibMnVMcFG88pGiz+5EbZYjzQQq8/2EKT9Wdbr43/PjVpatDvQ/jCdr0S4/riryVIcD3gwhPXPwGj1ggZMr576XfR7er2+x7e3mDWn7fkbYHygOITgz8SRFqom7hTJ8r73vXXu2B1WPH187+OgswC1WskSNi8eDPvM94hp2y8drqd3Isvjs8AkJqQqhrTmSFq0Br6FsxE0Ii70RpJg/zMfK4OZjKYsDxzOaB4wm6a25uxuno1Eh5OQMLDCardLHFBsGzWMs84KyHid01CMui/8Y1v4PTp0/joo48AAJdeeim+9rWv4eOPP0ZBQQEKCwvx61//GpIkIT8/P6wNJkaPwpcLIW+QuaHG5gjv8ArzfDMykjIgS+rbS4KEnKk5cPQ6IENWxc37Y4JhAiqXVvJ4xbGkydtfgiFTn2FeBpakuKNxhyppksUKetOfV5cpYuhkHfQaPdcqN883q7zGAFTXVyfrPMU5LspVJRlRclfo5Gfm80mJeeizJmdxQ38wYU3+EmKZV1FUgghlJ4UZLmKSIPv9y/YvKa5+CLDrJNaFYGFvgCcXxg03aj6r4bs3yfpk7lHOTstGqjFV5ZVfnrlcZSyK+RIj1UcjNtQNfV7eqkNV3NFU31qvCtvwh7eKlJh0zrz4y2Yt8yzIziW1pyakAgCmjJ+CjKQMft2cbidSHknp14FFO59qmPOIzY/LZi3jCceszg0LXWTGu5jPAKhrBzAZaC7nqyDi57GQDPprr70WW7ZswfTpfYoXZWVlyM3Nxbhx42C32zF16lT8+Mc/xpw5c8LWWGJ0qTpUpTLUmOHOtM/FZLsv7vkCTy5+khfjADxeBxYP6oYbli4LNi/erPIeZadl80Ewd0au5/0Ej78YbhLL9OfVbmprgktxYffh3TjefhwAfAwqwBPGxLaLxYGqrqXO72RQUV8BR6/HcHC5XTxmWywkVZBZwHMcxIQht+KGeb5Z5TGWIHGPMEuSjvXrFg7EfpQUn4Tdn+7GzsadcCkuWLosmKCfAACYoJ8QskEkxmeLShCh7KSUzi31K+8GeHI8MpIy4Oh18Lh6ugeCh8nNiuEzDScbuPHCDJMz9jP4sv1LAMDZ7rNIS0wD4DFEWzta+yQuoeDPn/xZtbhanrmch32IykVj1WAUc8HEUBuH06G6z71zWLwXKWJo2ryMeQA8xYuSDR5VwDOOM/ig9QMAwImzJ/DFPV9wJRw2/vbnwKKdTzXsfDScbIBL8exqMtUaALwwnr/YeKBvscuuj/i6jKQMmBeYI3YRygjJoNfpdLjggguQmNi3DWg0GrFmzRr86U9/wq5du7B582Zcc8014WonMYqwgT1rchbP6ve3SmWKACwWkw1oTJnD6XaitaMVgEe2kr0H62BGnRENJxu4tvnuT3fzlbEYfuA3ASnG8OfVZueXKZ+wmL9AJMYnIjE+kVfk1cpaH71d78RIFr+p13m88yxel3n1K5dWond9L8oXlqt2V5gkKfNKMc+++N40+fSPt1pM1aEq7l1i16WjpwO5F+XyCcb7tYPtC+J9FupOSlF2EV9kiJgMJiyZuQQAMDttNn+c7oHgYKpRrBw94BkHXYoLq6pXobWjlRucbrih1+q5Z1K8hk63ExP0E/g463Q74VJcXNqycmkl0pPSVVWgvXW7R/I7j/aYLoaf9dzf06csJUF1nwfaIfP3HcTxzzy/TxpYI2v4NQP6ZIEvSLpAlXju7/1zpuZEvMd4pBDrY7DdkNK5pSrVmpI3S1C2twxz0vw7mRUoqDpUxdWI3HDz0KhIN+QZIVeKJYKDVfiaMmWKjyZ/Xl4e8vLyRqllwROoel6COQG2XhuMWiO6yrp4RUOgr3Jesj6Zx297V9MryCzgHkKNpEG8Nt5vIpeITtbBrbh5XFugqn6xROHLhag6VAVZkvkWcEZSBlITUlHfWo9kfbJKdQHwnOsteVtQ21yrMggYYpVPMXlVrDYqYtQZkWpMVRX7ypmag7qWOuRMzeFly3vdvTDoDHC6PGocRp0RXeu6uEeRvYbk2Hxh/YxVisyZmoOdjTt9roXJYOJSk96vHa2+wK7vyc6T6HH18OvOxgQJEgw6g98qt4Qv3tVgAU8fXDJziao/s0JHrHppUXYRHy/cipuPBwWZBVysgFGQWYDKpZWoqK9ASU0J7L12XpVUrCrN3jfc389fpdjRvo/9weY5ANy47+8+9vcd2DVZNmsZKpdW+lT/BTznZFX1KgCe8Tk9KZ2PrRCqcUfiORptAp0Tlkcm4q+qrwiLKoikyvTDWimWGDybNm3Cli1bVD/RYMwDvt5i5iGw93oq5bEwDdFjyDqMKI1m0Kml8HY07lDFHbJY+f5g3iVmSLJY8liGKf30unt5ElzO1Bw0WZsAAO2Odr8xzFsbtvo15tnz3hVeWbKktwEJeLabvUMzao55YkrnZcwDJPCdAFEbm8Xks7AblhQmev0iwSsXCbD7ebppOixdFuxs3InZabN980z8zEWjmafAFoIWmwVaWevR5dbqVXk27L5IjEskY74fCl8uhPZBLUreLOEJ6Uadp8/bnDbUtdShILOAPy7GZotFpVyKSzUe1LXUwbzAzMcPZswXvlyIVdWreN4Lk+XzjgcPN4F27EbjPvauKOo9FjFpYMCTLJlqTA2YsCp6isXvwBJmWUiieYEnXHW6aToPfxLPhQIFze3N2Nm40yf0ZqzMe4NBPCfiNaxcWsn7C1eH0vSFUbHHRZhSFJNfjqbzHLgazQA0Nzdj165daGxsRFtbG3p7/RciAYDdu3eH+jFEBMBknRhsMDZqjbD32qGRNUh5NAXm+WZkp2WjvrXeZxUsSzIcTgfSk9J53LdBZ+Dvu3H/RkxPno42e5unUJni2ab/6F8f+dVdZp5etnU8L2NezBoKWZOzUN9aD51GB71OD1uvjWfdA54JR6/R+3jW61vr/b6fLMlwK24eJiOeN6Yr7nA5oNfqkTsjF3UtdUhNSEXDyQY+uH159ks4XA5Y2z0TDdsh8Ear0fLwK1bwRiwwBqgn91i9hsHA7mfxujWcbMDmxZtV18Q7ORnw7aMjCS+jfg6NpIHNacPa19cia3IWrHbPc9FSm2A0Yca4zWmDyWCCeb7ZU6DIaePGRV1LHbbkbfHr2WZJgeweYjtxoiecGYbTHp/Gx2IAKiN0uO8nllMTCfeDOP509HRwCc/a5lrUtdTxeUkra5EYn9hvm1lfyEjK8BlXxe/Lzq/2QS3PLeFFqrR63mc0sgaKW4FBZ+Cv9V4cEJ76Cy7FhZpjNaq8IKAv948Fo4zTjUO7ux0uxQVZklUFUVkoFMNHwS/CCclD//HHH6O4uBh79+6FxWKBXq/HxIkTA/4QsYPogVhyyRIeBsIGwaY2j9dYgcITrUwGE6B4OgebQDSSBuULPVrXYjKLAgVTx0+F6wEX3l/5PpdrY3q9jO2N25GakMq3nGMlLtefh8jSZQHgkZx0OB3cE8GSkssXlsO8wIwJ+gmec+0HnazrS+g6N375M7CYl97mtAEKeHhMk7WJTzy7P93NK04ypRTvinqMHlcPSt4sAeCrAsEgFRwP7DyI97moaNLfNv9o7nKIeRNGnRHx2nge680MS42k4cnzRGBYLDUA3k/b7J5dzgn6CT7GCkNULRKrOScbklXeZFHBpbm9WRWiJ0pjDjeBVG5GI9dGNf6cO+duuLGjcQea25txsPUgFChIjEsc8BwFGssCCQMsm7WM78ApUOBwOmCeb+b9yeV28Z0TABQ7Hwip73+xzgbb6RLJvSgXmxdv5rYDyz0pyCzgymKiOEfp3NKo2UUOKYa+pKQER48exbJly3DzzTf3G9Mz1gk29ilaEON827vbA+qSM1inMWqN6HZ1I2tyFixdFu4xYtv1kMC9waI3KeXRFFjtVr9xbyxOnL0+FmJz/cUCiufI0evg3rr8zHx+vthEmJGUAYvNApvTxs8Zey/2Pm2ONihQVPGb7HNYnHvNsRru8ffOb2Dxnew6sTYDngqyLe0tqmvFrpO/mFnCFzHu07ufsfh67/PoLyZ3pBDjodl9aNKbfOK152XMo3sgCOJ/GY8eVw8AT8w26+9P5j2J2uZaVSy2N+J46Z0jA/SNJR09HXC5Xb75GXoTzAvMo3adAsXWj9RnizthbfY2VXEh5rwKtY/1F/ue8HACH1+z07Jh6bLwcZyN9Wz3JhJiuiMNdt8oUHC8/TjiNHG8D3nDrp+YO8J2X7xzyrzHtdE698MaQ//FF19g5syZuPXWW2PCSCWCh8WqOVwOHj7BVQC8EGM8y3PL0bu+F++vfF/lmRELp/grasO80N7x9wyxSM7a19dG/Ap6IIL1VrMy5GL1T+ahY/rxWlkLGTJSE1K5DCKkvvyG3ItyVe8peu8ggU/2zBvPFDW8iwWxz85Oy8aJsyd4oRoulylJWFW9yq/nLVo8HyNJ5dJKPJX3FDKSMngxL7G4l18PpuT1/wjiXYWWKfBkp2XzY3Y07sDq6tVobm9WFS8jfHG6+kIMmZGnkTUoyi4aMNyC5az4K0zEDBSHywGn2wk33DBqjdBIGu4ltjo8O63D7SVnCj7eOuujpU/PkpCtDiv0Gj0S4xIxJ20Ol/t1Ka6+vCCXY0iKUt7VvAHw3WrAEyrZ3N4Mu9POH6v5rEYVrjjWx81A359FAPS4egLXuDk3RhZlF6Hb1c2Lf1ntVtXY5G9ci/RdkZAM+sTEREyaNCncbSEiHLHyKAu3yJqcFViZRsGAlSf76yiix5gZqcyoZJqxLARILNYRzfib0Niix185dzbAi7riTD+eTdoftH7QN0ELmxzeRgGrsudSXDy0JzstmxtoTNv6xNkTfif8D1o/4BOfRtLgu5d+FwadQRWO432dSc6yD7FCJZtE2IJ2S94WnP7paS6p5p2oxY7zF18/3HhXoWX37yeWT/gxYtK2wxmaQRSriNc95ZEUviAWYfJ7AxkWvUqv6n8R1teY0S9DxpJLluCC8RcgXhvPj2O7csNpvIhjGuv7gYz8kUDM72GLZkuXBelJ6ardRo2kgV6rD2nM8q79ULanjPcDscYHG3NZfQA33HA4HTDpTUjSJ/H2juVx0/v7s79F3IobRp0R6UnpADy7xxlJGZie3JeIzAp9cYT5MdC4FsmEZNBnZ2fj008/hcvVf7gFEVsw3WLA46UonVuqitf0hqnf9Id3RxFX3qyTbm/czj0nLBZ8Ttoc1LXUoWxvGZfFAwBIseH1FSf5ju4OVYETETEe3VuLl50TvVYPo9aIlvYWTDdNVynliBRlF2Hz4s0w6U28EJCly8Kvj1itVDQq2HVisYhGnZEnK4sLEHEnh30/lgcRTUoCw0XZnjJ+v4tJwmLsbSAP7WhOOOyzAaj6nehhZEiQ0Kv0kqdeQNwZszqsPiIArFowMPB1Zt590cvPYAZKfmY+THoTJhgmoOazGk/f1fQpuUiQfPJcwj2milVU2ThStqeMG/ks72akEPN72OI4Z2oOH08LMgt8ng91wcM+y3u3bV7GPFww/gLckXUH18FnO9O2XhvOOM7AardiVfUqpCak+rQhFua9YGH3j8VmQcLDCbDYLD4FoxQosDvt+NncnyEjKQM/m/szlM4tRX1rPZ+fKpdWwv2Am++Iikp90WLEi4Rk0N92222QJAlPPPEEurq6wt0mIgIpfLlQFS/PqsWKSVwSJBRkFvCt9tlpsweUBPOGTW5le8rQ0d3BEzmZ54RVmWXbkqwcc35mPvdQxoL3gn2HHY07VJM8SzRmigjer2FFuY5ajwLwGNHlueXodnXDDTcaTjYgNSE1YPa+KF3p7aVjxqRo5AN9ExQLq2JFp7zzK5jyibhYE6v6jXUcLvUC2GKzIOXRFJS8WYLm9maU1JT4lcSLFLz7nb8wOQUKj21lnuKxDlsoTxk/hfdvhgSJ19zwrursbyxdnrkcGkmD5ZnLfT5HLJgEAFa7FQ6ngxsybDwR1ccY4R5TxSqq7LM6evqqeo70vSEab7XNtTjefpyPvSwclCmAle0tG1KMP/ss74WBv3MsSjmL+Q4ftH7gk2QbC/PeYGjvbofNaeM/gbTlxSKKohNBFByIRuPdHyEZ9ElJSSgvL8exY8dwxx134P7778dvfvMb/Pa3v/X5eeKJJ8LdZmKEqaivUOmZs3heJqHGlFXSk9JRubSSq7I0WZtU1Qa9Bxx/k5LovbA6rJign6DyjDDvcnpSOjSSBrkX5fJJinXIaIl36w/2HUTNXMAzYffc34P0pHS+qBJfwwzp+tZ6rv1dtrcMWZOzVFUk+zs/orcK6PO69qfgwM49M9ZZ7kR2WrZK65cpEonefqZIMBY8SyLei13Rox2niYPNaYPVbuWP23vtfMEWiXjrYy+ZuUTlNWPjBi/OI+h7j2XYQvl4+3EoUFTVLVn1Sn9Vnf0Zb6ySs7+EWRWC5C3ru8x4ZDUE2A7hcCireI/9FfUVqp0JtiMxkrA27WzcqQoRY/ezvzChoeBtRPobX3Nn9OU5yZD5Yk+B4lPtOxbmvWBhIVLMseXtnWcoUAAFfI7p6O5bNDI7xZto3ukIyaC32Wx45JFH8OWXX8Jms+Gjjz7Cvn37sGfPHr8/RPTCkoVEFCgYFzeOTzRt9jaV15Bth51xnFEl8ngPOP4mJdF7YdKb4HA5uOemKLsIXWVdeDLvSZw4eyKmPbvsPIzTjVM9zr6vKM3FBh4WMpORlKHy8lntVli6LHyiH8gbIYZ5iJNGMF4Mdk3rWurwxT1f4I6sOwCAx9EzqUzR28+SmiPNszTcA7t4/zOFBmb0Lv3qUh6SIHq6mRxkpJ0rwFcfu66ljqspiXkA5QvLRy3ef7QJ5MQQE/hYQRsGC3HLmZqDBHMCNBs0fkMuBvP505OnexwiM3L5Y7kzcnmVTNbv2RjP+nO4PJj+YqAZrOjVSMDi9hMeTuDJwG64VQbizsadPPTRqDMOeYcs0Ljib3wV57fZabNVBr2j16G6B2LFyxwMbP5LNiRjycwlPjVvvJ1+bI5hi+X+amJE805HSAb9s88+i48//hjp6elYuXIl7r//fpjNZr8/v/zlL8Pd5qikuLgYq1evVv1UV1ePdrMGhK2EvTnefpw/zjR62UDC/mcTU6Bqg/15FEQ9dG9jT1ydt3a0Qt4gI+HhBD5AsskoWmJ0+zMcWXVHhsVm4UlU/gxhNqg/cf0TXMs4lAmIJxmdC2kK9HrvtvtbtImDrV6n99lFiVTP0nAP7OL3Zt5trayF1W5FzbEaHpLAQpgUKHzHKtLOFeB77UXFGxauEPdQHNZUr0HO1JwxYXh4E8iJwXbDGGKoRZO1iSdTspDDhpMNIRlv3qFuNcdq+C5qzbEatHe3e4oanfNqxmvjhyXEy/teyZmaw72t8zLmhfWz+oN53W1OmyqkxaDtW0S74eYVW/urEjuYzxxoXGHjas7UHL64q2+th61XLYowVgx4BjsvAPj8t6Nxh+oYt+KGG26V00/MH8lIyui3JoY/Z1m0EJIO/W233QadToctW7ZAr6dt0/6Idh16UWmG6eB6I8Zys+I3ZXvLYLVbYTKYcPqnHs3e/nR4xc/yp1Ev6sNe/vTlqG+t99GaZRrKq6tXQ4ECo9aI1ITUiNe9Fs8LM3yYLn/NsRqVnjcAn+P86e8PVc852Neztmskjc/CTdRTZ4j6+az6bCBN7dFmJDWx2XlktQN0sg5piWmqvhDNGu5irQLAt5bBWMHfdWSPnew86aM/z37vWtfFdbMdvQ7kZ+aH1GfE8byupY5XRhVrTTDN+5HU3hbvDza+jcT9zs6paCj7q3li1BmRagzPXBJMXxbnBEuXxceQBzDg/BbtY4Y/xDo4gCfvyO60+42fT09Kx4mzJ1Tzy2DntUjR/B9WHfru7m7MnDmTjPkxAFM3qTpUxbd+Za/bpru3myemMI+xPxm9gTyx3p4LMXEK6Ivl/qD1AwAerVkWmw0AkLw8woE0uyMA0bMtnhcxTpOpXjBY1V3xOLYz4u0pH6p3Odjt29K5pQElQ0VVJJPeBI2kgRtuvo3P1Aa2N26POk9IuGFeIYbL7fLpC9HsjfP+fgoUNLc3Y1X1KhS+XDiKLRtZ/CkCMXUj0Tlhd9r7VKrOKdAUZRehPLccU5OmhuzFFhNjxcTMzYs3c8k+jazhRv9I7QaVzi3l+VEKFF63Yrh3WcXcAcCTu5JsSOZ/M6nD8oXlYet/bE5d+/ragPe+6CX2Vj0CPI4Rva5/+cxoDh0JBNvJ7HR28p0VNt97i0SwKAIxbImdk4Fq1kTqrvFAhGTQT58+HW1tbeFuCxFBiAYi88w3nGzwxHvKnnhPjaThEonMyGexaf4MkIGMkv46kTg4iQMwn4TOxYOKyjh2pz0qFEHE88IGcqPOqNKGliUZbsWN3Bm5KgnJnKk5PM9hNBKkirKL+iZAr7wkJp1p1BlhXmDm8f2iugAjEied4ZgQA6k+sRAqNjkpUGDUGSPy3g0Ftjhnk66Y4yEu/MYKqnvLTz6fAgXJ+mQfKb3hUJvhSbHnkpR73R5Z0Z2NO4fVuyvqzgPg6lusOBAA+HG8hh/h/LvcLpjnm3lOgwRpWBbSOxp3wKW4fMJFGGJIpT+DXq/TA4qnH7W0t/hdGESrURoI0RbxJ8vKauMwPX/Ac/06ejpUyd1MOKK/PhStDpSQDPrly5fj8OHDOHjwYLjbQ0QI4sSxbNYyrpCycf9GPsBcMP4CnP7paVQurcSTeU8OGJsG9B8v3l8nEgen8txyle48AO7ptTqs0MgaHnMsxvZHEv0pxpgXmGF32mFz2vj3dCturp0LALs/3Q2X4sLuT3ejbG8ZD4ViigwjOSAFKmrENH7LF5bzwTNnag7qW+tVx0Wq4TocE6J3IqxYYCZnag73YitQ0N3bHZH37mAR+zzzNutkHffIitK3YwV2b6UmpKLN3ucckyFzzXPzArNPHw7XPelvHPauyu2GG2V7y4YtOVzUnWdhEBlJGbwQUJwmTrWYCTdiMrD3vZgUnzSsziB2jv1Ju4rx8/6qnZoMJui1ei5n7IYbOxp38MURM16B2IqxF3PntLKWO4uy07J9FO9YPRUJEt/tZnkiw31tR5OQYugbGxvx7rvvorq6GldffTWysrKQkpICSfIvHZSZmTnohtntdrzyyis4cuQIjhw5gs7OTtx999341re+FdTrnU4nXnzxRezbtw+dnZ2YNm0abr31VmRl+XoHh+tYIPpi6NkWMNPE1mv1yJ2RyxNLAIQcxynGVA81Nq3w5ULsaNwRUHs2Oy07ouOzGf7yBta+vpYb6DpZB7fixpTxU1TxgPIGWbXVyOJthzPmL9SYzJRHUmB1WLnykZh8BnjCcU7fdzrczY1IxHMIeCYpFseckZQBADyWuCCzAPMy5kV9HKx3joj4nXkYToBckFjD+/qvql4FILicgnDGRPcXI1xRX8HbxeK0hyOeOOXRFFjtVh6zz8Y/lgMlQcKWvC3Ddk+wcYl9PqDuj8DwKe70dy2948QhAW32Nj7eP5X3FLY2bEV9az2S9ck4232W5z8AnkWhG+6Iif8OF+yciddHHDO9v6+Y38VqOYhjbTSdm2DtyJAM+ptuugmSJIG9NJAhz9i9e/dgPwL/93//hx/+8IdITU3F+eefj48//nhQBv1jjz2GAwcO4KabbkJaWhr27NmDo0ePwmw2Y9asWSNyLBB9Br2YnMS2psQiQdlp2bB0WUIa4LUPavn7DHWg9E6y84a1OZI7rmi8s3aKyZEGnQEOp8Pv4Bz3UBzfKRkpoyiQESAuAllStNgGNnGbDCZ0dPvGhA73xB3p+DPy2UQfaclZoeAvuZ19Z4vNMiKL0UhBNNbaHH1GWnZaNt5f+X5Qrw3HeRpocZDwcALfIVyeuZw7dMLZR/tb3DKGc7HPxiVAbRia9Caeu6SRNOhd3zssnx+IwpcLUXWoihvpTLKUOcOMOiOfFwDPXLr78G6eOCtLMi9IFsnOrFDxHk8Az73jLbLQXwJ6tDlIhjUp9tprr8W1116L+fPnY/78+fzvQD+hYDKZsG3bNjz77LNYsWLFoF575MgR1NbW4vvf/z5uv/12LFq0CGazGZMmTcLzzz8/IsdGK6J8GCsOJG6J17fWhyzrJL7PUPXjWRtYWW7xd9bmSI8fZFuIYkVWtu28JW8L9Fo9H7RZKA0jMT4RgMcbY15g9qm6OBwE2u4Xpd+8ZTQr6is8EngGE8zzzapCWSycSIHCw06CqYYZK4gSbGxrfKBiM9F4TvxJrLLvyUJw+tOFjiXY9XS4HKrdxSZrE4D+r284Q8ACheQVvlwI7YNaHqOsQMHuT3cPW+hGR3cHyvaWcalhFhfO6d9XOCRYoUIAvKgXALQ52riG+WiEg7F6DiwmvHRuKSqXVvLx0ltic3vjdpUKjqIoXJI02saKYPBXZRjwVM8Vw1JDyeOLdrShvOjHP/5xuNvhg06nQ3Jy8sAH+uHAgQOQZRmLFi3ij8XFxeG6667Dtm3bYLFYkJqaOqzHRis1x2qgQIFeo8e8jHnYfXg3djbuhFFrhK3XxuMb27vbeWJJsJ2jcmmlKoRgKDDjxx/Rsgr3J83G/t+4fyMcvQ5+rPcCyDzfPOLfMdA5ZxKaHT0dcLldqsUHM/ZNehPK9pSpqqFqZS163b3QylqccZyB1WFV3U/eicOxgrcHrr/v533Oo/WciPdIRX0FaptrsaNxB7Syli/2oun7DBZxTCqdW4rV1atVz1sdVlz+9OVcH14suMT6eH9jXrjY2bgTbrhV8sQOp6OfV4QOGxsAj9dZDMlioRLDVXyMXQ+9Tg9br0cphSXjKlBw4uyJEffMMwJJdi7PXO4jA+wPg86AVGMqOno6fIp3Rfqc2B+BdjLZ/WLUGtHt6h6TOTmMkDz0d999NzZujDxVCkZTUxOmTJniszVx8cUXAwA+//zzYT82apH6/t+4fyMvZMI8ABIkv57lYBmuFbLo2epPCSJSPZxiu5iMHSvu4i+BJ5I8DcxjkpaYBjfcqsUH8ypC8hgtYjVUpurCCoEw1R5/cp6xxM7GnXApLticNhh1RlhsFqQ8mhLUPRmt56Qou8hzD9itKHmzBNsbt0OBAqfbiXZH+2g3b9gRx6SSN0u4N1j0RjMZV6bMIVZpHimY0o3IBUkXDMuYKS789Ro9H89YMmjW5Cxs3L9xWMZqdj3a7G1q6eNz+FPiGikCje2VSyvxVN5TfE7wlmlkLJm5BKVzS+FwOiBBgsVmGZV7Kdyw71DyZglWV6/2/F5TAkuXBTJkLLlkCa+GPlYJyaA/ceIENBrf7OtIwWq1+vXus8dOnz497Md6Y7PZgvpxOn3lmEaS3Bm50EgaTE+ejo7uDtVzbFuchbsk6ZNGqZW+iBMmCxtiVVUDHTfa+FM8WV29Gm0Oj+qFXqcfkVCacFBRX4GO7g6fxQebnNj2tgwZc9LmIDEuEbkzcrmMJZvAmRqBt5xnLCHKrrIaDla7FWuq1wxovET1OTkXYcJi5hkDScjFAuJCTNylSoxPVFWC1kgaJBuSebXWkV68lS8sh0lvUtUa+bL9y2HRhGcLfwkSHC4HX9SykJOGkw3DNlaXzi3lSmgslIXJMAOApcsS9s8MB2K4SfnCctW9w6g6VIWyvWV858HmtI3KvRR2hPGDLYhtvTbudBxqGG8sEJJBn5aWho6OjoEPHCV6enqg0+l8Ho+Li+PPD/ex3qxYsQL5+fkD/rz00ktBfsvhgQ2mB1sPwuqwciMMACYYJvBtX++Y2JGGebRFfVmWPFR1qIoPZKurV6u8n5Hg4WT6yxabhRvA4gTDBquO7o6gPbejjXehK2+Ksou4zjSbqKsOVaF0biksXRY+gbOdn9SEVGgf1MZc0aGK+grotXroZB1kyMianMX7lxtun4InkbqjFArmBWa/MnyAb45IrCDmSbDwAK2sjnRdcskS7nXdvHhznwysH9nK4YbJ5k7QT4BRZ4RRZ+Tj0Rn7mbDeh8wxJEHii9qyPWXcMTDUPKiBJJKZtGG8Np6fe+bQiob7kY2pIqzInyiFeu6JqA63AdTjh+SVXDFWcnAGIiSD/rrrrkNjYyNaWlrC3Z6wEBcX59fTzQxuZoAP57HePPfcc9i5c+eAP7fcckuQ33J48K7oqNfpucb8YKq+DjfMo729cTs3DnOm5vCCHQwFit9kvJEe2LxDglgSqWgAJ8UnqQYqp9s5qoumwRDM/cDurXhtPGTI3DPLXss89VPGT1FVkY0lw55de5fbBTfc+OhfH/EENzYZi9c7knaUhopoRHlTdagqKhctAy24/O3CJcYlIiMpAyaDCVa7FXUtdTAvMCMxLhG1zbWjGuvMlLesDitSjalINaZyg94Nt9/k9aHQ3t2uuv8dLgd3DLBqtqGeh4H6DgsDE3eMWOGi0fT29ndPeTuyvA16BQp3DIlEyzzij4r6CiSYE7Cmeg2vVr8lbwsKMgsAeO6b/Mz8qF6shIuQDPobb7wRCxYswLp16/Dqq6+itbV11ENFREwmk99KtuyxlJSUYT/WG6PRGNSPvx2AkUD0JIkKDOPixkVktri34ciy2wPp0o/WwoOdVzGGUfT+sPYyQy9Zn8yNehZrHkrbR9qzG8z9wHZ2bE4bJugn8AUAq5B7sPUgXIpLXSkSUCkXjCTDcQ7Z4oVVWxYlPFllUPF6j/bCeTho71bHzPtbyEQLAxmN4vVj/d7qsKK1o5VXtc6ZmsPzZnY27hzVBZx3fhRrP1MSO+M4E7b2le0p83G+iMouwND6oL++420QM+GBM/YzvEBfKLlh4aS/e4o9x0IT/RXpC5QU6i8ENRoQc/k+aP2AzzPzMubxxQuF23gIyaBfsmQJ3nzzTbS3t+O5557DqlWr8N3vfhdLlizx+zPSXHjhhThx4gRsNnWs5qeffsqfH+5jow1xEBFVDY63H4/ILf+i7CJe4plJjGVNzvLZigPU23Mjbeiy8yrGMNYcq+HPH28/jor6Ch7339HTAYPOAKPOiGRDcsjqH5Hq2WWTbO5FuarHN+7f6HcxxkJTRkO5IFznULzn2MKHyY4yjDqjzzkBRn/hHE7EugtivHKyPjkkGdxIYKAFF1usbty/Ebs/7avH4nQ7eZXPupY6Lkag1+lHdQHHvg+rCl7bXMufE73pOVNzhj6WnvvOYmLwdNN0rrEvOkK8Qyf7w58cLMN7Z1ev0UMjaTzf69wYvXnxZv75o3E/9ndPidfHO3xNgoTyheWo+azG53WAZyfCO6Qv0mG5WQw33Pw+GIo4R6wSkkE/ceJETJw4Eampqfz3/n6GE4fDgZaWFrS393l9rrrqKrjdbrzxxhv8MafTibfeegszZ85USUsO17HRhqgtPztttuq5SDQMAU/Wf+/6Xu7hs3RZsCVvCzKSMlQKAAoU3n7mCSvbE94Er0CwAVgVD+u15lhdvRo1n9Vw1Q+b0+ZX0z2Uz42kgU6UHatrqVPdV+z+81accLqdmJo0dVSUC8J1Dv0tDFiSsAQJOlkHvVaPms9qIravhQNxAvaOFR/tnJxQCWbBxa6/dzIww2KzYHrydGgkDZbMXDKqCzj2fVj/ZIbv9sbtKm96XUvdkBe87PqLi9uGkw0A1I4Q5oW12q1BGaT+2sWMfDFEhYX4sBh6cUE9mg6R/u4ptkCsOVbD283mumS9R5zDO34+PSkd0rl/0bYTxnauRaccuw9Y3tzmxZtjwuERDkLSod+6dWu42+GXv/zlL+jq6uLqMe+99x7//YYbbkBCQgKOHj2KdevWoaCgAIWFnjjbmTNn4qqrrsK2bdvQ3t6OyZMnY+/evTh16hTuuusu1WcM17HRRlF2kSrGk8V3Aoj4FTDzgLGta0jApamXouFkA7ImZ6HJ2tTn/Ts3LpxxnOEe0+GEJRGzCaV0binXkGeVbtlk5Y+W9hYUvlw4aIN2JDSrB0vZnjJYHZ7EN/MCs0qXHPAofpxxnFG9RoI0aglq4TqHoq60WOWwPLecnxOr3aPVH2mLsHAi9lN2PsSKp+GoTxGJsO8tFi9iBpYbbticNp4QHimhA6VzS/luijdiGOBQrhnrX4UvF2J743Ze3ZR9fklNCdocbdDKWsiSDKfb2W/tE+YwSE1IxZdnv0RqQiofc9l4K1ZBZ3UgACDVmKpyMoh9NtIQ9ftTjanInZGLqkNVyL0oV7XTKUHimvoKFJj0HqngSPxOgUhNSEVzezNkSVbdiy7FhT9/8mc8cf0Tqvy4sY6kKIr/oOMI4I477sCpU6f8PvfMM8/gvPPOw8cff+xj0AOeRNUXXngBb7/9Njo7OzFt2jTceuutmD17ts97DdexQPAleyMBZmw4XJ6QG6fLiV53Lww6A8oXlkd8h2Gl0QHPgO09GbFkvDOOM3DDrSqhPtzFqFIeSeEFlnIvyuUx4d5tlCHDDbdK+WQ0yo8PB6zUuslgwumfnubXS5xcZUmGW3GrXseuU6QUDBtKO8R7NCMpg5e6lyANKcQqmmDnQOx/sQy7X8TiRSaDCbkzcrGjcQcMOgOWzFyCupa6Ub+3RSrqK1BSU6KqQgog7NfNe1xgaDZoVBVRGQWZBX4dHOJ4wnaCXIqLL5JXV6/mxq4MGZIkcd3/LXlbAERH8SXRKSA6h9j81uZogwIFRp3Rk9ickIqDrQejZh4XYfeAuAAWyUjKGBNjSbB2ZNgM+s7OTgDAuHHjwvF2MUOkG/Ti4DA9eboqyYat8AHwbfJIHgzE78ImSzEuWyfr4HQ7/RpPw21kiJNWu6OdTySi50EjaZAUn8QH6trmWlQdqsKyWctioliGtyFcUV+BNdVr+ICtQOELGoZRZ0T5wnLUNtfyKomjPXgP5V7xvkdrjtXwXSOr3Trq320kYPdBztQc/v39LWQiZQE3WLzb7W1oAkB2WjYsXZaoMEbERSjrj6z/huP6iM6O0/d5DPqK+gqVAS5i1BrRVdbFj2NtYONl1uQsWLosyJmao1oksTHYG++FRLTBzgFzDjDY+fR2IkTyveZNwsMJvACfXqPnOxOAJ5ToZ3N/FpVjxGAJ1o4MKYaeUV9fj/Xr1+OWW27B9773PXzve9/DLbfcggceeAD19fUDvwEx6rDtO6vd6pMxLxKJsXf9JWXNy5iHZIO6CBhTFFGgqOQiAxVFCmcbWREl83wzr0I4J22OKtnTpbg8A5bi2T5kOQKxYMz7oyi7CBP0EwB4rkmcJg75mflck/upvKdQvtATliKWPB/tLWMWWy9WtQ0GNvHmXpSLxLhE1HxWwyX6WDzxaH+3kUCM02Zjjz85xEhN7B4I73azhHcxP6ThZAOP5/aWHow0WPuNOiMuTb0Ua19fi8KXC8N2fXIv8mi/e8ewi8a8DJnHUTNlGnYca4NYkKp0binmZczjx1XUVwCKZ0HCrgNLzBblmKMRsXgf29mVIAESeMVtlq8TDUo3lz99OaQNEi5/+nKULyxHRlIGyheWw7zArCp6JkGKKdGAcBCyQf/000/joYcewocffoju7m4YDAYYjUZ0d3ejoaEBDz30EJ555plwtpUYBlgyoslgQnZaNk/SMxlMmJM2R/V3pBkb3hOKGI+8cf9GmOd7BgBWIEVE/C7+iiKFSw2HtbGupY4PPKwKoaXL4l+RwFeoJybwmxy6oG8y7XH1YF7GPK7JzV4jemUKMgtGffD2ThwM1qBhCdk7Gnegub0ZDqcDJr0JFpsFJW+WoKMncov1hRu2iDbqjNDJOlgdVjS3N2NV9SoUvlw4rIvs4UZMpmbx4SzhXSfrIEFCvDYeH7R+AKAvETRSqWup44X6WH2IHY07wnJ9KuoreO0QUf2LnUM2bk/QT8CctDkAAK1G67dQICvO51JcWF29GqurV6O5vRlrqtegbK9nbuju7eYhfS7FFbAQXjTgPUeJDhIJEp8Ha5trVVVjBxqvRrOYXUV9BXcs1rfWo2xvGc+5AYDT953mdXFypuYg5ZGUqCm+OBKEZNC/8847eO211zB+/Hj86Ec/wvbt27Fjxw7+/5133omkpCS89tpreOedd8LdZiKMiKWk31/5PtwPuNFzfw9O//Q0mtqa+ETkPfBFQgVLHxWSc4Ywqxon6p6LUpysIAVrv6jww75PuLxPOVNzeOVBds5ypubwzxMluRi5M3zlC2MBf6oxRdlFyE7L5n+vql6FVdWruBKRpcvCF5VGnRE1n9VEzOA9GE99RX0FX5hwz+O5+zUcqkbRBluo6TV6lRY/0Fe6np2vaDO4RKnKnY07Vc/pNDqkJ6XD5rRBr/VIJo6GJGt/eI/totMnPSkdACBLcliuT9meMp/+wN7zi3u+4B7a6aa+cNAeVw9XKRPPdW1zLZLikyBDVlXcdsMNq90Ko86IeG08d/BE42JRJJCDJCMpA/mZ+XysFWt4GHVGWGyWfo3gkd4Z8y66KGK1W7kDpGxvmY9SmujAI0I06Kurq6HT6bBx40auNsMwGo3Iy8vDr371K2i1Wrz++utha2w0U1xcjNWrV6t+qqurR7tZqkIbPqvdc+Osv7LKkbAd7r3dxsIWnsx7kj/GjC69Tg/AE1c4L2Me1lSv4YMEM/zFgSFUyUJxcKqor+CVB3c07uCfWddSxz+v1+1JdjVqjVxXOFKULsJNoO3R91e+zxdZKiRwzxKT87TarSh5s2SEWtw/wXjqxcJi3tiddrQ5+iTmWJGhsQDrXywBX2TZrGV87AlQJy7iYeMjM9rjNJ4q4nqtnn/38txybF68GXUtdRGzSGV5LWxsBNROHxb2wnIBOro7wqJFL0P2CX1h+SYdPR18N0N8nXfRvqpDVbA6rDwh1Bu2cLY5beh19yJ3hkcVJlLO/WAJ5CBhxi5zajHN+oLMAqQaU/k4GkgCdKQlj0Vbgn22WJuAL/gU32PZQjOaF2bhJKSk2OXLl+OrX/0qHnjggX6P27BhA/75z39ix44dITcw2on0pFgxYYbBkmn6S3qKpoQ1ptbg6HUgPzOfG2BAcN91MIgJkwB8zq23ooKYuMUe8/490s9vOBDvQwkSlmcux7yMeSjbU8ZViRgyZLge8JXTGy36u3fY95IgQStr4XK7MDttNj5o/YB/J42kQZI+acwlxZbOLfV44s95T1ONqfzeZ2pbeq0+KpV/Cl8uVCW0e//NiDTFH7EfeiepiuNVa0crFxhQoITc/kB9RyxCBoCrX6UnpaOzu1OVSM7kGHOm5nAhBBkytBotelw9ADyeabvT7jfJNlLOfbjo755iiyR/Sm+jhb97gCVKM5goBwCVwk+0jQuhMqxJsU6nE3q9fsDj9Ho9nE7ngMcRoweLO1RxbrAcqMBFpCWjBAoDEktH1xyrQUd3B49ldbgcqgqeg/k+/j5PDLERy6YzFChcf9nbkyK2IRJ2QEYSdq6eynsK7gfcqFxayT2DT+Y9qbpH8zPzR7GlvvR375TOLeUhAInxiXA94ML7K9/nO0YAkKRP4knTY8HTJN7bLM+Fea7Zvc/inaN1O50laO5o3IGUR1NQ81kNXIoLVYeqVONFpBWAE72e5gVmv17w0rmlvBiUQWcYUvsD9R1WhIzB4t4lSHx30+F08DG8dG4pKpdWwqAzeI6HG+N04/iYUr6wHAatIeB3jiX83VMV9RVIeSQFZXvLMN00ne9iDPTdRyK01vseqKivUCU+A54FXcmbJZ5dIwlROy4MNyEZ9JMnT0ZjYyMcDt/tUobD4UBjYyMmT54ccuOI4acou4ivfBnRmvUfyAgWVRocLgesDiucbidPEvKnsBHq57GJvOZYDe76611obm/GgZYDqtf5i9P3F7caSRP9cMG+t1hinj3OQsAAYPPizXxyHm3Vn0CTnHe4VYI5AWuq10AjexYjHd0dkDfISHi4L0RRhgyr3apKCIx1xHu7KLvI0yftVqyuXo3Clwt5suWyWcuisg+whF62kLParTxXxlstLNIcI2J4jehYgAJeabTkzRIe3li+sHxY2s8Wwt509HTwCqF6nV41hgOekCbgXAiPUJ2bOXW8HSxGrTFizn248Gcgr319rUrNToECh9Mx4HcfbseSv7GUXSsRMeSyzd5GYTYBCMmgnzt3Ltrb22E2m9Ha2urz/MmTJ/GrX/0KZ8+exTe/+c0hN5IYXoqyi3jMGvt/tBNeQyGQEcxUGlKN/uXhHC5HSIOWv89jEnRs0QCAF5NhrKlew5Nx2eu9B85Im+iHC/a9qw5VBVQsWlW9Cnf99S6uBjOaqgZMH5sl7YqPr319Lf8OZXvK+K5Qr7sXRq1RtYi0O+0wGUxcpvOM48yY2ZHxvrdZwroCBTsad/DrvvvT3VGp/MN2GNxw82RuMfE3mgwRNkaJalQ2pw21zbXo6O7giYrhxluxhWG1W1F1qAo5U3NUQgdWhxUJDyfA0euAyWBS5VGx78GECJiymEbSYMklS6JyrgtEIAPZX8VfvU4/oAd+uB1L/hYMosymNyzEK5rViYaTkAz673znO5gxYwY++ugjrF69GiUlJXjkkUfwyCOP4Cc/+QlWrVqFhoYGzJgxA9/+9rfD3GQiXIgJsSw5UyfrVIZJNBHICBbVSOxOu+8LFfAwmcF+XuncUpTtKeNGpj8JuvSkdGQkZfCwETfcvHw5a68YqjOWYNfGxxvrNZYzD81oqcEUvlwI7YNalLxZolLlEEMSWHXKnKk5OOM4w187J22Oj8eJTUqVSyuRGJ/IKwJHk7EXLmaneapss8RRBrvW4sIpGhCvYa+7VzXmRILs6mAQxygmGwlAtfAarr7I9Om9YaFL3n2KjQ/+FNk27t/IQzWYh5clJEfjXBcIbwNZlIcVDWQZMsoXlvPjAyXIDrdjyd+8J8psmvQm1T0w1BCvWCckgz4+Ph4PP/ww8vLyoNVqcfToURw4cAAHDhzAkSNHoNVqkZeXB7PZjPj4+HC3mQgTrDMznWQJEhy9Dm6YRHOnET0PohqJd+VYtnXrUlwhqcuIhbk27t/IJegkSCjILEB2WjaOtx9HakIqxPxzb8OdherEqsJNINi1qVxa6aNYZNT6Jv8wubnBFnUKFXYfbW/cDpfigs1p64sxFsquO5wOLkFY11LHq9+aDCY0tTXx98tOy/ZRZmCLmkivxBxOxP7J6jKM043zH+ccZXUZirKLUJBZAI2kgVbW8jHHZDCNerjYUBDvY/ad/CmghQs2Jvq7J7yTW0VjlUkEs5A9Fv/PHDcKFK6YwsJ3onmuE/H2qIv5KOI5uyDpAqx9fS1/zKW4eOhp4cuFIY+tg4259573KuorVEUEzQvM2Lx4M7++eo1+TOxch0rIhaUMBgPuvPNOvPDCC/jVr36Fe++9F/feey9+9atf4YUXXsCdd94Jg8F/Egoxuoh66N4eEOYpjHbjwt9WHvu+7Ds73U5PiIwClYE1mEHJWzqrcmklMpIyoEBBXUudqkiGmMzJkuXY4Clq08fK9u9QSU1IxVN5T8GkNwHwxLumGlNhnm/G7sO70dzejNXVq4f1fPEYYgGx8BULsepVevnExCbVZEOypxS7An6PfMX0FSTGJ6oUGsZKeJWIP6k6JlNq0pt4rDOrrhxtsCrPOo0nhFGCFJXfQ4UfPTzv0JZwIsp7MtUwBkuSBTyL/GR9Mo+5r2upUzla2uxtPH8qXhsPk8EESPAp+BcLeI8lbM5j1ckZx9uPw6W4eDioRtLwc+Id/jgY/M273rlF4u/excnE3Ti2m1WUXYQteVt8Qr8IX0I26Bl6vR6zZs3CN7/5TXzzm9/ErFmzglLAIUYHMda3rqVOVdREK2u5lzHaBzhvTwWr2OhSXKrJoL61HlaHFe2Odmxt2MrDKoIZ0NhWrnmBmSeRAX3edyZXCHjCCeZlzONFlFiyHBs8RW36WNn+HQrixMC33s9NOGtfXwt7ryeMQYES0vkKdtHG7iNWUCc7LZtXfC3bU8ZDrHpcPXzngHn+HE4HZMjIvSiXX9uhTJaxhHdiLCtdzybtnKk5PFY6Gscidn8x/MUDRxusaBHLs5IlGWtfX4vClwuH5fNE41RUDBOTZSVIsDvtniJlOj2/p9hCGwDPWxFDcti9FiueeYb3uMY84JYui/9aH+dYNmsZcmfkQoIEWZKH5ODyPq/iWO79u1ihvaK+gocqypAxL2Me//yxJOE8FELSoSeCJ9J06JlGLfPCsw4W61rY2ge1PDEoOy0bn5z6xCcGU4QtbPrbIvfW+2Va0/HaeNicfe/NEnmMWqPqM406I5bMXOJROJE8FWJFGcuxjKh7vbNxJ9xww6gzoru3Gy7FBaPWCHuvHQadAeULy4M6X+LEwO77ge51vxrJj6Z49K8NJuTOyOVbxBlJGejo6fB45b3QyTokxidievJ0NJxsGPDeGquw893S3sLDltKT0qOqTzDnAeDZmWnvbodLccXMuOp9jTSSBr3re4f8fsFcY7HYVK+712/ozfLM5bygHzNQ2dhv1BmDHi+ikUBzEhtvWE0W77nPe+wS79Wh1koQry+grrXCNOVzZ+TyayZSkFnA8xxipf+EQrB2pDaYN9u+ffvAB/VDQUHgleFYobi4GLKs3hDJy8tDXl7esHxeoEEyZ2oOvjz7pcoLL3YqschRrFBRX4F4TTwfxCxdFnSVdXHDzB9MepK93l8xC2YYsvPFBiSb0wadrOOFV9iE4j2IphpTUbm0kg+YbPt3rOJ9zxZlF2Ha49N4ASaH04HZabPRcLIBSy5ZMmiD2DvMQ7x2gdqzuno1FChYVb0KZXvLYJ5v5pNP7oxcVC6t5AWwOno6fPSTGU63E232Nnxg9xSUGmu5EsEgnm+drIPi9hhr4o5GJHvq2DghFsQxLzCjtrmW7zbEEqwviru8oSD2S3/X1acQmcPKJUG9UaBge+N2yJJnrp2TNgd3ZN3Bi1QxpbNpj0+L2PtoKHiPa/5ys7pd3QD6nFY1x2pUY5d3XkQwY2V/sLFc/BvwXFe22BWNeTZ3Ap45lTkeY80uGQ6C8tDfdNNNkCQJg3HmS1LfFuPu3btDa10MMFoe+kCran+Pe3vtY22QY99PrChY11Kn8v76w2Qw4fRPT6uqJxq1RnSVdfFjxMlma8NWHjMv7ngwD734f7IhmS8OAlWRHGv4uze9KxvKkOGGm1+bwTDYrVt/VZQ1kobvwIiVNNniUIIEg84AR69DFdrl/R6x2M+GirjAZn3Earf67CZGqqfO+35J1iejzdEGjaSBS3Gp7pdoRtyhGmwf9MdAFcmZMZ6RlIGO7g5YHVboZB163b28+nKgMZyFf4gOmUi/j8KJ97kV53qWwM888yxXKVxVWAcab9l9JENGfma+ai5m13cwO7CxTFgrxX7/+9/Hbbfdhu9///tB/eTl5UGn0w1qAUCEl0D6saKEI8toZyoTLsXlqcQWY4haykztprm9GTXHalQTQXZaNo8PjdPEIXdGLk9YZYgeWFGTvKSmRCVZ6VJcfLCakzYHGUkZWJ65HCa9SWXMA2NX4UbEX4IU4PHmmBeYMUE/ASaDiRdpstqtfvXo+4v3HGzyaencUp/YZ5fi6pMhlPrkLFnhIAUK9Fo9nlz8JDKSMlRSjEyhh4z5ACjirwqvBBqv9SilRXqxNVE/26gzos3RBgB9YQTRH0bv4dx1stqt0GzQDDmGvr9+yTTUmeoai+NPjE+EAgVpiWnIz8zn5zw7LRsSJOhkHR9LvGO1I/0+Cife51aUCd7RuIMrdPGE03PSnuGwA9jCqaSmBNoHtb73ybn7aIJ+AuZlzFPNxYlxiUhPSh9S4cexSFhj6Nva2vDSSy+hpqYGTqcTRqMRN910EwoLhydpJhqItBh6wGP0rKlew2NUxa3LWPEi9QfzHFhsFlWsu4gMGRMME7iHMGtyFt9enpcxDxv3bwwYL+2N6AlKeSQFVodVdZ4p6af/OE3Rq+SdnxBoB8qfF1yMyw8mV4HFmzp6HdDIGr4NzOQ07b123neY4c/+NuqMsDltqv41FjyCQ4HtxjhcDl7xk/UvGfKwKqqEA3FcFUlPSocEKWb6t+g1BzDkGPqBPst7bPQOgRTDnNhuiL9dvnB5nqMZdj695y4ZMmanzcbB1oNc/32wdoD3tSp8uRA7GneoJE5dD7h8jmcJ8GL8/FN5T/FQNTbmj+XxM6we+oFob2/H1q1bsXLlSlRXV0Or1WLZsmV45plnxrQxH6ls3L/RZ9JhmtmxKgvlT5derwmsxuSGG232Pg/bR//6CL3rezEvYx73ynd0d0A69y8QbCIXHlD/j7EpW+hNf16z0rmlfKLWa/T8fLNzK15b8dhV1au4V0hUd9reuD0opRlWgtwNNzfmZcgozy2Ho9ehWgjPSZuj0su2O+3ISMrAnLQ53Hs4FjyCQ4HtxqQaU5E7IxdQ+hZKrBjbYHWuRxJ/46pJb0LzPc0x1b+LsouwefFmvhsRr40ftuvhPTayfix63NlYKkPmBeq861SccZwJm+c5mmFe8zZ7G9+NBjz9q761HgoUaCRNSHaAt2Sld90XtkhnsGu7+9PdKmOe7WqynWu9Rj9mdlSGypAM+rNnz+K5557DypUrsXv3bsiyjKVLl+KZZ57BrbfeinHjxoWrncQg6W/iy5maw42MOWlzoJE0WJ65XCW9GEuIxpxoxJkXeIoXyZCRnZbtU25aHIycbievCMoed7qdUKAgWZ/sU4WPkaxPVp1TLs0X7ZrUYaa/RQ0zINi2cLI+GUDfuWUTSdmeMlVxL8CTVAX4lj8PpnCadxKjRtLgybwnAYAbbhIkPJX3FCxdFlXSs0FnwBf3fAFLl8UThqPRc4OU8EWsuMsWXVaHFcn6ZFWdB38615GCv/upzdEWc9eceVbLc8t5WMRIXQ/vEBzAM6aa9CZMMHhCN3Km5vBFe9meMqx9fW3fQmuMRQF72wHM4aFA4dXhvZkyfgoABLQfxArz3u8tLqZypuaoQtDKc8tV75HySAriHorz2XHtcfVwz71G0iD3otyYWhAPJyGF3HR2duKVV17BX/7yFzgcDuj1eixevBg333wzxo8fPxztjFoiLSkWUCc1JcYlxnyCULBJv6K0JeAxzCVJUj3GEodEJYuCzALV1mJ6Ujov2FGQWTCmE13DCTMkUhNS0XCyAVmTs2DpsiBnag52H97NDeqMpAykJqSivrUecZo4/HbRbwFgUOE2gDrJkSVuiapELLFM/GygT6Iyd0YulyR19Dp8EmmJPsTEdaZ8ISbusesV6eFp8gZf9ZVwJY9GCgkPJ8DmtHEJyJG8HmIY3Oy02WiyNsHhcsDutPNQEXb/AJ5zz5LVvXOXxgL+EphZHzrZeRI9rh4AamUZoO+8iRWx2djJQlWZQIG37SDeHwD470tmLsGOxh0w6AzQa/V+w1Wfyntq0NLCY4FhCbnp6urCCy+8gB/+8If485//DEVR8O1vfxtPP/00fvCDH5AxH0H4C2Fgq2IWSnLGfibmSl/7g52LQMY88ziI1fQ0kgb5mfmI18Srjp1umo7E+EReIAoAaj6rwZy0OQA8ibUnzp7gz7GKsLHmpRsN2ADfcLIBLsWF+tZ6LvfJpNgAz/Vmid49rh6sql6F2uZafHHPF6hcWhm0t4fdNyaDCW64UXOsRlXVN14bj52NO33kSJ1uJ6x2K3Y07vAs/BRhuzlWEiPDjJi4znZjNi/ezBPYmQc4UsPTCl8uhLzB4wBgSZl81y6GvMIV9RXco2p32kf8ehRlF6Hb1c1DRKwOK2xOW98iSvIUSWJe4dwZuchIysCWvC0xuwPdL+dOi8PpUIWc5kzN4ca8DJlXNGZwY1vpG3fZrge7/hpZ4ze8iYkG2J12/rvNacP2xu28yBerni2G/QBA2d4ybov4E0kg+icog95ms6GyshJ33HEHqqqq0NvbiyVLluDpp5/G7bffjqSkpOFuJzFI/A20LNufDX5MDzsSJ8hwMtCkwwasJmsTTHoTjDojkvRJ2P3pbh9j7YPWD7hRyTwQUMANyCZrE+I18Ty2nlWEjcQQgWhDVGjQSBr++MnOk8ianAWNpOHlwr0VanY07gDQt6hNeTTFZ8vYG+8KpmK5+MT4RNicNp+YadnfkCpRqNVABOqjbNudhT8xVaHhqk4aKmyHzq24YdAa0HN/T0yWqxfHseWZy0clp4GFhLBwLKPOyBWkzPPNqFxayUOBWC2RsQpTBdLr9KqFMQtFBIAn8570m0/GYulZmI43LrcLpXNL+aKb5Swx59actDn8d1HtCwByL8qFeYEZaYlpKMgs4O/P5kpvZSIiOIIy6G+//Xbs3LkTvb29uPHGG/H000/jjjvuwIQJE4a5eUQ48bfS7ejpGLPeYzYZsV0KSOAeH6vdyr0LMmRuvOt1elWCJpuwS+eWwqQ34YzjDGy9NqQnpWNL3hZV/C8xNJihXtdSp4qT73H1wNJlwbJZy1B1qMqvsafT6FQJdcyDzuJsg4F5+0rnlvotEmTUGjFBPwE6WaeSK82dkcsLTxEDI8bJ1xyr4UXeKuorsL1xOy9EE0mwQkYAAhYXiwXYovqpvKdQubRyVHIa2A7o2e6zOH3faXSt60LXui6VB561ky3C176+dkzOc95OCTYPMadIQWYBaptrYXVYeVVmtsOUpE/i77F58WbV4kmCBDfcWFO9RjUWVh2q4s6tg60HcbD1IAD4SJjXHKvheW1sPBfFA8aStGg4GVRhKQA+1U6DYdeuXYNvWYwQKbKVrHiRGA/OpPViPUYtUNytd56BKMfGCgTptXruVfVXvlpUX2CSdd4Se5Ee9xtNiLHWjl4H7L12GHQGLJm5BNsbPRWtJUhI1ier8hz85T6wHZSBYpz7K8YmwuJQvWNLxWNjva+FA7G/lLxZ4onXlWRVoa5IyE0R28kq3AKesLv3V77fbx5TrDAaYxuTQwym6JB3YapYvQ7B4u96iblj3mOWv7kxIylDJXvJwm7YNVkyc4mPrSHK97KiUaLkr0FnGBO2SKiEPYZeURQoigKXyzXoHwIoLi7G6tWrVT/V1dXD+pnidqjYwdjKvHxh+ZhYBQfyInl7AUQ1lWRDMmxOm2rLr6O7g8ueieEBhS8XYlX1Kh5+MUE/wSfUKVKVOaINptDU5mjjOyGiMQ94FGYcLo+XVCfrVEVTGBIkaGUtZMgeicQBPpMpQ8gbZCQ8nIDUhFRoJA3Sk9L5cS73uf4layBBgsVm4VKatFPTP2IoFNDXv1jugWjMM+/waCOqK4mSpcxDORa8jKOR01C5tBLJ+mRedKg/xDE9lq9DsHjPRRX1FTxEVJTWZeOsxWZB4cuF3Jhn6kK5M3JVr6lcWgmD1mOU//mTPyMpPol78hkmgwlP5T2FtMQ0VeK4AoXL/NI1GhphLSxF+DJaHnpxRc28mbZeT6Gb5ZnLI2JCHCm8vRLBeJVENYX8zHweJwiAn0OmYHLGfoYb8yyOU3xftjuybNayMXXehwPR282UK8Tzz9RoWEyzBMkz0fTaYNQaodfq0dHToVJ0GMgrxJQiRFjYlfi/dyl1dhxVhh0Yf7sYrA+KeSxMWSUSzqd3kR6T3oTE+ETaiRsB/Km3ADTWejPQ3OfPE1+2pwxnHGf85gexnWd/r1tVvcrn83WyDi63C264+S6pOP7Kkgwo4ApitJvtnxEtLEVEHqLutsPl4JOiAoXHn0ZykZbhJBiPuaimsL1xO5ehBDzncGfjTh6Lrdfq+a6HPyUFViCjrqVu2L7TWEH0dht0Bo/hfM4JpJE0mGCYgJrPargHSIHC731brw2n7zut8vbqZB0sNkv/SkRK37GMKeOncKUbk8GEzYs3cwUdpostQ4ZLcdHOTBD428Vghb0YEiSPV/bcLtloj19ifLJRa8QZh0c1jAyR4SdQkjnbiY60HIvRwnuuE3dUKuoruJJMakIqtA9qUfJmCawOq48x74235nzJmyX8OXHX0ul2YoJ+gipHTXSmTB0/Fa4HXHzxRbvZQ4MM+hhFzEy3OW2eRL1ziVtMnrHkzRI0tzerOmMs4j1I9LcVzoyEy5++nMfSi/F/DL1Wzw2QJZcswQXjL8C8jHl+P38sbL2PFEXZRTh932mVV44Z6C7F5THwFU+Cqj8KXy5USZE63U6eBB1oEmFKEU9c/wTvUy3tLWjvbvcJy2IkxiciPzOfrnuQsCqxiXGJ/DFm5DNYH2yzt3FPXiRM/uLinwzJkSFQqA9L9hST5oHRX/yNFv3NPaKSDJMCtjvt3BnhDavWDPSdf7ZzzQQkjDojOrs7+WtEpRwoaqeIGOLjLVBBY2ZoUMjNMDOaSbGBtsFkyJidNhv1rfUAPJ4v9wP9r8ijmcFs43mHV7DJoepQFbImZ6HJ2sRlCJmXg5KuRoeUR1JUSa5AX4gLM/aCxTuRORBsSz9eGw+b0+Y3pGYsJEMOB2LCsxi6kvF4Bo63H1ctrE16E8wLzBGxPe8dnkehHpEFjdH+EefF2uZaVaiSKPLAYMmrAHzEIlixKe8CVWx8ZOefCQYAUBXZCxRCRXiIiZAbp9OJ559/Hv/5n/+JpUuXoqSkBA0NDUG99tixY3jggQewbNkyLFu2DPfffz+ampqGfGxrayseffRR/OAHP8DSpUtRVFSE7du3w+GILKky1ln9wYpyMJZnLh+pZo0Kg0rcOre8ZbsZLGxp8+LNaDjZAKvDinZHOz+8bG8ZPyY1ITW8DSf6RdT3liUZJr2JS62Vzi0N6KX3h17nq8Psj8qllehd38sTyv3Fx9OOTGh4Sw2y8UtMrOO/S339Gghcpn64YYaPrdeGCYYJZMxHICz8lCV0Eh7EeXFexjzVLnNRdhHyM/MhQYIsyZAhQytrYXPa+I7mqupVWF29GjlTc3Bp6qUAoDLmAc/uqagcJ46zZxxneJ91OB2q/4nQiGgP/WOPPYYDBw7gpptuQlpaGvbs2YOjR4/CbDZj1qxZAV937Ngx3HfffZg4cSIWLVoERVFQXV2Nzs5OlJeX44ILLgjpWIvFgv/6r/9CQkICFi1ahMTERBw+fBh79uzBFVdcgZ///Oc+bRktDz3zdhm1Rp/iSGzby+V2kUfJC+9Et0Awj27ZnjLuJdZIGvSu7x2ppo5ZxMS3nY07uVTo1KSpKg8vu4YaSQO34lbJpGllLQAElRzL7glW+ny0PcKxjr9EPtEoSDYkqxLP2U6N6PEb7raxe0EcJ4xaI7rKuob184nBQ4mWA+Nvd4ztcrLEf3+hpwD8Pm7UGtHt6lZJVwKeMBuny8nHXQkStuRtQdneMvLQ90PUe+iPHDmC2tpafP/738ftt9+ORYsWwWw2Y9KkSXj++ef7fe2LL76IuLg4PPbYY/jOd76Dm2++GY899hgURcG2bdtCPnbfvn3o6urC+vXrccstt2DRokW45557MH/+fPz9739HZ2cnIgXm7SrP9XgSRdyKmyer1LXUjbm4wv7wTnSTIfv1ELJ4QvMCM18gsdwEYvjwLi40O202AGB22mwec211WNHc3oyO7g7uRWdbxSyXxOl2Bozn9IZNbDsbd6K5vRlrqtf47TNjNU433HjvqDHpQSYd6pOzcK57ih6/4YLdC9sbt6O5vVnlUQx2l4cYWUZDWjPa8FeIi8Wzs8q8YvE0EdGYT09Kh0bSYMklS/h8mKxP5s/bnDaVKIECxTOPUiXtsBCxBv2BAwcgyzIWLVrEH4uLi8N1112Hw4cPw2KxBHztoUOH8PWvfx3jx4/nj5lMJsyaNQvvv/8+7HZ7SMfabB5Pt3eF3OTkZMiyDK1WG/L3DTesqibzJrEqbyaDCctmLUNGUgYcLsegKmWOJYqyi9BV1gXXAy4sz1wOjaSBUWdUDV7H249ja8NWPkAx/Wli+BDDyJbNWsbPuaXLgqLsIiTG9yVV9rp7+UTOQmR0Gh2P5RQreqYaUwNO+GyyYwYbW8wVvlwI7YNaXpk2UpI0Y5Gi7CKe8JiakMo16yvqK2Ceb/bswghJe8NB4cuFPJYf8OzIscUEq2dACzoiGhEdWcwjX3OsBh3dHVzhzbtQlDfZadmQIHFFNzY2j48fj6fynuIiEqLjizlSaNEVHiLWoG9qasKUKVN8thcuvvhiAMDnn38e8LVOpxPx8fE+j8fHx6O3txfNzc0hHfu1r30NAPC73/0OTU1NsFgseOedd/DXv/4VN9xwA/T6yPLQlO0tQ3N7M2o+qwHgWR1D8cQBl84t7fMu+fZNAn0e13kZ81Rx0yaDR3lDgYL61nqKzxxBvEvPe8eri2XI56TNCfg+EwwTeIxof955oG+yK19YrpJW9JbIo9j54YXJv9a31nPJ2LK9ZSNWPKjqUBVf0LOdH73GM+az3U5a0BHRjNiXmMykPwxaA4xadeGohpMNPI/sbPdZHG8/rjLYmTpZU5snP9FkMKFrXRcZ8WEkYg16q9WK5ORkn8fZY6dPB46zuuCCC/Dpp5+qqtQ6nU4cOXLE57WDOXbOnDm49dZb0dDQgLvvvhu33347Hn30Udxwww1YuXJlv9/HZrMF9eN0Ovt9n0Fxzpnc0d3R1zHP9b+N+zfCDbdHVoq2ufzCPK6rq1erKliK50uWZGgkDbImZ2Hj/o3knRtmvBMhAXXVXlHrX9wxYdfS7rTz4l/zMuYhPSk96EJF4qQkeoyXzVpGcbojgCjFyzk3xgVKkA1nGBS73sszl/N7jkmaMmk+WtAR0UagPpI7I5c7MAoyC1TGu6PXgSWXLEF6UjrXnZ8yfgoX22hztEGBgu7ebp4Hwz/jXJ91OB20oxVmItag7+npgU6n83k8Li6OPx+IxYsX48SJE3jiiSdw/PhxNDc34ze/+Q3a2tp8XjuYYwFg0qRJyMzMxNq1a/Gzn/0M1113HV566SX85S9/6ff7rFixAvn5+QP+vPTSS8GdoCDIvSjXk6jpVidqsnL0gVQ6CPCiGzJkKFBUOuVF2UV4Ku8pZCRlYIJ+AlyKCw0nG8g7N4IECm/xLlDEJhLmOVKgAIrn9WwHK9RrxhRvKpdWUrjNCCAuorLTsmHUGtHmaEPCwwncKPC+DuG8LuL1ZvcVAAoVIKIa7z5Stufczv6xGu7AqFxaiS15W7hyGKu50NzejBNnTwAA/x/oi6Vn9QDYe5btKeOLYL1OT2NmmImcoG8v4uLi/HqrmYHNDHt/XH/99bBYLNi1axf27t0LALjoootw8803o6qqShUaM5hja2trsXnzZvz+97/HxIkTAQA5OTlwu914/vnnMW/ePFUsvshzzz0XlMqNv0VMKFTUV/CQAJZxHq+N54Yp82aJRirRByu6wQvbSOBV8ZgXViylLSqgEMOPmB+S8kgKrw0AQKVhztQbvjz7JYC+uGem6BAujyprD13/4UMc0yxdFnS7uj2VgM9VjxXzhth1GK7rwlQ5VlWvwprqNcjPzFeF3NB4SkQLPn2EOeKFUFwug81VYyXEa+PhdDnR6+6FUWfEpamXouFkA9eyVyG8p/fcSWNm+IhY2cr7778fp0+fxpYtW1SPf/TRR/j5z3+O+++/H9/4xjf6fY/Ozk40NzcjISEB06ZNw7Zt2/DSSy/hySefRHp6+qCPLS0thdvtxqOPPqp67bvvvouHH34YDz30EC677DLVc6MtWykWvvEOC6ACOIHxF0JB5yvyYNcE8MRkQoFKwjDQgivU8BhRMpPkXkeOy5++nG/nszFta8NW/thISUay+6m1o9VHc7sgs4BkTYmop6K+AmV7yuBwOXgBKebFZxKVYoEoACrZYH/zIxs3syZnwdJloT4ySIK1IyPWQ3/hhRfiH//4B2w2m+oLfPrpp/z5gRg3bpxKr/7DDz/ExIkTVdrygzn2zJkzGDdunM9re3s9IS1iHP5oI3owy/aUoWxvGczzzfxx8RhaIfvCvAgidL4ij9K5pVhdvZqH0jhcnkTvNkcbKuor/F5HIPQdKTERlgz6kUMshLds1jKU7SnDGceZvgMkjx59R08Het29MOgMQedGeNPfIpDpzvtT+ahrqaOFPhH1FGUXeXao262wOW3YuH8jUhNS0dzejKlJUyFB4n2DLWwVKEhNSMWXZ79UCRMwWEJ7w8kGuBQX7WINExEbQ3/VVVfB7XbjjTfe4I85nU689dZbmDlzJlJTPTGxDocDLS0taG9vD/RWAIB33nkHR48exU033QRZ7v9rBzo2LS0Nn332GU6cOKE6vra2FrIsY9q0aYP8lsMHSxKra6njihAlNSWqeDmSihocdL4ij6LsIh7becZxBk6Xx2vK9I3DjZgIS4wc2WnZ/H82prnhhgQJJoMJeq0eVoeVGxc2pw0lb5aE9FlsjGQxwhv3b+SPQfEo3CzPXK5SvCKVKyKW8M5FajjZAMATJ//FPV+gcmklvrjnCzxx/RPca/9B6wdcstLf+2UkZXDJbOorw0PEeuhnzpyJq666Ctu2bUN7ezsmT56MvXv34tSpU7jrrrv4cUePHsW6detQUFCAwkKPHnRjYyN27NiBrKwsJCYm4tNPP8Vbb72F2bNn46abblJ9zmCOvfnmm3Hw4EGUlpYiLy8PiYmJeP/993Hw4EEsXLgQKSkpw39iBknO1BwekuDodZCXeQgwz11qQmrgWEFiVGDVkN1uN4w6I/Ravc89Hg4lmsqllXTNR4E7su6ApcuCO7LuAOBJsmN5E7XNtdjeuN3nNaGWkRd3N2uO1cBis/CaBdNN0/H+yvcBeMIIdjTugFFnDHk3gCAikdrmWrR3t2PZrGUoyi5CbXMtD5kR88iAvkqxep0eqcZUv7ZFoJ1SIrxEbAw94EmAfeGFF/D222+js7MT06ZNw6233orZs2fzYz7++GMfg/7kyZN46qmn8Nlnn8Fut+O8887D/Pnz8e1vf9sn6XQwxwKeCraVlZVoampCR0cHP37p0qXQaDQ+x49WDD1DjDEuyCwgY2QIiOcS8Hjletf39vMKYiTwvi6BchwC5UCQ5GTk433txJhcMRwH8FQDFsNugNBzJrzvLcCzS3Cw9SDXpKdxgIg1tA9qeX0V8d727of+cvWI8BOsHRnRBn0sMNoGPSWjhI+K+gqsfX0tr5hHC6TIQIx5rjlWwz233vd5IMOdkp0jH+9rxwwOb5i3nIXIZCRlAEDQ19f7cyrqK1BSU8J3gPyRnZZNYysRU7DdJ+9cFH/9g5whww8Z9BHCaBv04grapbjIaBkiNIBFNqEY53RNow9R9QYAnsp7SmV0lNSUwNHrQH5mPuZlzAv6+vq7f1IeTeGJsMwrz5AhY4JhAqx2K42tRExBjo7IIVg7MmKTYomhw4ojmQwmSkYJE5QYG9mEUq2Trmn0IVYBTk9Kx9rX1+Lypy9HyiMpWF29GrZeG9xwo66lblDX1+/9o7D/+ox5o84IjaTxSPedS5SlsZWIJYIZS8NZiZkYOmTQxzCsOFJiXCLPSiejhYhlBmuc04QUneRMzYFG0qAgswAnzp6AS3GhvrUeVodVZXj7k9DrD3b/AOD3Re5FuT7H6bV67iQxLzDT2ErEHAONpSwElaq9Rg5k0I8QxcXFWL16teqnurp6WD8zFG8lQYwlvMueE5FPRX0FdjbuhEtxoeazGpWEqE7WqTTiqw5VhbRYE0vV+5Phs9qtnnwNghijbNy/kSfOls4tJedIBEAG/QixadMmbNmyRfWTl5c32s0iQoAGrtiBFr3RR9neMl6l8oz9DOZlzING8iiM9bp7kaxPhlFnhAyZF7EJBOvLhS8Xqvu0UKq+dG4pjFojpHP/GA6XgxaDxJiFjZ1M3YacI6MPJcUOM6OZFEtJLcMDnVeCGD1SHkmB1WHlf2skDbImZ+Fg60EAnlh3k95T8CmQ4hGD9WWW8GrSm3D6vtOoqK9A2Z4yXnnY4XTADTdMehPau9vhUlww6U1IjE+kZGqCAIkLDCeUFEuQ93GYoPNKEKOHeYEZGUkZKMgs4F74prYmpCelQ4ECCRLOOM54jH7FExoQaDeNxeLLkmcqZAZ8UXYREuMTYXPaYHPaeFVaSOCx89NN0/Hl2S9R21w7Yt+dIEaSwexGk7jA6EMGfQxDHWx4oPNKEKPPvIx50Gv1ADwedGacG3QGuOH2hOFI8AkDqKivQMojKUh5NAU1n9XApbjgVjwhPHqNnh8nJtQadUYkG5JhtVtR11KHL+75Ag0nG+BSXNjRuINC8IiYhMJoogsy6AmCIIioQTQy9LpzBrjkSYB1KS7YnDbIkLFs1jKY55t9dtOY+pfVbuWSk8szl3vCdCRww1xMhk01pqreq6K+AvGaeMiQYdAZyOghYhLajY4uyKAnCIIgogbmic+ZmsONbL1Wr6oc60+DnnnmLTYLjDojTAYTl5yclzEPbY42WO1WrKleg4r6CpTOLYVJb4LJYOJxwSxnZu3ra2HrtWFq0lSULywno4eISULdjSbhiNFBO9oNIAiCIIhgqTnmCZOpOVaDyqWVADwykyaDCbkzclFzrAYOlwMdPR2oqK/gxgjzzAPwSWjfuH8j1693w42SmhKkJqTCvECdUMu0t0W5vqLsIgq/IwgBcReN+sbIQR56giAIInqQ1P+LBfTmZcxDYnwi9Fo9rHYryvaUcU+ht8ddJGdqjkqS0t5r9xtGI2pvM7k+giDUUKjO6EAeeoIgCCJqMM83c3k8wGM8sL+ZZ9CoNUIjaeBwOWBtt2Lj/o0BQwdYoSqmkKNAgUFnQKoxlX8Gk+TLmZqDju4OCLY/QRBe0K7V6EAGPUEQBBE19GcsMKPeYrPwBFkAON5+HJc/fTmarE2ABOTOyEVdSx1ypuag6lAVL1QFwBNb76VdzxYKAJAYn0jhBARBRBxUWGqYYQUBpkyZAllWRzjl5eVRtViCIIghwIpDiYWeyvaUqYpPBUIjaVTJtIDHoD/909Oqx8SiOQCogA5BECNGsIWlyEM/QmzatGnEK8USBEHEOswr39HTwT3n5gVmlNSUwN5rB+CpHpuelI7O7k60Odr6EmAVNw+zYbTZ25DwcAL0Wj1PsvWuOEuGPEEQkQYlxRIEQRBRC5PWE3Xii7KLkJqQCgUKrwIrQcLp+04jWZ/MX8sMeY2kUT1mc9pgtVtRdaiKa9aTzjxBEJEMGfQEQRBE1OOtmV06txRGrRFuxQ2jzsgLQgGesJrstGxIkKCVtYjXxsOoM8KoM0In6yBBglFnxLJZy2DUGiFDVlWOJQiCiDQo5IYgCIKIOWqba2Hr9STF2p12nixrc9pgMpjw/sr3efy90+2EDBluCCE4iqdarF6nh63XpqocSxAEEWmQh54gCIKIOXY07lD93dzeDLvTE1PPQuZFr7teq0dGUgYMOgMAwNZrQ3N7M6x2K/fwEwRBRCpk0BMEQRAxBzPMxaRXBQqMOiOmm6ZD2iBhe+N2AJ4Y+iWXLAEALJm5RBVTDwDdvd2UCEsQRERDBj1BEAQRc5QvLEdGUgbmpM1RPd7d242DrQdVj21evBl1LXVobm9GzbEaJMUnwWQwIT0pHQCQNTlrxNpNEAQRChRDTxAEQcQczKO+9vW1qsezJmepDHqdrOPHMvlLq92KjKQMfoylyzICLSYIgggd8tATBEEQMcnG/RtVhaOMOiM+sXyi0p0H+gpH5UzNARSPCk7p3FKUzi3lUpgEQRCRDHnoR4ji4mKqFEsQBDGCsKJTze3NAACb0+ZzjMvt4sd8efZLuBQX985TRViCIKIFSVEUZeDDiFAJtmQvQRAEMTwkmBO4hKWIBAlz0uagydoEh8sBwKN2Y55v5kZ+RlIGvrjnixFuMUEQhIdg7UgKuSEIgiBijor6Ckx7fBoq6itQnlvu95j0pHRYuiywOqzo7u2GzWlDm70NZXvLkDM1Bya9CR09HbwgFUEQRKRCBj1BEAQRczAP+8b9G1GUXQSTwQQAvAqsd5z8slnLoJE0UKDAarei5rMaJMYnwmq3YuP+jaP8bQiCIPqHDHqCIAgi5vBOaDXPNyMjKQNb8raga10XTv/0NIqyi1CUXYQv7vkClUsrsXnxZkiQPG+g+L4HQRBEpEIx9MMMxdATBEFED0zxhpJhCYKIBIK1IyNa5cbpdOLFF1/Evn370NnZiWnTpuHWW29FVtbART6OHTuGP/3pT/jnP/8JAJg5cyZWrFiB6dOnD+lYdvz27dvxySefoKenB+effz5yc3Nx0003DeHbEgRBECNJRX0FSmpK4Oh1ID8zH5VLK0e7SQRBECER0SE3jz/+OF599VVcffXVWLlyJWRZxoYNG3Do0KF+X3fs2DHcd999+Ne//oWCggIsX74cra2t+NnPfoYvv/wy5GMB4IMPPsC9996L9vZ25Ofn40c/+hEuv/xynD59OqzfnSAIgggfYpIsY+P+jbD12uCGG1X/v717D6uqzBc4/mWjKFcFARWFUCxSIRULSj1eUPB+CTPLS5N5YxpjssmTl6Zx0rLC6ngqu0ymOWqZR1PTFCFUCBVvU9xvgYrAALEBuV/3+YOz93G7N7Axlb3p93ken2fmXe9a6117/9j91rve912J32jK1GPvhRDCVBhtD31aWhpRUVEsWrSIoKAgAPz9/VmxYgU7duwgNDS02X13796NhYUFoaGh2NnZATB27FiCg4PZuXMna9euva26lZWVvP/++zzyyCOsXr1aZ115IYQQxkU9hEb9Blj1JFloGiOv7qF/cvCTmjL1kBshhDAVRpvQx8TEoFAomDRpkqbMwsKCgIAAdu7cSWFhIU5OTnr3TUxMxMfHR5OgAzg4ODB48GAuXLhAVVUVlpaWba57+vRpSkpKWLhwIQqFgurqaiwsLCSxF0III6XucXfo6qAzwVU9KfZm+sqEEMLYGW0mmpmZSZ8+fXQmADzwwAMAZGVlNbtvXV0dXbp00Snv0qUL9fX1XL169bbq/vTTT1hZWVFUVERwcDBz5sxh7ty5bN26ldra2havp7Ky0qB/dXV1LR5HCCGE4dQr1bwx/g2uvHhFK1nXNwxHXd7j7R70eKeHrEEvhDAJRttDr1Qqsbe31ylXl7U0Zr1v376kpqbS0NCAubk50JS4p6Wl6ezblrq5ubk0NDSwceNGAgICeOaZZ4iPj+fIkSNUVFSwatWqZtu0aNEig6776aefZt68eQbVFUII0bKWetxvXatebd0P61BWKzV1pMdeCGHsjDahr62tpXPnzjrlFhYWmu3NmTJlClu3buW///u/mT17NiqVir1791JcXKyzb1vqVldXU1NTw+TJk1m+fDkAI0aMoL6+nuPHjzN//nxcXFz0tmn79u0GLVup75qFEELcec2Ol/+/pegVKGQsvRDCJBhtQm9hYaF3+Ik6wVYn9vpMnjyZwsJCvv32WyIjIwEYMGAAQUFBfPPNN3Tt2vW26qrPOXr0aK3zjRkzhuPHj5OSktJsQm9lZSXr0AshhBFprvf+Df83ZC16IYRJMdqE3sHBQe+wGnXPeY8ePVrc/5lnniEoKIirV69ibW2Nu7s7O3fuBKBPnz63VdfBwYFr167RvXt3rf27desGQHl5edsuUgghhNFRJ/HqpSslqRdCGDujnRTbr18/cnJyqKys1CpPTU3VbG+NjY0NgwcPxt3dHWia1Oro6Ejfvn1vq+6AAQMA3fH7SmXTWMubV8oRQghhumQ9eiGEKTHahH7kyJE0NjZy/PhxTVldXR0RERF4enpqlqysrq4mOzub0tLSFo8XHR1Neno6M2bMaHWZyebqjho1CoDw8HCt+idOnMDc3Bxvb+82XaMQQgjjpF4dR8bQCyFMgdEOufH09GTkyJHs3LmT0tJSevfuTWRkJAUFBYSEhGjqpaens3btWq3VYRISEvj6668ZNmwYtra2pKamEhERgY+PDzNmzNA6T1vqenh4EBAQQHh4OA0NDXh5eREfH09MTAxz5sxpdRiQEEII0yDr0QshTInRJvQAL730Ert27eLkyZOUl5fj7u7Oa6+9hpeXV4v79ejRA4VCwYEDB6iqqqJnz54sWLCAWbNmaZamvJ26AM8//zxOTk5ERERw7tw5nJycWLJkCTNnzryj13676urq2LdvH3PmzJEVc4SGxIXQR+JC6CNxIfSRuDBuZiqVStXejejIKisrmTt3Lnv37r0nq9zc6/MJ0yBxIfSRuBD6SFwIfSQu2oehn7vRjqEXQgghhBBCtE4SeiGEEEIIIUyYUY+h70heeuklndV1pk6dytSpU9upRUIIIYQQoiOQHvp75L333mPr1q1a/zp6Mn/06NH2boJRtAGMpx3GwBg+C2NoAxhPO4yBMXwWxtAGMJ52GANj+CyMoQ1gPO0wBsbwWRhDG24mCb24a4wh2I2hDWA87TAGxvBZGEMbwHjaYQyM4bMwhjaA8bTDGBjDZ2EMbQDjaYcxMIbPwhjacDNJ6IUQQgghhDBhktALIYQQQghhwiShF0IIIYQQwoTJKjd3mfq9XZWVlffkfOrz3KvztaSxsbHd22EMbTCGdkhcGF8bjKEdEhfG1wZjaIfEhfG1wRjaIXHRPm1Qn6O198DKm2Lvsl9//ZVFixa1dzOEEEIIIYSJ2r59O46Ojs1ul4T+LmtsbESpVGJpaYmZmVl7N0cIIYQQQpgIlUpFVVUVDg4OOu8zupkk9EIIIYQQQpgwmRQrhBBCCCGECZOEXgghhBBCCBMmCb0QQgghhBAmTJatNGJpaWlERkYSFxdHQUEBtra2eHp6snDhQvr06aNTPyMjg6+++oqkpCRqa2vp1asXEydOZMaMGVr16urq2L17NydPnqS8vBx3d3cWLFjAsGHD7tWlid+gLXGRm5vLrl27SEpKoqysDCcnJ8aMGcPjjz9O165dtepKXJi2q1ev8tVXX5GRkUFxcTFdunTBzc2NoKAgfH19teq25buWuDBthsZFW/97I3Fh2trye3GzvXv3smvXLtzc3Pjoo490tktctB+ZFGvENm3aRHJyMiNHjsTd3Z2SkhKOHDlCdXU1mzdv5r777tPUvXz5Mhs2bMDDw4NRo0ZhaWlJXl4eKpVKZ9nM0NBQYmJimDFjBi4uLvzwww+kp6fzxhtvMHjw4Ht9maKNDI2LwsJCXnjhBaytrZk0aRK2trakpKTwww8/4Ofnx6uvvqp1XIkL03bx4kW+++47HnzwQRwcHKipqeHMmTMkJibypz/9iUmTJmnqtuW7lrgwbYbGRVv+ewMSF6auLb8Xar/++ivBwcGYmZnh7OysN6GXuGhHKmG0kpKSVLW1tVplOTk5qscff1y1efNmTVlFRYVqwYIFqjfeeEPV0NDQ4jFTU1NV06ZNU+3fv19TVlNTo1q6dKnq5ZdfvrMXIO4KQ+Ni7969qmnTpqmuXLmiVfe9995TTZs2TVVWVqYpk7jomOrr61UvvPCCavny5ZqytnzXEhcdk764MPR3RaWSuOio9MXFzd5++23V2rVrVatXr1Y9//zzOtslLtqXjKE3YgMHDqRz585aZS4uLri5uZGdna0pO336NCUlJSxcuBCFQkF1dTWNjY16jxkTE4NCodC6+7awsCAgIICUlBQKCwvvzsWIO8bQuFC/Xa579+5ade3t7VEoFHTq9P8j7iQuOiZzc3McHR2pqKjQlLXlu5a46Jj0xYWhvysgcdFR6YsLtYSEBGJiYli6dGmz+0tctC9J6E2MSqWipKQEOzs7TdlPP/2ElZUVRUVFBAcHM2fOHObOncvWrVupra3V2j8zM5M+ffpgZWWlVf7AAw8AkJWVdfcvQtxx+uLC29sbgA8++IDMzEwKCwuJjo7m2LFjTJs2TWsMvcRFx1FdXU1paSl5eXkcPHiQS5cuMWTIEM32tnzXEhcdR2txoY++3xWQuOhIDImLhoYGPv30UwIDA3F3d2/2WBIX7UsmxZqYU6dOUVRUxPz58zVlubm5NDQ0sHHjRgICAnjmmWeIj4/nyJEjVFRUsGrVKk1dpVKJvb29znHVZUVFRXf/IsQdpy8uhg8fzoIFC/jmm2+IjY3VlD/55JMsXLhQa3+Ji45j27ZtHD9+HACFQsFjjz1GcHCwZntbvmuJi46jtbjQR9/vCkhcdCSGxMXx48cpLCxk48aNLR5L4qJ9SUJvQrKzs/nkk0948MEH8ff315RXV1dTU1PD5MmTWb58OQAjRoygvr6e48ePM3/+fFxcXACora3VeawKTY/F1NuFaWkuLgCcnZ3x8vJixIgR2NracvHiRfbt24e9vT3Tpk3T1JO46DhmzJjByJEjUSqVREdH09jYSF1dnWZ7W75riYuOo7W4uFVLvysSFx1Ha3Fx48YNdu/ezdy5c+nWrVuLx5K4aF8y5MZEFBcX8/rrr2NlZcXq1asxNzfXbFP/sYwePVprnzFjxgCQkpKiVVffj7j6D019LGEaWoqLqKgoPvzwQ1544QUmTpzIiBEjCAkJwd/fnx07dnDjxg1NXYmLjsPV1ZWhQ4fi7+/P3/72N6qqqtiwYQOq/1vQrC3ftcRFx9FaXNyspd8VkLjoSFqLi127dmFjY6PVAdQciYv2JQm9CaioqGD9+vVUVFTw97//nR49emhtd3BwAHQnP6rvpsvLy7XqFhcX65xDXXbrsYXxai0uvv/+ezw8PHB0dNQq9/Pzo6amhszMTE2ZxEXHNXLkSNLT08nJyQHa9l1LXHRct8aFWmu/KyBx0ZHdHBe5ubmEhYUxffp0lEol+fn55OfnU1dXR0NDA/n5+ZSVlWn2lbhoX5LQG7na2lo2bNhATk4Or732Gm5ubjp1BgwYAOiOT1MqlQBaE5r69etHTk6OZgUUtdTUVM12YfwMiYuSkhK9qx3V19cDTROd1CQuOi5175j6u23Ldy1x0XHdGhfqstZ+V0DioiO7OS6KiopobGzks88+Y8mSJZp/qamp5OTksGTJEr7++mvNvhIX7UsSeiPW0NDAO++8Q0pKCqtXr+bBBx/UW2/UqFEAhIeHa5WfOHECc3NzzWon0HT33djYqJkEA01vdouIiMDT0xMnJ6e7cCXiTjI0LlxcXPjll190euCioqJQKBRaqxVIXJi+kpISnbL6+noiIyOxsLDA1dUVaNt3LXFh+gyNC0N/V0DioiMwJC7c3NxYu3atzj83NzecnJxYu3YtAQEBmv0lLtqXTIo1Yl988QWxsbH4+vpSVlbGyZMntbaPGzcOAA8PDwICAggPD6ehoQEvLy/i4+OJiYlhzpw5Wo+5PD09GTlyJDt37qS0tJTevXsTGRlJQUEBISEh9/T6xO0xNC6CgoK4dOkSq1evZurUqdja2nLhwgUuXbpEYGCgxEUH89FHH1FZWYmXlxcODg6UlJRw6tQprl+/zuLFi7G0tATa9l1LXJg+Q+PC0N8VkLjoCAyJC0tLSx577DGdfQ8fPgygs03ion2ZqfTNiBFGYc2aNSQkJDS7/bvvvtP87/r6evbt20dERARKpRInJyemTp3KzJkzdfarra1l165dnDp1ivLyctzd3VmwYAE+Pj535TrEndWWuEhLS2PPnj1kZmZSVlZGz5498ff3Z/bs2ToT3SQuTFtUVBTh4eFcuXKFsrIyLC0tGTBgANOmTcPPz0+rblu+a4kL02ZoXLTldwUkLkxdW34vbrVmzRpu3LjBRx99pLNN4qL9SEIvhBBCCCGECZMx9EIIIYQQQpgwSeiFEEIIIYQwYZLQCyGEEEIIYcIkoRdCCCGEEMKESUIvhBBCCCGECZOEXgghhBBCCBMmCb0QQgghhBAmTBJ6IYQQQgghTFin9m6AEMI0TZ8+vU31nZ2d2bZtm+aNlJ9//jk9e/a8S60zDtXV1fzrX//iwoULJCUlUVBQgEKhoHfv3owYMYJZs2ZhaWlp0LFeffVVfv75ZwC2b9+Oo6Oj1vb4+HjWrl3b7P6enp5s3ry51fMkJCSwdu1aVCoVAQEBzb6yPS0tjQMHDpCcnExpaSldu3blvvvuIyAggPHjx2NmZqZVPyIigsuXL5OVlUVJSQnV1dXY2dnx4IMPMnPmTAYNGqS3LSdPniQjIwOlUkl5eTldu3alX79+TJgwgXHjxumcpyW3xuzq1asZOXKk5v+///77REZG6uxnZWWFq6srY8aMYcqUKTpvWY6IiGDLli34+/uzcuVKnf2vX7/OunXrUCqVTJo0ieeffx4zMzPN38Kbb76Jt7e3pv6tb21VKBRYWlpiZ2eHu7s7Q4YMYezYsVhbWxt87YZQX/+t7TE2ISEhZGVlaf7/008/zbx589qxRUK0P0nohRC3xd/fX6csOTmZvLw8+vXrR79+/bS22dnZ3aumGY3Tp0/z4YcfAuDq6oqvry9VVVUkJyezZ88eoqKi2LRpE927d2/xOBEREfz888+YmZnR2su9e/fuzcCBA/WWt6aurk7T3pbExMTwzjvv0NjYiIeHB4MGDeLGjRskJiaSlJTETz/9xMsvv6y1z9GjR8nKyuK+++5j0KBBdO7cmZycHM6cOcPZs2f54x//yOTJk7X2iY2N5cSJE/Tp04f+/ftjY2NDUVERiYmJxMfHc+nSJVatWtVqe2/WtWtXRowYATTdZOozcOBAzefV2NhIQUEBKSkppKamcunSJf72t78ZfCORnZ3NunXrKC4uZsqUKQQHBxu8r4+PjyY2qqqq+PXXX7lw4QJnz57lyy+/ZNmyZUyYMMGgY3Ukvr6+9OvXj7y8PJKTk9u7OUIYBUnohRC3RV9P5Pvvv09eXh6PPvposz1mK1eupKamhh49etztJra7Tp06MXHiRGbOnImrq6umXKlU8ve//53MzEz+8Y9/tJiUlpaW8sUXXzBs2DBycnIoKCho8ZwDBw7U+90YYu/eveTm5hIQEMCJEyf01mloaOCTTz6hsbGRv/zlL4wdO1azLTs7m1deeYXTp08TGBjIQw89pNkWHByMq6srVlZWWseLjY3lzTff5PPPP2fEiBF069ZNsy0gIIBZs2bpxEpubi5r1qwhKiqKMWPG4Ovra/A12tnZtfr5BAYG6iTK6enprF69mkuXLnH27FnNTUFLrl27xrp16ygpKWH69OksW7bM4HYCPPHEEzo95RUVFRw6dIi9e/eyZcsWGhoamDhxYpuOa+oWLFgANN3oSkIvRBMZQy+EuKecnZ1xdXWlU6eO358wfvx4VqxYoZXMAzg4OPDHP/4RgLNnz1JXV9fsMf7xj39QU1OjqX+3XL16lf379xMQEKC3h1/t+vXrlJSU0KdPH61kHpqeQqjL0tPTtbZ5enrqJPMAfn5+eHt7U1tbS0pKitY2Nzc3vTd+Li4uTJkyBYC4uDhDLu83u//++zXDcxITE1utf/XqVU0yP2vWrDYn882xtrZm3rx5vPjiiwB89tlnFBcX35FjCyFMV8f/L6oQwqg0N4Z++vTpODs789lnn7Fv3z4iIyMpKirC2dmZ2bNna3pMf/75Z/bu3UtGRgYKhQJfX1+WLFmid0hPQ0MDYWFhREZGcu3aNRoaGujTpw/jx49n2rRpOmOh7yV3d3egaZhLWVkZDg4OOnUuXbrE6dOnWbBggUFDZm6XSqXio48+wtrammeffZbY2Nhm63bu3NmgY9ra2hp8fvX30JabvNvZ57dSPz1oaGhosZ46mS8tLSUoKIhFixbd8baMGzeO48ePk5SUxIkTJ5g7d67B+4aHh/Pdd9+Rk5ODlZUVPj4+PPvss83WT0xMJDo6msTERAoLC6mrq8PJyYlHH32UJ554AhsbG03dmJgY3nrrLUaPHt3sk6cPP/yQsLAw/vznP2v+rktLS/n22285f/48hYWFKBQKunfvjqenJ9OmTeOBBx4w+PqE+D2ShF4IYVTefvtt4uLi8Pb2plevXiQkJLBlyxYALC0tCQ0NxdPTEx8fH1JSUjh58iT5+fm89dZbWmOTa2pqeP3114mLi8PW1hZPT08sLCxIS0vj888/10wiVSja50Flfn4+0JSQ6kt+q6ur2bp1K3379iUoKMjg4+bl5fHll19SVlaGnZ0dgwYNwsfHp8Xr/P7770lOTmblypWtJuI9e/akd+/e5OTkcOrUKZ0hN6dOncLGxobHHnvMoPb+/PPPxMXFYWNjg6enp0H7FBYWcuzYMQAefvhhg/a5EzIyMgB0nrjcLCsri1dffZUbN24wZ84cnnnmmbvWntGjR5OUlERcXJzBCf2OHTvYv38/nTp1wtvbGysrKy5fvkx8fLzOvBe17du3k5WVpZmQW1tbS2ZmJvv37+fChQts3rxZM7nbz88Pe3t7zp49y40bN3RutKuqqoiKisLKyopRo0YBUFlZyV/+8hfy8/NxdHRk6NChmJubU1hYSHR0NL169ZKEXohWSEIvhDAaBQUFWFpa8umnn2p6Q+Pi4li3bh3//Oc/qaurY926dTzyyCNAUyKwatUqkpKSiI+P1xqz/cUXXxAXF8d//Md/8Kc//UmzIkhlZSWhoaHExsYSFhamMxHzXjl8+DDQNPFRX6/37t27KSgo4M033zS4VxyaJibfOq7Y3d2dNWvW4OLiolO/qKiInTt38tBDD+md6Hwrc3NzXnzxRV5//XXeffddDh48iIuLC6WlpSQmJuLq6sqLL77Y7I1BREQE8fHx1NXVkZeXR0ZGBtbW1qxatUqrp/dmKSkpHDt2jMbGRpRKJUlJSTQ2NrJgwQK8vLwM+FRuX0NDA4WFhRw5coSEhAQcHR0ZN26c3ro5OTmsW7eOsrIy5s6dqxnrfbeoE/Dr168bVD8lJYUDBw5gbW3NG2+8gYeHB9CUZG/cuJHz58/r3e+pp55i4MCBWqvq1NXV8emnnxIWFsbBgwd5+umngaYb1AkTJrBv3z5OnjzJzJkztY4VFRVFVVUVkydPpmvXrgCcOXOG/Px8/Pz8dG6yS0tLKSkpMewDEeJ3TMbQCyGMytKlS7UmRj700EP0798fpVLJ8OHDNck8NC0nqJ4QePMyfyUlJZw4cQJHR0f+/Oc/ayUiVlZWhISE0KlTJ77//vt7cEW6Ll68SHh4OJ06ddKb9GVkZHD48GH8/f0NXj7QysqKoKAgNm/ezJ49e9izZw8bN27E09OTK1eu8Ne//pWKigqd/T755BNqa2vbNEZ/0KBBbNq0iV69evHLL78QHR1NXFwcZmZmDB06lF69ejW7b1JSEpGRkURHR5ORkYGtrS0hISH4+Pg0u09eXh6RkZGcOnWKuLg4GhsbmTdvXpueXLTFli1bmD59OtOnT2fWrFksXbqUQ4cOMWbMGDZv3qx3LgBAamoqZWVlPPDAA3c9mYf/XzmqvLzcoPrHjh1DpVIxffp0TTIPTU++li9f3uzqOw8//LDOEpmdO3dm6dKlmJub6wzRmjRpEgqFgrCwMJ1jhYeHA2hN5C0tLQWa/tZvfZLUrVs37rvvPoOuT4jfM+mhF0IYjU6dOuntce3VqxeZmZkMGzZM7zZoWjlGLT4+nvr6eoYPH06XLl109rG3t8fFxYWrV69SU1Ojt87dkp2dzbvvvotKpWLRokU6wxwaGhr44IMPsLa25rnnnjP4uB4eHlpJGsCQIUPw8vJi3bp1JCYm8v333zNnzhzN9jNnznDu3Dmeeuop+vbta/C5Tp8+zZYtW/D09GTVqlW4ubmhVCo5cOAABw8eJD4+ntDQUL1PFkJCQggJCaGqqoqcnBz279/Ppk2bmDhxIitWrNB7vnHjxjFu3Djq6uooKCggMjKSr7/+mgsXLrB+/fpme/Zv183LVgIUFxeTkZHBjz/+iI2NjSaRvVX//v3Jzc0lLS2NHTt2tDgu/U5obQnTW6kn844ePVpnm5ubG/369SMzM1PvvkVFRZw/f57r169TWVlJY2Mj0PQ3m5ubq1XX2dkZHx8fLl68SHJysmaS9ZUrV0hNTWXAgAFasTpgwAAADhw4QPfu3Xn44YebvWkSQugnCb0Qwmh0795db6KkfjSvb8UT9djdm1eKUS/tGBYWpreX8Gbl5eUtJvTqZSNvFRgYyODBg1s89q2KiopYv3495eXlzJo1ixkzZujUOXz4MJmZmYSEhGg9qbhd5ubmzJ49m8TERC5fvqxJ6CsrK/n0009xcXHhySefNPh4ubm5/Nd//RfdunXjtdde03z+Li4urFixAqVSyYULFwgPD9esRKOPpaUlAwYM4JVXXqGuro6wsDCGDRum9aKnW3Xu3Jk+ffqwcOFCbG1t2bZtG7t372b58uUGt98Q+patVA/VOnr0KDY2Nnp74N3d3Vm0aBGvv/46+/fvx9LSsk2TVdvqxo0bgOETkNU3vU5OTnq3Ozs7603oDx48yJdffkl9fb3BbZs8eTIXL14kLCxMk9Cr/xZvXWZzyJAhzJw5k8OHDxMaGoq5uTkeHh4MHTqUgICAFp/4CCGaSEIvhDAarU1QNXQCq7r3sH///prVZJrT2iop1dXVet8e6u3t3aaEvqysjL/+9a8UFBQwYcKEZnvfz58/j5mZGT/88IPOedXLE7711lt07tyZJ554guHDh7d6bvXY+ZuXN/zll19QKpU4Ozvz2muv6T3PxYsXWbNmDfb29vznf/4n0DQGur6+Hh8fH71vuR01ahQXLlwgMTGxxYT+ZmPHjiU2NpbY2NgWE/qbjRs3jm3btnHu3Lk7ntDrY2VlxbPPPsvFixc5cuRIs0Nqhg4dyiuvvMKmTZvYtWsXlpaWem/c7gR18t3SJN3fKiUlhW3btmFtbc2KFSvw9vbG3t5e8/TlD3/4g9bTMbXhw4fj6OjIjz/+yLJly+jUqROnTp3C0tJS7xOCJUuWMGnSJGJjY/npp59ITk7WvI345ZdfNjguhPi9koReCNHhODo6Ak1jvX9rstezZ0++++6733SMqqoq1q9fT3Z2No899hgrVqxo8W2hKpWqxbXOU1NTgaZ17g2hHmOt70lEQUFBsy+rKi4upri4WOuNqr/++iuAzphqNXW5oeO64f/HgqvHUhvCxsYGhUKh6aW+F9TLrFZUVFBaWtrsExQ/Pz9WrlzJe++9x+eff46VldVdeaNrdHQ0gNZk8JbY29tTUFBAYWGh3psAfXFw7tw5ABYuXKgTbzU1Nc2ugW9ubs7EiRPZvXs3p06dwsrKivLycgIDA5sdTtO3b1/69u3L7Nmzqa2t5ciRI2zfvp2PP/5YEnohWiEJvRCiw1FPrjt//jyLFy9u15dY1dXVsXHjRtLS0vDx8WHVqlUtrn+/adOmZrctXryYgoICtm/frrlpMcSZM2cAtMYte3t7N3ujEhERwZYtWwgICCAkJERrm729PaD74ig1dfnNNwGtUU9obsta++qVbu7lcAz1UqNmZmatzrsYM2YM1dXVfPjhh3zwwQd07dpVs0zjnRAZGUlycjJdunQhMDDQoH0GDx5MQUEBP/74o2ZVGrXs7GyysrJ09lHfmOkb7hYTE9PiOP7AwEC+/vprwsLCNEm8oW+1tbCwICgoiEOHDqFUKikpKaF79+4G7SvE75GsciOE6HB69OhBQEAABQUFhIaG6u1FzM3NJSYm5q62o6GhgdDQUOLi4hg8eDBr1qxp0xKUbXHo0CEKCwu1ylQqFceOHePQoUOYmZkZPASmJX5+fgCaSbY3S0lJ4dChQwBaParZ2dlER0frvBFXpVIRFRXF/v37MTMz01k288CBA3p7+tPS0vjggw8A7krPtz6VlZVs374dAC8vL828jpZMnDiRJUuW0NjYyLvvvsvFixd/czsqKir46quvNO9mCA4ONniuhXqJ1kOHDmkl79XV1Xz22Wd6k3P1cK3w8HCtMfTXrl1jx44dLZ7PwcEBX19fMjMzSUhIwN3dXe968mfPntV5SzA0rfZUUlKCpaVls0+EhBBNpIdeCNEhLV26lPz8fM6cOcPly5fp168fTk5O1NTUcO3aNfLy8vDz87urj/KPHj3K2bNngaZhJR9//LHees8999xvngB7+PBhvvjiCzw8POjZsyd1dXVcuXKF/Px8FAoFy5Yt06wm8lsMGDCAxx9/nG+//ZaPP/6Yo0eP4urqilKpJDU1lcbGRiZOnMjQoUM1+5SUlPDOO+9gbW2Nh4cH9vb2VFRUcO3aNQoKClAoFCxevFgn2du+fTv//Oc/8fDwwNnZmfr6ev79739rktFRo0bdlfHpJ06cID4+Xqv96enpmpd1BQcHG3ysmTNnUlVVxe7du9m0aRPr16/XWYq0ueFX//M//0NERATQlHQXFRXxyy+/UF9fj5WVFcuXLzfo3QFqAwcO1Hx3L730Eg899BBWVlYkJCTQuXNnfH19ddainzBhAgcPHuT8+fMEBwdz//33U15eTkJCAn5+fqSnpzc7ZAuabiLUfwOTJk3SWychIYHDhw/To0cP+vfvj5WVFUqlksTERM0SpXfrRliIjkISeiFEh9SlSxfWr1/P6dOn+eGHH8jKyiI9PR07OzucnZ0ZN26c3sl5d9LNvcvqpEafefPm/eaEftasWfzrX//i2rVrZGdnU19fj4ODA2PHjmX69Ol39E2bzz33HAMHDuTYsWNkZGSQk5ODpaUlXl5eBAYGMmbMGK36bm5uzJ8/n/j4eHJzc0lOTsbMzAxHR0cCAgKYMmWK3puN5cuXExcXR1ZWFlevXqW+vp5u3brh5+fH+PHjDX4bbVvd+nIuCwsLevbsyfjx4wkKCtIMOzLUU089RVVVFQcOHGDDhg1s2LABT09PzROL5nr7L1++DDRNBre0tMTW1pZHHnmEIUOGMG7cuNta2vG5556jT58+HDlyhPj4eKytrRk6dCjPPvssO3fu1KlvZ2fHe++9x44dO0hISOD8+fP07NmT+fPn8/jjj7Ns2bIWzzd48GA6deqEQqHQiQu18ePHo1AoSExMJD09nYqKCuzt7Xn44YeZMWMGQ4YMafN1CvF7Y6Zq60K2QgghhAmaPn06zs7ObNu2rb2bAjRNNC0pKWHXrl13ZIlSY3T69Gk2b96Mv78/K1euvKPHVs/1ePrpp5k3b94dPbYQpkZ66IUQQvxu3Lhxg/fffx+AadOmcf/997dLO6KjoykpKcHV1bXDJvP19fXs378fgKlTp96x4+7atYvCwkLy8vLu2DGFMHWS0AshhPjduPm9Ar6+vvc8od+2bRsZGRkkJSUB6Kw20xHExsZy7tw50tLSuHbtGo8++ugdHfJ1/vx5vSvyCPF7JkNuhBBCiHtk8eLFlJaW4u7uTlBQECNGjGjvJt1xe/bs4auvvsLGxobhw4ezfPlyg99mK4S4PZLQCyGEEEIIYcJkHXohhBBCCCFMmCT0QgghhBBCmDBJ6IUQQgghhDBhktALIYQQQghhwiShF0IIIYQQwoRJQi+EEEIIIYQJk4ReCCGEEEIIEyYJvRBCCCGEECZMEnohhBBCCCFM2P8CzzOtdCCLSjEAAAAASUVORK5CYII=","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":756}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/120\n","lc_collection_binned = lc_stitched.bin(bin_time)\n","lc_collection_binned.plot(color = 'green', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"allow_embed":true,"cell_id":"46391e251faa44919db57f75a1f05f18","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":1774,"execution_start":1722660850632,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":51,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":756}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/input_1/2\n","lc_collection_binned = lc_stitched.bin(bin_time)\n","lc_collection_binned.plot(color = 'red', lw = 0, marker = '.')"]},{"cell_type":"markdown","metadata":{"cell_id":"992efbec97c8470d99f49b566b9872c0","deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Test"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"e534f4997f584418bebde997cecde4a0","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":230,"execution_start":1722659336502,"source_hash":null},"outputs":[{"data":{"text/html":["SearchResult containing 1 data products.\n","\n","<table id=\"table140666769102640\">\n","<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n","<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n","<tr><td>0</td><td>TESS Sector 01</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>150428135</td><td>0.0</td></tr>\n","</table>"],"text/plain":["SearchResult containing 1 data products.\n","\n"," #     mission     year author exptime target_name distance\n","                                  s                 arcsec \n","--- -------------- ---- ------ ------- ----------- --------\n","  0 TESS Sector 01 2018   SPOC     120   150428135      0.0"]},"execution_count":19,"metadata":{},"output_type":"execute_result"}],"source":["select_sector = available_data_all[0:1]\n","select_sector"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"79e5226e4d2e4ee391499239c3119d34","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":488,"execution_start":1722659336526,"source_hash":null},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":20,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":383,"width":759}},"output_type":"display_data"}],"source":["%matplotlib inline\n","lc_collection = select_sector.download_all()\n","lc_collection.plot(linewidth = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"b2c2089e510247bd8b13bba0925c5fb0","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":145729,"execution_start":1722660648413,"source_hash":null},"outputs":[{"name":"stderr","output_type":"stream","text":["/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 144 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":47,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":383,"width":759}},"output_type":"display_data"}],"source":["TIC = 'TOI-700d'\n","available_data_all = lk.search_lightcurve(TIC)\n","available_data_all\n","sector_data = lk.search_lightcurve(TIC)\n","lc = sector_data.download()\n","lc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)"]},{"cell_type":"markdown","metadata":{"cell_id":"27dc279309474e029503eb76a5a95cc6","deepnote_cell_type":"text-cell-h2","formattedRanges":[]},"source":["## Normalise the data (from multiple sectors) to fluctuate ~ 1"]},{"cell_type":"markdown","metadata":{"created_in_deepnote_cell":true,"deepnote_cell_type":"markdown"},"source":["<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=61632edc-a6fe-4211-98b5-be5875cc6dfd' target=\"_blank\">\n","<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\n","Created in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>"]}],"metadata":{"deepnote_execution_queue":[],"deepnote_notebook_id":"98c62aac207d434e8327bc29b8853747","kernelspec":{"display_name":".venv","language":"python","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.12.4"}},"nbformat":4,"nbformat_minor":0}
diff --git a/Exoplanet Finder.ipynb b/Exoplanet Finder.ipynb
deleted file mode 100644
index 7c3a41ed..00000000
--- a/Exoplanet Finder.ipynb	
+++ /dev/null
@@ -1 +0,0 @@
-{"cells":[{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1703069701641,"execution_millis":28862,"deepnote_to_be_reexecuted":false,"cell_id":"b1207273602f4084a25e8003567c6e27","deepnote_cell_type":"code"},"source":"!pip install lightkurve\n%matplotlib inline","block_group":"b1207273602f4084a25e8003567c6e27","execution_count":null,"outputs":[{"name":"stdout","text":"Collecting lightkurve\n  Downloading lightkurve-2.0.11-py3-none-any.whl (247 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m247.6/247.6 kB\u001b[0m \u001b[31m6.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: numpy>=1.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.21.6)\nCollecting astroquery>=0.3.10\n  Downloading astroquery-0.4.6-py3-none-any.whl (4.5 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m4.5/4.5 MB\u001b[0m \u001b[31m27.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: beautifulsoup4>=4.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from lightkurve) (4.11.1)\nRequirement already satisfied: matplotlib>=1.5.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (3.5.3)\nCollecting memoization>=0.3.1\n  Downloading memoization-0.4.0.tar.gz (41 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m41.2/41.2 kB\u001b[0m \u001b[31m3.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25h  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hCollecting patsy>=0.5.0\n  Downloading patsy-0.5.4-py2.py3-none-any.whl (233 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m233.9/233.9 kB\u001b[0m \u001b[31m23.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: tqdm>=4.25.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (4.64.1)\nRequirement already satisfied: scipy>=0.19.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.7.3)\nRequirement already satisfied: scikit-learn>=0.24.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.0.2)\nCollecting bokeh>=1.0\n  Downloading bokeh-2.4.3-py3-none-any.whl (18.5 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m18.5/18.5 MB\u001b[0m \u001b[31m19.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting oktopus>=0.1.2\n  Downloading oktopus-0.1.2.tar.gz (10 kB)\n  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hCollecting uncertainties>=3.1.4\n  Downloading uncertainties-3.1.7-py2.py3-none-any.whl (98 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m98.4/98.4 kB\u001b[0m \u001b[31m8.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting fbpca>=1.0\n  Downloading fbpca-1.0.tar.gz (11 kB)\n  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hRequirement already satisfied: pandas>=1.1.4 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.2.5)\nRequirement already satisfied: requests>=2.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (2.28.1)\nCollecting astropy>=4.1\n  Downloading astropy-4.3.1-cp37-cp37m-manylinux_2_12_x86_64.manylinux2010_x86_64.whl (10.7 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m10.7/10.7 MB\u001b[0m \u001b[31m55.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (5.0.0)\nCollecting pyerfa>=1.7.3\n  Downloading pyerfa-2.0.0.3-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (734 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m735.0/735.0 kB\u001b[0m \u001b[31m44.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting pyvo>=1.1\n  Downloading pyvo-1.2.1-py3-none-any.whl (832 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m832.7/832.7 kB\u001b[0m \u001b[31m9.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting html5lib>=0.999\n  Downloading html5lib-1.1-py2.py3-none-any.whl (112 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m112.2/112.2 kB\u001b[0m \u001b[31m14.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting keyring>=4.0\n  Downloading keyring-24.1.1-py3-none-any.whl (37 kB)\nRequirement already satisfied: soupsieve>1.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.3.2.post1)\nRequirement already satisfied: tornado>=5.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.2)\nRequirement already satisfied: pillow>=7.1.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (9.2.0)\nCollecting PyYAML>=3.10\n  Downloading PyYAML-6.0.1-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (670 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m670.1/670.1 kB\u001b[0m \u001b[31m54.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: typing-extensions>=3.10.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (4.4.0)\nRequirement already satisfied: Jinja2>=2.9 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (3.1.2)\nRequirement already satisfied: packaging>=16.8 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (21.3)\nRequirement already satisfied: pyparsing>=2.2.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (3.0.9)\nRequirement already satisfied: kiwisolver>=1.0.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (1.4.4)\nRequirement already satisfied: fonttools>=4.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (4.37.4)\nRequirement already satisfied: cycler>=0.10 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (0.11.0)\nRequirement already satisfied: python-dateutil>=2.7 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (2.8.2)\nCollecting autograd\n  Downloading autograd-1.6.2-py3-none-any.whl (49 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m49.3/49.3 kB\u001b[0m \u001b[31m12.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: pytz>=2017.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from pandas>=1.1.4->lightkurve) (2022.5)\nRequirement already satisfied: six in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\nRequirement already satisfied: charset-normalizer<3,>=2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2.1.1)\nRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\nRequirement already satisfied: idna<4,>=2.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (3.4)\nRequirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (1.26.12)\nRequirement already satisfied: joblib>=0.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\nRequirement already satisfied: threadpoolctl>=2.0.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\nRequirement already satisfied: future in /shared-libs/python3.7/py/lib/python3.7/site-packages (from uncertainties>=3.1.4->lightkurve) (0.18.2)\nRequirement already satisfied: webencodings in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\nRequirement already satisfied: MarkupSafe>=2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=2.9->bokeh>=1.0->lightkurve) (2.0.0)\nRequirement already satisfied: importlib-resources in /shared-libs/python3.7/py/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (5.10.0)\nCollecting SecretStorage>=3.2\n  Downloading SecretStorage-3.3.3-py3-none-any.whl (15 kB)\nCollecting jeepney>=0.4.2\n  Downloading jeepney-0.8.0-py3-none-any.whl (48 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m48.4/48.4 kB\u001b[0m \u001b[31m9.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting jaraco.classes\n  Downloading jaraco.classes-3.2.3-py3-none-any.whl (6.0 kB)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy>=4.1->lightkurve) (3.9.0)\nRequirement already satisfied: cryptography>=2.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (36.0.2)\nCollecting more-itertools\n  Downloading more_itertools-9.1.0-py3-none-any.whl (54 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m54.2/54.2 kB\u001b[0m \u001b[31m9.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: cffi>=1.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (1.15.1)\nRequirement already satisfied: pycparser in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cffi>=1.12->cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (2.21)\nBuilding wheels for collected packages: fbpca, memoization, oktopus\n  Building wheel for fbpca (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for fbpca: filename=fbpca-1.0-py3-none-any.whl size=11375 sha256=4c03806504ecc700d85c53a38fe5f7ded282f6440a2dfa7edc561559c11415e5\n  Stored in directory: /root/.cache/pip/wheels/93/08/0c/1b9866c35c8d3f136d100dfe88036a32e0795437daca089f70\n  Building wheel for memoization (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for memoization: filename=memoization-0.4.0-py3-none-any.whl size=50456 sha256=98363e12e626e6ce7ce2f6fd306c029dd83933f85b797b4df5f20f45e9d96f6f\n  Stored in directory: /root/.cache/pip/wheels/38/f7/65/161985e7311dd484a23b3a5c9149995dbf11db6cede602e7ef\n  Building wheel for oktopus (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for oktopus: filename=oktopus-0.1.2-py3-none-any.whl size=12778 sha256=ec48f05ff2f98f7055e40a8f575bfed8cbb9c72b7809f8c675f5375cba1da3c9\n  Stored in directory: /root/.cache/pip/wheels/19/22/e3/6d224a32d6f94f28113d6d26c8bef81d7e05978d0efed29517\nSuccessfully built fbpca memoization oktopus\nInstalling collected packages: fbpca, uncertainties, PyYAML, pyerfa, patsy, more-itertools, memoization, jeepney, html5lib, autograd, oktopus, jaraco.classes, bokeh, astropy, SecretStorage, pyvo, keyring, astroquery, lightkurve\nSuccessfully installed PyYAML-6.0.1 SecretStorage-3.3.3 astropy-4.3.1 astroquery-0.4.6 autograd-1.6.2 bokeh-2.4.3 fbpca-1.0 html5lib-1.1 jaraco.classes-3.2.3 jeepney-0.8.0 keyring-24.1.1 lightkurve-2.0.11 memoization-0.4.0 more-itertools-9.1.0 oktopus-0.1.2 patsy-0.5.4 pyerfa-2.0.0.3 pyvo-1.2.1 uncertainties-3.1.7\n\n\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.0.1\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m23.3.2\u001b[0m\n\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n","output_type":"stream"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1703069730500,"execution_millis":2059,"deepnote_to_be_reexecuted":false,"cell_id":"ef653c0826614fd0b4777758b0debf7c","deepnote_cell_type":"code"},"source":"import lightkurve as lk\nimport matplotlib.pyplot as plt","block_group":"b98f2e5735224741b0b20e880e267b40","execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1703069732557,"execution_millis":556,"deepnote_to_be_reexecuted":false,"cell_id":"9a872bcf31674fcf8f46c75daf205168","deepnote_cell_type":"code"},"source":"TIC = 'TIC 284475976'\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 23)\nsector_data","block_group":"b3f738cc32824dafbcfc99b740071e79","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":3,"data":{"text/plain":"SearchResult containing 1 data products.\n\n #     mission     year author exptime target_name distance\n                                  s                 arcsec \n--- -------------- ---- ------ ------- ----------- --------\n  0 TESS Sector 23 2020   SPOC     120   284475976      0.0","text/html":"SearchResult containing 1 data products.\n\n<table id=\"table139806321434000\">\n<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n<tr><td>0</td><td>TESS Sector 23</td><td>2020</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n</table>"},"metadata":{}}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1703069733122,"execution_millis":544,"deepnote_to_be_reexecuted":false,"cell_id":"9991f785e57042ec9ab07535841be3ae","deepnote_cell_type":"code"},"source":"lc = sector_data.download()\nlc.plot(color = 'red')","block_group":"8fe853d33c074ac8bb0f0d1725d00237","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":4,"data":{"text/plain":"<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"iVBORw0KGgoAAAANSUhEUgAAAvcAAAF7CAYAAABW5aSFAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/NK7nSAAAACXBIWXMAAA9hAAAPYQGoP6dpAACpp0lEQVR4nOzdeVwU9f8H8BcLLIIHgqiBipgmEKh5JOqmpaZpKhnV1/DI8Og0M6tfZuZXUzu0TCvLrNQMLTPzzDzBIy3x+JqYB954g1wCy83+/phmmZ2d2Z3dnd3ZHd7Px4MHMOdn7vd85nN4GQwGAwghhBBCCCEeT6N0AgghhBBCCCHyoOCeEEIIIYQQlaDgnhBCCCGEEJWg4J4QQgghhBCVoOCeEEIIIYQQlaDgnhBCCCGEEJWg4J4QQgghhBCVoOCeEEIIIYQQlaDgnhBCCCGEEJWg4J4QQgghhBCV8FE6AfZKT0/H1KlTBcfNmzcPUVFRguNWr16N5ORkhIeHY9GiRWbjKyoqsHLlSqSmpqKoqAgREREYOXIkOnbsaNd0hBBCCCGEuIrHBvesIUOG4J577jEZFhoaKjjt7du3sWbNGtSpU0d0eQsWLMD+/fsRHx+PsLAw7Nq1CzNnzsScOXMQExNj83Rc1dXVyM3Nhb+/P7y8vOzYWkIIIYQQUtsYDAaUlJQgODgYGo3lgjceH9zHxMRAp9NJmnbp0qWIjIxEdXU17ty5YzY+IyMDe/fuRVJSEhISEgAAffr0wYQJE7B8+XLMmzfPpun4cnNzkZSUZM9mEkIIIYSQWm7ZsmUICQmxOI3HB/cAoNfr4efnB29vb9FpTpw4gf3792PhwoX4+uuvBafZv38/NBoNBgwYYBym1WrRr18/rFixAtnZ2WjcuLHk6fj8/f0BMAcmICDA3s0lhBBCCCG1iF6vR1JSkjGWtMTjg/uFCxeipKQEGo0GMTExSEpKMiumU1VVha+//hr9+/dHRESE6LIuXLiAZs2amQXebdu2BQBcvHgRjRs3ljwdH1sUJyAggIJ7QgghhBBiEynFuj02uPfx8UGPHj3QpUsXNGjQAJmZmVi3bh2mTJmCuXPnonXr1sZpt27diuzsbMyePdviMnNzcxEUFGQ2nB2Wk5Nj03Ri9Hq95Y37l6+vL3x9fSVNSwghhBBCiMcG99HR0YiOjjb+HxcXB51Oh1deeQUrVqzAzJkzAQB37tzBypUrMWzYMAQGBlpcZnl5uWAwrdVqjeNtmU6M1HL3iYmJGD58uKRpCSGEEEII8djgXkhYWBi6deuGAwcOoKqqCt7e3khOTka9evUwePBgq/NrtVpUVFSYDWeDdTZ4lzqdGKll7inXnhBCCCGE2EJVwT0AhISEoLKyEmVlZcjPz8e2bdswbtw45ObmGqepqKhAVVUVbt26hYCAANSvXx8AEBwcLFikJi8vDwDQqFEjm6YTY63MvV6vR15eHqqrq61sLSGupdFoEBQURHVGCCGEEDeluuD+5s2b0Gq1qFOnDnJyclBdXY0lS5ZgyZIlZtOOGzcO8fHxGD9+PACgVatWOH78OPR6vUnwcubMGeN4W6azVXV1NdasWYO//vrLrvkJcZVu3brhqaeestrWLiGEEEJcy2OD+4KCArMy9BcvXkRaWho6d+4MjUaD8PBwwV5sk5OTUVJSgvHjx5t0eKXT6bBu3Tps3brV2H59RUUFdu7cicjISGMLOFKnsxUb2A8ZMgR33323xaY9CVFCVVUVLly4gE2bNgEAhg0bpnCKCCGEEMLlscH93LlzodVqERUVhYYNGyIzMxPbtm2Dn58fRo8eDQAIDAxE9+7dzebduHEjAJiNi4yMhE6nw4oVK1BQUIDQ0FCkpKQgKysLEydOtHk6W+j1emNg36dPH7uWQYgrsM3Jbtq0CUOGDKEiOoQQQogb8djgPi4uDnv27MGGDRug1+uNgXxiYiLCwsLsXu7kyZORnJyM1NRUFBUVISIiAtOnT0dsbKxd00nFlte/++677U47Ia7Cnqd5eXkU3BNCCCFuxGOD+/j4eMTHx9s17wcffCA6TqvVYsyYMRgzZozFZUidTiq28iwVxSGegD1PqdI3IYQQ4l48Nrj3ZJMnTzariNijRw+FUkMIIYQQQtSCgnsFzJ8/36wow5UrV3DkyBGFUkQIIYSo2NixwLRpgJ2t2RHiSSi4J7IaMmSI1WleffVVtGvXDuPGjcOUKVOg0+mM4wwGA1JSUrB9+3ZcunQJ5eXlaNq0Ke6//34MHTpUtA+Bq1evYvPmzTh+/Dhu3bqFhg0bonPnzhgxYoRZq0oHDx7Ezz//jCtXrqBOnTq499578eyzz+Kuu+4SXPaff/6J999/H+Hh4Vi0aJHods2ePRsHDx5EUlKSsRUlABg7diyysrIE55k3bx6ioqIsTrd27VqTjtFOnz6NZcuW4dy5cwgICMADDzyA0aNHo06dOjavEwBycnKwYsUKHD58GKWlpWjSpAmGDRuGhx56SHRbCSHEoyxdCgwfTsE9qRUouCeymjdvnsn/b775JgYPHowHH3zQOCw0NBSlpaVm8xoMBnz88cf4448/0LdvXzzxxBPw9/fHlStX8Pvvv+PmzZt45513BNd77Ngx/PPPPxgwYABatWqFrKwsrFy5Eunp6fjss8+Mvf2mp6fj/fffR+/evTFq1CgUFhZi5cqVmD59Oj7//HP4+fmZLLesrAzffvstGjZsaHG7Dx8+bOzngG/q1KlmPRovX74cV69exT333GMyXKfTYejQoSbDuD0VZ2Vl4Z133kFsbCzefvtt5OTk4Pvvv0dubi7efvttm9eZm5uLN954A82bN8eECRMQEBCAy5cvC/bATAghhBD3R8E9kRU3R5jVuHFjs+FCwf2WLVuwd+9eTJw4Ef369TMOb9euHR555BH873//E11vr169MGjQIHh5eRmHhYWF4f/+7/+QlpZm/Dqwd+9eNG7cGK+++qpx2sDAQLzzzjs4d+4cYmJiTJa7Zs0aNG7cGE2bNsW5c+cE111RUYElS5Zg9OjRWLhwodn41q1bm237+fPn0adPH7MK1A0bNhTch9z01KtXD9OmTTMG/fXq1cOHH36I8+fPG9cldZ3Lli1D48aNMWPGDOPwDh06iK6fEEIIIe6NupckbmP9+vVo3bq1SWDP8vb2RpcuXUTnbdCggUlgD9Q015ibm2scVlVVBX9/f5Np2foPBoPBZP4bN25g/fr1eP755y2m+9dff0W9evXQt29fi9Ox/vrrL5SWltpV7OXChQuIjY01yc3v1KkTACAtLc2mder1evzxxx949NFHqZUmQgghRCUouCdu4fbt27h586YxUJXDyZMnAQAtWrQwDuvbty+uXLmC3377DcXFxbh58yZ++OEH3H333YiOjjaZf8mSJejTpw9aWSijmZWVhV9++QXPPfec2cuFmD179qBJkyZm6wOA3bt34/HHH8dTTz2FGTNm4NKlSybjy8vL4eNj+sHNx8cHXl5euHr1qk3rPH/+PCorK+Ht7Y0pU6Zg6NChGDVqFJYvX47KykpJ20IIIYQQ90LFcohbyMnJAcAU4ZFDeXk5li5dirvvvtukmElMTAymTp2Kjz/+GIsXLwbA5PBzi6UATC746dOnMWnSJIvr+fbbb9G9e3eLRWm47ty5g2PHjuHxxx83G9e1a1dERkaicePGuHnzJn7++We89dZbWLhwobGyb1hYGM6ePQuDwWB8mcjIyIDBYEBhYaFN62Q7Tvv888/xyCOPYPjw4cjIyMDKlSvh5eVl7OmZEEJUgfd1lhC1ouDeU734InDtmvzLbdYM+Oor+ZcrkdTcb2sWLVqEW7duYd68eSbLPHXqFObPn49HHnkE999/PwoLC/HTTz/hvffew4cffgg/Pz+Ul5fjm2++wfDhw81a2uE6evQojh07hq9s2F9//PEHKisrTSoYs7jFf2JiYtCxY0e8+OKL+PXXX/HSSy8BAB599FFMmzYN33//PR5//HHk5uZi8eLF0Gg0ovtObJ1sB1T33Xcfxo4dCwBo3749SkpKsG7dOjz99NNmFYwJIYQQ4t4ouFeALJ1YKRiAOwPbxGV2drbDy/rhhx+wZ88eTJ8+HS1btjQZt2TJErRv394YzAJAZGQkxowZg9TUVAwYMAAbNmyAl5cXevXqhaKiIgBAZWUlDAYDioqK4OfnB19fXyxZsgSDBw+Gn5+fcTqAqWBbVFSEevXqmaVtz549iIiIMEuXkODgYNx77704f/68cViHDh3w7LPPYtWqVVi7di00Gg0GDBgAHx8fBAUFCS5HbJ1s+tq3b28yvEOHDvj5559x48YNREREWE0nIYQQQtwHBfcKoE6szIWEhCA0NBRHjx7FqFGj7F7Opk2bsGbNGkyaNEmw/H5mZibi4uLM1t2gQQPcvHkTANNm/o0bNzBy5Eiz+RMTE/HSSy9h4MCBuHbtGtasWYM1a9aYTJOcnIzk5GSz9umzsrJw6tQpPPPMM3ZvHwA88cQTGDRoEG7evImgoCDUq1cPI0aMQP/+/c2mtbTO8PBwi+spLy93KJ2EEEIIcT0K7onbeOyxx7B48WLs2rXLrOWZ6upq/O9//0Pnzp1F59+zZw+++eYbPPPMM+jTp4/gNE2aNDHJCQeYAPjOnTto0qQJAODJJ5/Eww8/bDLNL7/8gqtXr2LSpEkICwsDALz//vtmy586dSoGDhyInj17mlV83bt3LwCm2U4pcnJycPLkSfTu3dtsXJ06dYy56jt27IDBYEDPnj3NprO0ziZNmiAiIgLHjh3D4MGDjcOPHTsGrVZrNfgnhBCPIlOxT0LcHQX3xG08+uijOHnyJD777DOcOnUKcXFxqFOnDq5evYqtW7eiSZMmosF9eno6FixYgPbt2yM2NhanT582jgsJCUFISAgAYODAgfjmm2+wZMkSdO3aFYWFhVi9ejUCAwPxwAMPAGBa1+G2sAMAO3fuxO3bt9GuXTvjMO7fXHfddZfguD179iA6Otr4EsEfd+jQIXTp0gXBwcG4efMmfvnlF2g0GpNOrW7evImUlBS0bdsWAHD8+HFs3LgRr776qmgxILF1AsCoUaMwe/ZsfPPNN+jSpQvOnj2LdevWISEhwaTHW0IIIYR4Bgruidvw8vLCG2+8gY4dO2L79u3Yu3cvKioq0LRpU3Tt2lWwhRlWeno6Kisr8ffff+Pvv/82GZeYmIjhw4cDAIYMGQJfX19s2bIFO3bsgL+/P6KiovDWW2+hQYMGTtu2zMxMXLp0CS+++KLg+KZNmyI3NxfffPMNiouLUbduXbRv3x4jRowwtpQDMM1epqenY+PGjaioqECrVq0wdepUdO3a1eZ1AkwLPW+++SZ++uknbNmyBcHBwRg+fDiefPJJxzeaEEIIIS7nZeD33EOcRq/XY9iwYVi9erVgmfv58+dj8uTJZrnGhLgbOl8JIR7FywvYsQPgFbkkxFNYiiH5qBMrQgghhBBCVIKCe0IIIYQQQlSCgntCCCGEEEJUgirUKkCWTqwIIYQQQgjhoeBeAUKdWF27dg1HjhxBVVWVQqkiRDr2POW/pBJCiNuidu5JLeGxwX16ejqmTp0qOG7evHmIiooCAFy+fBk//vgjzp07h7y8PPj5+SE8PBwJCQmCzQdev34dycnJOHnyJAoLC9G4cWM8+OCDePzxx03a/a6oqMDKlSuRmpqKoqIiREREYOTIkejYsaNd2xMUFAQAuHDhgrFzIkLc1YULFwDUnLeEEOL2qHFAUkt4bHDPGjJkCO655x6TYaGhoca/s7OzUVJSgr59+yI4OBhlZWU4cOAAZs2ahZdffhkDBgwwmXby5MmoW7cuBg0ahPr16+P06dNYtWoVzp8/j2nTphmnXbBgAfbv34/4+HiEhYVh165dmDlzJubMmYOYmBibtyMgIADdunXDpk2bAAB33303vL29bV4OIc5UVVWFCxcuYNOmTejWrZvV5rgIIYQQ4loeH9zHxMRAp9OJju/SpQu6dOliMmzQoEF47bXXsH79epPgPjU1FcXFxfjoo4/QsmVLAMCAAQNgMBiQkpKCoqIi1KtXDxkZGdi7dy+SkpKQkJAAAOjTpw8mTJiA5cuXY968eXZty1NPPQUAxgCfEHfVrVs34/lKCCGEEPfh8cE9wDTs7+fnJzmn29vbGyEhITh79qzZcgCgYcOGJsODgoKg0Wjg48Psrv3790Oj0Zi8GGi1WvTr1w8rVqxAdnY2GjdubPN2aDQaDBs2DEOGDEFeXh6qq6ttXgYhzqTRaBAUFEQ59oQQQoib8vjgfuHChSgpKYFGo0FMTAySkpLMiukAQGlpKcrKyqDX63Hw4EEcOXIEPXv2NJmmXbt2WLt2LT7//HMMHz7cWCzn999/x+DBg41l7i9cuIBmzZqZBTht27YFAFy8eNGu4J4VEBBAwRMhhBBCCLGZxwb3Pj4+6NGjB7p06YIGDRogMzMT69atw5QpUzB37ly0bt3aZPrvvvsOW7duBcDkPnbv3h0vvPCCyTSdO3fGyJEj8fPPP+PgwYPG4f/5z38watQo4/+5ubmCFQnZYTk5ORbTzn4hsMbX1xe+vr6SpiWEEEIIIcRjg/vo6GhER0cb/4+Li4NOp8Mrr7yCFStWYObMmSbTx8fHQ6fTITc3F/v27UN1dTUqKirMltukSRPExsaiR48eqF+/Pg4fPow1a9YgKCgIgwcPBgCUl5cLBt1ardY43pKkpCRJ25iYmIjhw4dLmpYQQgghFlBrOaSW8NjgXkhYWBi6deuGAwcOoKqqyqQMfosWLdCiRQsATOXXd999F7NmzcInn3wCr3/bvt27dy+++OILfP311wgJCQHAdC5VXV2N5cuXo1evXmjQoAG0Wq3giwEb1LNBvphly5ZJKnZDufaEEEIIIcQWquuBJiQkBJWVlSgrK7M4nU6nw9mzZ3Ht2jXjsC1btqB169bGwJ4VFxeHsrIyY9vewcHByMvLM1smO6xRo0YW182Wqbf2Q8E9IYQQIhPqxIrUEqoL7m/evAmtVmvS4ZQQNpedW/49Pz9fsIWayspKADW9crZq1QrXrl0zKzt/5swZ43hCCCGEEEJczWOD+4KCArNhFy9eRFpaGjp27AiNhtm0/Px8s+kqKyuRkpICrVZrLKoDMMV6zp8/b5KbDzDFdTQajbHnWJ1Oh+rqamMFXYDpsXbnzp2IjIx0qKUcQgghhBBC7OWxZe7nzp0LrVaLqKgoNGzYEJmZmdi2bRv8/PwwevRo43SLFi2CXq9HbGwsgoODkZ+fj927d+Pq1asYO3Ys/P39jdMmJCTgyJEjmDJlirGH2kOHDuHIkSPo37+/sbhNZGQkdDodVqxYgYKCAoSGhiIlJQVZWVmYOHGiy/cFIYQQQgghgAcH93FxcdizZw82bNgAvV6PwMBAdO/eHYmJiQgLCzNO17NnT+zYsQNbtmxBYWEh/P390aZNGzz77LOIi4szWWZsbCzmzZuHVatWGadv2rQpRo0ahSeeeMJk2smTJyM5ORmpqakoKipCREQEpk+fjtjYWJdsPyGEEEJsQK3lkFrCy2Cgs91V9Ho9hg0bhtWrV1MnVYQQQoireHkB27cD/fopnRJC7GJLDOmxZe4JIYQQQgghpjy2WI4nmzx5srHCL2vQoEEYNGiQQikihBBCCCFqQMG9AubPn0/FcgghhBBCiOyoWA4hhBBC1I86sSK1BAX3hBBCCCGEqAQF94QQQghRP2ockNQSFNwTQgghhBCiEhTcE0IIIYQQohIU3BNCCCGEEKIS1BSmAqide0IIIYQQ4gwU3CuA2rknhBBCCCHOQMVyCCGEEEIIUQkK7gkhhBBCCFEJCu4JIYQQQghRCQruCSGEEEIIUQkK7gkhhBBCCFEJCu4JIYQQQghRCQruCSGEEKJ+BoPSKSDEJaidewVQJ1aEEEIIIcQZKLhXAHViRQghhBBCnIGK5RBCCCFE/by8lE4BIS7hsTn36enpmDp1quC4efPmISoqCgBw+fJl/Pjjjzh37hzy8vLg5+eH8PBwJCQkoGvXroLznzt3Dj/++CNOnjyJ8vJy3HXXXXjkkUcQHx9vnKaiogIrV65EamoqioqKEBERgZEjR6Jjx47ybywhhBBCCCESeGxwzxoyZAjuuecek2GhoaHGv7Ozs1FSUoK+ffsiODgYZWVlOHDgAGbNmoWXX34ZAwYMMJn36NGjmDVrFlq3bo1hw4bB398fN27cQE5Ojsl0CxYswP79+xEfH4+wsDDs2rULM2fOxJw5cxATE+O8DSaEEEIIIUSExwf3MTEx0Ol0ouO7dOmCLl26mAwbNGgQXnvtNaxfv94kuNfr9fj0009x//33Y8qUKWaVXlkZGRnYu3cvkpKSkJCQAADo06cPJkyYgOXLl2PevHkybBkhhBBCCCG2UUWZe71ej6qqKsnTe3t7IyQkBMXFxSbD9+zZg/z8fIwaNQoajQalpaWorq42m3///v3QaDQmLwZarRb9+vXD6dOnkZ2dbf/GEEIIIUR+1BQmqSU8Pud+4cKFKCkpgUajQUxMDJKSksyK6QBAaWkpysrKoNfrcfDgQRw5cgQ9e/Y0mebYsWMICAhATk4O5syZg2vXrqFOnTro3bs3xo0bB61WCwC4cOECmjVrZtbiTdu2bQEAFy9eROPGjZ20xYQQQgghhAjz2ODex8cHPXr0QJcuXdCgQQNkZmZi3bp1mDJlCubOnYvWrVubTP/dd99h69atAACNRoPu3bvjhRdeMJnm+vXrqKqqwuzZs9GvXz8888wzSE9Px+bNm1FcXIw333wTAJCbm4ugoCCzNLHD+OXz+fR6vaRt9PX1ha+vr6RpSS2wbh3Qrh3Qpo3SKSGEECKX4mLA2xuoU0fplBCV8NjgPjo6GtHR0cb/4+LioNPp8Morr2DFihWYOXOmyfTx8fHQ6XTIzc3Fvn37UF1djYqKCpNp2Nz9gQMH4vnnnwcA9OjRA5WVldi6dStGjBiBsLAwlJeXCwbdbM5+eXm5xbQnJSVJ2sbExEQMHz5c0rREpRYtAh54AOjQAXj2WWD6dOD115VOFSGEmCotpeDUXgkJwL33Ap9+qnRKiEp4bHAvJCwsDN26dcOBAwdQVVUFb29v47gWLVqgRYsWAJjKr++++y5mzZqFTz75BF7/tn3LBue9evUyWe6DDz6IrVu34vTp0wgLC4NWqzV7MQBqgnp2OWKWLVsmqRMryrUnmDoVmDGDCe4JIcRd+ftTmXZ75ecDRUVKp4KoiCoq1HKFhISgsrISZWVlFqfT6XQ4e/Ysrl27ZhwWHBwMAGjYsKHJtIGBgQCAon8vvuDgYOTl5Zktkx3WqFEji+sOCAiQ9EPBPaGHJSGEyKQ2dWL18stKp4AoSHXB/c2bN6HValHHyudBNpedW/69zb9lmfll5nNzcwEADRo0AAC0atUK165dMys7f+bMGeN4QmRTmx5IhKjVP/8onQJSmzJLvvxS6RQQBXlscF9QUGA27OLFi0hLS0PHjh2NbdTn5+ebTVdZWYmUlBRotVpjUR0AeOCBBwAAO3bsMJl++/bt8Pb2Rrt27QAwuf7V1dXGCroA02Ptzp07ERkZSS3lEPnUpocRIWoWG6t0CoiznTwJZGYqnQpCPLfM/dy5c6HVahEVFYWGDRsiMzMT27Ztg5+fH0aPHm2cbtGiRdDr9YiNjUVwcDDy8/Oxe/duXL16FWPHjoW/v79x2tatW6Nfv37YsWMHqqqqEBsbi/T0dOzfvx9PPfWUsbhNZGQkdDodVqxYgYKCAoSGhiIlJQVZWVmYOHGiy/cFIbVOUBBw8SLAK0JHiMfJzAQ2baJiFGowejTQqRPw9ddKp4TUch4b3MfFxWHPnj3YsGED9Ho9AgMD0b17dyQmJiIsLMw4Xc+ePbFjxw5s2bIFhYWF8Pf3R5s2bfDss88iLi7ObLkvvfQSGjdujJ07d+Kvv/5C48aNMW7cODz22GMm002ePBnJyclITU1FUVERIiIiMH36dMRS7ox1W7cCXboAISFKp8SzUC5+jfx8oKTEs4P76dOBrCxg8WKlU0KU9OefwIQJFNyT2qWgAPi3PqPbKSlhKoh7MI8N7uPj4xEfH291ul69epm1fmOJj48PEhMTkZiYaHE6rVaLMWPGYMyYMZKXTf41cCCwahVgZR+Tf1GZe3U6fx64fl3pVBBCiOs1bOi+GVYBAe6bNok8Nrj3ZJMnTzbWCWANGjQIgwYNUihFCvDwC8duXl7i215SAjz9NLBhQ80w7rQU5BPi2QoLgfr1lU6F5zMYgO7dgb/+Ujoljrt5U+kUqNPNm0DTprX2uUnBvQLmz58vqZ17UssUFQEbN5oOMxhq7c2JENX55RdAYieGssvP9+xibHwHD9o+j7tlKhUVAaGhQNeuSqdEfUJDmZc/geLXOHMGaNlS1Z2ueWxrOcTDudtN1lGFhY4vw1X7JCLCNetxNnrpIe6oXj3xcew1Pn8+cPiw6TBnCwpyzXrUhtMXDgDgs8/kW7banoPuprpaeHhUFPDbb65Ni4tRcE+IHP7tA8Ep5A5iL1+Wd3lKEXownj3LVFD0FPRwV5/iYuvTzJoFrF/v9KQYqSnH3hH23EubNzf9/9VX5UkLUJMeug/Y5uxZpVPg9ii4J8qgm5k52ieO++IL4LnnlE4FIYzHHzf9n3uNz5kD8DpMdBqBfmFqpZISaS9fxL21bat0CtweBffEtSinwjbc/VRcDLzxhnJpIfKjokXqZi13XqzYgCfxpE6bXnsNGDnSecu31GCC2PSEOAEF94SxcCGT60ncD/sAqKqqGda6tfX5vL2dkx53oYYHI73k1i78421rMOiOWrZUOgXSFRYCd+44Z9nZ2dKPZW6ubctWw72OuBQF94SxfTuwa5fr1id0E/zpJ9et351xy4yLPSwuXLD+IJGaK7hoEVBZKW1aT2RDPxcu8+67TF8PhBDXceaLVJMmTCVpfiB+6xZw40bN/8XFwL+93RunpeDd/Xj4SzcF98Q+d+4wLwRyUlunVoWFgISO1ozYm0mPHrath5ujb48JE9RdDnXfPvmX6eXlWA7g6dPypcVWZ84ot+7azsMDBo/z99/AxYvKpuGllwBuZ5eO3q/FGAxAWZlzll0bVFer6vqk4F4BkydPxksvvWTy85vSzTJZOqm/+cZ82L59wCOPiM9z5QrTIZOzvf2289fBmjIFeOEF6dPn5wObNjktOcZj5uNDFeaU4GlfO774AjhwgGkGjjhXQYHlVlUs5dju3g0cOWJ52bNmOZS8WiMpCZg3z3SYEgEcd53OWv+6dcA99zhn2bYaOFDpFNju3nud+7x2Mbs7sUpJSZEtEX369JFtWZ7AbTuxEvs0+NxzwPjxti0rMxNYvdr5RW0+/BD44APnroN18aJwWcnz5527XrHjwn1IOBpoumuOxc2bwF13KZ0K6YqKLLdz7mqrVjHFkpo3Bz76CBg3TukU1Q43b0pvD51/fU+bxtSp+f574ekvXQKmT2eKdokpKwOOHmV6ca0t2Bxxd6trxK9XIdTruBz334ICJlPNHWzdqnQKbHfmDNN6lbs+C21kd3C/YMECeMlUTqy2Bfe1wt9/Wx6vkgsIANCmjTzLEdonlvaTo/uwuhrQuPHHu+xsppdBW7bzs8+A2FjnpYlL6P5Xvz7zsnf33cLzXLwIPPCAcNGrzp2BDRvM29Xmk3LcsrOZLzojRjBB4jPPAFevmk5TXAycOwd06GB5WcR2tpyz/Gm9vR0vunH4MHOeSU1Hv37Ajh2OrdOSwkLmnK1b13nrGDsWCAxkGofg4gfTtsQtej3z+8cfmXsLt17a//0f03pZkyaWl2EpuFejl19WOgU17IlR2WMupFkzphf5zp3tT5OL2B3cA0BERAS6detm9/x//fUXLl265EgSiFwMBnkr9bjTBe4MxcXAli3AU085dz2WjoujDwlv75pluKpC15QpwKOPSqvk6qnNBFZUiI/LzweuXwe2bTMfd/Qok3PUvDkwdCjTZN+TT5pPxz1uYp5+WviLB/c4b97MTKf2YMOdsPva0nXn7W1+7r/1FvPlhTuvFCtXMi941uzcKX2Z9mDPx+++s38Zr73GNDbw1181w6KigD/+ABo3Zl5SIyNN53H0vsam9+ZN4MQJ4NSpmnHz5gFPPGF7cC8lfStWMOv8v/+Tnla5r+Nvvqn5Yl9dDfTtC6SmWp+Pe3wA4NAhICQEaNVK3vRJYWmf5Ofbvrzr121v6UghDgX3d999NxIdqAR569YtCu5dyWAAMjLMb4COyMsz7dY8M5O5KUlJizsoKQH8/W2fb+5c4L33LG+HJ7WA4Krj8dVXzIPYHVuwkduIEUzRCaEy7oWFwvOw58yePYBOZ/+6ucGhWK6hsyr2EemWL2e+TgFMjmFAAJPDzQ/u586tCe6lYM+jkSOlBffOptcDpaXWp1u8GLjvPkAo03DBAvNhZ87UXEtiy+ff2+y51zlyf7SUcy+23NRU5lltS3AvN25x3Koqpi6IFPzn3jPPMBk6n3wia/IcNm4c87WHi5v227eZZ5WHsvubfEBAAPz8/BxauVarhb89gRWxT3m5/ZXpfvhBeDg/SGvZEoiLs748g4Hp4EXoE1h2NvDiizYn0Wb/+x/zMLWHKypTjhvHHDMx7vKCpBSlX56srX/VKtvrY8i5Tdxc4l9/lW+5xLqMDOHh/GuWe199803mt0Yj7cUrOFh8nNzn0YUL8i3PklmzhL9q8Ynd+3bvZnL4WdeumbYEZss9s6DAtEy81H1qT18GSt/LSA32WFj7IuPm7A7uf/rpJ7xgS8shAl566SX8RG2bK++ll6zffJ55Rni4pfJp1jz+eM1nTm7ls8xMJgfH2RxJuyW5ufZ1K2/pwS9leke48kWhtr+UWMIGAvZ8MuYvh2UwMMUH+MOJ84hlTpw6xVQ25B8fAPjyS+a3tTL37Lx5edan4Vu71rw+lKXGMQ4eZMqbS+k0Tw5C94bnn2cyYqzx8gKysoClS2uG3boFJCfbl5aGDU33o73XjpQy9/wvanv22H6f3LLFvvSxKirMvyjyi5FJIWU/tW8vfXnELm5cm464zFdfSZuuvLzmJivWkoMl3Bx9/s3i889tW5Yc7fmyN6FmzRxfFtdzzwGjR1uf7soV5uEJAP/8I/5Z2cuLaeaMT44g2dXt2zsjZ1op9myLlDSzFV/57XPn5sq7Tgr05ZWRYb1M+fffm9ZH8vIyLzZjKbi/fFnaOSR2bN94A/j5Z9NhffuKL2fBAqb4oZBDh8Qrjgvhpnv3bmYb9XomkLUUgC9ZwtwfWfz+Jb791nz5lthy3st5jRw7xpTTt5bOq1eZa99Sc6hC1q61PU3cjISPPwYefND2ZUhZBwAkJDBfUgAgPZ35LaUIr7vxkPsmBfcK8Lh27lmHDgGdOjF/r1lj+zrS0qxPc/MmU9bNkoICoE4d8fHV1QDbAlN5OVMRypLr162ni8/aBc4vtlNaal7E5ttvgf/8h/k7NtZyp2AJCdLTduFCzU0UYHILb90SnpZtttGVNyylg3K52LrPOncGTp60Ph1b3pr/0s09f6TsQ0vTlJaq5zi4ix07mK+gthDKkRYqc8+KiJC2XEvn5j//MJVQHXX7tvkL6I8/Spu3d29m/nr1gEmTzNui5+Oeq4GBpuPef9/0/zt3LH9pkDMXevp08+aexebZtw+YMcP6+tnx7PX+/PNWk2m3Eydq6swVFdV8Derd2zQtjmIzqPjP2tBQx79Syqm62n2aE3WQQxVqiX3cpp17g8E05zY/n/k05+tr+7LatgUWLXI8TaGh1iv8WivvbjDU1Orftw94+OGam1RxsbTm2LKzmdwkbvlNqYQezsOHCzdxWF1dk1Nraw6r2PSjR5s2zzl4MPMSYak/AFcFenK+REhZ1sMPy7c+wPT8Ydd/5Qrz4soWfRFz9Kj4SxbL0jZxm790tHUrf3+mJRXiWvn5lsvKA8xxttTi0urV1tdjqSniDRuYe87hw8LjL19m6mjcuMEErrY0wDB8OJPb/9df5uen0PlqMDC595YyawDz+6nQl8zMzJq/pdYROHAAaNeOacLWErH74/btzP6x1GGjWJn73FxpjTksWWJ9GnuJFY9hK88aDExGkaXjw+/bw9b7kjtlMqSmmley9VCy59wfOXIE46ijFM+wdatppZGUFOHeaFlCF+2FC0wRmbNnLee4iwXJgwcDM2cKj3NGV9pSb0InTgCTJ5sP37nTek6/UIW4nBzhXmSvXgVatGD+tvUmJzY9+7lbCfPnS5/WUplhW1y/Lt7uMLddakdcvMh89uaeP2z6t241bbLSloeblMp37HUgVE779m3mE7dQxV2hDnKElkHkI8c+1WhqllNdbd70nrUvkQBTNJBla4eTaWnMvc/WYiHc+e115w4g9BWbv1+FmogtKbF9fTqd5WZApZS5l1JZllt2nf1bqOgmd7wjuMsoLGSKPtkrLk68pZuffmJejLhFSvn7Sa42/sVaGJOTpza/LED2nPvS0lJkZ2fLvVgz6enpmDp1quC4efPmIerfVmEuX76MH3/8EefOnUNeXh78/PwQHh6OhIQEdO3a1eI6Vq9ejeTkZISHh2MRL1e6oqICK1euRGpqKoqKihAREYGRI0eiY8eO8mygK+j1NTdE9qKzFFCL3dzYh4+lC/fAAdP/2Wlv3mQ+VQp57jnhsv0tW4qvRwpHcz0vXgSWLRMfz7ZTbS2QsnQTtMRaJac//2R+lPD668IvRUKCg6U1JXryJNM1OMB8ieHPk5PD5Io70+bNTBv9XC1bCqf/2rWassi2nmf84L66msk1MxjMc+4BYMwYpsv0rl1r6m/wp6HMFtdwRtG27duBgQNNh23ebNsyuI0VsGmUI62WliF0j121ivlaxDaiIHTtFBczxT/9/JivD2zrbo4GvJaKfhgMTL2C6dMtT8P9/eijNeNWrLD+3OTuD+6LG//F++mnrX9FsNXu3UB8vH37MCfHcsDLNoVuLSi2dK5YOxerqphnaoMGtm+D0NcjR5uv9pAy95KD+2SJNc6v8ntBdLIhQ4bgnnvuMRkWyrYbDCA7OxslJSXo27cvgoODUVZWhgMHDmDWrFl4+eWXMWDAAMHl3r59G2vWrEEdkc9RCxYswP79+xEfH4+wsDDs2rULM2fOxJw5cxATEyPfBrqKIzdPHyun0bVrtrU1zF487A25Wzcm54Bt99uWSqBC6zlxgvkUa+t8XJZy78XKzFoL5qUWyxH6JC0HvZ7JHWna1DnLtxW7P/bsqQnuP/7YfN9Kudl++aXt5aHF0sPHPx59+jBFH4TmsSWXDzD9AiT0suhIZVmxaQoLmfa1pVa0JzXkyHVdt64moJfy9XL+fOalurjYetO+3PStXi2tfLGjnejduGHaRvrIkcxvS8URy8tNv3Q6mqPK77WWy2AA/vtf4eBerCnM33+v+fvOHetfvIVy7oGaIn7V1cxLeliYadvqjz1muqzDh5n+Duyp82aPpk3tK6briDp1TL8E+PjU7LOKCvHMQGezVCfODUkO7n/++WfUrVvXalnxckvtcjtBTEwMdBY6e+nSpQu6dOliMmzQoEF47bXXsH79etHgfunSpYiMjER1dTXu8GrnZ2RkYO/evUhKSkLCvxUd+/TpgwkTJmD58uWYZ61ykFJsaWUhLs48J5Adx885YoN7sYdA8+a2BYz85Rw8yJTrA+RpX97RB/ADD4iP27RJOLiXsk6pD7D9+4WX+dlnTPNt9vr0U6Z85+XLNcO8vJjcG2vlhLk6dLBc5tfe4kf//MO88DVoYDpeStnejz4SDu4//5zJLbPWWYmlHB+hsstix9Latqenm/Ysy23zWyi4dyQXSSwtt28zTdFScG8/e48L90uq1GJr7P2gqEg4uBc6zocPM8VRhK5Te78ois0jVkzn/vtN1yfWDKO9aZCDXF84hHLuuQoKmK/YYWGm4/kBZUYG8MsvjqdJjFDa+F8YrGG3Mzvb/L4qZTlCL7RjxjC/9XrzCtRS+PhIix0spY+9H3pIcUbJwf1dd92FmJgYvPrqqxan279/P+bOnetwwmyh1+vh5+cHb29vSdN7e3sjJCQEZ8+eFRx/4sQJ7N+/HwsXLsTXX39tNn7//v3QaDQmLwZarRb9+vXDihUrkJ2djcae0LOZpRuXpXKTQ4aY/s8WF7B00tuTcy9UVtiWXjVLSky3kW1+i79MgAlsO3YEHnpIfHlSLur4eODZZ4XTaS0ItXJtWU3PunXMw8HadGKqqoQr8tla9+H4ceZ3dTVTn2LmTKZc+vXr5tucny/+QsKfNjaW+c1vCYM/XUkJ03JJv36W03n2LDBxIvNVwFJzgOw6hPbjI49Yns9W//mPacVc7rUmVCxHDFvOmp9uD8t98ljc1qqEiAUabEZSebltL9SAfUUW+GWzhYqEnDkjPr8UQ4dKS4ula9CWujy2krP1HKHlid07nNWU7p49po1bSF2PlxeTscMvQmtrOtk+XqRmVsXFiZ9jrB07mN/2ZgxJjRs8pMiNFJIr1EZFReEUW1bOCoML32wWLlyIYcOGISEhAVOnThUN2EtLS1FQUIAbN25g/fr1OHLkCDp06GA2XVVVFb7++mv0798fESLNjl24cAHNmjUz+4rRtm1bAMBFfvNg7sLSiWupUpE1zspJOHmyJjfHlotu1izm90MPmd4M2DZ1xbo25zY36cg5zJa553I090touNwPJblt3FjTRva6dUzRmLw8Jt1ZWcxwthk2AHjrLdP5xbaPrTzKFo3ib9u5c0D//tbT9+/16hCxYJnNaWJbbbKFWHvVclSGlaMJRCLMy0v6l0WxyoFs6062VILlluG2NB4wryDK/erEbX/fUbaUa2anFftS4eVVU07fXmwxD6HOBaXeTx3pxIq/LnvMm8cUvwKY63jvXuHpMjKkFdvhn2NidXSkpPnwYaalJIC5/4oRWpZYb85CuM8LZ5CS9n79zCu5uyHJwX18fDwe5VYiEREbG4s5c+Y4lCgpfHx80KNHD4wfPx7Tpk3DyJEjcenSJUyZMgXnBVqO+O677zBy5Eg899xzWLZsGbp37y7Yw+7WrVuRnZ2NkWy5QAG5ubkIEjjJ2GE5Vnon1ev1kn4qLDWH5kyrVgkPF/tMb6nCnljgb+mGwV5g58+bF8GQYsEC5rdYBxlCrSqUlTEPl0OHzMexQb+1mztbPOnoUeHgXkrxEVZmZk0uutSHitytLLD4Xzyk4j9g2PK9ly4JF9OaO7emSIpYj8hc/MCZH5zY00GKUJvScXGmPUZu3Wo6XmifsYEKP5iWK+ODXyzHnsDDwj2OOJGlZhot1Vl7801508E/Z2wt8siv6Cs3OTMJP/zQ+nI1FsIhW4pJAcyXG+4LXF4eMGGC5fULpY/79/HjNU3pzptnvW8Adr38L6+rVjH1IMS+lAilz1qaT5827+NArPMzKSx9ZbcXG5DzO0G7cqWmpT9+UWQxzmjJT2aSi+W0adMGbbhtZ4sIDAxEO2uVFWUQHR2N6Oho4/9xcXHQ6XR45ZVXsGLFCszkNa8YHx8PnU6H3Nxc7Nu3D9XV1WbB8507d7By5UoMGzYMgfyOMjjKy8vhK1DJRKvVGsdbkpSUZHX7ACAxMRHD2bdhV/HyEu+IZMUK25f31FO2zyO0/+xpXtDSPBUVwjkq/fub3hD37q2pMMnv2RGo6SwLqPn097//iTfNKJROIZZau7GU0yS2zTt2MG3fsznKQssUm/fYMWk54XzsSyL7VUjKJ9Jbt5gyxD/8wFSetYR/nL/80nT8pUum/3/1FfPQuP9+8ZeHJUsAflG8tDTg32sbAFOcx1ZsYOBIwMK9J4WE1HyhApiH0v/+xxQt47LWOgTABCEBAcwXJ0fTSBxjqVUXoeuB24GSoy2JsMGts7/yCeXcV1ebNxU8aBATkAk1Lewsq1cDw4aZN8fJL6pizQMPMD0Pjx7N5JCz6edXqGXZWtzH0nXNHX7//eY9sI8YYd7xVmVlzYulXLnSX37JtBlvz/2kfXvxL072YgN3/leghATxPh+4POy+qKpOrMLCwtCtWzccOHAAVVVVJmXwW7RogRb/tifep08fvPvuu5g1axY++eQTeP174iQnJ6NevXoYPHiwxfVotVrBXHU2qNdyAwEBy5Ytk9SJldALhNM5cgLbMq+967HlIr982fSTH3edO3ealmnlB8yDBjG/rX0OFit2kZdn2mmVrdvLPb/EPmM3bCi9kvThw0zlUbHg3tr8jpCaG8JiHzzc4FWonebycsvlOvl1cC5cYNq9/+or23r8BZjjYU9jAV5eph0X2Xve84tx6PXMJ/r4+Jphp04JB/fWtG7NVMaePp15gef2fUGkU6JvicTEmjLtUorlsMXhAKbSNJdGAyxdal+P3ZbWKYXQ10H2hVjulw1LFYaffpoJ7vkxwMaNzG9e4xxWl//dd0zOMLculKXMp8pK8X3H7XRuwwbrLSMBzH1Dyn2LG2uwjVfYQmwdnTsD99wj/Rjyc9VtlZnJFGtk+9XhvjAKPYf++MO+/hG++w6YNs2+NLqIw51YZWdn45133pEjLbIICQlBZWUlyqx8NtHpdDh79iyu/Vvx6fr169i2bRuGDBmC3Nxc3Lp1C7du3UJFRQWqqqpw69YtFP77gA0ODkaewCc6dlijRo0srjsgIEDSj9OC+7fftjzeGW+ochdHEJKdzfxwbyTcim3ceflFzOTeZil9PVi64Untkpv7QJeSk2NNSYltlZ/FCJVdZJsw5Tcbx22Hm+uLL2rWL1TReepUJhgV24/84N7HxzQHjSXlweNIzqFYc5as7783bfpNCLdTIi7ufELBnZR0Z2czQeLZs9LOWyLMFZ3s2IN7rltqRtjbm8lpffdd5n9L5f6tlZN+6inx4p22sje4t6e+ixxKS8XTbO1L2vHjpvXfLMUxYi+T/GI9QmkZNcq25Vp7BrzyiuXxUl8YxEo1WDsH2Hvfn3+a9rMycCDTLw0g3Mlmz55MK2y2+uEH2+dxMYeD+7KyMpyQ0mOei9y8eRNarVa0fXoWm8uu//dEzsnJQXV1NZYsWYJx48YZf86cOYNr165h3Lhx+OnfHMVWrVrh2rVrxnlZZ/6t8d2qVSu5N0tebPlDoQvGkVwSZ346lZKuZ59lch2FeoK1tky5e6ZztHWEb7+t+Zsf2HEfrGwPrNeuMUWIhNbBreBtraxgQQHTdTwXuy1ivRQK4a6HTZPYw0hKW9tivvxSfL9aKkPLrTMj9euHNUIV6fn7UsizzzKdc1ly8qTwcG6FXjleUOPjVdVihEspvd8MBqYPD37ZeannhaXrhe/BBy2P37dPuNdke9iSLi6xOiXW9s/5847VZWGLr3KXy34N4Q7jNiktZ+YS/6WMuw3sl2hb6vMJPdfT04HevaXNbzCY1tezFCeIZXIIHQe2iJPBUJORI/R8Y/tY4HVEajMqluMaBQUFZuXiL168iLS0NHTu3Bmaf28I+fn5aMhraq+yshIpKSnQarXGojrh4eGCPd4mJyejpKQE48ePN3aOpdPpsG7dOmzdutXYzn1FRQV27tyJyMhIz2gG0xks1dDnX7T2XihinUOJLY/bJq4tTXVylw1YbtveluVJZamdeG4HKuyDylItf9adO9ICaTYI5+eov/FGTWsNfO+8U9MEphBH9oelT7WHDkkL7jMzHU+HGHb9bK+0fGIV5ICaFi+s1WmQ8uLsYQ8fIhP2/Kuutt45n5Tl2INfyTw3lynmxX4F4OIX4XBWKzVi+C/S/PVz6xZ6QKsoZrh1w/jbJlcfPOfOmXZMJpXBYLniti3Heto05qWJbUADkFYESemXcBfx2OB+7ty50Gq1iIqKQsOGDZGZmYlt27bBz88Po0ePNk63aNEi6PV6xMbGIjg4GPn5+di9ezeuXr2KsWPHwt/fHwBTEbh79+5m69n4b1k77rjIyEjodDqsWLECBQUFCA0NRUpKCrKysjBx4kQnb7kDpN6o7A0SLOUG8D9Z25rLz1603N5AucsQK9ohF7ajGKn4LyF//lnTy6qcbDlW3FY6+DfBY8fMczYmTZK+7IwM887NuCz14MjH3yZrxR2kFsvx8rLcUolUchRbcga5vz4R23DriLiSPU3jCuF2mGYN/5qT2nJOv36WMwH40tKsF1kTI3V/cOsh8E2ZYt+6Wfz9xO95V2w6uRgMNZkcqanAsmX2LUdqPQyBDFKzomBSj8vVqzXNIwtl8Lz/PtCrl2k/KRUVzH3fFRWwLTVC4QY8NriPi4vDnj17sGHDBuj1emNwnpiYiDBO5ZWePXtix44d2LJlCwoLC+Hv7482bdrg2WefRVxcnN3rnzx5MpKTk5GamoqioiJERERg+vTpiGU72nFH3CIC5eXmFaoA5rOuK9h6w/7kE+YBwv3sxi0mcvas9QuNf1PhTm9LM2dScNfF3lD5LTDIic2ZvnHD8nRsuvz8TIdv317TzBp/Win4gSW/PW1LKips+0zMJ1ZmUurnfCk3aO7LEL/yny2VwOwNwOwpF2ovd3lZ8TSuatFFjNhx27JF2vyWmuHks3afYfFzaYX6U7F0von1+SCF1GeMrZ0HSmHpnmKtwya5sWk5etT+ZSQnm/4vdsw++MB8GPdcmT1b+n35mWdq6k1IzZisqmKCex8nh7YZGUxv9NwGDdyMxwb38fHxiJewY3v16oVevXrZvZ4PhE5WMC3ijBkzBmPsaX3EHdSrJxxQffttTWXTn38WL+srxJlvsUKf27g3KykBiSuDFu6DhT1H+O2uy7G/2G1iWwdgy+DLsUyx/6XMI7XeAwAsXGh/uVpAvAdM/jJFrmVJuMWkuPUhAOufgrnBlTPbR6agvHazlAOtlOnTrU/jrOeG3Bk2thBqmIDlyi9szuorh9uLti2kvmhK5ewGAP76S7jTS0C4QzQ34nCFWuKhpFz0w4bZFiza0uShvYGIvTfM/HzgySdNhwk9VPhBqVCnRmpkS30EoWCWv///85+av4U+1fJZulFu2GB9fiH8Yjn2kCNg5ra/b0+za1J5akYDcQx7jooFIUpyNACS0tOqO7JUD0zoWeWsF3PuV0Vbika6GptO7jNZSmtHjvZcbE1qak2a3LU4pgiPzbn3ZJMnTzZW+GUNGjQIg9i21ZVm79u1LTkllppks0d1teUA39ndVivF1huM2PTc4liW2oEGmCI9/GH8lnBs+cQPmOZo85dty9cjLlu/BgjtG1t77RTCfel15wcsIUqwdA8TaoHKExQWMs8joXvQ00+bD5PSIIKjXF0cyBaTJjF9LDgqK8s880mOe7gHkiW4N7j5G4y7mT9/vqROrGRnz3Fy1rGdMcO26a01TbZmjXwtGyhddlYJ3Bc6/jF/552atoPFbpQ7dji2/tWrxdfvbGLnlMFg3imUo5QsKkCIqy1ZonQKxDnzPlNYyHyxs9b+uyu4caVPI7lePIQqtfObcLbWR4MQD4wJHC6WExQUhBdffFGOtBB35C4ntbUblD2BPbflHS4p5UQ9ldQHWqdOpv+znz/ZNpzVhN/aCPsCc+aMayuyuouPPlI6BaQ2UWvmoD09vTqDnME9vyEGdyLW8SP/OFjqwIuPPTdff938PLW3FScXcTi4r1u3LgZKbQaLKMuem6iUTnhcwRm5D9w28LlcVTGN23uuvZzV5f3//mf6P7v/nVlmnKXUw55dL1uMJjpamXQozZ1zW4n6KH29q52cz87ycucUc5HjWIgVvZVj+/ktyQHObRxBBlShlhClCHWHbSux3Aq5sWVH7fmkaSu5ckRsvanXloc9Ie7k0iWlU+A8nlAkxlZ//KF0Cmxja/0vMR72fJCtQm1eXh6uXbuGZs2aIYjzBnXjxg388MMPuHz5Mho3boynn34aUVFRcq2W2MLDTk7V+/VXx5chlKNgib3nANvxjLM7CwOA5cudvw4u/gP4s89s75GYEKXY25oUUQ+2nxMhcldKPnRI3uVxudvL0DvvKJ0Cu8kW3P/yyy/YvHkzvvzyS2Nwr9fr8dZbb6GgoAAGgwFXrlzBiRMn8Nlnn5l0NEVc5KmnlE6B41zxguJJL0Guqh9gSzlFT8Ued2737YQQdfKk+7w1LVuKj7t8Wd51OWO/ufux+OknpVNgM9mK5Zw4cQItWrRAs2bNjMN27tyJ/Px89OrVC4sXL8bYsWNRXl6OdWIVGYnzyN30pKsJvdFzW1iR03ffOWe5SvCwtnkVRfuGEOvcsbMs4jrOaFKT7r2yky3nPicnx6y4zeHDh+Ht7Y1x48YhMDAQjz32GFJSUnCC26Z2LaRIO/f16jlv2a7gbp/rPIUjPb9asmVLTU/G7srWDnDoAUOIdSNGKJ0CedD1bh852qMXc/2685YtNzc/f2QL7ktKSuDHaSapqqoKp0+fRuvWrREYGGgc3rx5cxxyZpktD6BYO/eejIJ7eTz8sDzL+e039w/u33rLtund/GZNCPEw9NyyzZEjSqdANWTL1gsODsZVTq3kkydPorS0FO3atTOZrqqqCj4+1DEuIYqQkjMyerT1aTy9mBeXJ+UWEUKI2nhixsrrryudAotkC+6joqJw6dIlbNiwAZcuXUJycjK8vLzQtWtXk+muXLmCRo0aybVaUttQTojzSQl23aWDFjmMHMn89sQHDCGuppbrxBXbocZO/4hHkC0L/cknn8SBAwew9N/yWAaDAe3atUM0pyOYW7du4cqVK+jXr59cqyW1jVoeLJ6Om3NfXa1cOuRE5xYhRE5XriidAs9A917ZyRbct2zZEh999BE2bdqEO3fuoHXr1khISDCZ5ujRo2jVqhW6desm12pJbUM3AffADe7Ly5VLh5zo3CLEul27lE6BPNi+O4jy6Iu87GQt/N6mTRu89tprouMHDhyIgQMHyrlKUluwrb7QTcA9UM49IcST5eUpnQJCnMZJ7eQRIjM2qKcAzD1UVtb8TceEEOJpbt9WOgWE9c8/SqdAdSi4J4TYjpvrpZbgXi3bQQixjiq7ug81tb7mJqhNSgUo0omVWqilWE5VldIpcAy3ophaPm9TcE9I7aGW4oSECKDgXgHUiZUdtm9nfqslAFPLdgDA2LFKp0AeajomhBBCai0qlkM8i1oCMLVsB6Ce1nLUgNORICGyUtM9C1Df9hDC4XDOfXZ2NhYsWIA5c+bIkR7J0tPTMXXqVMFx8+bNQ1RUFADg8uXL+PHHH3Hu3Dnk5eXBz88P4eHhSEhIMOtgKyMjAykpKTh+/DiysrJQv359REZGYtSoUWjWrJnJtBUVFVi5ciVSU1NRVFSEiIgIjBw5Eh07dnTOBhNGVpbSKSCs6mqmFSNPL2LEUsPDPjcXaN5c6VQQNTIY1FMsEqBiOUTVHA7uy8rKcOLECTnSYpchQ4bgnnvuMRkWGhpq/Ds7OxslJSXo27cvgoODUVZWhgMHDmDWrFl4+eWXMWDAAOO0a9euxalTp6DT6RAREYH8/Hxs3rwZkyZNwscff4yWLVsap12wYAH279+P+Ph4hIWFYdeuXZg5cybmzJmDmJgY5294bfXOO0qngLDKy4E6dYCyMqVTIg81BPeEEGnoeicq5vFl7mNiYqDT6UTHd+nSBV26dDEZNmjQILz22mtYv369SXA/dOhQvPHGG/D19TUO69mzJyZMmIBffvkFr7/+OgAmh3/v3r1ISkoydtTVp08fTJgwAcuXL8e8efPk3ESiRmp4sJSVMcH9oUNKp0QeajgmhDgLXR/up6QE8PdXOhXEDamizL1er0eVDUUDvL29ERISgmJe80vR0dEmgT0AhIWFITw8HFc4rYPs378fGo3G5MVAq9WiX79+OH36NLKzs+3cEkI8SGmp0imQlxqCFzVsA3FPaju31LA9arsHE9l4fM79woULUVJSAo1Gg5iYGCQlJZkV0wGA0tJSlJWVQa/X4+DBgzhy5Ah69uxpdfkGgwH5+fkIDw83Drtw4QKaNWtm1uJN27ZtAQAXL15E48aNHdwyompqeLBkZwNNmyqdCkIIsZ0a7sGEiPDY4N7Hxwc9evRAly5d0KBBA2RmZmLdunWYMmUK5s6di9atW5tM/91332Hr1q0AAI1Gg+7du+OFF16wup7du3cjJycHI0aMMA7Lzc1FUFCQ2bTssJycHIvL1Ov1VtcLAL6+vmZfEohKqOHBMns28NNPQEAAIPGcdmslJUqnwHFqOK+Ie/ryS2DiRKVTIR+6VoiKeWxwHx0djejoaOP/cXFx0Ol0eOWVV7BixQrMnDnTZPr4+HjodDrk5uZi3759qK6uRkVFhcV1XLlyBYsXL0ZUVBT69OljHF5eXi4YdGu1WuN4S5KSkqxuHwAkJiZi+PDhkqYlxOWeeIL53bw5kJGhbFrksG+f0ikgnuyFF4DFi5VOhfP8/bfSKZAXBfdExTw2uBcSFhaGbt264cCBA6iqqoK3t7dxXIsWLdCiRQsATOXXd999F7NmzcInn3wCL4HmvfLy8vDee+8hICAAU6ZMMVmWVqsVfDFgg3o2yBezbNkySZ1YUa69iqnpwaKWbVHDdqhhGwhxBTVcK2pqmpTISpYKtQY3ukhCQkJQWVmJMivN8+l0Opw9exbXrl0zG1dcXIwZM2aguLgYM2fORKNGjUzGBwcHIy8vz2w+dhh/er6AgABJPxTcq5gbXTN2Y7dBDduiFnQs3JNamotVE7pWiIo5HNwHBQXhxRdflCMtsrh58ya0Wi3q1KljcTo2l51f/r28vByzZs3CtWvXMH36dJOKtKxWrVrh2rVrZvOeOXPGOJ4Q1WM7gTl3Ttl0yEUNuWAUsCjH0vmjhl6c1dbpE10rRMUcDu7r1q2LgQMHypEWmxQUFJgNu3jxItLS0tCxY0doNMym5efnm01XWVmJlJQUaLVaY1EdAKiqqsLcuXNx+vRpTJkyxdjLLZ9Op0N1dbWxgi7A9Fi7c+dOREZGUks5xDo1PFjUsA2EyIWuB89Cx8t9WCnKTGznsWXu586dC61Wi6ioKDRs2BCZmZnYtm0b/Pz8MHr0aON0ixYtgl6vR2xsLIKDg5Gfn4/du3fj6tWrGDt2LPw5HUAsXboUBw8eRNeuXVFYWIjU1FSTdfbu3RsAEBkZCZ1OhxUrVqCgoAChoaFISUlBVlYWJqqpNQHiPGp4sKhhG9RGbbmrxH3Q9U6chc4t2cke3N+5cwe7d+9GRkYG7ty5gw4dOuCJf1vVuHz5Mm7evIkOHTpYLTZjTVxcHPbs2YMNGzZAr9cjMDAQ3bt3R2JiIsLCwozT9ezZEzt27MCWLVtQWFgIf39/tGnTBs8++yzi4uJMlnnhwgUAQFpaGtLS0szWyQb3ADB58mQkJycjNTUVRUVFiIiIwPTp0xEbG+vQdhHiMeiG7H7omBBnuX5d6RTIi16E3QcdC9nJGtz/8ccf+Pzzz1FaWgqDwQAvLy+TyqU5OTl4//33MWnSJJNA2R7x8fGIj4+3Ol2vXr3Qq1cvScv84IMPJK9fq9VizJgxGDNmjOR5CDFSQxBGN2T3o4bzylOpfd//8YfSKZCX2o+XJ6FniexkC+5Pnz6Njz/+GAEBARgzZgzuvfdevP766ybTdOjQAQEBAfjzzz8dDu492eTJk411AliDBg3CoEGDFEoRcTk1PFjUsA1cnH4zPJbajolaUGVtQsTxSlEQx8kW3P/888/w8vLCe++9hzZt2ghO4+3tjdatW+Py5ctyrdYjzZ8/X1I794S4NbU97OvVUzoFjqMcMOIsarveifsYN07pFKiOLO3cA0zOfVRUlGhgzwoKChJsI56QWkUND0oKJAmpERmpdAqILdTwNUUN2wCo43noZmQL7svKyhAYGGh1uqKiIrlWSYhnunpVHTczNWyD2tAxUc5rrymdAudS27mltu3xZB99pHQKVEe24L5Ro0bIzMy0OI3BYMDly5fRtGlTuVZLiOcpLFQ6BfKgh6P7oa8pxFnoeifOopaOEN2IbMF9p06dcO3aNezdu1d0mu3bt+P27dvo0qWLXKslxDOp4UFJgaT7UcN5pUZqOC50vRPiMWSrUPvkk09iz549+PTTT3HhwgV069YNAFBaWorz58/jzz//xK+//orAwEA89thjcq2WEM+khoe9GrZBbeiYECJN8+ZKp4AQp5EtuA8JCcF///tffPDBB/j111+xbt06eHl54cCBAzhw4AAMBgMCAwMxbdo0NGzYUK7VEuJ5vLzUEYSpYRu4srOVToHj1HZM1EINx0UN28Clka3gAiFuR9ZOrKKiovDVV19hx44dOHbsGG7dugWDwYCQkBDcd999GDBgAOrWrSvnKgkhSlHbZ/q1a5VOgePUFoAR90HnFiEeQ9bgHgACAgLw2GOPUdEbC6gTK6KKB6UatkFt6Ji4JzUcFzVsA5fatocQDtmDe2IddWJFVPFgUcM2cKlhe86dA/r0UToVhKu8XOkUELVSwz2LOIXdhc4KCwtRWlrq0MpLS0tRqJZmAQmpbdRWLEcNfH2VTgHhKyvznCCsNhWb9ZRjIoefflI6BcTF7A7uR44ciSVLlji08sWLF2PkyJEOLYMQj6SGBwt/G4KDTf8/c8Z1aZGDGo5Jo0ZKp4AIuXGD+e3uvdgq+cLeuLFy61a7Vq2UTgFxMbuDe4PBAIMaHoaEKMGdrx2pXZrzt6F1a9P/27aVJz2u8vXXyqz3xRflW5ZcAdKQIfIshzC2b2d+u/N1DwCVlcqtu0UL167P3Y+FFFK3Qeo93Z0MH650CjyaQ2XuT548iYULFzo0PyG1jjNutNevA2Fh8izryy+lBZxqK5aj1yuzXjnPBz8/eZbjicGAu/Ly8pziUkpe02+/DTz1lOvWl58vbbomTYCsLKcmxek88UXGE9PsRhwK7m/cuIEb7OdGO3nRQ4TURnLfuEJD5VvW889LC+7p5itN9+7An38qnQqiJG9v5re7XzNvvgl8+KEy63YkFujSBTh82LZ5du2yf32EuDm7g/s5c+bImQ5CrFPyk7Hc3PUhzy9aYwl/G+TI9WvRArhyxfHl1Fbuel7Vdj4e0jDdvz3LK8Lec3f0aOCff+RNC5c7X1P2FsuJjQVOnJAvHY0bq6MTQBWx+47Trl07OdNRq1A793bylE/b1rjqa1V0NHDqlPj41FSgd2/TYcnJ0tPnjE/4Wq38y1SaPcFBo0ZATo78aZGKvqjKy1P2pzsHsmLU8lxwlnnznL+Opk3lD+498Vx0Ix6SnaAu1M49kXzjshagW9K+veV5H3rItuX5+THN+rEcvfmOHg18/73pME+5oUs5LvXrA0uXAufPA3/9Zdvyb9+2LyD0lP1XW7n78XH39AHAAw8Af/zhuvXZeh2GhgJ5eUCDBu5RVr9PH6a1nDlzgHfeUTo1xEXsbi2HEIc9+KDSKbDdRx9Jn5bfNCSX1IeoIw9bOXPBe/UCUlJMh/HTZutDcMQIx9KkJClfLe7cAZ58Erj7btuW7UixJE8IzmojKcdlzBjxca4qB1+njnOX36aN48tg6y8o7f/+T3i4lxcwdSqgcXJ4pdFIO68MBiAoiEnT2bPyp4EvPLzm75deknd9RDKPzblPT0/H1KlTBcfNmzcPUVFRAIDLly/jxx9/xLlz55CXlwc/Pz+Eh4cjISEBXbt2NZu3oqICK1euRGpqKoqKihAREYGRI0eiY8eOdk1HLJArEPH1BSoq5FmWNVIffqNGAVu2ODct1jRvLm26F18EvvrK8jT33w906GA6zNHgXojYMlq2BC5fdnz5cmG3XaNxvHgSf5ulHjeAyYlzRv0nTylG4o4WLQJefpnJub1zhxnGni+9ejG9CAsJDBRf5ltvAVOmyJtOW9Mgh0aNxLdfKlefm2LPqfvuszyftZeQ5s2Bq1dNh505U9MXwvTpwHvv2Z4uVqtWwMWLpsPkbm70/vuBgwdN08IN+OvVs3/Z1rbPnkrUtYjH59wPGTIEkydPNvkJ5bQckp2djZKSEvTt2xfPPfccnn76aQDArFmzsHXrVrPlLViwAOvXr8eDDz6I8ePHQ6PRYObMmfiHV2FH6nSqkpBgfRpbinq4cy6jo7kuAQGWt8/ZOff8rwaWmsmcNEl4fc88U/P37Nnm8/GDWmcez99/d96ypeIWIWK3XUpg7cxghH9cLB2DL790XjpIDTa38t8MJgA158B334nP5+h50quXY/MDtl3DmZmm///9t/V5nHEtKPUiKha8s/vQ379mWFqa+XR33WU+TErfIFK/BE6YYD5Mrq8JH3xg+j/3JcXZXyxYlAFhkccH9zExMejdu7fJTyAn96FLly6YOXMmEhMT8cgjjyA+Ph5z5sxBq1atsH79epNlZWRkYO/evXjmmWcwZswYDBgwAHPmzEGTJk2wfPlym6dTHSk3/ogI0/9DQhxfr6W3/759nXMzOXbM9P+8POa3XDcUqecJf58HBUmbj1sZMyqKyU0UWz53Hdy/2WNZrx7zxYJ9mLEBii3BfWyspGSL4gZKrtCsmfkw7lcb/raK7V+haaXiVlD79lv7lgHYXiwIoAeno/bsqTknrHX2xnL0PubqiqX83pDbt6/5UiFGjgwAufrzsERKkM1/1nEZDEyDBSxbrqeqKsvj2Weqn5/l/cl9uWDJdY6wX5HY7eJ+8XHVvSMmxjXr8VAeH9wDgF6vR5W1C4LD29sbISEhKC4uNhm+f/9+aDQaDBgwwDhMq9WiX79+OH36NLL/fdhKnU512BvJhQvi0wwZYtq75csvW1+eNZYeer/84pwymC1bmv7fsCHz25Ybl6Vpk5OlLUOOh6G9xUb462aDW7ZsMP+aE0urWGAeHCztBn3woHMfGEI5nkLbwh02Ywbzm02XXGVL166t+Zv7Ymypc6rNm2v+Fkp3XJznNMWoFr16McUGWNzjwhZLadDAdB5Hz3FXv5AJra9+ffuXJ+Ve9+yz5hkjjm63UCVT7jNFLF0CxXpN2NtbtNSXvP/8R3zc88/XpFso/fx9JlZcp27dmr/55yt32dz5ufcaTowk6J57xMcJpZtbj2zwYMvLruU8PrhfuHAhhg0bhoSEBEydOhVnRSqMlJaWoqCgADdu3MD69etx5MgRdOCVIb5w4QKaNWtm1pJN23/f4i/+W35N6nQeydEKVfffLx6w9e1r+r87d50ttk62uAu3rN9zzwlPy98+9mbv5WV928VyjpzRgoq9+1dqcM9vbpPVubNpW8ti80s9T/gViKV2sGfPC1SnTsxvuesZSFlenz6m/1trQpe/TGtBCZHXvn2mL21inFWc4ZNPpE/r7rmh9evL/4WCf30EB5sGsq+9Zvvy2B+xdYgNs4WPD/DrrzVflbnCwy3f1554wvR/sWm5X7Dvv5/5OmMNt0NFsXs/W7F6927x5bhzsV0PINvdxJaeav+ytVk4AT4+PujRowfGjx+PadOmYeTIkbh06RKmTJmC8+fPm03/3XffYeTIkXjuueewbNkydO/eHS+88ILJNLm5uQgSKPbADsv5t6iD1OnE6PV6ST8VrqokyrVvn/i4Hj2Y37bclCw9sOTIuZfL8eOm/4tto1ATpl9/bT6Mnf/IkZphYjl5//2v+fyOFmPhsraf7b2J8r8IiO0zRx9i9j7Mhcq0SuXlZZ5DyH05ZfeZ2LZxK8U+9pjldVnL3eKz1MoQ91iyX83s2f9ULEc+338PCNTvMuPofU7smPGvb0sBGvuF0l05o28Nvps3TYvZibWKAwAlJeLjuMfTGdfT338zOfRi8ZSlL9qjR0tbB791I7FWm2zNoGCnESpixf9qzvXoo9aXbYnUYq0qINu32ldffRXPPfccHn74YdFpysrKsGTJEuzcuRMbNmxwaH3R0dGIjo42/h8XFwedTodXXnkFK1aswMyZM02mj4+Ph06nQ25uLvbt24fq6mqz4Lm8vBy+AoGE9t8cwfLycpumE5OUlCRhC4HExEQMHz5c0rSysZRjLeXGz5+fW+6PP4770GnbFsjIYP5OTAR+/NH6upxJrk/knToxvT7+9ZfpMrnbzr4wsO2+P/pozfinngLef9+xdPHL1Vublv+32CdbuXJWEhKYHCghWVny1NuwFXfbvL2ZrxTcdFj65A2YfpLnf1Hw968JCkpKbP9aZq0DwaIi5vcXXzBBikbDPKSDgoDSUmkVL6k9bPkI5dqPGAGsXGk6jA0GmzYFbt2ybR3dukm/N7RoYZ6ZIaf27cWXz09jeLh5xVx7iF2H994LfPop8Mgj0uf19WW+KrIs7VdL16614+HlxXz1XbLE8nRiuBlHQsu25UVN6rkzcGDN30OHmn4d9fFhepEXWpYtrYo99ZR45ewRIwBeXUmb2Ptcv/tuy8WR3ZBsWaIGgwGff/45PvjgAxQWFpqNz8jIwKuvvoodO3aYtGYjp7CwMHTr1g3Hjx83K4PfokUL3HfffejTpw/++9//oqSkBLNmzYKBc2FrtVrB3HI2WGeDd6nTiVm2bBlWr15t9eepp56ybQfIQehm9f779ucqcYN7tigDG5xw39otVTDlr5v/6diWz85Scdc5dKjt8z/5ZE3rKn/+KW0etqLq9Ok1wyyVtW7VSnh4v36m/3NvqkJBG3cdQg/Jo0fF08AlVvGZe0MVaj5u7VrzzqxYQUGOv2hZerBLUVlpPsxacG8Jd3v415uUnCVrrTDxyz1rNEywNWwYc6y56xdrU5+9VonjhOqDCdW5cdYXSv75ItdLudh1OW2a5fm4mQXctDRpYn86xLapUSOgf3/7liuGX7xUjJRiObzSAzYv1xJL9yh+HRxbctvFxrH3jHvvNR/PzyCSsj57ipNu3878Fmum1N5niUBpEHcn291kwYIFuPvuu/Hnn39i4sSJOPZvWS2DwYDVq1fjrbfewvXr19G/f38sWLBArtWaCQkJQWVlJcq4PWkK0Ol0OHv2LK5du2YcFhwcjDyB8mvssEb/tg4gdToxAQEBkn6Evg44nVBRhgcfBN580/xiEwsM2Ato9GjmTXv8eCYXge0Aau9e5veQITU5tt2718w/cqRpsQb+Q49/07TnBimWZqH/ubmwlm4OJ04wLSTs2MHkjvIr/Ijl3AuRUizHUuDPZTAwOXv8NLAiIgBe5XKTacVyp/jbwC8Lzl0OO63Yg5/b7KZQGrhs7d3ZWhv+QgwGJsddbB+zL0z2PCwsBXFiTclKCchatRKerndvJjeSTSs3zdwKc19/bVoHgrgWW4yCve/b2lCAtaYZrfnsM9vWJ8ba+oQ6L3z9dWmdGkqpHCp1nL127jQfxs3YECqyZ09772JfTLkNVrDr49ejEWoGkxUezmSscWMY/pdKKQwG07oJEycyv4UCa34sY6loGL++gi3YOnEjRzK/Q0JMi1ix28avHMzPEFMB2YL7Zs2a4eOPP8aTTz6J3Nxc/Pe//8XixYvx1ltvYeXKlahXrx6mTZuGCRMmoI4Te8G7efMmtFqt1XWwuex6vd44rFWrVrh27ZrJMAA4c+aMcbwt07k1WypO9eghXO7QWmc7HTsyOZEtW9YEiAkJprn57dszHbSw3n2XyWnhNjNmKfB2FnYdcXHS52nVignOHn7Yeusk3JspN+g6eZL5JCyU+8GdFjB/GLLF1PgPwOpqppKTpbKMQgFz3brirV+kp1tOm9hwg4EJbsWuTylf9VassD4Nl73X41NP1bzA8st6igUwbO6jpQBHKLiXo4MuoeCouNi8fG2nTjUPPzadixY5/oWDOIa9Tti6TbYKCwM4mVU2e+UV5veePfYvwxqx68JSfxHcXsHZ+fnBmdhy+RVHnUXoyyP3vsdvFSY62vpzbOBA4SZw+/c3z0jhtqNfVma51aLLl5l7kFixHbFKsEJ8fYGFC5nMLEt1gfiZVZaKWjZuzDQS0K8f89XUlniR3afscffyMm3JjH0GrlvH/B41ivkt5QXY1orVCpP1O6C3tzeeeeYZvP/++/D398fvv/+OM2fO4L777sPnn38u2COsvQoKCsyGXbx4EWlpaejYsSM0/z5A8/PzzaarrKxESkoKtFotWnDejnU6Haqrq006t6qoqMDOnTsRGRmJxv/m4Eqdzq0JtYELyFPWnF2G0AWzdq1pbmjr1qaVdO65hwmMLeUkWCrWYAtLvQl7eUnv3lsqNq38z8jcv6Ojme1/+mnhQJfbCc7ixcxv9rriNzkpdBysHV/utAMGmLc4U1oqPK0l/HW2bw+MHSs87Q8/WF/eE08wuUNydaUulhvo41Pz1ea335jfb7/N/BbLuWfLStsa3EtN4/vviy9bqHiC0EvbokWm+zkoiHkAtmxJFWkdZc9XIhZ7Xnh51Xxp4+vZU3x+g0G4giK/5S1r160cnWE5gh8IvvFGzd9s2i2VN2cNG1aTm2xJfHzNvYSfK24P/jUkVIzHWoV8S+6/H9i1S3y8lWLBZvhB/sCB0jL/2LRPnCjcySGrRw/TThXr1KnJiBIyfDizzOeeY579lio0C3nmmZp9wP+K4OXFtNHPFiGypejPuHG2pUNhsjd+XFxcjC1btpjkal++fBkXL15ER0vBlI3mzp0LrVaLqKgoNGzYEJmZmdi2bRv8/PwwmpNTtWjRIuj1esTGxiI4OBj5+fnYvXs3rl69irFjx8KfE+RGRkZCp9NhxYoVKCgoQGhoKFJSUpCVlYWJnJuE1OncmpxdN48dWxN0OiM46NkT+Pnnmv+562BfFN59l+lAZeFC6cs9elQ8vRoNU1bWlpx7a5YuldYkniXx8Uyu/smTNcN++YX5zb9RJSQw+42tvGnri4qXl2mxDaBmf0tpzpO7HJbBYPkckVoU7X//szxeqBMqW1gKoLnjHSmWI/R535q332ba/ZdTbm7N3xTcO8aRIoLcTIw//xT++vf665ZbNBMi9hVx1y7p5ceFOKuOQHq66XnIXQ973QnVTblzR7gtdiHcFxg/v5pWYXgNcQCoSQvbMIKQ5s2Zojf8xjRiY4UrwLP3QWcWKWK/xEm5Tz/5JFPxmNWiBfDPP/alx8uLqTf23nvC49etYzKOXn1VeLyUFvZu3675wqTXm2ZifP99TT2puXPN08btXdfafdzPzzRDy4PIenWmp6fjlVdewb59+9CqVSt89tlnePLJJ1FQUIAZM2bgm2++ka15x7i4ONy5cwcbNmzAV199hT/++APdu3fH/PnzTXLje/bsCY1Ggy1btuCrr77C+vXrERISgmnTpmGoQEXJyZMnIz4+HqmpqViyZAkqKysxffp0xPJyE6RO57bk6uXvgQdq/h48WHi5deua92Zoi6efNv3fy8s02AeYG4k9dTnCw2uWyV+H0N9duwJffim8LGs3Ue6DR6xYjiO49RYApnjP2LE1Afr8+UxREzGtWpnmsFgilFbuNok9ZG2tiGrvPmE/k0sJtmxZh5cXc86wOffclx9uqxdCy2QrfjsaFIntu5SUmhc94v58fU3vJVLLOguVp+afE9wcS7HzzdFK01ot02ykrYTqHkm9JiyVubdUFIXfc64tL0jsF9zNm8W/LHbtChQWWm4ak/9VwJavqADT7KUtpN7LAeDFF03/5x6P339nftsS3HPrUAUGCtc5EChVYbZuFv8Flft1QqgUAju9UM59LSFbzv3y5cuxfv16GAwGJCQkYOTIkfDx8UFERAQ6d+6M+fPnY/PmzTh+/Dhef/11RFjqulmC+Ph4xMfHW52uV69e6GXDZ0atVosxY8ZgDNsLp4PTuY3+/WtqkttLKAjdt6+miEXTpsLzvfyyY5+0+EGrlxcTpIoV7bDFyJGmTU1y18GXnc2UFXzxRWmfhcVotY4V9xG7Qf3f/zE3M+4D5rXXajrZYsshFhYKPwhtberLYADEXtbFmj2trrYt199RjhSTEBIUxBSXio1lHvbc7Rw/vuZvoS8QbGV1oevI1ge9kMuXbX/B5S+3Fj38FGfvvhcrK82dPy6Oebn/7jvm3p+ZWZORISexe74lzmi9x9oypPacy92He/eaBoeNGtXUVeGaMqXmb0svKevXA1u2MEH+f/7DFJeS0lwmq08f4T5VhL42SBUayjwvLKXD1n44+NasYV5c+RW2AwOFpxdqQMNaReqnnwZ++snydnzzjXimppT6Yh52b5Qt5/7XX39FUFAQZs+ejWeffRY+nDetmJgYfP7553jwwQdx+fJlvP7663KtlkjFb/VD7EQVavaPNWJETUs3XNaaMPP1NX9znzPHck+Z3PTxl8+OE6psZOuDQmrxC8C0EhA7PiHB9nWLBfdy3Dz69zftNMnPzzwHR6y+BZ+l7WFvuN98YzrM1cSaPJP6MAdsO2cmTWJ6VfT3F+8ZdvRo8+vt889r/tZomEBcSusggPTKvHLwsAeYaixaZNrJnRipL8YGQ8390dvbtOUVtjlcdjkO9jkDwPSrFT993ICYPb+4AbEt+Pey++8XP2ftuU648/TsKe0+wi3mATABJDdw5X6dYFtQGziQ2S+2tIgn9pzlVqa1FVtJlLvd/Fbe7MFvkcueSrEsg8G0d/dFi8zrErH94lg65t26iXeCFRrKlPXnmjWLWR+3bX8uOTIXnUi24P6BBx7A559/jnYiHawEBARg8uTJ+L//+z/4SW3CT6UmT56Ml156yeTnN7bCntIsNSEaEMDc8PgX3+zZwp94LV1oU6darlTDpWRrOWLuu49p+5Zbhl7Kw2T8eNPpxHIvnEnO/Sf2GVqsGJatbRdz/w8NNc995DcXN3Uq84XF0otjRIT4Ddsab2/rDyqh/TthgmmOfXi49GIYv/3mui8d9rY1TmzHL+4n5bnIPw8eesj29fJb4pLSSZy1lpQsNSLBLcoipaw5wBT35DeXGB5u/kKclsaUd2/d2nS4LW3b8yscO2rfvpreoa2JimLuV2ISEmpadHGVtm2l3W+aNxduMc/Wr5D82EHo6wf3Jeill2xvJtZaur791rxTOTZDcssW4XnY1qXclGzFcv5PYo3mBx54wKRn2dpo/vz5CLC1rW65iZ3o/JwRoV7lWrQALl2q+d/b27RMnLODbzmXz69QExQE/Pe/1ufTaJhe62xlTws2Sjh/3rQ5Uj6hHEQ2OOnXz7Tsd0RETSVgaxVqLWnZUryJUJalJvVs4Yw6AZbKFzdsyFRqc6Xt282LeNSi7tkVJ7V4Cr9+Ede8eUzutRzrt8TRe9RPP9XUnRJrKYyreXOmd2quL76oKSLCTQ/3K0DfvpZbkhEi9UumVPyXf6F9xz4vvbxqXq74xU8NBub6XLiQeUFyxnOiWzfTpiIt4a9frPEKW9MZE2PaUaKUCrVyGDy4JrNIrNK5Oz6bJXJSdXfLrHXyRFxA7CLht44idHJ7eZm3mR4cLL2lAmezVEaQ26waYF4GLyxMvBa/JdHRtn1ilfMm5Ywb0N13W77JCq2TreTk62t6LkyaxJS7BKxXqLW2XyyNZ1u8EPLFF5aX60pC+7V+/Zp9JERKQGSrfv3sywEj8hOqZMoOs6encmtF6qROa21eoeGPPMJ05sc1bJi05diD+yWArWz8+OPiRTCsLcvZbt8WLoJ14IDw9OwLt71ps3R8e/YUzhARe+5zaTTC9zKxLzNsBVpbv97awpZ5N20Szyz6txNWE/yv7Nb6slGYe6eOeI61a2sCBblvkEI3FUsaNmQuPKH6A/xP0BMmMG3qOppmbtOUUsgZrNnTxKUcpKyXm4v15ZeATsdU+pQrZ5w7/u+/LU+r1QJnzjCVC7OyalqBEOJIE4GPPmr5U7s9reVotfb1ckk8l7X6QFKmtWf5Qmw5Zxs2tFxcyMuLuUa4fXbwPfYYU/E/JaVmmC3plaPXcmexJ3PzhReYPmAmTZI9OaL4rQlKLWoECBddFCuCaq1iub3PR3vmW7eOKX4cE2P+gsrPCLT2FVlhsgX3J2zsttxjmoxUK0tB0/LlwLPP2rY8oWJGUnobtYe1gG/ZMqZsJr95L0D4RrJlS00RG2e13WwtHdbs3l3zwPTyEm61wZWkVuzjlskXOh72rFdIs2aWc1K0WuZrQkQE82OpnfyePYHkZPvTKJbTyqbdnv4+hg2jHmTVztGXbinzz55tWys9//0v0xqLXBkC7HJ0OiZg5VbI52KL8LAtfbmKq+q22Ipt9YvbFr0U0dGONUPNJbWibePGzLNfrHEOuXLubT0npXTuxX2hceYXBheQLbifOnUqvGzY2A1y1NAn7un++4E33zRvn94WL7wA/PGH8Dhr51mdOtIqp7G4lSulfI6Um63LNxhsa8PYGfhpfvPNmr+d0cyno9M/+yzzqV7KMmxJQ5MmQGSk9OkBpkk8W/n41Hx1Etq/mzbJ07smUYbB4JzAkt+RkFAFSEvrnTGDqdxqTx8iQpSua6TTAfv3u3699rDnfOBnoNj6RVlMQYG06T79tOZ5KrXIn9Qv8/v2CXcIJkVxsXAGpIcH8JbIFtz37t1bMLg3GAy4ffs2zp8/D71ej7i4ONTll+smrsc/VkI3PXtvDPHxzI+tzpypefiMGMEELIWF5tNJueB8fMSL5ljiqovZ1ht3TIztuTZinFEs5+WXmV41pa7fngfXE0+Ifw2ytk2+vtJaBQFsa8Goc2fg9Gnp08tBaN/J0XwdcS+rV4tXsg4NBW7cqPm/aVPTytDsOfLuu6bz2XPtP/ywbT1/S/XKK0Bion3z2rMdQUHMC7CnBPf2YDvKc1Tv3qbBObcOVU6O+HxSig2JBf3ss1osg43bYaaQNWvEM1rsacDEXb/iSCRbcP8a216qiKKiInz++ee4fPkyPv74Y7lWS+QyaZL5Tc/VrRrxmyT76iv7L7Cnn2YeSvxyctaWxy9n6OwLnF2+UHNs/Db22RvnlCnO6ZDGFkI34KefZlr2kKO7bqFO1/iVocXSYSv+Mf7pJ8eXKaRlS9vL8lsq52rPCzRxf+w5/fjjpmXOufiV99eskV6kkN9il5RryJa6L5Zwr7XgYPm/QDqaEyt35k5kpPDXEmeYMUNa0RMphO61LEeO2Y0b5s2msh0h7t7N/Lb3GNjT2lhsrOWefynn3rp69erhtddew3PPPYfvv/8eL9tSOUNlJk+eDA3vRjxo0CAMEusURw6bNpn+r0Tb8bYSa5ZPSlp9fe0r889vjkxuS5YwNxP+5+kzZ4SnF9pWpcvbs+x98enYkakcZsnzz9vWozK/NQ5rLHVO46xmanv0AHbutG0eoVZ+5Ox8iLgHoetco2FyUPnuvZfprXT58pphUoshCn01k3Id2/t8cPRrI785TGeTOzOH2ySwLZYts733XylNOCuN7aWbS69nftvysimXjh2BxYulT3/unOVW2dyIS1vLqVOnDtq2bYu0tLRaHdy7RTv33Dd8W5pwdAfOuvhHjhRuu17u9R096vGf/OwuWgMId6EuZOlSaekYOBCw9Wugh9ygSS1k7bpKTGR+uMG9lGVMm2baYZCc7dyLjecXcbP1Xmqpcyxb0gF41j3X1gYt1IDteEyopR0ljp3QOlu3Zr7GeECDMC5v576kpARFRUWuXi1hsS2KsO0BA0BGhnvm3ItxJK2WbhI//GA9R1kOQh2DeRo2uD93znnrSEqSNp0nPbQJUcqsWUzdHT4pxXnsCe6vXJE3SOVe5/Xr21fJ15Oec650113AW28pnQrbuOJYinVApnSxWAlcGtynpaXhn3/+QRi/HDRxPf5nXO6NU6uVv9c+Obn6Bi138MgtlrNpk+VWhdw5cD13zrZPmrZw5+1WGu0bIoe6dZniPXFxTN8PXGwuqhSXLwt3HNi8ufPu1T4+tnc2eN995nWw7MXtoV0N6tcHPvxQ6VQIE+vVvF49y8Ur5VivLcPdjGzFchZaqE1fUlKC69ev4/LlyzAYDHhcrEk64h6eeoqpjOqubH1grFljXy+PABN8C30mdBSbe9+rl/g0znyJcbQDDrZ/AGdx5Q30jz+AW7dctz5CACaDhZtr3qWLeQ/hUvCLCMTFWZ6eva8EBAC7djF/t2hhOs3w4aZ1Xizdi1yRi3nXXUznWNZYum+wnRLJUWeJ30M7cb0+fZxfJ0NKj8xuSrbgfhd7k7CgcePGSExMRJ8+feRaLbFVRIRwUQruyerjY3tZR1ey9cJKSGCaCHv9dduDRqEKQHJQ+u3/n3+UXb9cHL3JDhgAbN0K5ObKkx5CpDp7lml55PJl5r7s52e5Qv+JE0yZXy6DAUhPt2299tx75AxmLC1L7CX76lXp7aYTz2LvueXl5ZyMN5al60Tp57cEsgX3c+bMER3n6+uLoKAgNLW19jeR31tvAePHK50Kx9h6M9BogMmTgblz3eeirKpSOgWOcaeKa46s7/ffHascrITAQNN2p4lnYlvzev99adMLlZd3Ff71/vvvzllPkybCwymwdw13qbhqy3hnUqJTS5nIFty3s7fnMKI8DzlZjWxt9pB1+DDzaZffsYsS8vOVToFjnPW50lk91KpJhw7Se4wktZOjAVG/fsDatTX/86+zfv3sW+6ECe79VZi4JyXu8/37C5fp95CMIJc2hUncmCcFST172jcf25lIUBCQlydfepzFQ24iTmHLttfm/UTU5euvHc+lluNeHhbGFGcUW6a96xgxwrOeNcT53PV86NCB+RHirmnmsDu4HzdunN0r9fLywjfffGP3/J5OkU6sSA0PuDCN3DWtzk6X1LKU7rp/CLGHUD8blgid/y++KH/uuFzXmbOv13vvNW3mmXg+Tys26SbsDu6zXN1znIoo2omV2M21fn3nNislJ0cfEBqN+zb75eleeqmmO3FHSH3RpRs/IaaeeUbpFCgnMhL4/HOlU0Fs4c5l7j2Y3cH9xo0b5UwHUZKXF9C3r+u7+iaeS+wFq29fx5bbtClw6JC0jnVYdPMntZWrzn36QkacRcq55U7n3z33yNdfghN5bJn79PR0TJ06VXDcvHnzEBUVBQDIyMhASkoKjh8/jqysLNSvXx+RkZEYNWoUmjVrZjbv9evXkZycjJMnT6KwsBCNGzfGgw8+iMcffxx1OEUFKioqsHLlSqSmpqKoqAgREREYOXIkOnbs6JwNlgv3YeDvD5SU1HQS4cxmpdyJwUABoaOcdbPVaJj2vl2dDjWcD61bA+fPK50KokbuFFwRoqR165ROgSQeG9yzhgwZgnvuucdkWCjbxBiAtWvX4tSpU9DpdIiIiEB+fj42b96MSZMm4eOPP0ZLTmcU2dnZmDx5MurWrYtBgwahfv36OH36NFatWoXz589j2rRpxmkXLFiA/fv3Iz4+HmFhYdi1axdmzpyJOXPmIEbJJsus4d6kr19nKpd6GnrQuB8fhW4lTZowPSrbQ229TMqF7WCNqJO/v+2NEvDvuWp4GSbEHh4Sf9j9RH7nnXfQqVMnPPHEE2bjsrKy4O/vj/ouKMMdExMDnU4nOn7o0KF444034OvraxzWs2dPTJgwAb/88gtef/114/DU1FQUFxfjo48+Mgb9AwYMgMFgQEpKCoqKilCvXj1kZGRg7969SEpKQsK/LQr06dMHEyZMwPLlyzFv3jwnba0M7ruvJqiR0uOfGnl5ecwF6rb4+0/gK5hLfPqp/YEG9TIpjK4NdatTB9i717Z56JwgzkJl7p3ChoKtptLT03H16lXBcePHj8eyZcvsTpSt9Ho9qkQ6BYqOjjYJ7AEgLCwM4eHhuHLlitlyAKAhL+gNCgqCRqOBz7+5k/v374dGo8GAAQOM02i1WvTr1w+nT59Gdna2o5vkPBqNeVDjaTduT0svADz0kNIpkJe7HAMfH4B3fRNCZMa/3qlTKSIXKcG7uzxvPIhTvqUbDAYYXPS2tXDhQpSUlECj0SAmJgZJSUlmxXSE0pefn4/w8HCT4e3atcPatWvx+eefY/jw4cZiOb///jsGDx5sLHN/4cIFNGvWzKzFm7Zt2wIALl68iMYWmiJjXyKs8fX1NXsxITJQIicgNdX2ecaMAeLi5E8LUSd6ABLimUpKlE4BURmPLXPv4+ODHj16oEuXLmjQoAEyMzOxbt06TJkyBXPnzkXr1q1F5929ezdycnIwYsQIk+GdO3fGyJEj8fPPP+PgwYPG4f/5z38watQo4/+5ubkIEiirzg7LycmxmPakpCRJ25iYmIjhw4dLmpao0Jw5SqdAHAWS7oeOSe1jS6tSjqgN59b8+bb3MyCX2tKYBXEZjw3uo6OjER0dbfw/Li4OOp0Or7zyClasWIGZM2cKznflyhUsXrwYUVFR6NOnj9n4Jk2aIDY2Fj169ED9+vVx+PBhrFmzBkFBQRg8eDAAoLy8XDBHXftvxb7y8nKLaV+2bJmkdu6dkmsvVPGxNty4+WrjNhNx7NecSZMUTQYhkl296rom+WrD/fK115ROQe0UGwts2iQ+fvBgoFUr16VHJTw2uBcSFhaGbt264cCBA6iqqoI3r1xgXl4e3nvvPQQEBGDKlClm4/fu3YsvvvgCX3/9NUJCQgAAPXr0QHV1NZYvX45evXqhQYMG0Gq1qBDoqIcN6rVWWu8ICAhQphOr27eB4GDXr1duIvUriAup9WFPlbeIp3BlJXY5rve333Z8GXL7tygtUdDTTwMffCA+vnt35ofYxEXf9FwnJCQElZWVKCsrMxleXFyMGTNmoLi4GDNnzkSjRo3M5t2yZQtat25tDOxZcXFxKCsrw4ULFwAAwcHByMvLM5ufHSa0bEWxreM0aqSOoMzRpvoogHOcGs4jLmr+kRBxclzv77/v+DLk1ru30ikgxCkcyrlPSUlBSkqK2XAvLy/RcawNGzY4smpRN2/ehFarNelwqry8HLNmzcK1a9cwe/Zss4q0rPz8fNSrV89seGVlJQAYW+Rp1aoVjh8/Dr1eb5IDf+bMGeN4t7J1q/i4115jgn5PIkcgprbglDimQwfmtycH+XROE2dR67ml1u3yJJTZ5hQO5dyzreLY8+OogoICs2EXL15EWloaOnbsCM2/FY2qqqowd+5cnD59GlOmTDH2XCskLCwM58+fx7Vr10yG7927FxqNBhEREQAAnU6H6upqbOUEzRUVFdi5cyciIyMttpTjdubPB5QoIuQITw7A1EKtD0WBL3KE1Hpqvd7Vul2k1rM7537jxo1ypsNmc+fOhVarRVRUFBo2bIjMzExs27YNfn5+GD16tHG6pUuX4uDBg+jatSsKCwuRymuSsDfns1xCQgKOHDmCKVOmGHuoPXToEI4cOYL+/fsbi9tERkZCp9NhxYoVKCgoQGhoKFJSUpCVlYWJEye6ZgfYQm03MAruibNQLhIh5tT2DGG5qrUhIo7uuU7hsRVq4+LisGfPHmzYsAF6vR6BgYHo3r07EhMTEcZpQYAtJ5+Wloa0tDSz5XCD+9jYWMybNw+rVq3Cli1bUFhYiKZNm2LUqFFmPfFOnjwZycnJSE1NRVFRESIiIjB9+nTExsY6aYsdoLaLx9HgPiTE875WuBu1PuzVdq0QIge1Xu9CrccRogIee2bHx8cjPj7e6nQfWKqFLaBt27aYMWOG1em0Wi3GjBmDMWPG2LR8IgNHA7DDhwF/f3nSUlup9WHvyeiYEGIbKy3bEeKpPDa492STJ0821glgDRo0CIMGDXLOCik30lT9+kqngBBCPAe9OBJnofjEKSi4V8D8+fNd28692sqo081AeWp92HvyuaXWY0KUR+cWIR6FapMQz+PJARhxb3RuEWKOgnv3w+uE02M1aaJ0ClSJgntCPFmDBspUDlbrw96Tg3te53uEECsee0zpFNiPe6+KiVEuHY5yZU/LtQgF98TzeHIAJreCAmU6IVNrcO/JVq1SOgVErdR6vbOd13kibnFbtR4fYjcK7onnqW3Bfbt2SqfAnFqPgSdvF7UARZxFre3BqyUoVuvxIXajM6I28OSAhQDHjyudAnNqPac8ebvUEqgQ90Pnlnuj4J7w0BlBPI8nB2BqobYWmNSAAjD3ptMpnQLCp5ZrRi3bQWRDwT0hxHZqDe49+cWRHvDujdfLuUehc8u90fEhPNTOvQJc3onV3387Z7lK8eQATC2qqpROgXN48rlFD3j35snHx5PTXhvQ8SE8FNwrwOWdWH37revW5Qq2BGCVlc5Lh6M8uQmw4GClU0D46AHv3jz5+Hhy2msDOj6Eh4rlEHVTS0cf7qZOHaVT4ByUc0+cxZOPjyen3RK1bBdVqCU8dEYQz+PJARiXWh4sb7+tdArkExurdArsp5bzSa3o+BBnoeCe8NAZQTyPWoJ7tVDTg4XaiifEXFiY0ilwDrW8cKllO4hsVPRUJrWGWh80nooeLO6BjoN78+SX4EmTlE4BsYSufcLjwXcbUmvdc4/SKSBcanqwePJXITUdBzXy5Ar0nvxiYolarhm1bAeRjUqvWEI8gFpuyFRp2T2o5XxSk9Wra/7u3Vu5dBB186GGD4kpOiMU4PJ27glxJjXl6lGATOTUrVvN3558bnly2i3x81M6BfKg4J7w0BmhAJe3c0+IM6kpuPdkVBmYOItag3u1oOCe8NBTmRDiGAru3QMFYO7Nk4+PJ6e9NqB7MOHx2Ne99PR0TJ06VXDcvHnzEBUVBQDIyMhASkoKjh8/jqysLNSvXx+RkZEYNWoUmolUcDp37hx+/PFHnDx5EuXl5bjrrrvwyCOPID4+3jhNRUUFVq5cidTUVBQVFSEiIgIjR45Ex44d5d9Yok5qeWDSg4UQYWq5xtWyHWrVv7/SKSBuxmODe9aQIUNwD6/1lNDQUOPfa9euxalTp6DT6RAREYH8/Hxs3rwZkyZNwscff4yWLVuazHv06FHMmjULrVu3xrBhw+Dv748bN24gJyfHZLoFCxZg//79iI+PR1hYGHbt2oWZM2dizpw5iImJcd4GE8/2yy/Ak08qnQp5UXBPiHV0nRBnoaZKCY/HB/cxMTHQ6XSi44cOHYo33ngDvr6+xmE9e/bEhAkT8Msvv+D11183Dtfr9fj0009x//33Y8qUKWaVXlkZGRnYu3cvkpKSkJCQAADo06cPJkyYgOXLl2PevHkybR1RnQYNlE6B/ChXz/107ap0CgifJwf3dI0T4lE8+G5TQ6/Xo6qqSnBcdHS0SWAPAGFhYQgPD8eVK1dMhu/Zswf5+fkYNWoUNBoNSktLUV1dbbbM/fv3Q6PRYMCAAcZhWq0W/fr1w+nTp5GdnS3DVhHiITw5aOGjIIY4C51bRE59+yqdAuLGPD7nfuHChSgpKYFGo0FMTAySkpLMiunwGQwG5OfnIzw83GT4sWPHEBAQgJycHMyZMwfXrl1DnTp10Lt3b4wbNw5arRYAcOHCBTRr1sysxZu2bdsCAC5evIjGjRvLuJWEuDFq554Q69T0EkyUR+cTscBjg3sfHx/06NEDXbp0QYMGDZCZmYl169ZhypQpmDt3Llq3bi067+7du5GTk4MRI0aYDL9+/Tqqqqowe/Zs9OvXD8888wzS09OxefNmFBcX48033wQA5ObmIigoyGy57DB++Xw+vV4vaRt9fX3NvjoQFVFLTp6aHjKe3EMt1yOPKJ0CAphe42q53gkhbs9jg/vo6GhER0cb/4+Li4NOp8Mrr7yCFStWYObMmYLzXblyBYsXL0ZUVBT69OljMq60tBRlZWUYOHAgnn/+eQBAjx49UFlZia1bt2LEiBEICwtDeXm5YNDN5uyXl5dbTHtSUpKkbUxMTMTw4cMlTUs8hBof8LxK6cQNULvX7keN1z4hxC2p6gkQFhaGbt264cCBA6iqqoI3r7hAXl4e3nvvPQQEBGDKlClm49ngvFevXibDH3zwQWzduhWnT59GWFgYtFotKioqzNbPBvXscsQsW7ZMUidWlGtPPAKniViPx/ua57GoxS73wA3o1fSFy5Nt20ZfttzV998rnQLVUFVwDwAhISGorKxEWVmZSQBdXFyMGTNmoLi4GB9++CEaNWpkNm9wcDAyMzPRsGFDk+GBgYEAgKKiIuN0QkVv8vLyAEBw2VwBAQHUQy0h7qhFC6VTII8nnlA6BYSPcu7dQ/36SqeAEKdTXVbCzZs3odVqUadOHeOw8vJyzJo1C9euXcP06dPNKtKy2rRpA8C8zHxubi4AoMG/zRi2atUK165dMys7f+bMGeN4QgghxIiCeyIntdQP4qKvW7Lx2D1ZUFBgNuzixYtIS0tDx44djW3UV1VVYe7cuTh9+jSmTJli7LlWyAMPPAAA2LFjh8nw7du3w9vbG+3atQMA6HQ6VFdXY+vWrcZpKioqsHPnTkRGRlJLOUQaamWGEEJcS41BsVrQC7BsPLZYzty5c6HVahEVFYWGDRsiMzMT27Ztg5+fH0aPHm2cbunSpTh48CC6du2KwsJCpKammiynd+/exr9bt26Nfv36YceOHaiqqkJsbCzS09Oxf/9+PPXUU8biNpGRkdDpdFixYgUKCgoQGhqKlJQUZGVlYeLEia7ZAcTzCbS4RAghhFiVmAjs3Kl0Koib8tjgPi4uDnv27MGGDRug1+sRGBiI7t27IzExEWFhYcbpLly4AABIS0tDWlqa2XK4wT0AvPTSS2jcuDF27tyJv/76C40bN8a4cePw2GOPmUw3efJkJCcnIzU1FUVFRYiIiMD06dMRGxvrhK0lqqGmpvGaNQM4HbkRQng8/Ron7mvMGGDsWKVTIS+6XmTjscF9fHw84iW00vHBBx/YtFwfHx8kJiYiMTHR4nRarRZjxozBmDFjbFo+qeW4n4QXLFAsGbKoqqJmMAkhhMiDgnvZeGxw78kmT55srBPAGjRoEAYNGqRQiogidDqlU+CY//wHuP9+pVNBCCHSUZl7UgtQcK+A+fPnU1OYtrr/fuDQIaVT4Tg15UwsXKh0Cghxb2q63gkhHsNjW8shtQyv7wFCCCHEZh06KJ0CIoZehmVDwT0hSqBPw4SoX9OmSqeA8NWrx/z+t3NKQtSIgnviGSgYJs7y+utKp4CoFXXK474ef1zpFBDiNHTnIYTUbj17Kp0CQoirUREQomIU3BPP8NZbQKtWSqeCEEIIcR/nzimdAuKGKLgnnuHhh4FRo5ROheMot4gQQpSnlntx69ZKp0A+ajkmboCCe+I5WrRQOgVEjag+ByG1DwWSRMWonXsFUCdWhBBCCHHI8uVKp0Ae//wDxMQonQpVoeBeAdSJFSFuJDxc6RQQQlxNDTn3o0crnQJ53Hsv81sNx8RNULEcQkjtdvfdSqeAEEIIkQ0F94SQ2k1NuUX5+UqngKhVSIjSKSCESETBPfEcagrCCHGGunWVTgFRqzZtlE4BIUQiCu4JcSV6QSGEeKJZs5ROgbzoXkxUjIJ7QlypdWtg/HilU0HUigIW4iwPP8z8HjhQ2XQQQqyi4J4QVwoPB5YsUToVhBBXGTdO6RTIa8sWpVMgD3oRdj90TGRDwT0hpHZTUydWGrqlu51+/ZROASGklqF27hVAnVgRQpyCcr4IkYauFffy1VdAt25Kp0I1KLhXAHViRYgbYR/yU6Yomw5CCKmtXnhB6RSoiscG9+np6Zg6darguHnz5iEqKgoAkJGRgZSUFBw/fhxZWVmoX78+IiMjMWrUKDRr1sziOlavXo3k5GSEh4dj0aJFJuMqKiqwcuVKpKamoqioCBERERg5ciQ6duwozwYSQlzrgw+UTgFRox49gMWLlU4F4aMMNqJiHhvcs4YMGYJ77rnHZFhoaKjx77Vr1+LUqVPQ6XSIiIhAfn4+Nm/ejEmTJuHjjz9Gy5YtBZd7+/ZtrFmzBnXq1BEcv2DBAuzfvx/x8fEICwvDrl27MHPmTMyZMwcxMTHybSCpQZ9RCSGepnlz4PnnlU4F4ZszR+kUEOI0Hh/cx8TEQKfTiY4fOnQo3njjDfj6+hqH9ezZExMmTMAvv/yC119/XXC+pUuXIjIyEtXV1bhz547JuIyMDOzduxdJSUlISEgAAPTp0wcTJkzA8uXLMW/ePBm2jBBCCCFO4e+vdAoIcRpVNK2g1+tRVVUlOC46OtoksAeAsLAwhIeH48qVK4LznDhxAvv378d4kfbI9+/fD41GgwEDBhiHabVa9OvXD6dPn0Z2dradW0IIIYS4KeqllhCP4PE59wsXLkRJSQk0Gg1iYmKQlJRkVkyHz2AwID8/H+Hh4Wbjqqqq8PXXX6N///6IiIgQnP/ChQto1qyZWaXYtm3bAgAuXryIxo0b27dBhBBCiDs6e1bpFBBCJPDY4N7Hxwc9evRAly5d0KBBA2RmZmLdunWYMmUK5s6di9atW4vOu3v3buTk5GDEiBFm47Zu3Yrs7GzMnj1bdP7c3FwEBQWZDWeH5eTkWEy7Xq+3OJ7l6+tr9tWBECKz+vWBXbuUTgUhhBAiC48N7qOjoxEdHW38Py4uDjqdDq+88gpWrFiBmTNnCs535coVLF68GFFRUejTp4/JuDt37mDlypUYNmwYAgMDRdddXl4uGHRrtVrjeEuSkpIsjmclJiZi+PDhkqa1KDBQfb0kEiIXjQbg3QsIIYQQT+Wxwb2QsLAwdOvWDQcOHEBVVRW8vb1Nxufl5eG9995DQEAApkyZYjY+OTkZ9erVw+DBgy2uR6vVoqKiwmw4G9SzQb6YZcuWSWrnXtZc+6ZN5VsWIYQQQghxS6oK7gEgJCQElZWVKCsrMwmgi4uLMWPGDBQXF+PDDz9Eo0aNTOa7fv06tm3bhnHjxiE3N9c4vKKiAlVVVbh16xYCAgJQv359BAcHCxa9ycvLAwCzZfMFBAS4thMrtTQhqZbtIIQQQghxEtUF9zdv3oRWqzVpn768vByzZs3CtWvXMHv2bMGKtDk5OaiursaSJUuwZMkSs/Hjxo1DfHw8xo8fj1atWuH48ePQ6/UmQfqZM2cAAK1atXLClhFCCCGEEGKZxwb3BQUFZuXiL168iLS0NHTu3BkaDdPKZ1VVFebOnYvTp09j2rRpxp5r+cLDwwV7vE1OTkZJSQnGjx9v7BxLp9Nh3bp12Lp1q7Gd+4qKCuzcuRORkZHu2VKOwaB0CgghhBDlFRYqnQJCnMpjg/u5c+dCq9UiKioKDRs2RGZmJrZt2wY/Pz+MHj3aON3SpUtx8OBBdO3aFYWFhUhNTTVZTu/evQEAgYGB6N69u9l6Nm7cCAAm4yIjI6HT6bBixQoUFBQgNDQUKSkpyMrKwsSJE52xuY5RS3GW1q2B+HilU0EIIcST1aundAoIcSqPDe7j4uKwZ88ebNiwAXq93hicJyYmIiwszDjdhQsXAABpaWlIS0szWw4b3Ntq8uTJSE5ORmpqKoqKihAREYHp06cjNjbWvg0i1vXqxfwQQsSdP690CgghhCjIy2Cg8hquotfrMWzYMKxevdq1FWqDg4EpU4D/+z/XrZMQQgghhMjClhhS46I0EUIIIYQQQpzMY4vleLLJkycbK/yyBg0ahEGDBimUIkIIIYQQogYU3Ctg/vz5ri2WQwghhBBCagUqllNbUNUKQgghhBDVo+C+NlBLU5iEEEIIIcQiCu4JIYQQQghRCQrua4P+/YG2bZVOBSGEEEIIcTKqUFsb/Pij0ikghBBCCCEuQDn3hBBCCCGEqATl3CuA2rknhBBCCCHOQMG9AjyhnfuKigqsWbMGTz31FHx9fZVODpEBHVN1ouOqPnRM1YmOq/q46zGlYjlEUEVFBX788UdUVFQonRQiEzqm6kTHVX3omKoTHVf1cddjSsE9IYQQQgghKkHBPSGEEEIIISpBwT0hhBBCCCEqQcG9B/vtt9+UToLdnJ12Zy7fk9PubLTfXb9sZ6P9rtzynYn2u+uX7Wy035VbvjPZk3YK7j1YbTtZ3WX5npx2Z6P97vplOxvtd+WW70y0312/bGej/a7c8p2JgntCCCGEEEJqMWrnXgHUiRUhhBBCCHEGCu4V4AmdWBFCCCGEEM9Dwb0LGQwGAIBer5dledXV1bIti49drrOW78y0O3v5npp2Zx9TgPa7Esuma1WZZTtz+XStKrd8ulaVWb6npt2V1yq7DjaWtMTLIGUqIovbt28jKSlJ6WQQQgghhBAPtGzZMoSEhFichoJ7F6qurkZubi78/f3h5eWldHIIIYQQQogHMBgMKCkpQXBwsFm9TT4K7gkhhBBCCFEJagqTEEIIIYQQlaDgnhBCCCGEEJWg4J4QQgghhBCVoKYwVaSkpAS//vorMjIykJGRgaKiIrz66qt4+OGHzaY9d+4cfvjhB5w6dQoAEBkZiaSkJNx9990m012+fBk//vgjzp07h7y8PPj5+SE8PBwJCQno2rWrybQVFRVYuXIlUlNTUVRUhIiICIwcORIdO3Z03kbXAkoe1/T0dEydOlUwXfPmzUNUVJSMW1p7OOOY8q1evRrJyckIDw/HokWLTMbRteocSh5XuladwxnH1JZjRdeqcyh5XF1xrVJwryJ37tzBTz/9hMaNG6NVq1ZIT08XnO7cuXN46623EBISgsTERBgMBvz22294++238cknn6B58+bGabOzs1FSUoK+ffsiODgYZWVlOHDgAGbNmoWXX34ZAwYMME67YMEC7N+/H/Hx8QgLC8OuXbswc+ZMzJkzBzExMU7ffrVS+rgCwJAhQ3DPPfeYDAsNDZV/Y2sJZxxTrtu3b2PNmjWoU6eO4Hi6Vp1D6eMK0LUqN2ceUynHiq5V51D6uNoynV0MRDXKy8sNubm5BoPBYMjIyDAMHjzYsGPHDrPpZsyYYXj66acNBQUFxmE5OTmGp556yjBnzhyr66msrDS88sorhueff9447MyZM4bBgwcb1q5daxxWVlZmGD9+vOGNN95wZLNqPSWP6/Hjxw2DBw82/PHHHzJsCWE5+5h+9NFHhqlTpxqmTJlieOmll0zG0bXqPEoeV7pWncMZx1TqsaJr1XmUPK6uuFapzL2K+Pr6IigoyOp0//zzDzp06IAGDRoYhwUHByMmJgaHDh1CSUmJxfm9vb0REhKC4uJi47D9+/dDo9GY5PhqtVr069cPp0+fRnZ2th1bRABljyuXXq9HVVWVbYkngpx5TE+cOIH9+/dj/Pjxgsuka9V5lDyuXHStysfZ919Lx4quVedR8rjaM52tqFhOLVRRUQE/Pz+z4X5+fqisrMTly5fNynyVlpairKwMer0eBw8exJEjR9CzZ0/j+AsXLqBZs2YICAgwma9t27YAgIsXL6Jx48ZO2BrCcsZxZS1cuBAlJSXQaDSIiYlBUlKS2edEIj9bj2lVVRW+/vpr9O/fHxEREYLLpGtVec44riy6VpVhz/3X2rGia1V5zjiutk5nDwrua6HmzZvjzJkzqKqqgre3NwDmBM7IyAAA5OTkmM3z3XffYevWrQAAjUaD7t2744UXXjCOz83NFXwLZocJLZPIyxnH1cfHBz169ECXLl3QoEEDZGZmYt26dZgyZQrmzp2L1q1bu2DLai9bj+nWrVuRnZ2N2bNniy6TrlXlOeO40rWqLFuOqdRjRdeq8pxxXF1xrVJwXws9+uij+PLLL/HZZ5/hiSeegMFgwOrVq5GXlwcAKC8vN5snPj4eOp0Oubm52LdvH6qrq1FRUWEcX15eDl9fX7P5tFqt6DKJvJxxXKOjoxEdHW38Py4uDjqdDq+88gpWrFiBmTNnOn/DajFbjumdO3ewcuVKDBs2DIGBgaLLpGtVec44rnStKsuWYyr1WNG1qjxnHFdXXKsU3NdCAwcORHZ2NtatW4eUlBQAQJs2bZCQkICff/5ZsCWGFi1aoEWLFgCAPn364N1338WsWbPwySefwMvLC1qt1iQoZLEnPnszIs7jjOMqJCwsDN26dcOBAwdMcjOI/Gw5psnJyahXrx4GDx5scZl0rSrPGcdVCF2rrmPP/ZdL6FjRtao8ZxxXR6aTioL7WuqZZ55BQkICLl++jLp16yIiIgIrVqwAADRr1szq/DqdDosWLcK1a9fQvHlzBAcHC34iZN9uGzVqJO8GEEFyH1cxISEhqKysRFlZmVl5UCIvKcf0+vXr2LZtG8aNG4fc3FzjvBUVFaiqqsKtW7cQEBCA+vXr07XqJuQ+rmLoWnUdR++//GNF16p7kPu4OjqdFBTc12L16tUzaSf32LFjCAkJsRjUsdicA71eDwBo1aoVjh8/Dr1eb3JSnjlzxjieuIacx1XMzZs3odVqreZaEHlYO6Y5OTmorq7GkiVLsGTJErP5x40bh/j4eIwfP56uVTci53EVQ9eqazly/+UfK7pW3Yecx9XR6aSg4J4AAPbt24ezZ89izJgx0GhqWkjNz89Hw4YNTaatrKxESkoKtFqtsUiHTqfDunXrsHXrViQkJABgcpd27tyJyMhIqtGvEEePa0FBgVk534sXLyItLQ2dO3c2WSZxDaFjGh4eLtjjYXJyMkpKSjB+/Hhj5yh0rbonR48rXavuR+z+K/VY0bXqnhw9rq64Vim4V5nNmzejuLjY+CkvLS3N+PfgwYNRt25dnDhxAj/99BM6duyI+vXr48yZM9i5cyc6deqE+Ph4k+UtWrQIer0esbGxCA4ORn5+Pnbv3o2rV69i7Nix8Pf3B8B0x6zT6bBixQoUFBQgNDQUKSkpyMrKwsSJE127E1RIqeM6d+5caLVaREVFoWHDhsjMzMS2bdvg5+eH0aNHu3YnqIycxzQwMBDdu3c3W8fGjRsBwGQcXavOpdRxpWvVeeS+/0o9VnStOpdSx9UV16qXwWAwyLIk4hbGjh2LrKwswXHffvstmjZtihs3buCrr77C+fPnUVJSgqZNm6JPnz4YOnSoWc38vXv3YseOHbh06RIKCwvh7++PNm3aYPDgwYiLizOZtry8HMnJydi9ezeKiooQERGBkSNHolOnTk7b3tpCqeO6ceNG7NmzBzdu3IBer0dgYCDat2+PxMREhIWFOXWb1U7uYyrk7bffxp07d7Bo0SKT4XStOo9Sx5WuVeeR+5jacqzoWnUepY6rK65VCu4JIYQQQghRCSqERwghhBBCiEpQcE8IIYQQQohKUHBPCCGEEEKISlBwTwghhBBCiEpQcE8IIYQQQohKUHBPCCGEEEKISlBwTwghhBBCiEpQcE8IIYQQQohK+CidAEKI5xsyZIhN0zdp0gTfffcd3n77bZw4ccLYG6CalZaW4n//+x8OHTqEkydPIisrCxqNBqGhoejRoweGDh0Kf39/ScuaNm0a/v77bwDAsmXLEBISYjI+PT0dU6dOFZ0/MjISH3/8scmwVatW4ccff7S67g8++ACxsbEmw8rKyrBmzRrs27cP2dnZqF+/Pjp16oSRI0eiUaNGosvauXMntmzZgitXrsDHxweRkZEYNmwYoqOjRec5efIkfv75Z5w5cwaVlZVo0aIFBg8ejD59+lhNOxe/d8qkpCQkJCQY/xfbH3Xq1EFoaCh0Oh0ee+wx1KlTB4D1fS6kT58+eO2117Bz504sXLjQ+D+LHc7l5+eHunXrIiwsDJGRkejduzdatmxp03qtYbeFnx53s2HDBnz77bfG/9n7CiG1HQX3hBCHCQVWp06dwo0bN9CqVSu0atXKZFyDBg1clTS3sWfPHnzxxRcAgBYtWqBr164oKSnBqVOnsGrVKuzduxcffPABGjZsaHE5O3fuxN9//w0vLy9Y62A8NDRUMFAODQ01G9aqVSvRADk3NxfHjh2Dn58fWrdubTKuvLwc77zzDs6cOYPg4GDExcUhKysLO3fuxKFDh/Dxxx/jrrvuMlvmN998g40bN0Kr1aJjx46oqKjAsWPH8L///Q9TpkxB9+7dzebZv38/5s6dC4PBgJiYGDRo0AB///03Pv30U1y8eBFjx461uD+EsNssFiBzz1+DwYCcnBycPHkSycnJ+PPPP/Hhhx+iTp06aNiwoeD+O3DgAEpLS9GpUyezY3vvvfdKSiP3OFZWVuLOnTu4cOECTpw4gbVr1+Khhx7Ciy++iICAAKmbrQotWrQw7vOUlBSFU0OI+6DgnhDiMKHcvU8//RQ3btxAt27dMHz4cNH5ysrKLObuqoWPjw8eeeQRPPbYY2jRooVxeG5uLmbOnIkLFy7gm2++wZtvvim6jIKCAixduhQdO3bEtWvXTHKehURHR0vOee3evbtgQA0Ay5cvx7Fjx9C9e3ezrwurV6/GmTNnEBUVhffee884fv369fjuu++wcOFCfPDBBybzHDt2DBs3bkT9+vXx8ccfIywsDABw+vRpvP3221i4cCHatWuHevXqGecpLCzEZ599hurqarz99tvo0aMHACAvLw9vvfUW1q9fj65du6Jdu3aStpdlbf8Inb83b97Em2++ifPnz2Pr1q0YOnQoWrRoIbisEydOoLS0FE8++aTNaWMJHUeDwYBDhw7h66+/xu7du3H79m3MmjULPj6157HeqVMndOrUCQAF94RwUZl7QohimjRpghYtWtSKgKRv376YMGGCSWAPAMHBwXjxxRcBAH/++ScqKipEl/HNN9+grKzMOL0rGAwG7NmzBwDQu3dvk3EVFRX47bffAAAvvPCCSeA/dOhQRERE4MSJEzh37pzJfOvXrwcADBs2zBjYA0BUVBQGDhyI4uJi7Nixw2Se7du3Q6/XIy4uzhjYA0BQUBCSkpIAAOvWrXNwa6W566678MgjjwBggncleHl5oWvXrvjkk08QHByMEydOYMuWLYqkhRDiXtT/RCWEuC2xMvdDhgxBkyZNsGTJEqxZswYpKSnIyclBkyZN8MQTT+Dhhx8GAPz9999YvXo1zp07B41Gg65du2LcuHGCxX6qqqqwbds2pKSkIDMzE1VVVWjWrBn69u2LwYMHw9vb22XbzRcREQGACZYLCwsRHBxsNs2RI0ewZ88ejBw5UrBYjbOkp6fj9u3bCAoKQocOHUzGnTp1CsXFxQgNDTUrrgMAOp0Oly5dQlpaGtq0aQOAKZ9//Phx43iheTZt2oS0tDQ8/vjjxuGHDh0SnadLly7QarX4+++/UV5eDq1Wa/8GS8QWsamqqnL6uqylY8SIEfj888+xefNmxMfHS5738uXL+OGHH3DixAlUV1ejVatW+M9//iO6/3Jzc5GamopDhw7hxo0buHPnDurVq4fo6Gg8+eSTaNu2rXHaiooKjB49GmVlZfj+++9NvsKwTp06hf/7v/9DTEwMPvzwQwA1L5NbtmzBjRs3UFxcjMDAQDRr1gzdu3fHoEGDbNxDhNQ+lHNPCHFbH330EdavX4+WLVsiJiYGt27dwsKFC7Fz507s378f//3vf1FVVYVOnTqhTp06SE1NxZw5c8zKopeVlWH69On46quvcP36dURGRuK+++5DXl4evv32W3zwwQeorq5WaCuBW7duAWCK7tSvX99sfGlpKb788ks0b97cpNKnNTdu3MD333+PL774AitWrMDhw4dt3s7du3cDAHr16mX2AnTx4kUAwN133y04LxvwX7p0yTjs2rVrqKioQGBgoFlFYLF5uP8LvUT4+voiPDwc5eXluHbtmtVtksPZs2cBwOxLjBIeeOABaDQa3LhxA7dv35Y0z9mzZ/Hmm2/i4MGDCAkJwf3334/y8nLMnDkTf/zxh+A8Bw8exPLly5Gfn4+IiAh069YNwcHB+PPPP/HWW2/h6NGjxml9fX3Rt29flJeXG7/88G3btg0AMGDAAOOwZcuW4ZNPPsG5c+cQERGB7t27IywsDJcuXcKvv/4qdZcQUqtRzj0hxC1lZWXB398fX3/9NQIDAwEAx48fxzvvvIMffvgBFRUVeOedd3D//fcDAPR6Pd58802cPHkS6enpaN++vXFZS5cuxfHjx9GzZ0+8/PLLqFu3rnGeefPm4eDBg9i2bRsGDhzo+g0FsHHjRgBMGWJfX1+z8StXrkRWVhbef/99wfFiTp06hVOnTpkMi4iIwNtvv21SHEZMeXk5Dhw4AMC8SA4AZGdnA4BgkM4dzq0bwM4jVs+iTp06qFu3LoqKiqDX6xEQEAC9Xo/i4mKr6zp37hyys7PNKnDLpbq6Grm5udi9ezd2796NunXr4tFHH3XKumwREBCApk2b4saNG8jMzBTdRyyDwYBPP/0UJSUlePrppzFixAjjuN9++w2LFy8WnC86OhpffPGFWeXjo0ePYtasWVi8eDG+/vpreHl5AWCC9g0bNmDbtm1mOe56vR5//PEH6tWrZyxmVV5ejs2bN8Pf3x+fffaZSUXsqqoqnD59WvpOIaQWo5x7QojbGj9+vDGwB4D27dvj7rvvRm5uLjp37mwM7AEmwBEqB52fn4/t27cjJCQEr776qjGwZ+eZOHEifHx8FCuvfPjwYezYsQM+Pj4YOXKk2fhz585h48aN6NOnj+QKmQEBAUhISMDHH3+MVatWYdWqVZg9ezYiIyNx6dIlvPvuu8Zg2ZKDBw+iuLgY4eHhgjnmpaWlAJjmGYWww0tKSozD2L/F5gFgbF6SnZY7v9h87Dx6vV50ufb48ccfMWTIEAwZMgSPPfYYkpKS8P3336NDhw6iLQEpgS2KJuW4pqen48qVK7jrrrvw9NNPm4wbNGgQIiMjBeeLiIgQbFWoU6dOeOCBB3Djxg1cvnzZOLxZs2Zo164dLl68iIyMDJN59uzZg7KyMvTu3dtYDEiv16OiogKhoaFm+9Xb2xsxMTFWt40QQjn3hBA35ePjY9aeOsBUZrxw4QI6duwoOA5gygaz0tPTUVlZic6dOwsGhkFBQQgLC8Ply5dRVlZmMeiU25UrV/DJJ5/AYDAgKSnJLMe5qqoKn3/+OerWrYsxY8ZIXm7r1q3NgvEOHTogNjYW77zzDv755x9s2bIFTz31lMXlsEVyhHLtawt+U65sM5THjh1DcnIyJk2aZHyx8BT//PMPAKb+glBdk169euHMmTOC81ZUVODIkSPIyMjAnTt3jBXA2WJT169fN9YhAYCBAwfi+PHj2L59u0mZfLZIDvtCDjD1B0JCQnDhwgUsX74cAwYMcJuXJ0I8CQX3hBC31LBhQ8HAgw2khIp1sK21cFucYYuEbNu2zRhQiCkqKrIY3LNNUfL179/f5lzFnJwczJgxA0VFRRg6dKhgRciNGzfiwoULmDhxoskXDHt5e3vjiSeewD///IOjR49aDO7v3LmDo0ePQqPR4KGHHhKchj0WZWVlguPZ4dxWdNi/xeYBar4IsNNy5y8rKxNsz52dR+623oWawqyoqMBXX32FHTt2QKvVYvLkybKu0x537twBAME6G3zsy2/jxo0Fxzdp0kRw+KVLlzBr1iyLTbByv7IAzP4LCgrC3r17MXbsWPj7++PcuXM4f/48oqKizL4ETJo0CfPmzcPatWuxdu1aNGnSBLGxsejZsye6dOliddsIIRTcE0LclEZjudSgtfEstgLp3XffbZKjKMRak5ylpaWC7Wm3a9fOpuC+sLAQ7777LrKysvDwww+L5sqnpaXBy8sLu3btMltvXl4eAODDDz+Er68vnnzySXTu3Nnqutmy9uz8Yvbt24fKykq0b99etAw3GxyKVeJkh3ODRXaenJwcwXlKS0tRXFyMevXqGQP1gIAA1K1bF8XFxbh9+zbCw8NF1yUWsMrJ19cX48aNw86dO7Fnzx6MHz9eUlDtLHq9Hjdv3gTgvAq+BoMBH330EbKysjBw4EAMHDgQTZs2hb+/P7y8vLBixQqsWbPGrDK7j48PHn74YaxZswZ79+7FI488gu3btwMwzbVndejQAUuWLEFaWhqOHj2K9PR0pKSkICUlBT169MDbb7/tlO0jRE0ouCeEqBobmN577714/vnnHVpW06ZNsWnTJoeWUVJSghkzZuDKlSvo3r07JkyYYKyAKMRgMBiLUQhhi0/07dtX0vqLiooAWC7zDkgrksMWV7lw4YLg+PPnzwOAyUtVs2bN4Ovri4KCAuTk5Jh9gRGah/3/n3/+wfnz582C+8rKSmRmZkKr1aJZs2YWt0suAQEBaNCgAQoKCnDjxg1Fg/t9+/bBYDCgWbNmkjqEY5taZSs38wnlzF+9ehVXr15FmzZt8NJLL5mNZ18uhAwYMABr167F9u3b8eCDD2Lv3r0ICAjAAw88IDh9QEAAHnroIeMXo9OnT+Ojjz7CgQMHcPjwYcrBJ8QKqlBLCFG19u3bQ6PRIC0tDZWVlYqmpaKiArNnz0ZGRgY6deqEN99802L7+h988AE2bdok+MPmhi9btgybNm0ytv1vDdv6jVAFWdbNmzdx+vRpaLVakw6j+KKjo1G3bl3cuHFDMMDfv38/AKBr167GYX5+fsaWjISaXBSaB4Cx8jQ7nuvQoUMoLy9Hhw4dXNLGPcDklrNFYfi99rpSfn4+Vq1aBYDpH0KKe++9FwBzLgg1jbpv3z6zYexLodBXnKKiIhw7dkx0fU2aNEGnTp2QkZGB5ORkFBcX48EHH5RcVyEqKsr4ksmtsEsIEUbBPSFE1Ro1aoR+/fohKysL8+bNEyyOcv36dcGgUU5VVVWYN28ejh8/jpiYGLz99ts2NWtpiw0bNpjlyhoMBvz+++/YsGEDvLy8LDbhmJqaCoApL22pDLuvr6+xicPFixcby70DTC+0ly5dQmxsrLEDK9bQoUMBAKtXr8b169eNw0+fPo2tW7eibt266Nevn8k8/fv3R0BAAA4ePGh8QQGY4HbZsmUAYNLplTNVVFTg22+/hcFgQNOmTdG8eXOXrJfLYDDg8OHDeP3115Gbm4v27dubtBdvSbt27dC8eXPcuHEDq1evNhn3+++/CzY5GRoaCo1Gg+PHj5scs/LycixatAiFhYUW18k2M7thwwYAwkVysrKysHPnTpPziF0H2/GZtWY+CSFULIcQUguMHz8et27dwoEDB3D06FG0atUKjRs3RllZGTIzM3Hjxg3ExcUJ9n4ql99++w1//vknAKbZwq+++kpwujFjxjhceXbjxo1YunQpWrdujaZNm6KiogKXLl3CrVu3oNFo8Nxzz5kF3Fxsp0NSWskZNmwY/v77b5w6dQrPP/887r33XmRnZ+PMmTMIDAzEq6++ajbPfffdh/j4eGzcuBETJ07Efffdh8rKShw7dgwGgwGvvvqqWY+m9evXx8SJEzF37lx8+OGHaNeuHerXr49jx46huLgYQ4cOldxUqC3++usvYydjQE1rObm5ufDz88Orr75qsViVLcTqkZw6dQqffvopAKYIUmFhIc6fP2/8ctC7d2+88MILkntZ1mg0mDRpEqZNm4ZVq1bhwIEDCA8Px40bN3Du3Dk8+uijZk3DNmzYEP369cO2bdvwyiuvoH379vDz88M///yD6upq9O3bF7t27RJdZ+fOnRESEoLbt2+jTZs2gl+OioqKsHDhQixevBht2rRBSEgISktLcfr0aRQUFKBNmzYWvyQRQhgU3BNCVM/Pzw8zZszAnj17sGvXLly8eBFnz55FgwYN0KRJE/x/e3fPkmoch3H8OiQ9URAhtSTZFEKQQ5sgRUOBCRUFFQmVNvQiGqOh1xAJQWBDWw0R4mZLj5BgDYESVpMIgoN0zhB6KO7KQ9qhf9/Pfj9wTxf/+/cwNDQkr9db03colTVIKod8K3Nzc58O9+Pj4zo7O1MqlVI6nVaxWFR7e7sGBwfl9/tfjCR87fr6Wnd3d2pra7McN/pafX291tbWyg2Tx8fHam1t1fDwsObn5988aV1eXlZPT4/29/d1fn4um82m/v5+zczMyOVyWV7j8Xi0vr6uSCSiZDKpYrEoh8OhsbGxinsO/tXt7W15E6/0/LfCbrdrdHRUExMTFS0D+0hputNbZSqZTEaZTEbS8/duaWmRw+Eol6tYzZ7/SG9vrzY2NrS9va2rqyvd39/L6XRqdXVVjY2NlnsfVlZW1NXVpcPDQ11eXqq5uVlut1uBQEBHR0fvPq+urk59fX2KxWKWp/bS8yjbYDCoi4sLpVIp3dzcqKGhQZ2dnZqentbIyEjN/nYBJvn1+3VrOwAAhgsGg3p8fPx0g3Q1bG1taW9vT4uLi5qcnPzfr1MThUJBCwsLenp6UjgcrvrIUr/fr46ODm1ublb1vsB3xMk9AODHKpW7eL3eikaJVls2my03FlstbTPFwcGB8vm8fD5f1YL96elpuYQMwF+EewDAj1XaH9Dd3f2l4T4ejysajSqRSCiXy2lgYODdcqnvKJfLKRwOK5vN6uTkRE1NTZqamqra/dPptOXeCeCnoywHAIAvtrOzo93dXdntdnk8Hs3OzlY8GvK7eHh4UCgUks1mk9Pp1NLSUk2angG8RLgHAAAADMGcewAAAMAQhHsAAADAEIR7AAAAwBCEewAAAMAQhHsAAADAEIR7AAAAwBCEewAAAMAQhHsAAADAEIR7AAAAwBB/AN89/CUn7ZVjAAAAAElFTkSuQmCC\n"},"metadata":{"image/png":{"width":759,"height":379}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1703071083652,"execution_millis":2758,"deepnote_to_be_reexecuted":false,"cell_id":"db557e2d8c6c410ba4d4b5861ef2f4ed","deepnote_cell_type":"code"},"source":"TIC = 'KIC 8120608'\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 54)\nsector_data","block_group":"ed529bb975394d22a5068b7e7d3fcfe0","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":37,"data":{"text/plain":"SearchResult containing 1 data products.\n\n #     mission     year author exptime target_name distance\n                                  s                 arcsec \n--- -------------- ---- ------ ------- ----------- --------\n  0 TESS Sector 54 2022   SPOC     120   268159861      0.0","text/html":"SearchResult containing 1 data products.\n\n<table id=\"table139806152749648\">\n<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n<tr><td>0</td><td>TESS Sector 54</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>268159861</td><td>0.0</td></tr>\n</table>"},"metadata":{}}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1703071122464,"execution_millis":585,"deepnote_to_be_reexecuted":false,"cell_id":"5cb5d9cd17d24fc6b5e19a07e4f3d560","deepnote_cell_type":"code"},"source":"lc = sector_data.download()\nlc.plot(color = 'blue', marker = '.', lw = 0)","block_group":"1ae99888b2df45098a6dac0dd9a8125d","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":40,"data":{"text/plain":"<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":748,"height":379}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1703071109721,"execution_millis":10017,"deepnote_to_be_reexecuted":false,"cell_id":"3c0bfa828b154bd1b1a75db60f2b7702","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/60\nlc_collection_binned = lc.bin(bin_time)\nlc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')","block_group":"fad460c3867649c6981e3fc9d3fba4df","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":39,"data":{"text/plain":"<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":748,"height":376}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1703071183953,"execution_millis":6,"deepnote_to_be_reexecuted":false,"cell_id":"4cde44a1d1574b6eb043e9a553cfe76f","deepnote_cell_type":"code"},"source":"period = 192.95\nt0 = 2455009.8","block_group":"ba36522350d2480a8db9f1cf895128bf","execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1703071196590,"execution_millis":100,"deepnote_to_be_reexecuted":false,"cell_id":"9ab0cd005d3f4b03ba300afd0db7820b","deepnote_cell_type":"code"},"source":"lc_phased = lc.fold(period = period, epoch_time = t0)\n%matplotlib inline\nfig, ax = plt.subplots(figsize = (8, 4))\nlc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'pink', markersize = 1, alpha = 0.8)","block_group":"da8055b584a743a78e82823babb59d6c","execution_count":null,"outputs":[{"name":"stderr","text":"/root/venv/lib/python3.7/site-packages/lightkurve/lightcurve.py:958: LightkurveWarning: `epoch_time` appears to be given in JD, however the light curve time uses BTJD (i.e. JD - 2457000).\n  LightkurveWarning,\n","output_type":"stream"},{"output_type":"execute_result","execution_count":43,"data":{"text/plain":"<AxesSubplot:xlabel='Phase [JD]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 800x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":701,"height":373}},"output_type":"display_data"}]},{"cell_type":"markdown","source":"<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=f8de697b-ba49-4014-b2b2-fe5f4cc3c026' target=\"_blank\">\n<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\nCreated in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>","metadata":{"created_in_deepnote_cell":true,"deepnote_cell_type":"markdown"}}],"nbformat":4,"nbformat_minor":0,"metadata":{"deepnote":{},"orig_nbformat":2,"deepnote_notebook_id":"3c7a3d159d33438fae3b08ca3e5aa88e","deepnote_execution_queue":[]}}
\ No newline at end of file
diff --git a/Pipfile b/Pipfile
deleted file mode 100644
index f36f9203..00000000
--- a/Pipfile
+++ /dev/null
@@ -1,10 +0,0 @@
-[packages]
-flask = "*"ac
-flask_cors = "*"
-python-dotenv = "*"
-matplotlib = "*"
-lightkurve = "*"
-nbformat = "*"
-gunicorn = "*"
-supabase = "*"
-noise = "*"
\ No newline at end of file
diff --git a/Pipfile.extra b/Pipfile.extra
deleted file mode 100644
index f1c1d53e..00000000
--- a/Pipfile.extra
+++ /dev/null
@@ -1,11 +0,0 @@
-web3 = "*"
-brownie = "*"
-eth-brownie = "*"
-eth_utils = "*"
-thirdweb-sdk = "*"
-moralis = "*"
-psycopg2 = "*"
-psycopg2-binary = "*"
-flask-sqlalchemy = "*"
-sqlalchemy = "*"
-gotrue = "*"
\ No newline at end of file
diff --git a/Pipfile.lock b/Pipfile.lock
deleted file mode 100644
index 45166c5c..00000000
--- a/Pipfile.lock
+++ /dev/null
@@ -1,1490 +0,0 @@
-{
-    "_meta": {
-        "hash": {
-            "sha256": "c566867821890fb0fcdefc8ee4efe79155242dabefac7b71856232f98562e4f5"
-        },
-        "pipfile-spec": 6,
-        "requires": {
-            "python_version": "3.10"
-        },
-        "sources": [
-            {
-                "name": "pypi",
-                "url": "https://pypi.org/simple",
-                "verify_ssl": true
-            }
-        ]
-    },
-    "default": {
-        "anyio": {
-            "hashes": [
-                "sha256:25ea0d673ae30af41a0c442f81cf3b38c7e79fdc7b60335a4c14e05eb0947421",
-                "sha256:fbbe32bd270d2a2ef3ed1c5d45041250284e31fc0a4df4a5a6071842051a51e3"
-            ],
-            "markers": "python_full_version >= '3.6.2'",
-            "version": "==3.6.2"
-        },
-        "astropy": {
-            "hashes": [
-                "sha256:01428b886ed943a93df1e90cd9e64e1f030682ec8ec8f4b820da6f446a0386ff",
-                "sha256:19bee9fe18dc290935318d280e6a99fed319ce299a1e429b3b0b417425d52c53",
-                "sha256:1ce5debd2e7ccb5e80d3232cfdd7b144e280ae9ae79bfa401cfcd4133767ded7",
-                "sha256:1dbd2e454c34d72461aee2b41c8eae4a8e84d52f0570166a7fdd88ccdd4633ba",
-                "sha256:201215b727986df2a4a30c07bb1b07aedacff6de13733c6ed00637cef1f1bc9b",
-                "sha256:2189bf55dc7b3ee760d22bd16e330c543bb263f940f8a3a15c359b608df365be",
-                "sha256:2aeacb60fafe4b5d92d0cf07a3d0e9abb8c065e9357138898bf53914a5e6ec28",
-                "sha256:31cdc62c85ac31f149174bafc97252f1b367c228f8a07bd7066f2c810c78425a",
-                "sha256:41b23e91fcafa94c0d8215e22e350eec3e8c1a0aa4c049e9093e95e0ff952eb1",
-                "sha256:4536a62b86e0740463445f236a7c97e92ed6003645a0ed7f352f758f5e433d8e",
-                "sha256:4c6bbdb06cbeb8788ffb48ea80541e984a3e7c74d509e66278028f25e63ad336",
-                "sha256:58df87c1628b9a8930e697589b5e636d15d7fd7743721c67d9deff9956e5040d",
-                "sha256:67a43d2d212c8bbef16490f8ddf416b94f6c6458324362b15a75e2c0fa76c857",
-                "sha256:698fd8d8c7230fd47e51fdecab7d4d533e2e01a96ec0cb74b770c06314d9a698",
-                "sha256:69acd085b06a58a6fddb65974b9bcc0d0e7b7044f4bae28321074c0ba380de8e",
-                "sha256:6e97bd2c66ee919dee4e86bca5356e29e46270940f00a9dca4466ceccfb40c37",
-                "sha256:6f2e95b17299fddafc5f5dd547f3e04cf5e3ada9ef645f52ebb218ec8d2ed429",
-                "sha256:8957358f7e74dc213d1de12120d6845720e0f2c0f3ece5307e4e615e887de20d",
-                "sha256:8aae84bf559ca3a0820d1ce2a637c55cf4f96ebe3896b42a0d36f43dc219f5f9",
-                "sha256:a9817bebe275e6d31e45b7f2073038071553dbb21dc1c3a5ba9d277507eb84bb",
-                "sha256:c80d2d3a71c7bdf660890badacd072aa17b18d84fbd798b40c2a42ec1d652989",
-                "sha256:c993d86e6ff9620450d39620017deac8431f1d369e8c50bc8fe695f3f4c65340",
-                "sha256:d9b1c97a5cc079c48fbc8a470ca2c6d9da256866de6391b00a39ceab10a11416",
-                "sha256:e0dad969b05f73f38714d2dede4445a9ce9cd5fa8386b7f1f3a3122d4574a115",
-                "sha256:e210ac60fa747f54492a50a40961a7655916871abef3f0517a38687163766101",
-                "sha256:e609bad44954fc89b5c74f575a1983fe932efcdf077c60a38c8041ce1df399b3",
-                "sha256:ee8607afc3114a70f98365c29c02b709f4a6cc425dab98d83dfd9641013b1cb6",
-                "sha256:f6ae27a077f8ea84903efa76c790b985617341a0084b0d21c391f7a3f332ac23",
-                "sha256:fb6012b6ca8946ac890d08eb6d1900d66789cafa95c6e02096f1baa4f146e45c",
-                "sha256:fcdf88d2da4e2f1679ca921d81779af09e1925431b6db4adb36d74ff18219ec5",
-                "sha256:fd5702369d21a854989102f6e425cf51f94b8346cda4b0c0e82a80b4601f87ae"
-            ],
-            "markers": "python_version >= '3.8'",
-            "version": "==5.2.1"
-        },
-        "astroquery": {
-            "hashes": [
-                "sha256:307ca554cb734a0ca9a22f86f5effe7e413af913ae65e1578972d847b1fe13ee",
-                "sha256:e1bc4996af7500370837d31491bd4ee7f0c954c78d24cd54fb1cceb755469094"
-            ],
-            "version": "==0.4.6"
-        },
-        "autograd": {
-            "hashes": [
-                "sha256:a22a17e71c4a601359d544827762dd66d5ba50b287a8444d4f85ada1ee762ef6",
-                "sha256:d80bd225154d1db13cb4eaccf7a18c358be72092641b68717f96fcf1d16acd0b"
-            ],
-            "version": "==1.5"
-        },
-        "beautifulsoup4": {
-            "hashes": [
-                "sha256:58d5c3d29f5a36ffeb94f02f0d786cd53014cf9b3b3951d42e0080d8a9498d30",
-                "sha256:ad9aa55b65ef2808eb405f46cf74df7fcb7044d5cbc26487f96eb2ef2e436693"
-            ],
-            "markers": "python_full_version >= '3.6.0'",
-            "version": "==4.11.1"
-        },
-        "bleach": {
-            "hashes": [
-                "sha256:1a1a85c1595e07d8db14c5f09f09e6433502c51c595970edc090551f0db99414",
-                "sha256:33c16e3353dbd13028ab4799a0f89a83f113405c766e9c122df8a06f5b85b3f4"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==6.0.0"
-        },
-        "bokeh": {
-            "hashes": [
-                "sha256:1c28471ef5e6110ba5bed513137fd26054ebc4454bc768650eaeefc53b898a8a",
-                "sha256:d30e4f6220efc824c5da0dcb58138abed0e6a2d524c942409c8ca1098031e374"
-            ],
-            "markers": "python_version >= '3.8'",
-            "version": "==3.0.3"
-        },
-        "certifi": {
-            "hashes": [
-                "sha256:35824b4c3a97115964b408844d64aa14db1cc518f6562e8d7261699d1350a9e3",
-                "sha256:4ad3232f5e926d6718ec31cfc1fcadfde020920e278684144551c91769c7bc18"
-            ],
-            "markers": "python_version >= '3.6'",
-            "version": "==2022.12.7"
-        },
-        "cffi": {
-            "hashes": [
-                "sha256:00a9ed42e88df81ffae7a8ab6d9356b371399b91dbdf0c3cb1e84c03a13aceb5",
-                "sha256:03425bdae262c76aad70202debd780501fabeaca237cdfddc008987c0e0f59ef",
-                "sha256:04ed324bda3cda42b9b695d51bb7d54b680b9719cfab04227cdd1e04e5de3104",
-                "sha256:0e2642fe3142e4cc4af0799748233ad6da94c62a8bec3a6648bf8ee68b1c7426",
-                "sha256:173379135477dc8cac4bc58f45db08ab45d228b3363adb7af79436135d028405",
-                "sha256:198caafb44239b60e252492445da556afafc7d1e3ab7a1fb3f0584ef6d742375",
-                "sha256:1e74c6b51a9ed6589199c787bf5f9875612ca4a8a0785fb2d4a84429badaf22a",
-                "sha256:2012c72d854c2d03e45d06ae57f40d78e5770d252f195b93f581acf3ba44496e",
-                "sha256:21157295583fe8943475029ed5abdcf71eb3911894724e360acff1d61c1d54bc",
-                "sha256:2470043b93ff09bf8fb1d46d1cb756ce6132c54826661a32d4e4d132e1977adf",
-                "sha256:285d29981935eb726a4399badae8f0ffdff4f5050eaa6d0cfc3f64b857b77185",
-                "sha256:30d78fbc8ebf9c92c9b7823ee18eb92f2e6ef79b45ac84db507f52fbe3ec4497",
-                "sha256:320dab6e7cb2eacdf0e658569d2575c4dad258c0fcc794f46215e1e39f90f2c3",
-                "sha256:33ab79603146aace82c2427da5ca6e58f2b3f2fb5da893ceac0c42218a40be35",
-                "sha256:3548db281cd7d2561c9ad9984681c95f7b0e38881201e157833a2342c30d5e8c",
-                "sha256:3799aecf2e17cf585d977b780ce79ff0dc9b78d799fc694221ce814c2c19db83",
-                "sha256:39d39875251ca8f612b6f33e6b1195af86d1b3e60086068be9cc053aa4376e21",
-                "sha256:3b926aa83d1edb5aa5b427b4053dc420ec295a08e40911296b9eb1b6170f6cca",
-                "sha256:3bcde07039e586f91b45c88f8583ea7cf7a0770df3a1649627bf598332cb6984",
-                "sha256:3d08afd128ddaa624a48cf2b859afef385b720bb4b43df214f85616922e6a5ac",
-                "sha256:3eb6971dcff08619f8d91607cfc726518b6fa2a9eba42856be181c6d0d9515fd",
-                "sha256:40f4774f5a9d4f5e344f31a32b5096977b5d48560c5592e2f3d2c4374bd543ee",
-                "sha256:4289fc34b2f5316fbb762d75362931e351941fa95fa18789191b33fc4cf9504a",
-                "sha256:470c103ae716238bbe698d67ad020e1db9d9dba34fa5a899b5e21577e6d52ed2",
-                "sha256:4f2c9f67e9821cad2e5f480bc8d83b8742896f1242dba247911072d4fa94c192",
-                "sha256:50a74364d85fd319352182ef59c5c790484a336f6db772c1a9231f1c3ed0cbd7",
-                "sha256:54a2db7b78338edd780e7ef7f9f6c442500fb0d41a5a4ea24fff1c929d5af585",
-                "sha256:5635bd9cb9731e6d4a1132a498dd34f764034a8ce60cef4f5319c0541159392f",
-                "sha256:59c0b02d0a6c384d453fece7566d1c7e6b7bae4fc5874ef2ef46d56776d61c9e",
-                "sha256:5d598b938678ebf3c67377cdd45e09d431369c3b1a5b331058c338e201f12b27",
-                "sha256:5df2768244d19ab7f60546d0c7c63ce1581f7af8b5de3eb3004b9b6fc8a9f84b",
-                "sha256:5ef34d190326c3b1f822a5b7a45f6c4535e2f47ed06fec77d3d799c450b2651e",
-                "sha256:6975a3fac6bc83c4a65c9f9fcab9e47019a11d3d2cf7f3c0d03431bf145a941e",
-                "sha256:6c9a799e985904922a4d207a94eae35c78ebae90e128f0c4e521ce339396be9d",
-                "sha256:70df4e3b545a17496c9b3f41f5115e69a4f2e77e94e1d2a8e1070bc0c38c8a3c",
-                "sha256:7473e861101c9e72452f9bf8acb984947aa1661a7704553a9f6e4baa5ba64415",
-                "sha256:8102eaf27e1e448db915d08afa8b41d6c7ca7a04b7d73af6514df10a3e74bd82",
-                "sha256:87c450779d0914f2861b8526e035c5e6da0a3199d8f1add1a665e1cbc6fc6d02",
-                "sha256:8b7ee99e510d7b66cdb6c593f21c043c248537a32e0bedf02e01e9553a172314",
-                "sha256:91fc98adde3d7881af9b59ed0294046f3806221863722ba7d8d120c575314325",
-                "sha256:94411f22c3985acaec6f83c6df553f2dbe17b698cc7f8ae751ff2237d96b9e3c",
-                "sha256:98d85c6a2bef81588d9227dde12db8a7f47f639f4a17c9ae08e773aa9c697bf3",
-                "sha256:9ad5db27f9cabae298d151c85cf2bad1d359a1b9c686a275df03385758e2f914",
-                "sha256:a0b71b1b8fbf2b96e41c4d990244165e2c9be83d54962a9a1d118fd8657d2045",
-                "sha256:a0f100c8912c114ff53e1202d0078b425bee3649ae34d7b070e9697f93c5d52d",
-                "sha256:a591fe9e525846e4d154205572a029f653ada1a78b93697f3b5a8f1f2bc055b9",
-                "sha256:a5c84c68147988265e60416b57fc83425a78058853509c1b0629c180094904a5",
-                "sha256:a66d3508133af6e8548451b25058d5812812ec3798c886bf38ed24a98216fab2",
-                "sha256:a8c4917bd7ad33e8eb21e9a5bbba979b49d9a97acb3a803092cbc1133e20343c",
-                "sha256:b3bbeb01c2b273cca1e1e0c5df57f12dce9a4dd331b4fa1635b8bec26350bde3",
-                "sha256:cba9d6b9a7d64d4bd46167096fc9d2f835e25d7e4c121fb2ddfc6528fb0413b2",
-                "sha256:cc4d65aeeaa04136a12677d3dd0b1c0c94dc43abac5860ab33cceb42b801c1e8",
-                "sha256:ce4bcc037df4fc5e3d184794f27bdaab018943698f4ca31630bc7f84a7b69c6d",
-                "sha256:cec7d9412a9102bdc577382c3929b337320c4c4c4849f2c5cdd14d7368c5562d",
-                "sha256:d400bfb9a37b1351253cb402671cea7e89bdecc294e8016a707f6d1d8ac934f9",
-                "sha256:d61f4695e6c866a23a21acab0509af1cdfd2c013cf256bbf5b6b5e2695827162",
-                "sha256:db0fbb9c62743ce59a9ff687eb5f4afbe77e5e8403d6697f7446e5f609976f76",
-                "sha256:dd86c085fae2efd48ac91dd7ccffcfc0571387fe1193d33b6394db7ef31fe2a4",
-                "sha256:e00b098126fd45523dd056d2efba6c5a63b71ffe9f2bbe1a4fe1716e1d0c331e",
-                "sha256:e229a521186c75c8ad9490854fd8bbdd9a0c9aa3a524326b55be83b54d4e0ad9",
-                "sha256:e263d77ee3dd201c3a142934a086a4450861778baaeeb45db4591ef65550b0a6",
-                "sha256:ed9cb427ba5504c1dc15ede7d516b84757c3e3d7868ccc85121d9310d27eed0b",
-                "sha256:fa6693661a4c91757f4412306191b6dc88c1703f780c8234035eac011922bc01",
-                "sha256:fcd131dd944808b5bdb38e6f5b53013c5aa4f334c5cad0c72742f6eba4b73db0"
-            ],
-            "version": "==1.15.1"
-        },
-        "charset-normalizer": {
-            "hashes": [
-                "sha256:00d3ffdaafe92a5dc603cb9bd5111aaa36dfa187c8285c543be562e61b755f6b",
-                "sha256:024e606be3ed92216e2b6952ed859d86b4cfa52cd5bc5f050e7dc28f9b43ec42",
-                "sha256:0298eafff88c99982a4cf66ba2efa1128e4ddaca0b05eec4c456bbc7db691d8d",
-                "sha256:02a51034802cbf38db3f89c66fb5d2ec57e6fe7ef2f4a44d070a593c3688667b",
-                "sha256:083c8d17153ecb403e5e1eb76a7ef4babfc2c48d58899c98fcaa04833e7a2f9a",
-                "sha256:0a11e971ed097d24c534c037d298ad32c6ce81a45736d31e0ff0ad37ab437d59",
-                "sha256:0bf2dae5291758b6f84cf923bfaa285632816007db0330002fa1de38bfcb7154",
-                "sha256:0c0a590235ccd933d9892c627dec5bc7511ce6ad6c1011fdf5b11363022746c1",
-                "sha256:0f438ae3532723fb6ead77e7c604be7c8374094ef4ee2c5e03a3a17f1fca256c",
-                "sha256:109487860ef6a328f3eec66f2bf78b0b72400280d8f8ea05f69c51644ba6521a",
-                "sha256:11b53acf2411c3b09e6af37e4b9005cba376c872503c8f28218c7243582df45d",
-                "sha256:12db3b2c533c23ab812c2b25934f60383361f8a376ae272665f8e48b88e8e1c6",
-                "sha256:14e76c0f23218b8f46c4d87018ca2e441535aed3632ca134b10239dfb6dadd6b",
-                "sha256:16a8663d6e281208d78806dbe14ee9903715361cf81f6d4309944e4d1e59ac5b",
-                "sha256:292d5e8ba896bbfd6334b096e34bffb56161c81408d6d036a7dfa6929cff8783",
-                "sha256:2c03cc56021a4bd59be889c2b9257dae13bf55041a3372d3295416f86b295fb5",
-                "sha256:2e396d70bc4ef5325b72b593a72c8979999aa52fb8bcf03f701c1b03e1166918",
-                "sha256:2edb64ee7bf1ed524a1da60cdcd2e1f6e2b4f66ef7c077680739f1641f62f555",
-                "sha256:31a9ddf4718d10ae04d9b18801bd776693487cbb57d74cc3458a7673f6f34639",
-                "sha256:356541bf4381fa35856dafa6a965916e54bed415ad8a24ee6de6e37deccf2786",
-                "sha256:358a7c4cb8ba9b46c453b1dd8d9e431452d5249072e4f56cfda3149f6ab1405e",
-                "sha256:37f8febc8ec50c14f3ec9637505f28e58d4f66752207ea177c1d67df25da5aed",
-                "sha256:39049da0ffb96c8cbb65cbf5c5f3ca3168990adf3551bd1dee10c48fce8ae820",
-                "sha256:39cf9ed17fe3b1bc81f33c9ceb6ce67683ee7526e65fde1447c772afc54a1bb8",
-                "sha256:3ae1de54a77dc0d6d5fcf623290af4266412a7c4be0b1ff7444394f03f5c54e3",
-                "sha256:3b590df687e3c5ee0deef9fc8c547d81986d9a1b56073d82de008744452d6541",
-                "sha256:3e45867f1f2ab0711d60c6c71746ac53537f1684baa699f4f668d4c6f6ce8e14",
-                "sha256:3fc1c4a2ffd64890aebdb3f97e1278b0cc72579a08ca4de8cd2c04799a3a22be",
-                "sha256:4457ea6774b5611f4bed5eaa5df55f70abde42364d498c5134b7ef4c6958e20e",
-                "sha256:44ba614de5361b3e5278e1241fda3dc1838deed864b50a10d7ce92983797fa76",
-                "sha256:4a8fcf28c05c1f6d7e177a9a46a1c52798bfe2ad80681d275b10dcf317deaf0b",
-                "sha256:4b0d02d7102dd0f997580b51edc4cebcf2ab6397a7edf89f1c73b586c614272c",
-                "sha256:502218f52498a36d6bf5ea77081844017bf7982cdbe521ad85e64cabee1b608b",
-                "sha256:503e65837c71b875ecdd733877d852adbc465bd82c768a067badd953bf1bc5a3",
-                "sha256:5995f0164fa7df59db4746112fec3f49c461dd6b31b841873443bdb077c13cfc",
-                "sha256:59e5686dd847347e55dffcc191a96622f016bc0ad89105e24c14e0d6305acbc6",
-                "sha256:601f36512f9e28f029d9481bdaf8e89e5148ac5d89cffd3b05cd533eeb423b59",
-                "sha256:608862a7bf6957f2333fc54ab4399e405baad0163dc9f8d99cb236816db169d4",
-                "sha256:62595ab75873d50d57323a91dd03e6966eb79c41fa834b7a1661ed043b2d404d",
-                "sha256:70990b9c51340e4044cfc394a81f614f3f90d41397104d226f21e66de668730d",
-                "sha256:71140351489970dfe5e60fc621ada3e0f41104a5eddaca47a7acb3c1b851d6d3",
-                "sha256:72966d1b297c741541ca8cf1223ff262a6febe52481af742036a0b296e35fa5a",
-                "sha256:74292fc76c905c0ef095fe11e188a32ebd03bc38f3f3e9bcb85e4e6db177b7ea",
-                "sha256:761e8904c07ad053d285670f36dd94e1b6ab7f16ce62b9805c475b7aa1cffde6",
-                "sha256:772b87914ff1152b92a197ef4ea40efe27a378606c39446ded52c8f80f79702e",
-                "sha256:79909e27e8e4fcc9db4addea88aa63f6423ebb171db091fb4373e3312cb6d603",
-                "sha256:7e189e2e1d3ed2f4aebabd2d5b0f931e883676e51c7624826e0a4e5fe8a0bf24",
-                "sha256:7eb33a30d75562222b64f569c642ff3dc6689e09adda43a082208397f016c39a",
-                "sha256:81d6741ab457d14fdedc215516665050f3822d3e56508921cc7239f8c8e66a58",
-                "sha256:8499ca8f4502af841f68135133d8258f7b32a53a1d594aa98cc52013fff55678",
-                "sha256:84c3990934bae40ea69a82034912ffe5a62c60bbf6ec5bc9691419641d7d5c9a",
-                "sha256:87701167f2a5c930b403e9756fab1d31d4d4da52856143b609e30a1ce7160f3c",
-                "sha256:88600c72ef7587fe1708fd242b385b6ed4b8904976d5da0893e31df8b3480cb6",
-                "sha256:8ac7b6a045b814cf0c47f3623d21ebd88b3e8cf216a14790b455ea7ff0135d18",
-                "sha256:8b8af03d2e37866d023ad0ddea594edefc31e827fee64f8de5611a1dbc373174",
-                "sha256:8c7fe7afa480e3e82eed58e0ca89f751cd14d767638e2550c77a92a9e749c317",
-                "sha256:8eade758719add78ec36dc13201483f8e9b5d940329285edcd5f70c0a9edbd7f",
-                "sha256:911d8a40b2bef5b8bbae2e36a0b103f142ac53557ab421dc16ac4aafee6f53dc",
-                "sha256:93ad6d87ac18e2a90b0fe89df7c65263b9a99a0eb98f0a3d2e079f12a0735837",
-                "sha256:95dea361dd73757c6f1c0a1480ac499952c16ac83f7f5f4f84f0658a01b8ef41",
-                "sha256:9ab77acb98eba3fd2a85cd160851816bfce6871d944d885febf012713f06659c",
-                "sha256:9cb3032517f1627cc012dbc80a8ec976ae76d93ea2b5feaa9d2a5b8882597579",
-                "sha256:9cf4e8ad252f7c38dd1f676b46514f92dc0ebeb0db5552f5f403509705e24753",
-                "sha256:9d9153257a3f70d5f69edf2325357251ed20f772b12e593f3b3377b5f78e7ef8",
-                "sha256:a152f5f33d64a6be73f1d30c9cc82dfc73cec6477ec268e7c6e4c7d23c2d2291",
-                "sha256:a16418ecf1329f71df119e8a65f3aa68004a3f9383821edcb20f0702934d8087",
-                "sha256:a60332922359f920193b1d4826953c507a877b523b2395ad7bc716ddd386d866",
-                "sha256:a8d0fc946c784ff7f7c3742310cc8a57c5c6dc31631269876a88b809dbeff3d3",
-                "sha256:ab5de034a886f616a5668aa5d098af2b5385ed70142090e2a31bcbd0af0fdb3d",
-                "sha256:c22d3fe05ce11d3671297dc8973267daa0f938b93ec716e12e0f6dee81591dc1",
-                "sha256:c2ac1b08635a8cd4e0cbeaf6f5e922085908d48eb05d44c5ae9eabab148512ca",
-                "sha256:c512accbd6ff0270939b9ac214b84fb5ada5f0409c44298361b2f5e13f9aed9e",
-                "sha256:c75ffc45f25324e68ab238cb4b5c0a38cd1c3d7f1fb1f72b5541de469e2247db",
-                "sha256:c95a03c79bbe30eec3ec2b7f076074f4281526724c8685a42872974ef4d36b72",
-                "sha256:cadaeaba78750d58d3cc6ac4d1fd867da6fc73c88156b7a3212a3cd4819d679d",
-                "sha256:cd6056167405314a4dc3c173943f11249fa0f1b204f8b51ed4bde1a9cd1834dc",
-                "sha256:db72b07027db150f468fbada4d85b3b2729a3db39178abf5c543b784c1254539",
-                "sha256:df2c707231459e8a4028eabcd3cfc827befd635b3ef72eada84ab13b52e1574d",
-                "sha256:e62164b50f84e20601c1ff8eb55620d2ad25fb81b59e3cd776a1902527a788af",
-                "sha256:e696f0dd336161fca9adbb846875d40752e6eba585843c768935ba5c9960722b",
-                "sha256:eaa379fcd227ca235d04152ca6704c7cb55564116f8bc52545ff357628e10602",
-                "sha256:ebea339af930f8ca5d7a699b921106c6e29c617fe9606fa7baa043c1cdae326f",
-                "sha256:f4c39b0e3eac288fedc2b43055cfc2ca7a60362d0e5e87a637beac5d801ef478",
-                "sha256:f5057856d21e7586765171eac8b9fc3f7d44ef39425f85dbcccb13b3ebea806c",
-                "sha256:f6f45710b4459401609ebebdbcfb34515da4fc2aa886f95107f556ac69a9147e",
-                "sha256:f97e83fa6c25693c7a35de154681fcc257c1c41b38beb0304b9c4d2d9e164479",
-                "sha256:f9d0c5c045a3ca9bedfc35dca8526798eb91a07aa7a2c0fee134c6c6f321cbd7",
-                "sha256:ff6f3db31555657f3163b15a6b7c6938d08df7adbfc9dd13d9d19edad678f1e8"
-            ],
-            "version": "==3.0.1"
-        },
-        "click": {
-            "hashes": [
-                "sha256:7682dc8afb30297001674575ea00d1814d808d6a36af415a82bd481d37ba7b8e",
-                "sha256:bb4d8133cb15a609f44e8213d9b391b0809795062913b383c62be0ee95b1db48"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==8.1.3"
-        },
-        "click-log": {
-            "hashes": [
-                "sha256:3970f8570ac54491237bcdb3d8ab5e3eef6c057df29f8c3d1151a51a9c23b975",
-                "sha256:a43e394b528d52112af599f2fc9e4b7cf3c15f94e53581f74fa6867e68c91756"
-            ],
-            "version": "==0.4.0"
-        },
-        "colorama": {
-            "hashes": [
-                "sha256:08695f5cb7ed6e0531a20572697297273c47b8cae5a63ffc6d6ed5c201be6e44",
-                "sha256:4f1d9991f5acc0ca119f9d443620b77f9d6b33703e51011c16baf57afb285fc6"
-            ],
-            "markers": "python_version >= '2.7' and python_version not in '3.0, 3.1, 3.2, 3.3, 3.4, 3.5, 3.6'",
-            "version": "==0.4.6"
-        },
-        "contourpy": {
-            "hashes": [
-                "sha256:031154ed61f7328ad7f97662e48660a150ef84ee1bc8876b6472af88bf5a9b98",
-                "sha256:0f9d350b639db6c2c233d92c7f213d94d2e444d8e8fc5ca44c9706cf72193772",
-                "sha256:130230b7e49825c98edf0b428b7aa1125503d91732735ef897786fe5452b1ec2",
-                "sha256:152fd8f730c31fd67fe0ffebe1df38ab6a669403da93df218801a893645c6ccc",
-                "sha256:1c71fdd8f1c0f84ffd58fca37d00ca4ebaa9e502fb49825484da075ac0b0b803",
-                "sha256:24847601071f740837aefb730e01bd169fbcaa610209779a78db7ebb6e6a7051",
-                "sha256:2e9ebb4425fc1b658e13bace354c48a933b842d53c458f02c86f371cecbedecc",
-                "sha256:30676ca45084ee61e9c3da589042c24a57592e375d4b138bd84d8709893a1ba4",
-                "sha256:31a55dccc8426e71817e3fe09b37d6d48ae40aae4ecbc8c7ad59d6893569c436",
-                "sha256:366a0cf0fc079af5204801786ad7a1c007714ee3909e364dbac1729f5b0849e5",
-                "sha256:38e2e577f0f092b8e6774459317c05a69935a1755ecfb621c0a98f0e3c09c9a5",
-                "sha256:3c184ad2433635f216645fdf0493011a4667e8d46b34082f5a3de702b6ec42e3",
-                "sha256:3caea6365b13119626ee996711ab63e0c9d7496f65641f4459c60a009a1f3e80",
-                "sha256:3e927b3868bd1e12acee7cc8f3747d815b4ab3e445a28d2e5373a7f4a6e76ba1",
-                "sha256:4ee3ee247f795a69e53cd91d927146fb16c4e803c7ac86c84104940c7d2cabf0",
-                "sha256:54d43960d809c4c12508a60b66cb936e7ed57d51fb5e30b513934a4a23874fae",
-                "sha256:57119b0116e3f408acbdccf9eb6ef19d7fe7baf0d1e9aaa5381489bc1aa56556",
-                "sha256:58569c491e7f7e874f11519ef46737cea1d6eda1b514e4eb5ac7dab6aa864d02",
-                "sha256:5a011cf354107b47c58ea932d13b04d93c6d1d69b8b6dce885e642531f847566",
-                "sha256:5caeacc68642e5f19d707471890f037a13007feba8427eb7f2a60811a1fc1350",
-                "sha256:5dd34c1ae752515318224cba7fc62b53130c45ac6a1040c8b7c1a223c46e8967",
-                "sha256:60835badb5ed5f4e194a6f21c09283dd6e007664a86101431bf870d9e86266c4",
-                "sha256:62398c80ef57589bdbe1eb8537127321c1abcfdf8c5f14f479dbbe27d0322e66",
-                "sha256:6381fa66866b0ea35e15d197fc06ac3840a9b2643a6475c8fff267db8b9f1e69",
-                "sha256:64757f6460fc55d7e16ed4f1de193f362104285c667c112b50a804d482777edd",
-                "sha256:69f8ff4db108815addd900a74df665e135dbbd6547a8a69333a68e1f6e368ac2",
-                "sha256:6c180d89a28787e4b73b07e9b0e2dac7741261dbdca95f2b489c4f8f887dd810",
-                "sha256:71b0bf0c30d432278793d2141362ac853859e87de0a7dee24a1cea35231f0d50",
-                "sha256:769eef00437edf115e24d87f8926955f00f7704bede656ce605097584f9966dc",
-                "sha256:7f6979d20ee5693a1057ab53e043adffa1e7418d734c1532e2d9e915b08d8ec2",
-                "sha256:87f4d8941a9564cda3f7fa6a6cd9b32ec575830780677932abdec7bcb61717b0",
-                "sha256:89ba9bb365446a22411f0673abf6ee1fea3b2cf47b37533b970904880ceb72f3",
-                "sha256:8acf74b5d383414401926c1598ed77825cd530ac7b463ebc2e4f46638f56cce6",
-                "sha256:9056c5310eb1daa33fc234ef39ebfb8c8e2533f088bbf0bc7350f70a29bde1ac",
-                "sha256:95c3acddf921944f241b6773b767f1cbce71d03307270e2d769fd584d5d1092d",
-                "sha256:9e20e5a1908e18aaa60d9077a6d8753090e3f85ca25da6e25d30dc0a9e84c2c6",
-                "sha256:a1e97b86f73715e8670ef45292d7cc033548266f07d54e2183ecb3c87598888f",
-                "sha256:a877ada905f7d69b2a31796c4b66e31a8068b37aa9b78832d41c82fc3e056ddd",
-                "sha256:a9d7587d2fdc820cc9177139b56795c39fb8560f540bba9ceea215f1f66e1566",
-                "sha256:abf298af1e7ad44eeb93501e40eb5a67abbf93b5d90e468d01fc0c4451971afa",
-                "sha256:ae90d5a8590e5310c32a7630b4b8618cef7563cebf649011da80874d0aa8f414",
-                "sha256:b6d0f9e1d39dbfb3977f9dd79f156c86eb03e57a7face96f199e02b18e58d32a",
-                "sha256:b8d587cc39057d0afd4166083d289bdeff221ac6d3ee5046aef2d480dc4b503c",
-                "sha256:c5210e5d5117e9aec8c47d9156d1d3835570dd909a899171b9535cb4a3f32693",
-                "sha256:cc331c13902d0f50845099434cd936d49d7a2ca76cb654b39691974cb1e4812d",
-                "sha256:ce41676b3d0dd16dbcfabcc1dc46090aaf4688fd6e819ef343dbda5a57ef0161",
-                "sha256:d8165a088d31798b59e91117d1f5fc3df8168d8b48c4acc10fc0df0d0bdbcc5e",
-                "sha256:e7281244c99fd7c6f27c1c6bfafba878517b0b62925a09b586d88ce750a016d2",
-                "sha256:e96a08b62bb8de960d3a6afbc5ed8421bf1a2d9c85cc4ea73f4bc81b4910500f",
-                "sha256:ed33433fc3820263a6368e532f19ddb4c5990855e4886088ad84fd7c4e561c71",
-                "sha256:efb8f6d08ca7998cf59eaf50c9d60717f29a1a0a09caa46460d33b2924839dbd",
-                "sha256:efe99298ba37e37787f6a2ea868265465410822f7bea163edcc1bd3903354ea9",
-                "sha256:f99e9486bf1bb979d95d5cffed40689cb595abb2b841f2991fc894b3452290e8",
-                "sha256:fc1464c97579da9f3ab16763c32e5c5d5bb5fa1ec7ce509a4ca6108b61b84fab",
-                "sha256:fd7dc0e6812b799a34f6d12fcb1000539098c249c8da54f3566c6a6461d0dbad"
-            ],
-            "markers": "python_version >= '3.8'",
-            "version": "==1.0.7"
-        },
-        "cryptography": {
-            "hashes": [
-                "sha256:1a6915075c6d3a5e1215eab5d99bcec0da26036ff2102a1038401d6ef5bef25b",
-                "sha256:1ee1fd0de9851ff32dbbb9362a4d833b579b4a6cc96883e8e6d2ff2a6bc7104f",
-                "sha256:407cec680e811b4fc829de966f88a7c62a596faa250fc1a4b520a0355b9bc190",
-                "sha256:50386acb40fbabbceeb2986332f0287f50f29ccf1497bae31cf5c3e7b4f4b34f",
-                "sha256:6f97109336df5c178ee7c9c711b264c502b905c2d2a29ace99ed761533a3460f",
-                "sha256:754978da4d0457e7ca176f58c57b1f9de6556591c19b25b8bcce3c77d314f5eb",
-                "sha256:76c24dd4fd196a80f9f2f5405a778a8ca132f16b10af113474005635fe7e066c",
-                "sha256:7dacfdeee048814563eaaec7c4743c8aea529fe3dd53127313a792f0dadc1773",
-                "sha256:80ee674c08aaef194bc4627b7f2956e5ba7ef29c3cc3ca488cf15854838a8f72",
-                "sha256:844ad4d7c3850081dffba91cdd91950038ee4ac525c575509a42d3fc806b83c8",
-                "sha256:875aea1039d78557c7c6b4db2fe0e9d2413439f4676310a5f269dd342ca7a717",
-                "sha256:887cbc1ea60786e534b00ba8b04d1095f4272d380ebd5f7a7eb4cc274710fad9",
-                "sha256:ad04f413436b0781f20c52a661660f1e23bcd89a0e9bb1d6d20822d048cf2856",
-                "sha256:bae6c7f4a36a25291b619ad064a30a07110a805d08dc89984f4f441f6c1f3f96",
-                "sha256:c52a1a6f81e738d07f43dab57831c29e57d21c81a942f4602fac7ee21b27f288",
-                "sha256:e0a05aee6a82d944f9b4edd6a001178787d1546ec7c6223ee9a848a7ade92e39",
-                "sha256:e324de6972b151f99dc078defe8fb1b0a82c6498e37bff335f5bc6b1e3ab5a1e",
-                "sha256:e5d71c5d5bd5b5c3eebcf7c5c2bb332d62ec68921a8c593bea8c394911a005ce",
-                "sha256:f3ed2d864a2fa1666e749fe52fb8e23d8e06b8012e8bd8147c73797c506e86f1",
-                "sha256:f671c1bb0d6088e94d61d80c606d65baacc0d374e67bf895148883461cd848de",
-                "sha256:f6c0db08d81ead9576c4d94bbb27aed8d7a430fa27890f39084c2d0e2ec6b0df",
-                "sha256:f964c7dcf7802d133e8dbd1565914fa0194f9d683d82411989889ecd701e8adf",
-                "sha256:fec8b932f51ae245121c4671b4bbc030880f363354b2f0e0bd1366017d891458"
-            ],
-            "markers": "python_version >= '3.6'",
-            "version": "==39.0.0"
-        },
-        "cycler": {
-            "hashes": [
-                "sha256:3a27e95f763a428a739d2add979fa7494c912a32c17c4c38c4d5f082cad165a3",
-                "sha256:9c87405839a19696e837b3b818fed3f5f69f16f1eec1a1ad77e043dcea9c772f"
-            ],
-            "markers": "python_version >= '3.6'",
-            "version": "==0.11.0"
-        },
-        "dataclasses": {
-            "hashes": [
-                "sha256:454a69d788c7fda44efd71e259be79577822f5e3f53f029a22d08004e951dc9f",
-                "sha256:6988bd2b895eef432d562370bb707d540f32f7360ab13da45340101bc2307d84"
-            ],
-            "version": "==0.6"
-        },
-        "deprecation": {
-            "hashes": [
-                "sha256:72b3bde64e5d778694b0cf68178aed03d15e15477116add3fb773e581f9518ff",
-                "sha256:a10811591210e1fb0e768a8c25517cabeabcba6f0bf96564f8ff45189f90b14a"
-            ],
-            "version": "==2.1.0"
-        },
-        "docutils": {
-            "hashes": [
-                "sha256:33995a6753c30b7f577febfc2c50411fec6aac7f7ffeb7c4cfe5991072dcf9e6",
-                "sha256:5e1de4d849fee02c63b040a4a3fd567f4ab104defd8a5511fbbc24a8a017efbc"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==0.19"
-        },
-        "dotty-dict": {
-            "hashes": [
-                "sha256:4b016e03b8ae265539757a53eba24b9bfda506fb94fbce0bee843c6f05541a15",
-                "sha256:5022d234d9922f13aa711b4950372a06a6d64cb6d6db9ba43d0ba133ebfce31f"
-            ],
-            "markers": "python_version >= '3.5' and python_version < '4.0'",
-            "version": "==1.3.1"
-        },
-        "fbpca": {
-            "hashes": [
-                "sha256:150677642479663f317fdbb5e06dab3f98721cf7031bb4a84113d7a631c472d1",
-                "sha256:1a06e770fb618a29f0ab57077dffa36e4501e7b339220bed2e7e712f3934b00e"
-            ],
-            "version": "==1.0"
-        },
-        "fonttools": {
-            "hashes": [
-                "sha256:2bb244009f9bf3fa100fc3ead6aeb99febe5985fa20afbfbaa2f8946c2fbdaf1",
-                "sha256:820466f43c8be8c3009aef8b87e785014133508f0de64ec469e4efb643ae54fb"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==4.38.0"
-        },
-        "future": {
-            "hashes": [
-                "sha256:34a17436ed1e96697a86f9de3d15a3b0be01d8bc8de9c1dffd59fb8234ed5307"
-            ],
-            "markers": "python_version >= '2.6' and python_version not in '3.0, 3.1, 3.2, 3.3'",
-            "version": "==0.18.3"
-        },
-        "gitdb": {
-            "hashes": [
-                "sha256:6eb990b69df4e15bad899ea868dc46572c3f75339735663b81de79b06f17eb9a",
-                "sha256:c286cf298426064079ed96a9e4a9d39e7f3e9bf15ba60701e95f5492f28415c7"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==4.0.10"
-        },
-        "gitpython": {
-            "hashes": [
-                "sha256:769c2d83e13f5d938b7688479da374c4e3d49f71549aaf462b646db9602ea6f8",
-                "sha256:cd455b0000615c60e286208ba540271af9fe531fa6a87cc590a7298785ab2882"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==3.1.30"
-        },
-        "gotrue": {
-            "hashes": [
-                "sha256:38387269bbf2c0f11f4c788c4488d335e9c9319c21b8cc16c186cd09b88abe92",
-                "sha256:de3112486202b376e7caa68c531cf2033e349d8e81f696bfab68f1b70b7f74f1"
-            ],
-            "index": "pypi",
-            "version": "==0.5.4"
-        },
-        "h11": {
-            "hashes": [
-                "sha256:8f19fbbe99e72420ff35c00b27a34cb9937e902a8b810e2c88300c6f0a3b699d",
-                "sha256:e3fe4ac4b851c468cc8363d500db52c2ead036020723024a109d37346efaa761"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==0.14.0"
-        },
-        "html5lib": {
-            "hashes": [
-                "sha256:0d78f8fde1c230e99fe37986a60526d7049ed4bf8a9fadbad5f00e22e58e041d",
-                "sha256:b2e5b40261e20f354d198eae92afc10d750afb487ed5e50f9c4eaf07c184146f"
-            ],
-            "markers": "python_version >= '2.7' and python_version not in '3.0, 3.1, 3.2, 3.3, 3.4'",
-            "version": "==1.1"
-        },
-        "httpcore": {
-            "hashes": [
-                "sha256:c5d6f04e2fc530f39e0c077e6a30caa53f1451096120f1f38b954afd0b17c0cb",
-                "sha256:da1fb708784a938aa084bde4feb8317056c55037247c787bd7e19eb2c2949dc0"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==0.16.3"
-        },
-        "httpx": {
-            "hashes": [
-                "sha256:9818458eb565bb54898ccb9b8b251a28785dd4a55afbc23d0eb410754fe7d0f9",
-                "sha256:a211fcce9b1254ea24f0cd6af9869b3d29aba40154e947d2a07bb499b3e310d6"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==0.23.3"
-        },
-        "idna": {
-            "hashes": [
-                "sha256:814f528e8dead7d329833b91c5faa87d60bf71824cd12a7530b5526063d02cb4",
-                "sha256:90b77e79eaa3eba6de819a0c442c0b4ceefc341a7a2ab77d7562bf49f425c5c2"
-            ],
-            "markers": "python_version >= '3.5'",
-            "version": "==3.4"
-        },
-        "importlib-metadata": {
-            "hashes": [
-                "sha256:7efb448ec9a5e313a57655d35aa54cd3e01b7e1fbcf72dce1bf06119420f5bad",
-                "sha256:e354bedeb60efa6affdcc8ae121b73544a7aa74156d047311948f6d711cd378d"
-            ],
-            "markers": "python_version < '3.12'",
-            "version": "==6.0.0"
-        },
-        "invoke": {
-            "hashes": [
-                "sha256:41b428342d466a82135d5ab37119685a989713742be46e42a3a399d685579314",
-                "sha256:d9694a865764dd3fd91f25f7e9a97fb41666e822bbb00e670091e3f43933574d"
-            ],
-            "version": "==1.7.3"
-        },
-        "jaraco.classes": {
-            "hashes": [
-                "sha256:2353de3288bc6b82120752201c6b1c1a14b058267fa424ed5ce5984e3b922158",
-                "sha256:89559fa5c1d3c34eff6f631ad80bb21f378dbcbb35dd161fd2c6b93f5be2f98a"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==3.2.3"
-        },
-        "jeepney": {
-            "hashes": [
-                "sha256:5efe48d255973902f6badc3ce55e2aa6c5c3b3bc642059ef3a91247bcfcc5806",
-                "sha256:c0a454ad016ca575060802ee4d590dd912e35c122fa04e70306de3d076cce755"
-            ],
-            "markers": "sys_platform == 'linux'",
-            "version": "==0.8.0"
-        },
-        "jinja2": {
-            "hashes": [
-                "sha256:31351a702a408a9e7595a8fc6150fc3f43bb6bf7e319770cbc0db9df9437e852",
-                "sha256:6088930bfe239f0e6710546ab9c19c9ef35e29792895fed6e6e31a023a182a61"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==3.1.2"
-        },
-        "joblib": {
-            "hashes": [
-                "sha256:091138ed78f800342968c523bdde947e7a305b8594b910a0fea2ab83c3c6d385",
-                "sha256:e1cee4a79e4af22881164f218d4311f60074197fb707e082e803b61f6d137018"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==1.2.0"
-        },
-        "keyring": {
-            "hashes": [
-                "sha256:771ed2a91909389ed6148631de678f82ddc73737d85a927f382a8a1b157898cd",
-                "sha256:ba2e15a9b35e21908d0aaf4e0a47acc52d6ae33444df0da2b49d41a46ef6d678"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==23.13.1"
-        },
-        "kiwisolver": {
-            "hashes": [
-                "sha256:02f79693ec433cb4b5f51694e8477ae83b3205768a6fb48ffba60549080e295b",
-                "sha256:03baab2d6b4a54ddbb43bba1a3a2d1627e82d205c5cf8f4c924dc49284b87166",
-                "sha256:1041feb4cda8708ce73bb4dcb9ce1ccf49d553bf87c3954bdfa46f0c3f77252c",
-                "sha256:10ee06759482c78bdb864f4109886dff7b8a56529bc1609d4f1112b93fe6423c",
-                "sha256:1d1573129aa0fd901076e2bfb4275a35f5b7aa60fbfb984499d661ec950320b0",
-                "sha256:283dffbf061a4ec60391d51e6155e372a1f7a4f5b15d59c8505339454f8989e4",
-                "sha256:28bc5b299f48150b5f822ce68624e445040595a4ac3d59251703779836eceff9",
-                "sha256:2a66fdfb34e05b705620dd567f5a03f239a088d5a3f321e7b6ac3239d22aa286",
-                "sha256:2e307eb9bd99801f82789b44bb45e9f541961831c7311521b13a6c85afc09767",
-                "sha256:2e407cb4bd5a13984a6c2c0fe1845e4e41e96f183e5e5cd4d77a857d9693494c",
-                "sha256:2f5e60fabb7343a836360c4f0919b8cd0d6dbf08ad2ca6b9cf90bf0c76a3c4f6",
-                "sha256:36dafec3d6d6088d34e2de6b85f9d8e2324eb734162fba59d2ba9ed7a2043d5b",
-                "sha256:3fe20f63c9ecee44560d0e7f116b3a747a5d7203376abeea292ab3152334d004",
-                "sha256:41dae968a94b1ef1897cb322b39360a0812661dba7c682aa45098eb8e193dbdf",
-                "sha256:4bd472dbe5e136f96a4b18f295d159d7f26fd399136f5b17b08c4e5f498cd494",
-                "sha256:4ea39b0ccc4f5d803e3337dd46bcce60b702be4d86fd0b3d7531ef10fd99a1ac",
-                "sha256:5853eb494c71e267912275e5586fe281444eb5e722de4e131cddf9d442615626",
-                "sha256:5bce61af018b0cb2055e0e72e7d65290d822d3feee430b7b8203d8a855e78766",
-                "sha256:6295ecd49304dcf3bfbfa45d9a081c96509e95f4b9d0eb7ee4ec0530c4a96514",
-                "sha256:62ac9cc684da4cf1778d07a89bf5f81b35834cb96ca523d3a7fb32509380cbf6",
-                "sha256:70e7c2e7b750585569564e2e5ca9845acfaa5da56ac46df68414f29fea97be9f",
-                "sha256:7577c1987baa3adc4b3c62c33bd1118c3ef5c8ddef36f0f2c950ae0b199e100d",
-                "sha256:75facbe9606748f43428fc91a43edb46c7ff68889b91fa31f53b58894503a191",
-                "sha256:787518a6789009c159453da4d6b683f468ef7a65bbde796bcea803ccf191058d",
-                "sha256:78d6601aed50c74e0ef02f4204da1816147a6d3fbdc8b3872d263338a9052c51",
-                "sha256:7c43e1e1206cd421cd92e6b3280d4385d41d7166b3ed577ac20444b6995a445f",
-                "sha256:81e38381b782cc7e1e46c4e14cd997ee6040768101aefc8fa3c24a4cc58e98f8",
-                "sha256:841293b17ad704d70c578f1f0013c890e219952169ce8a24ebc063eecf775454",
-                "sha256:872b8ca05c40d309ed13eb2e582cab0c5a05e81e987ab9c521bf05ad1d5cf5cb",
-                "sha256:877272cf6b4b7e94c9614f9b10140e198d2186363728ed0f701c6eee1baec1da",
-                "sha256:8c808594c88a025d4e322d5bb549282c93c8e1ba71b790f539567932722d7bd8",
-                "sha256:8ed58b8acf29798b036d347791141767ccf65eee7f26bde03a71c944449e53de",
-                "sha256:91672bacaa030f92fc2f43b620d7b337fd9a5af28b0d6ed3f77afc43c4a64b5a",
-                "sha256:968f44fdbf6dd757d12920d63b566eeb4d5b395fd2d00d29d7ef00a00582aac9",
-                "sha256:9f85003f5dfa867e86d53fac6f7e6f30c045673fa27b603c397753bebadc3008",
-                "sha256:a553dadda40fef6bfa1456dc4be49b113aa92c2a9a9e8711e955618cd69622e3",
-                "sha256:a68b62a02953b9841730db7797422f983935aeefceb1679f0fc85cbfbd311c32",
-                "sha256:abbe9fa13da955feb8202e215c4018f4bb57469b1b78c7a4c5c7b93001699938",
-                "sha256:ad881edc7ccb9d65b0224f4e4d05a1e85cf62d73aab798943df6d48ab0cd79a1",
-                "sha256:b1792d939ec70abe76f5054d3f36ed5656021dcad1322d1cc996d4e54165cef9",
-                "sha256:b428ef021242344340460fa4c9185d0b1f66fbdbfecc6c63eff4b7c29fad429d",
-                "sha256:b533558eae785e33e8c148a8d9921692a9fe5aa516efbdff8606e7d87b9d5824",
-                "sha256:ba59c92039ec0a66103b1d5fe588fa546373587a7d68f5c96f743c3396afc04b",
-                "sha256:bc8d3bd6c72b2dd9decf16ce70e20abcb3274ba01b4e1c96031e0c4067d1e7cd",
-                "sha256:bc9db8a3efb3e403e4ecc6cd9489ea2bac94244f80c78e27c31dcc00d2790ac2",
-                "sha256:bf7d9fce9bcc4752ca4a1b80aabd38f6d19009ea5cbda0e0856983cf6d0023f5",
-                "sha256:c2dbb44c3f7e6c4d3487b31037b1bdbf424d97687c1747ce4ff2895795c9bf69",
-                "sha256:c79ebe8f3676a4c6630fd3f777f3cfecf9289666c84e775a67d1d358578dc2e3",
-                "sha256:c97528e64cb9ebeff9701e7938653a9951922f2a38bd847787d4a8e498cc83ae",
-                "sha256:d0611a0a2a518464c05ddd5a3a1a0e856ccc10e67079bb17f265ad19ab3c7597",
-                "sha256:d06adcfa62a4431d404c31216f0f8ac97397d799cd53800e9d3efc2fbb3cf14e",
-                "sha256:d41997519fcba4a1e46eb4a2fe31bc12f0ff957b2b81bac28db24744f333e955",
-                "sha256:d5b61785a9ce44e5a4b880272baa7cf6c8f48a5180c3e81c59553ba0cb0821ca",
-                "sha256:da152d8cdcab0e56e4f45eb08b9aea6455845ec83172092f09b0e077ece2cf7a",
-                "sha256:da7e547706e69e45d95e116e6939488d62174e033b763ab1496b4c29b76fabea",
-                "sha256:db5283d90da4174865d520e7366801a93777201e91e79bacbac6e6927cbceede",
-                "sha256:db608a6757adabb32f1cfe6066e39b3706d8c3aa69bbc353a5b61edad36a5cb4",
-                "sha256:e0ea21f66820452a3f5d1655f8704a60d66ba1191359b96541eaf457710a5fc6",
-                "sha256:e7da3fec7408813a7cebc9e4ec55afed2d0fd65c4754bc376bf03498d4e92686",
-                "sha256:e92a513161077b53447160b9bd8f522edfbed4bd9759e4c18ab05d7ef7e49408",
-                "sha256:ecb1fa0db7bf4cff9dac752abb19505a233c7f16684c5826d1f11ebd9472b871",
-                "sha256:efda5fc8cc1c61e4f639b8067d118e742b812c930f708e6667a5ce0d13499e29",
-                "sha256:f0a1dbdb5ecbef0d34eb77e56fcb3e95bbd7e50835d9782a45df81cc46949750",
-                "sha256:f0a71d85ecdd570ded8ac3d1c0f480842f49a40beb423bb8014539a9f32a5897",
-                "sha256:f4f270de01dd3e129a72efad823da90cc4d6aafb64c410c9033aba70db9f1ff0",
-                "sha256:f6cb459eea32a4e2cf18ba5fcece2dbdf496384413bc1bae15583f19e567f3b2",
-                "sha256:f8ad8285b01b0d4695102546b342b493b3ccc6781fc28c8c6a1bb63e95d22f09",
-                "sha256:f9f39e2f049db33a908319cf46624a569b36983c7c78318e9726a4cb8923b26c"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==1.4.4"
-        },
-        "lightkurve": {
-            "hashes": [
-                "sha256:81ac781acb7ebf42b3d5eb441aec4a84016daadb364ec21d7ee1b0e972d126a7",
-                "sha256:ba4770ae286cf3b418b79c3580d1965292dcc3f5083ed955803529d55f717b6f"
-            ],
-            "index": "pypi",
-            "version": "==2.3.0"
-        },
-        "markupsafe": {
-            "hashes": [
-                "sha256:0576fe974b40a400449768941d5d0858cc624e3249dfd1e0c33674e5c7ca7aed",
-                "sha256:085fd3201e7b12809f9e6e9bc1e5c96a368c8523fad5afb02afe3c051ae4afcc",
-                "sha256:090376d812fb6ac5f171e5938e82e7f2d7adc2b629101cec0db8b267815c85e2",
-                "sha256:0b462104ba25f1ac006fdab8b6a01ebbfbce9ed37fd37fd4acd70c67c973e460",
-                "sha256:137678c63c977754abe9086a3ec011e8fd985ab90631145dfb9294ad09c102a7",
-                "sha256:1bea30e9bf331f3fef67e0a3877b2288593c98a21ccb2cf29b74c581a4eb3af0",
-                "sha256:22152d00bf4a9c7c83960521fc558f55a1adbc0631fbb00a9471e097b19d72e1",
-                "sha256:22731d79ed2eb25059ae3df1dfc9cb1546691cc41f4e3130fe6bfbc3ecbbecfa",
-                "sha256:2298c859cfc5463f1b64bd55cb3e602528db6fa0f3cfd568d3605c50678f8f03",
-                "sha256:28057e985dace2f478e042eaa15606c7efccb700797660629da387eb289b9323",
-                "sha256:2e7821bffe00aa6bd07a23913b7f4e01328c3d5cc0b40b36c0bd81d362faeb65",
-                "sha256:2ec4f2d48ae59bbb9d1f9d7efb9236ab81429a764dedca114f5fdabbc3788013",
-                "sha256:340bea174e9761308703ae988e982005aedf427de816d1afe98147668cc03036",
-                "sha256:40627dcf047dadb22cd25ea7ecfe9cbf3bbbad0482ee5920b582f3809c97654f",
-                "sha256:40dfd3fefbef579ee058f139733ac336312663c6706d1163b82b3003fb1925c4",
-                "sha256:4cf06cdc1dda95223e9d2d3c58d3b178aa5dacb35ee7e3bbac10e4e1faacb419",
-                "sha256:50c42830a633fa0cf9e7d27664637532791bfc31c731a87b202d2d8ac40c3ea2",
-                "sha256:55f44b440d491028addb3b88f72207d71eeebfb7b5dbf0643f7c023ae1fba619",
-                "sha256:608e7073dfa9e38a85d38474c082d4281f4ce276ac0010224eaba11e929dd53a",
-                "sha256:63ba06c9941e46fa389d389644e2d8225e0e3e5ebcc4ff1ea8506dce646f8c8a",
-                "sha256:65608c35bfb8a76763f37036547f7adfd09270fbdbf96608be2bead319728fcd",
-                "sha256:665a36ae6f8f20a4676b53224e33d456a6f5a72657d9c83c2aa00765072f31f7",
-                "sha256:6d6607f98fcf17e534162f0709aaad3ab7a96032723d8ac8750ffe17ae5a0666",
-                "sha256:7313ce6a199651c4ed9d7e4cfb4aa56fe923b1adf9af3b420ee14e6d9a73df65",
-                "sha256:7668b52e102d0ed87cb082380a7e2e1e78737ddecdde129acadb0eccc5423859",
-                "sha256:7df70907e00c970c60b9ef2938d894a9381f38e6b9db73c5be35e59d92e06625",
-                "sha256:7e007132af78ea9df29495dbf7b5824cb71648d7133cf7848a2a5dd00d36f9ff",
-                "sha256:835fb5e38fd89328e9c81067fd642b3593c33e1e17e2fdbf77f5676abb14a156",
-                "sha256:8bca7e26c1dd751236cfb0c6c72d4ad61d986e9a41bbf76cb445f69488b2a2bd",
-                "sha256:8db032bf0ce9022a8e41a22598eefc802314e81b879ae093f36ce9ddf39ab1ba",
-                "sha256:99625a92da8229df6d44335e6fcc558a5037dd0a760e11d84be2260e6f37002f",
-                "sha256:9cad97ab29dfc3f0249b483412c85c8ef4766d96cdf9dcf5a1e3caa3f3661cf1",
-                "sha256:a4abaec6ca3ad8660690236d11bfe28dfd707778e2442b45addd2f086d6ef094",
-                "sha256:a6e40afa7f45939ca356f348c8e23048e02cb109ced1eb8420961b2f40fb373a",
-                "sha256:a6f2fcca746e8d5910e18782f976489939d54a91f9411c32051b4aab2bd7c513",
-                "sha256:a806db027852538d2ad7555b203300173dd1b77ba116de92da9afbc3a3be3eed",
-                "sha256:abcabc8c2b26036d62d4c746381a6f7cf60aafcc653198ad678306986b09450d",
-                "sha256:b8526c6d437855442cdd3d87eede9c425c4445ea011ca38d937db299382e6fa3",
-                "sha256:bb06feb762bade6bf3c8b844462274db0c76acc95c52abe8dbed28ae3d44a147",
-                "sha256:c0a33bc9f02c2b17c3ea382f91b4db0e6cde90b63b296422a939886a7a80de1c",
-                "sha256:c4a549890a45f57f1ebf99c067a4ad0cb423a05544accaf2b065246827ed9603",
-                "sha256:ca244fa73f50a800cf8c3ebf7fd93149ec37f5cb9596aa8873ae2c1d23498601",
-                "sha256:cf877ab4ed6e302ec1d04952ca358b381a882fbd9d1b07cccbfd61783561f98a",
-                "sha256:d9d971ec1e79906046aa3ca266de79eac42f1dbf3612a05dc9368125952bd1a1",
-                "sha256:da25303d91526aac3672ee6d49a2f3db2d9502a4a60b55519feb1a4c7714e07d",
-                "sha256:e55e40ff0cc8cc5c07996915ad367fa47da6b3fc091fdadca7f5403239c5fec3",
-                "sha256:f03a532d7dee1bed20bc4884194a16160a2de9ffc6354b3878ec9682bb623c54",
-                "sha256:f1cd098434e83e656abf198f103a8207a8187c0fc110306691a2e94a78d0abb2",
-                "sha256:f2bfb563d0211ce16b63c7cb9395d2c682a23187f54c3d79bfec33e6705473c6",
-                "sha256:f8ffb705ffcf5ddd0e80b65ddf7bed7ee4f5a441ea7d3419e861a12eaf41af58"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==2.1.2"
-        },
-        "matplotlib": {
-            "hashes": [
-                "sha256:01b7f521a9a73c383825813af255f8c4485d1706e4f3e2ed5ae771e4403a40ab",
-                "sha256:11011c97d62c1db7bc20509572557842dbb8c2a2ddd3dd7f20501aa1cde3e54e",
-                "sha256:1183877d008c752d7d535396096c910f4663e4b74a18313adee1213328388e1e",
-                "sha256:12f999661589981e74d793ee2f41b924b3b87d65fd929f6153bf0f30675c59b1",
-                "sha256:1c235bf9be052347373f589e018988cad177abb3f997ab1a2e2210c41562cc0c",
-                "sha256:1f4d69707b1677560cd952544ee4962f68ff07952fb9069ff8c12b56353cb8c9",
-                "sha256:1fcc4cad498533d3c393a160975acc9b36ffa224d15a6b90ae579eacee5d8579",
-                "sha256:2787a16df07370dcba385fe20cdd0cc3cfaabd3c873ddabca78c10514c799721",
-                "sha256:29f17b7f2e068dc346687cbdf80b430580bab42346625821c2d3abf3a1ec5417",
-                "sha256:38d38cb1ea1d80ee0f6351b65c6f76cad6060bbbead015720ba001348ae90f0c",
-                "sha256:3f56a7252eee8f3438447f75f5e1148a1896a2756a92285fe5d73bed6deebff4",
-                "sha256:5223affa21050fb6118353c1380c15e23aedfb436bf3e162c26dc950617a7519",
-                "sha256:57ad1aee29043163374bfa8990e1a2a10ff72c9a1bfaa92e9c46f6ea59269121",
-                "sha256:59400cc9451094b7f08cc3f321972e6e1db4cd37a978d4e8a12824bf7fd2f03b",
-                "sha256:68d94a436f62b8a861bf3ace82067a71bafb724b4e4f9133521e4d8012420dd7",
-                "sha256:6adc441b5b2098a4b904bbf9d9e92fb816fef50c55aa2ea6a823fc89b94bb838",
-                "sha256:6d81b11ede69e3a751424b98dc869c96c10256b2206bfdf41f9c720eee86844c",
-                "sha256:73b93af33634ed919e72811c9703e1105185cd3fb46d76f30b7f4cfbbd063f89",
-                "sha256:77b384cee7ab8cf75ffccbfea351a09b97564fc62d149827a5e864bec81526e5",
-                "sha256:79e501eb847f4a489eb7065bb8d3187117f65a4c02d12ea3a19d6c5bef173bcc",
-                "sha256:809119d1cba3ece3c9742eb01827fe7a0e781ea3c5d89534655a75e07979344f",
-                "sha256:80c166a0e28512e26755f69040e6bf2f946a02ffdb7c00bf6158cca3d2b146e6",
-                "sha256:81b409b2790cf8d7c1ef35920f01676d2ae7afa8241844e7aa5484fdf493a9a0",
-                "sha256:994637e2995b0342699b396a320698b07cd148bbcf2dd2fa2daba73f34dd19f2",
-                "sha256:9ceebaf73f1a3444fa11014f38b9da37ff7ea328d6efa1652241fe3777bfdab9",
-                "sha256:9fb8fb19d03abf3c5dab89a8677e62c4023632f919a62b6dd1d6d2dbf42cd9f5",
-                "sha256:acc3b1a4bddbf56fe461e36fb9ef94c2cb607fc90d24ccc650040bfcc7610de4",
-                "sha256:bbddfeb1495484351fb5b30cf5bdf06b3de0bc4626a707d29e43dfd61af2a780",
-                "sha256:bbf269e1d24bc25247095d71c7a969813f7080e2a7c6fa28931a603f747ab012",
-                "sha256:bebcff4c3ed02c6399d47329f3554193abd824d3d53b5ca02cf583bcd94470e2",
-                "sha256:c3f08df2ac4636249b8bc7a85b8b82c983bef1441595936f62c2918370ca7e1d",
-                "sha256:ca94f0362f6b6f424b555b956971dcb94b12d0368a6c3e07dc7a40d32d6d873d",
-                "sha256:d00c248ab6b92bea3f8148714837937053a083ff03b4c5e30ed37e28fc0e7e56",
-                "sha256:d2cfaa7fd62294d945b8843ea24228a27c8e7c5b48fa634f3c168153b825a21b",
-                "sha256:d5f18430f5cfa5571ab8f4c72c89af52aa0618e864c60028f11a857d62200cba",
-                "sha256:debeab8e2ab07e5e3dac33e12456da79c7e104270d2b2d1df92b9e40347cca75",
-                "sha256:dfba7057609ca9567b9704626756f0142e97ec8c5ba2c70c6e7bd1c25ef99f06",
-                "sha256:e0a64d7cc336b52e90f59e6d638ae847b966f68582a7af041e063d568e814740",
-                "sha256:eb9421c403ffd387fbe729de6d9a03005bf42faba5e8432f4e51e703215b49fc",
-                "sha256:faff486b36530a836a6b4395850322e74211cd81fc17f28b4904e1bd53668e3e",
-                "sha256:ff2aa84e74f80891e6bcf292ebb1dd57714ffbe13177642d65fee25384a30894"
-            ],
-            "markers": "python_version >= '3.8'",
-            "version": "==3.6.3"
-        },
-        "memoization": {
-            "hashes": [
-                "sha256:fde5e7cd060ef45b135e0310cfec17b2029dc472ccb5bbbbb42a503d4538a135"
-            ],
-            "markers": "python_version >= '3.8' and python_version < '4.0'",
-            "version": "==0.4.0"
-        },
-        "more-itertools": {
-            "hashes": [
-                "sha256:250e83d7e81d0c87ca6bd942e6aeab8cc9daa6096d12c5308f3f92fa5e5c1f41",
-                "sha256:5a6257e40878ef0520b1803990e3e22303a41b5714006c32a3fd8304b26ea1ab"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==9.0.0"
-        },
-        "numpy": {
-            "hashes": [
-                "sha256:0044f7d944ee882400890f9ae955220d29b33d809a038923d88e4e01d652acd9",
-                "sha256:0e3463e6ac25313462e04aea3fb8a0a30fb906d5d300f58b3bc2c23da6a15398",
-                "sha256:179a7ef0889ab769cc03573b6217f54c8bd8e16cef80aad369e1e8185f994cd7",
-                "sha256:2386da9a471cc00a1f47845e27d916d5ec5346ae9696e01a8a34760858fe9dd2",
-                "sha256:26089487086f2648944f17adaa1a97ca6aee57f513ba5f1c0b7ebdabbe2b9954",
-                "sha256:28bc9750ae1f75264ee0f10561709b1462d450a4808cd97c013046073ae64ab6",
-                "sha256:28e418681372520c992805bb723e29d69d6b7aa411065f48216d8329d02ba032",
-                "sha256:442feb5e5bada8408e8fcd43f3360b78683ff12a4444670a7d9e9824c1817d36",
-                "sha256:6ec0c021cd9fe732e5bab6401adea5a409214ca5592cd92a114f7067febcba0c",
-                "sha256:7094891dcf79ccc6bc2a1f30428fa5edb1e6fb955411ffff3401fb4ea93780a8",
-                "sha256:84e789a085aabef2f36c0515f45e459f02f570c4b4c4c108ac1179c34d475ed7",
-                "sha256:87a118968fba001b248aac90e502c0b13606721b1343cdaddbc6e552e8dfb56f",
-                "sha256:8e669fbdcdd1e945691079c2cae335f3e3a56554e06bbd45d7609a6cf568c700",
-                "sha256:ad2925567f43643f51255220424c23d204024ed428afc5aad0f86f3ffc080086",
-                "sha256:b0677a52f5d896e84414761531947c7a330d1adc07c3a4372262f25d84af7bf7",
-                "sha256:b07b40f5fb4fa034120a5796288f24c1fe0e0580bbfff99897ba6267af42def2",
-                "sha256:b09804ff570b907da323b3d762e74432fb07955701b17b08ff1b5ebaa8cfe6a9",
-                "sha256:b162ac10ca38850510caf8ea33f89edcb7b0bb0dfa5592d59909419986b72407",
-                "sha256:b31da69ed0c18be8b77bfce48d234e55d040793cebb25398e2a7d84199fbc7e2",
-                "sha256:caf65a396c0d1f9809596be2e444e3bd4190d86d5c1ce21f5fc4be60a3bc5b36",
-                "sha256:cfa1161c6ac8f92dea03d625c2d0c05e084668f4a06568b77a25a89111621566",
-                "sha256:dae46bed2cb79a58d6496ff6d8da1e3b95ba09afeca2e277628171ca99b99db1",
-                "sha256:ddc7ab52b322eb1e40521eb422c4e0a20716c271a306860979d450decbb51b8e",
-                "sha256:de92efa737875329b052982e37bd4371d52cabf469f83e7b8be9bb7752d67e51",
-                "sha256:e274f0f6c7efd0d577744f52032fdd24344f11c5ae668fe8d01aac0422611df1",
-                "sha256:ed5fb71d79e771ec930566fae9c02626b939e37271ec285e9efaf1b5d4370e7d",
-                "sha256:ef85cf1f693c88c1fd229ccd1055570cb41cdf4875873b7728b6301f12cd05bf",
-                "sha256:f1b739841821968798947d3afcefd386fa56da0caf97722a5de53e07c4ccedc7"
-            ],
-            "markers": "python_version >= '3.8'",
-            "version": "==1.24.1"
-        },
-        "oktopus": {
-            "hashes": [
-                "sha256:54ac25dfc21ce3507e2ad4f080f2d5e692986414be50c84a0789aa03371ac7d9"
-            ],
-            "version": "==0.1.2"
-        },
-        "packaging": {
-            "hashes": [
-                "sha256:714ac14496c3e68c99c29b00845f7a2b85f3bb6f1078fd9f72fd20f0570002b2",
-                "sha256:b6ad297f8907de0fa2fe1ccbd26fdaf387f5f47c7275fedf8cce89f99446cf97"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==23.0"
-        },
-        "pandas": {
-            "hashes": [
-                "sha256:14e45300521902689a81f3f41386dc86f19b8ba8dd5ac5a3c7010ef8d2932813",
-                "sha256:26d9c71772c7afb9d5046e6e9cf42d83dd147b5cf5bcb9d97252077118543792",
-                "sha256:3749077d86e3a2f0ed51367f30bf5b82e131cc0f14260c4d3e499186fccc4406",
-                "sha256:41179ce559943d83a9b4bbacb736b04c928b095b5f25dd2b7389eda08f46f373",
-                "sha256:478ff646ca42b20376e4ed3fa2e8d7341e8a63105586efe54fa2508ee087f328",
-                "sha256:50869a35cbb0f2e0cd5ec04b191e7b12ed688874bd05dd777c19b28cbea90996",
-                "sha256:565fa34a5434d38e9d250af3c12ff931abaf88050551d9fbcdfafca50d62babf",
-                "sha256:5f2b952406a1588ad4cad5b3f55f520e82e902388a6d5a4a91baa8d38d23c7f6",
-                "sha256:5fbcb19d6fceb9e946b3e23258757c7b225ba450990d9ed63ccceeb8cae609f7",
-                "sha256:6973549c01ca91ec96199e940495219c887ea815b2083722821f1d7abfa2b4dc",
-                "sha256:74a3fd7e5a7ec052f183273dc7b0acd3a863edf7520f5d3a1765c04ffdb3b0b1",
-                "sha256:7a0a56cef15fd1586726dace5616db75ebcfec9179a3a55e78f72c5639fa2a23",
-                "sha256:7cec0bee9f294e5de5bbfc14d0573f65526071029d036b753ee6507d2a21480a",
-                "sha256:87bd9c03da1ac870a6d2c8902a0e1fd4267ca00f13bc494c9e5a9020920e1d51",
-                "sha256:972d8a45395f2a2d26733eb8d0f629b2f90bebe8e8eddbb8829b180c09639572",
-                "sha256:9842b6f4b8479e41968eced654487258ed81df7d1c9b7b870ceea24ed9459b31",
-                "sha256:9f69c4029613de47816b1bb30ff5ac778686688751a5e9c99ad8c7031f6508e5",
-                "sha256:a50d9a4336a9621cab7b8eb3fb11adb82de58f9b91d84c2cd526576b881a0c5a",
-                "sha256:bc4c368f42b551bf72fac35c5128963a171b40dce866fb066540eeaf46faa003",
-                "sha256:c39a8da13cede5adcd3be1182883aea1c925476f4e84b2807a46e2775306305d",
-                "sha256:c3ac844a0fe00bfaeb2c9b51ab1424e5c8744f89860b138434a363b1f620f354",
-                "sha256:c4c00e0b0597c8e4f59e8d461f797e5d70b4d025880516a8261b2817c47759ee",
-                "sha256:c74a62747864ed568f5a82a49a23a8d7fe171d0c69038b38cedf0976831296fa",
-                "sha256:dd05f7783b3274aa206a1af06f0ceed3f9b412cf665b7247eacd83be41cf7bf0",
-                "sha256:dfd681c5dc216037e0b0a2c821f5ed99ba9f03ebcf119c7dac0e9a7b960b9ec9",
-                "sha256:e474390e60ed609cec869b0da796ad94f420bb057d86784191eefc62b65819ae",
-                "sha256:f76d097d12c82a535fda9dfe5e8dd4127952b45fea9b0276cb30cca5ea313fbc"
-            ],
-            "markers": "python_version >= '3.8'",
-            "version": "==1.5.3"
-        },
-        "patsy": {
-            "hashes": [
-                "sha256:7eb5349754ed6aa982af81f636479b1b8db9d5b1a6e957a6016ec0534b5c86b7",
-                "sha256:bdc18001875e319bc91c812c1eb6a10be4bb13cb81eb763f466179dca3b67277"
-            ],
-            "version": "==0.5.3"
-        },
-        "pillow": {
-            "hashes": [
-                "sha256:013016af6b3a12a2f40b704677f8b51f72cb007dac785a9933d5c86a72a7fe33",
-                "sha256:0845adc64fe9886db00f5ab68c4a8cd933ab749a87747555cec1c95acea64b0b",
-                "sha256:0884ba7b515163a1a05440a138adeb722b8a6ae2c2b33aea93ea3118dd3a899e",
-                "sha256:09b89ddc95c248ee788328528e6a2996e09eaccddeeb82a5356e92645733be35",
-                "sha256:0dd4c681b82214b36273c18ca7ee87065a50e013112eea7d78c7a1b89a739153",
-                "sha256:0e51f608da093e5d9038c592b5b575cadc12fd748af1479b5e858045fff955a9",
-                "sha256:0f3269304c1a7ce82f1759c12ce731ef9b6e95b6df829dccd9fe42912cc48569",
-                "sha256:16a8df99701f9095bea8a6c4b3197da105df6f74e6176c5b410bc2df2fd29a57",
-                "sha256:19005a8e58b7c1796bc0167862b1f54a64d3b44ee5d48152b06bb861458bc0f8",
-                "sha256:1b4b4e9dda4f4e4c4e6896f93e84a8f0bcca3b059de9ddf67dac3c334b1195e1",
-                "sha256:28676836c7796805914b76b1837a40f76827ee0d5398f72f7dcc634bae7c6264",
-                "sha256:2968c58feca624bb6c8502f9564dd187d0e1389964898f5e9e1fbc8533169157",
-                "sha256:3f4cc516e0b264c8d4ccd6b6cbc69a07c6d582d8337df79be1e15a5056b258c9",
-                "sha256:3fa1284762aacca6dc97474ee9c16f83990b8eeb6697f2ba17140d54b453e133",
-                "sha256:43521ce2c4b865d385e78579a082b6ad1166ebed2b1a2293c3be1d68dd7ca3b9",
-                "sha256:451f10ef963918e65b8869e17d67db5e2f4ab40e716ee6ce7129b0cde2876eab",
-                "sha256:46c259e87199041583658457372a183636ae8cd56dbf3f0755e0f376a7f9d0e6",
-                "sha256:46f39cab8bbf4a384ba7cb0bc8bae7b7062b6a11cfac1ca4bc144dea90d4a9f5",
-                "sha256:519e14e2c49fcf7616d6d2cfc5c70adae95682ae20f0395e9280db85e8d6c4df",
-                "sha256:53dcb50fbdc3fb2c55431a9b30caeb2f7027fcd2aeb501459464f0214200a503",
-                "sha256:54614444887e0d3043557d9dbc697dbb16cfb5a35d672b7a0fcc1ed0cf1c600b",
-                "sha256:575d8912dca808edd9acd6f7795199332696d3469665ef26163cd090fa1f8bfa",
-                "sha256:5dd5a9c3091a0f414a963d427f920368e2b6a4c2f7527fdd82cde8ef0bc7a327",
-                "sha256:5f532a2ad4d174eb73494e7397988e22bf427f91acc8e6ebf5bb10597b49c493",
-                "sha256:60e7da3a3ad1812c128750fc1bc14a7ceeb8d29f77e0a2356a8fb2aa8925287d",
-                "sha256:653d7fb2df65efefbcbf81ef5fe5e5be931f1ee4332c2893ca638c9b11a409c4",
-                "sha256:6663977496d616b618b6cfa43ec86e479ee62b942e1da76a2c3daa1c75933ef4",
-                "sha256:6abfb51a82e919e3933eb137e17c4ae9c0475a25508ea88993bb59faf82f3b35",
-                "sha256:6c6b1389ed66cdd174d040105123a5a1bc91d0aa7059c7261d20e583b6d8cbd2",
-                "sha256:6d9dfb9959a3b0039ee06c1a1a90dc23bac3b430842dcb97908ddde05870601c",
-                "sha256:765cb54c0b8724a7c12c55146ae4647e0274a839fb6de7bcba841e04298e1011",
-                "sha256:7a21222644ab69ddd9967cfe6f2bb420b460dae4289c9d40ff9a4896e7c35c9a",
-                "sha256:7ac7594397698f77bce84382929747130765f66406dc2cd8b4ab4da68ade4c6e",
-                "sha256:7cfc287da09f9d2a7ec146ee4d72d6ea1342e770d975e49a8621bf54eaa8f30f",
-                "sha256:83125753a60cfc8c412de5896d10a0a405e0bd88d0470ad82e0869ddf0cb3848",
-                "sha256:847b114580c5cc9ebaf216dd8c8dbc6b00a3b7ab0131e173d7120e6deade1f57",
-                "sha256:87708d78a14d56a990fbf4f9cb350b7d89ee8988705e58e39bdf4d82c149210f",
-                "sha256:8a2b5874d17e72dfb80d917213abd55d7e1ed2479f38f001f264f7ce7bae757c",
-                "sha256:8f127e7b028900421cad64f51f75c051b628db17fb00e099eb148761eed598c9",
-                "sha256:94cdff45173b1919350601f82d61365e792895e3c3a3443cf99819e6fbf717a5",
-                "sha256:99d92d148dd03fd19d16175b6d355cc1b01faf80dae93c6c3eb4163709edc0a9",
-                "sha256:9a3049a10261d7f2b6514d35bbb7a4dfc3ece4c4de14ef5876c4b7a23a0e566d",
-                "sha256:9d9a62576b68cd90f7075876f4e8444487db5eeea0e4df3ba298ee38a8d067b0",
-                "sha256:9e5f94742033898bfe84c93c831a6f552bb629448d4072dd312306bab3bd96f1",
-                "sha256:a1c2d7780448eb93fbcc3789bf3916aa5720d942e37945f4056680317f1cd23e",
-                "sha256:a2e0f87144fcbbe54297cae708c5e7f9da21a4646523456b00cc956bd4c65815",
-                "sha256:a4dfdae195335abb4e89cc9762b2edc524f3c6e80d647a9a81bf81e17e3fb6f0",
-                "sha256:a96e6e23f2b79433390273eaf8cc94fec9c6370842e577ab10dabdcc7ea0a66b",
-                "sha256:aabdab8ec1e7ca7f1434d042bf8b1e92056245fb179790dc97ed040361f16bfd",
-                "sha256:b222090c455d6d1a64e6b7bb5f4035c4dff479e22455c9eaa1bdd4c75b52c80c",
-                "sha256:b52ff4f4e002f828ea6483faf4c4e8deea8d743cf801b74910243c58acc6eda3",
-                "sha256:b70756ec9417c34e097f987b4d8c510975216ad26ba6e57ccb53bc758f490dab",
-                "sha256:b8c2f6eb0df979ee99433d8b3f6d193d9590f735cf12274c108bd954e30ca858",
-                "sha256:b9b752ab91e78234941e44abdecc07f1f0d8f51fb62941d32995b8161f68cfe5",
-                "sha256:ba6612b6548220ff5e9df85261bddc811a057b0b465a1226b39bfb8550616aee",
-                "sha256:bd752c5ff1b4a870b7661234694f24b1d2b9076b8bf337321a814c612665f343",
-                "sha256:c3c4ed2ff6760e98d262e0cc9c9a7f7b8a9f61aa4d47c58835cdaf7b0b8811bb",
-                "sha256:c5c1362c14aee73f50143d74389b2c158707b4abce2cb055b7ad37ce60738d47",
-                "sha256:cb362e3b0976dc994857391b776ddaa8c13c28a16f80ac6522c23d5257156bed",
-                "sha256:d197df5489004db87d90b918033edbeee0bd6df3848a204bca3ff0a903bef837",
-                "sha256:d3b56206244dc8711f7e8b7d6cad4663917cd5b2d950799425076681e8766286",
-                "sha256:d5b2f8a31bd43e0f18172d8ac82347c8f37ef3e0b414431157718aa234991b28",
-                "sha256:d7081c084ceb58278dd3cf81f836bc818978c0ccc770cbbb202125ddabec6628",
-                "sha256:db74f5562c09953b2c5f8ec4b7dfd3f5421f31811e97d1dbc0a7c93d6e3a24df",
-                "sha256:df41112ccce5d47770a0c13651479fbcd8793f34232a2dd9faeccb75eb5d0d0d",
-                "sha256:e1339790c083c5a4de48f688b4841f18df839eb3c9584a770cbd818b33e26d5d",
-                "sha256:e621b0246192d3b9cb1dc62c78cfa4c6f6d2ddc0ec207d43c0dedecb914f152a",
-                "sha256:e8c5cf126889a4de385c02a2c3d3aba4b00f70234bfddae82a5eaa3ee6d5e3e6",
-                "sha256:e9d7747847c53a16a729b6ee5e737cf170f7a16611c143d95aa60a109a59c336",
-                "sha256:eaef5d2de3c7e9b21f1e762f289d17b726c2239a42b11e25446abf82b26ac132",
-                "sha256:ed3e4b4e1e6de75fdc16d3259098de7c6571b1a6cc863b1a49e7d3d53e036070",
-                "sha256:ef21af928e807f10bf4141cad4746eee692a0dd3ff56cfb25fce076ec3cc8abe",
-                "sha256:f09598b416ba39a8f489c124447b007fe865f786a89dbfa48bb5cf395693132a",
-                "sha256:f0caf4a5dcf610d96c3bd32932bfac8aee61c96e60481c2a0ea58da435e25acd",
-                "sha256:f6e78171be3fb7941f9910ea15b4b14ec27725865a73c15277bc39f5ca4f8391",
-                "sha256:f715c32e774a60a337b2bb8ad9839b4abf75b267a0f18806f6f4f5f1688c4b5a",
-                "sha256:fb5c1ad6bad98c57482236a21bf985ab0ef42bd51f7ad4e4538e89a997624e12"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==9.4.0"
-        },
-        "pkginfo": {
-            "hashes": [
-                "sha256:4b7a555a6d5a22169fcc9cf7bfd78d296b0361adad412a346c1226849af5e546",
-                "sha256:8fd5896e8718a4372f0ea9cc9d96f6417c9b986e23a4d116dda26b62cc29d046"
-            ],
-            "markers": "python_version >= '3.6'",
-            "version": "==1.9.6"
-        },
-        "postgrest-py": {
-            "hashes": [
-                "sha256:a3da250c70773974dd17af8148ef2acd19dffcb3f92a950e0ebf41cc242efa5a",
-                "sha256:ecfdd9a3decd042dd0d487ca720a924aa186201e2db5a7fe6af6adbba3c95842"
-            ],
-            "markers": "python_version >= '3.7' and python_version < '4.0'",
-            "version": "==0.10.4"
-        },
-        "pycparser": {
-            "hashes": [
-                "sha256:8ee45429555515e1f6b185e78100aea234072576aa43ab53aefcae078162fca9",
-                "sha256:e644fdec12f7872f86c58ff790da456218b10f863970249516d60a5eaca77206"
-            ],
-            "version": "==2.21"
-        },
-        "pydantic": {
-            "hashes": [
-                "sha256:05a81b006be15655b2a1bae5faa4280cf7c81d0e09fcb49b342ebf826abe5a72",
-                "sha256:0b53e1d41e97063d51a02821b80538053ee4608b9a181c1005441f1673c55423",
-                "sha256:2b3ce5f16deb45c472dde1a0ee05619298c864a20cded09c4edd820e1454129f",
-                "sha256:2e82a6d37a95e0b1b42b82ab340ada3963aea1317fd7f888bb6b9dfbf4fff57c",
-                "sha256:301d626a59edbe5dfb48fcae245896379a450d04baeed50ef40d8199f2733b06",
-                "sha256:39f4a73e5342b25c2959529f07f026ef58147249f9b7431e1ba8414a36761f53",
-                "sha256:4948f264678c703f3877d1c8877c4e3b2e12e549c57795107f08cf70c6ec7774",
-                "sha256:4b05697738e7d2040696b0a66d9f0a10bec0efa1883ca75ee9e55baf511909d6",
-                "sha256:51bdeb10d2db0f288e71d49c9cefa609bca271720ecd0c58009bd7504a0c464c",
-                "sha256:55b1625899acd33229c4352ce0ae54038529b412bd51c4915349b49ca575258f",
-                "sha256:572066051eeac73d23f95ba9a71349c42a3e05999d0ee1572b7860235b850cc6",
-                "sha256:6a05a9db1ef5be0fe63e988f9617ca2551013f55000289c671f71ec16f4985e3",
-                "sha256:6dc1cc241440ed7ca9ab59d9929075445da6b7c94ced281b3dd4cfe6c8cff817",
-                "sha256:6e7124d6855b2780611d9f5e1e145e86667eaa3bd9459192c8dc1a097f5e9903",
-                "sha256:75d52162fe6b2b55964fbb0af2ee58e99791a3138588c482572bb6087953113a",
-                "sha256:78cec42b95dbb500a1f7120bdf95c401f6abb616bbe8785ef09887306792e66e",
-                "sha256:7feb6a2d401f4d6863050f58325b8d99c1e56f4512d98b11ac64ad1751dc647d",
-                "sha256:8775d4ef5e7299a2f4699501077a0defdaac5b6c4321173bcb0f3c496fbadf85",
-                "sha256:887ca463c3bc47103c123bc06919c86720e80e1214aab79e9b779cda0ff92a00",
-                "sha256:9193d4f4ee8feca58bc56c8306bcb820f5c7905fd919e0750acdeeeef0615b28",
-                "sha256:983e720704431a6573d626b00662eb78a07148c9115129f9b4351091ec95ecc3",
-                "sha256:990406d226dea0e8f25f643b370224771878142155b879784ce89f633541a024",
-                "sha256:9cbdc268a62d9a98c56e2452d6c41c0263d64a2009aac69246486f01b4f594c4",
-                "sha256:a48f1953c4a1d9bd0b5167ac50da9a79f6072c63c4cef4cf2a3736994903583e",
-                "sha256:a9a6747cac06c2beb466064dda999a13176b23535e4c496c9d48e6406f92d42d",
-                "sha256:a9f2de23bec87ff306aef658384b02aa7c32389766af3c5dee9ce33e80222dfa",
-                "sha256:b5635de53e6686fe7a44b5cf25fcc419a0d5e5c1a1efe73d49d48fe7586db854",
-                "sha256:b6f9d649892a6f54a39ed56b8dfd5e08b5f3be5f893da430bed76975f3735d15",
-                "sha256:b9a3859f24eb4e097502a3be1fb4b2abb79b6103dd9e2e0edb70613a4459a648",
-                "sha256:cd8702c5142afda03dc2b1ee6bc358b62b3735b2cce53fc77b31ca9f728e4bc8",
-                "sha256:d7b5a3821225f5c43496c324b0d6875fde910a1c2933d726a743ce328fbb2a8c",
-                "sha256:d88c4c0e5c5dfd05092a4b271282ef0588e5f4aaf345778056fc5259ba098857",
-                "sha256:eb992a1ef739cc7b543576337bebfc62c0e6567434e522e97291b251a41dad7f",
-                "sha256:f2f7eb6273dd12472d7f218e1fef6f7c7c2f00ac2e1ecde4db8824c457300416",
-                "sha256:fdf88ab63c3ee282c76d652fc86518aacb737ff35796023fae56a65ced1a5978",
-                "sha256:fdf8d759ef326962b4678d89e275ffc55b7ce59d917d9f72233762061fd04a2d"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==1.10.4"
-        },
-        "pyerfa": {
-            "hashes": [
-                "sha256:041939a7554a98b72885904ffddd8882567191bee62358727679448480174c31",
-                "sha256:0833f8ebba9f84a19a04ee5ca5aa90be75729abfbb8328e7a6d89ed1b04e058c",
-                "sha256:177f50f0e8354f1a7115c2d4784668b365f1cc2f2c7d1e2f4ddf354160559b32",
-                "sha256:1ba3668e1e181a678ce788d23a4f8666aabd8518f77fdde5157ba4744bc73d4a",
-                "sha256:278832de7803f2fb0ef4b14263200f98dfdb3eaa78dc63835d93796fd8fc42c6",
-                "sha256:2fd4637ffe2c1e6ede7482c13f583ba7c73119d78bef90175448ce506a0ede30",
-                "sha256:3285d95dfe398a931a633da961f6f1c0b8690f2a3b1c510a4efe639f784cd9c7",
-                "sha256:36738ba75e7a69e0ea6a7e96a5d33a852816427e7e94e7089c188ef920b02669",
-                "sha256:37249e1e2b378d1f56e9379e4bb8f2cf87645c160a8a3e92166a1b7bb7ad7ea6",
-                "sha256:486e672c52bf58eab61140968660ac7fb3b756116b53c26c334ae95dadd943ee",
-                "sha256:5c077aed4ccd585c1fe2f96ada8edb66e9d27b4ae8ff13ea2783283b298ba0c6",
-                "sha256:629248cebc8626a52e80f69d4e2f30cc6e751f57803f5ba7ec99edd09785d181",
-                "sha256:63a83c35cea8c5d50d53c18089f1e625c0ffc59a7a5b8d44e0f1b3ec5288f183",
-                "sha256:67711a748821c5d91f7a8907b9125094dfc3e5ab6a6b7ad8e207fd6afbe6b37f",
-                "sha256:690116a6026ee84ce5fec794c9e21bdc8c0ac8345d6722323810181486745068",
-                "sha256:7895b7e6f3bc36442d1969bf3bda5a4c3b661be7a5a468798369cbd5d81023d8",
-                "sha256:b8f08f6e6d75a261bb92b707bea19eba2e46a8fcbfb499b789f3eb0d0352ea00",
-                "sha256:b935fa9d10dfd7206760859236640c835aa652609c0ae8a6584593324eb6f318",
-                "sha256:c7ca8c98842f1ae10c1fbcea0e03a41ddc13456da88da2dc9b8335a8c414d7a3",
-                "sha256:d2c10838241aaf17279468dcc731cb2c09bfb7dd7b340c0f527fd70c7c9e53d1",
-                "sha256:d3e7dedce1d7e4e044f6f81d192b1f6b373c8ad6716aa8721ec6d3cf4d36f5f3",
-                "sha256:d603f1e8123f98a0593433aa6dad4ba03f0b0ceef4cb3e96f9a69aa7ab8d5c61",
-                "sha256:da5ee24eaf5e5f841f36885ea16461800b7bea11df5b657bcff85d7a7f51d2d8",
-                "sha256:da89304d6b25ac056e470f44f85770b04c9674eced07a7f93b5eb0ce1edaabd9",
-                "sha256:e86c08c9c0b75e448818473c6d709e3887a439c05a1aa34042d26774251422b7",
-                "sha256:ef5590b2075c50395b958f102988e519e339d96509dfdca0360f26dde94c47e7",
-                "sha256:f00dc4fc48a16eb39fd0121f2f06c03ee762b79a207cc5b0bc17d94191b51302",
-                "sha256:f76fb4b64a87da2af9d0b6b79cc25e1ecc5b4143b2b3c8c9f10b221748c5db4d",
-                "sha256:f9e149bc3d423ae891f6587c1383fd471ae07744b88152e66b5e9f64a8bc9006"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==2.0.0.1"
-        },
-        "pygments": {
-            "hashes": [
-                "sha256:b3ed06a9e8ac9a9aae5a6f5dbe78a8a58655d17b43b93c078f094ddc476ae297",
-                "sha256:fa7bd7bd2771287c0de303af8bfdfc731f51bd2c6a47ab69d117138893b82717"
-            ],
-            "markers": "python_version >= '3.6'",
-            "version": "==2.14.0"
-        },
-        "pyparsing": {
-            "hashes": [
-                "sha256:2b020ecf7d21b687f219b71ecad3631f644a47f01403fa1d1036b0c6416d70fb",
-                "sha256:5026bae9a10eeaefb61dab2f09052b9f4307d44aee4eda64b309723d8d206bbc"
-            ],
-            "markers": "python_full_version >= '3.6.8'",
-            "version": "==3.0.9"
-        },
-        "python-dateutil": {
-            "hashes": [
-                "sha256:0123cacc1627ae19ddf3c27a5de5bd67ee4586fbdd6440d9748f8abb483d3e86",
-                "sha256:961d03dc3453ebbc59dbdea9e4e11c5651520a876d0f4db161e8674aae935da9"
-            ],
-            "markers": "python_version >= '2.7' and python_version not in '3.0, 3.1, 3.2, 3.3'",
-            "version": "==2.8.2"
-        },
-        "python-gitlab": {
-            "hashes": [
-                "sha256:567390c2b93690dae62ed9738bf9f221fa45c01378fdf896089dbf7c8a134fbd",
-                "sha256:a5eb36b49783fda34563376674d5251dbbdbd1abd23b287dadf82f67d861b2c1"
-            ],
-            "markers": "python_full_version >= '3.7.0'",
-            "version": "==3.12.0"
-        },
-        "python-semantic-release": {
-            "hashes": [
-                "sha256:9a29a02b3fb33fc318b07bf77c001c62aed9060d148eca25af7f4aa3afb49f4e",
-                "sha256:ba47100e4ffa74c006529d6a8c22ca98f85ff4c145e8584eb2b17e6830a5116e"
-            ],
-            "version": "==7.32.1"
-        },
-        "pytz": {
-            "hashes": [
-                "sha256:01a0681c4b9684a28304615eba55d1ab31ae00bf68ec157ec3708a8182dbbcd0",
-                "sha256:78f4f37d8198e0627c5f1143240bb0206b8691d8d7ac6d78fee88b78733f8c4a"
-            ],
-            "version": "==2022.7.1"
-        },
-        "pyvo": {
-            "hashes": [
-                "sha256:476b6d2e815de88734299978f5dccde4db5602a3e95d169e922e97f02446b02c",
-                "sha256:b4c5156624d34d80d37007e92d265fa949c5a5633f945f52af2526e6571ab9ff"
-            ],
-            "markers": "python_version >= '3.8'",
-            "version": "==1.4"
-        },
-        "pyyaml": {
-            "hashes": [
-                "sha256:01b45c0191e6d66c470b6cf1b9531a771a83c1c4208272ead47a3ae4f2f603bf",
-                "sha256:0283c35a6a9fbf047493e3a0ce8d79ef5030852c51e9d911a27badfde0605293",
-                "sha256:055d937d65826939cb044fc8c9b08889e8c743fdc6a32b33e2390f66013e449b",
-                "sha256:07751360502caac1c067a8132d150cf3d61339af5691fe9e87803040dbc5db57",
-                "sha256:0b4624f379dab24d3725ffde76559cff63d9ec94e1736b556dacdfebe5ab6d4b",
-                "sha256:0ce82d761c532fe4ec3f87fc45688bdd3a4c1dc5e0b4a19814b9009a29baefd4",
-                "sha256:1e4747bc279b4f613a09eb64bba2ba602d8a6664c6ce6396a4d0cd413a50ce07",
-                "sha256:213c60cd50106436cc818accf5baa1aba61c0189ff610f64f4a3e8c6726218ba",
-                "sha256:231710d57adfd809ef5d34183b8ed1eeae3f76459c18fb4a0b373ad56bedcdd9",
-                "sha256:277a0ef2981ca40581a47093e9e2d13b3f1fbbeffae064c1d21bfceba2030287",
-                "sha256:2cd5df3de48857ed0544b34e2d40e9fac445930039f3cfe4bcc592a1f836d513",
-                "sha256:40527857252b61eacd1d9af500c3337ba8deb8fc298940291486c465c8b46ec0",
-                "sha256:432557aa2c09802be39460360ddffd48156e30721f5e8d917f01d31694216782",
-                "sha256:473f9edb243cb1935ab5a084eb238d842fb8f404ed2193a915d1784b5a6b5fc0",
-                "sha256:48c346915c114f5fdb3ead70312bd042a953a8ce5c7106d5bfb1a5254e47da92",
-                "sha256:50602afada6d6cbfad699b0c7bb50d5ccffa7e46a3d738092afddc1f9758427f",
-                "sha256:68fb519c14306fec9720a2a5b45bc9f0c8d1b9c72adf45c37baedfcd949c35a2",
-                "sha256:77f396e6ef4c73fdc33a9157446466f1cff553d979bd00ecb64385760c6babdc",
-                "sha256:81957921f441d50af23654aa6c5e5eaf9b06aba7f0a19c18a538dc7ef291c5a1",
-                "sha256:819b3830a1543db06c4d4b865e70ded25be52a2e0631ccd2f6a47a2822f2fd7c",
-                "sha256:897b80890765f037df3403d22bab41627ca8811ae55e9a722fd0392850ec4d86",
-                "sha256:98c4d36e99714e55cfbaaee6dd5badbc9a1ec339ebfc3b1f52e293aee6bb71a4",
-                "sha256:9df7ed3b3d2e0ecfe09e14741b857df43adb5a3ddadc919a2d94fbdf78fea53c",
-                "sha256:9fa600030013c4de8165339db93d182b9431076eb98eb40ee068700c9c813e34",
-                "sha256:a80a78046a72361de73f8f395f1f1e49f956c6be882eed58505a15f3e430962b",
-                "sha256:afa17f5bc4d1b10afd4466fd3a44dc0e245382deca5b3c353d8b757f9e3ecb8d",
-                "sha256:b3d267842bf12586ba6c734f89d1f5b871df0273157918b0ccefa29deb05c21c",
-                "sha256:b5b9eccad747aabaaffbc6064800670f0c297e52c12754eb1d976c57e4f74dcb",
-                "sha256:bfaef573a63ba8923503d27530362590ff4f576c626d86a9fed95822a8255fd7",
-                "sha256:c5687b8d43cf58545ade1fe3e055f70eac7a5a1a0bf42824308d868289a95737",
-                "sha256:cba8c411ef271aa037d7357a2bc8f9ee8b58b9965831d9e51baf703280dc73d3",
-                "sha256:d15a181d1ecd0d4270dc32edb46f7cb7733c7c508857278d3d378d14d606db2d",
-                "sha256:d4b0ba9512519522b118090257be113b9468d804b19d63c71dbcf4a48fa32358",
-                "sha256:d4db7c7aef085872ef65a8fd7d6d09a14ae91f691dec3e87ee5ee0539d516f53",
-                "sha256:d4eccecf9adf6fbcc6861a38015c2a64f38b9d94838ac1810a9023a0609e1b78",
-                "sha256:d67d839ede4ed1b28a4e8909735fc992a923cdb84e618544973d7dfc71540803",
-                "sha256:daf496c58a8c52083df09b80c860005194014c3698698d1a57cbcfa182142a3a",
-                "sha256:dbad0e9d368bb989f4515da330b88a057617d16b6a8245084f1b05400f24609f",
-                "sha256:e61ceaab6f49fb8bdfaa0f92c4b57bcfbea54c09277b1b4f7ac376bfb7a7c174",
-                "sha256:f84fbc98b019fef2ee9a1cb3ce93e3187a6df0b2538a651bfb890254ba9f90b5"
-            ],
-            "markers": "python_version >= '3.6'",
-            "version": "==6.0"
-        },
-        "readme-renderer": {
-            "hashes": [
-                "sha256:cd653186dfc73055656f090f227f5cb22a046d7f71a841dfa305f55c9a513273",
-                "sha256:f67a16caedfa71eef48a31b39708637a6f4664c4394801a7b0d6432d13907343"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==37.3"
-        },
-        "realtime": {
-            "hashes": [
-                "sha256:4f4c940578f1638b777e4e30bc96295f155d3ff77ea328187b5347b35a96ad20",
-                "sha256:87e99fdf76848b18cea1057d689442c48d7e42ec936d59e6ad6d331ac65e8950"
-            ],
-            "markers": "python_version >= '3.7' and python_version < '4.0'",
-            "version": "==0.0.5"
-        },
-        "requests": {
-            "hashes": [
-                "sha256:64299f4909223da747622c030b781c0d7811e359c37124b4bd368fb8c6518baa",
-                "sha256:98b1b2782e3c6c4904938b84c0eb932721069dfdb9134313beff7c83c2df24bf"
-            ],
-            "markers": "python_version >= '3.7' and python_version < '4'",
-            "version": "==2.28.2"
-        },
-        "requests-toolbelt": {
-            "hashes": [
-                "sha256:18565aa58116d9951ac39baa288d3adb5b3ff975c4f25eee78555d89e8f247f7",
-                "sha256:62e09f7ff5ccbda92772a29f394a49c3ad6cb181d568b1337626b2abb628a63d"
-            ],
-            "markers": "python_version >= '2.7' and python_version not in '3.0, 3.1, 3.2, 3.3'",
-            "version": "==0.10.1"
-        },
-        "rfc3986": {
-            "extras": [
-                "idna2008"
-            ],
-            "hashes": [
-                "sha256:270aaf10d87d0d4e095063c65bf3ddbc6ee3d0b226328ce21e036f946e421835",
-                "sha256:a86d6e1f5b1dc238b218b012df0aa79409667bb209e58da56d0b94704e712a97"
-            ],
-            "version": "==1.5.0"
-        },
-        "scikit-learn": {
-            "hashes": [
-                "sha256:479aedd0abedbda6b8b4529145fe4cd8622f69f726a72cef8f75548a93eeb1e1",
-                "sha256:54731e2c2fbff40da6d76cbb9022ace5f44a4020a10bd5cd92107e86882bad15",
-                "sha256:5523e21ab2b4d52b2bd41bedd335dbe8f3c1b5f6dd7c9c001b2e17ec9818af8d",
-                "sha256:559f66e12f93b34c8c85c0a5728c3b8af98f04eb12f2c9ee18ea3c82c3d2fad1",
-                "sha256:5a8111f3c7a314017ebf90d6feab861c11d1ca14f3dbafb39abcc31aa4c54ba6",
-                "sha256:5b2c5d9930ced2b7821ad936b9940706ccb5471d89b8a516bb641cec87257d1c",
-                "sha256:61bb9c654b5d2e6cdd4b1c7e6048fc66270c1682bda1b0f7d2726fdae09010f4",
-                "sha256:70fa30d146b7e9d0c256e73e271b3e17f23123b7c4adcbde1a385031adf59090",
-                "sha256:a9abf17d177df54e529154f26acfd42930e19117d045e8a9a8e893ca82dd94ec",
-                "sha256:bed9f75763bd392c094bf474c7ab75a01d68b15146ea7a20c0f9ff6fb3063dad",
-                "sha256:c722f3446ad8c4f1a93b2399fe1a188635b94709a3f25e6f4d61efbe75fe8eaa",
-                "sha256:c9285275a435d1f8f47bbe3500346ab9ead2499e0e090518404d318ea90d1c1c",
-                "sha256:cba0c7c6bf1493f8ce670bab69f9317874826ee838988de377ae355abd4d74cf",
-                "sha256:d00e46a2a7fce6e118ed0f4c6263785bf6c297a94ffd0cd7b32455043c508cc8",
-                "sha256:d8bcd303dd982494842a3f482f844d539484c6043b4eed896b43ea8e5f609a21",
-                "sha256:da0e2d50a8435ea8dc5cd21f1fc1a45d329bae03dcca92087ebed859d22d184e",
-                "sha256:dbb7831b2308c67bb6dd83c5ea3cdaf8e8cafd2de4000b93d78bb689126bd2cf",
-                "sha256:dc838b5a4057c55ba81b82316ea8bf443af445f96eb21500b0e40618017e0923",
-                "sha256:dcfab6a19b236194af88771d8e6e778a60c3339248ab0018696ebf2b7c8bed4b",
-                "sha256:e0ee4d4d32c94e082344308528f7b3c9294b60ab19c84eb37a2d9c88bdffd9d1",
-                "sha256:fbf8a5c893c9b4b99bcc7ed8fb3e8500957a113f4101860386d06635520f7cfb"
-            ],
-            "markers": "python_version >= '3.8'",
-            "version": "==1.2.1"
-        },
-        "scipy": {
-            "hashes": [
-                "sha256:0490dc499fe23e4be35b8b6dd1e60a4a34f0c4adb30ac671e6332446b3cbbb5a",
-                "sha256:0ab2a58064836632e2cec31ca197d3695c86b066bc4818052b3f5381bfd2a728",
-                "sha256:151f066fe7d6653c3ffefd489497b8fa66d7316e3e0d0c0f7ff6acca1b802809",
-                "sha256:16ba05d3d1b9f2141004f3f36888e05894a525960b07f4c2bfc0456b955a00be",
-                "sha256:27e548276b5a88b51212b61f6dda49a24acf5d770dff940bd372b3f7ced8c6c2",
-                "sha256:2ad449db4e0820e4b42baccefc98ec772ad7818dcbc9e28b85aa05a536b0f1a2",
-                "sha256:2f9ea0a37aca111a407cb98aa4e8dfde6e5d9333bae06dfa5d938d14c80bb5c3",
-                "sha256:38bfbd18dcc69eeb589811e77fae552fa923067fdfbb2e171c9eac749885f210",
-                "sha256:3afcbddb4488ac950ce1147e7580178b333a29cd43524c689b2e3543a080a2c8",
-                "sha256:42ab8b9e7dc1ebe248e55f54eea5307b6ab15011a7883367af48dd781d1312e4",
-                "sha256:441cab2166607c82e6d7a8683779cb89ba0f475b983c7e4ab88f3668e268c143",
-                "sha256:4bd0e3278126bc882d10414436e58fa3f1eca0aa88b534fcbf80ed47e854f46c",
-                "sha256:4df25a28bd22c990b22129d3c637fd5c3be4b7c94f975dca909d8bab3309b694",
-                "sha256:5cd7a30970c29d9768a7164f564d1fbf2842bfc77b7d114a99bc32703ce0bf48",
-                "sha256:6e4497e5142f325a5423ff5fda2fff5b5d953da028637ff7c704378c8c284ea7",
-                "sha256:6faf86ef7717891195ae0537e48da7524d30bc3b828b30c9b115d04ea42f076f",
-                "sha256:954ff69d2d1bf666b794c1d7216e0a746c9d9289096a64ab3355a17c7c59db54",
-                "sha256:9b878c671655864af59c108c20e4da1e796154bd78c0ed6bb02bc41c84625686",
-                "sha256:b901b423c91281a974f6cd1c36f5c6c523e665b5a6d5e80fcb2334e14670eefd",
-                "sha256:c8b3cbc636a87a89b770c6afc999baa6bcbb01691b5ccbbc1b1791c7c0a07540",
-                "sha256:e096b062d2efdea57f972d232358cb068413dc54eec4f24158bcbb5cb8bddfd8"
-            ],
-            "markers": "python_version < '3.11' and python_version >= '3.8'",
-            "version": "==1.10.0"
-        },
-        "secretstorage": {
-            "hashes": [
-                "sha256:2403533ef369eca6d2ba81718576c5e0f564d5cca1b58f73a8b23e7d4eeebd77",
-                "sha256:f356e6628222568e3af06f2eba8df495efa13b3b63081dafd4f7d9a7b7bc9f99"
-            ],
-            "markers": "sys_platform == 'linux'",
-            "version": "==3.3.3"
-        },
-        "semver": {
-            "hashes": [
-                "sha256:ced8b23dceb22134307c1b8abfa523da14198793d9787ac838e70e29e77458d4",
-                "sha256:fa0fe2722ee1c3f57eac478820c3a5ae2f624af8264cbdf9000c980ff7f75e3f"
-            ],
-            "markers": "python_version >= '2.7' and python_version not in '3.0, 3.1, 3.2, 3.3'",
-            "version": "==2.13.0"
-        },
-        "six": {
-            "hashes": [
-                "sha256:1e61c37477a1626458e36f7b1d82aa5c9b094fa4802892072e49de9c60c4c926",
-                "sha256:8abb2f1d86890a2dfb989f9a77cfcfd3e47c2a354b01111771326f8aa26e0254"
-            ],
-            "markers": "python_version >= '2.7' and python_version not in '3.0, 3.1, 3.2, 3.3'",
-            "version": "==1.16.0"
-        },
-        "smmap": {
-            "hashes": [
-                "sha256:2aba19d6a040e78d8b09de5c57e96207b09ed71d8e55ce0959eeee6c8e190d94",
-                "sha256:c840e62059cd3be204b0c9c9f74be2c09d5648eddd4580d9314c3ecde0b30936"
-            ],
-            "markers": "python_version >= '3.6'",
-            "version": "==5.0.0"
-        },
-        "sniffio": {
-            "hashes": [
-                "sha256:e60305c5e5d314f5389259b7f22aaa33d8f7dee49763119234af3755c55b9101",
-                "sha256:eecefdce1e5bbfb7ad2eeaabf7c1eeb404d7757c379bd1f7e5cce9d8bf425384"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==1.3.0"
-        },
-        "soupsieve": {
-            "hashes": [
-                "sha256:3b2503d3c7084a42b1ebd08116e5f81aadfaea95863628c80a3b774a11b7c759",
-                "sha256:fc53893b3da2c33de295667a0e19f078c14bf86544af307354de5fcf12a3f30d"
-            ],
-            "markers": "python_version >= '3.6'",
-            "version": "==2.3.2.post1"
-        },
-        "storage3": {
-            "hashes": [
-                "sha256:14b2bc00d8672d31eb0cc3f746e3296e4973c8269f5caacab94634f023b30755",
-                "sha256:77ede68227acedf4102d993d880a8a501d9cfcf3cff626998a12e3c7f8297d5d"
-            ],
-            "markers": "python_version >= '3.7' and python_version < '4.0'",
-            "version": "==0.3.6"
-        },
-        "strenum": {
-            "hashes": [
-                "sha256:1b15ccff9eb0e22e77b8f874366ea752754280adc9144e6e388705d14cc350e7",
-                "sha256:c3df653030837b8077b2eb929738283481f01b07c7ef73ab4db368449830cc46"
-            ],
-            "version": "==0.4.9"
-        },
-        "supabase": {
-            "hashes": [
-                "sha256:169663023cfa65edacd06ee752db1863134b5e0a8ec7e9646a65ea1451e92e6f",
-                "sha256:e51301a8d0d4fe066d6fcb630f39bce94df42f74e2ed743358e91b3d0f97fe42"
-            ],
-            "index": "pypi",
-            "version": "==0.7.1"
-        },
-        "supafunc": {
-            "hashes": [
-                "sha256:84f1f8d47297b0c8b712f1d8e20843406c025a203bba00cb7216e2163f295c24",
-                "sha256:a292812532cca05afc08d2cc040eea5bd79a8909e46051630620b67508070795"
-            ],
-            "markers": "python_version >= '3.7' and python_version < '4.0'",
-            "version": "==0.2.2"
-        },
-        "threadpoolctl": {
-            "hashes": [
-                "sha256:8b99adda265feb6773280df41eece7b2e6561b772d21ffd52e372f999024907b",
-                "sha256:a335baacfaa4400ae1f0d8e3a58d6674d2f8828e3716bb2802c44955ad391380"
-            ],
-            "markers": "python_version >= '3.6'",
-            "version": "==3.1.0"
-        },
-        "tomlkit": {
-            "hashes": [
-                "sha256:07de26b0d8cfc18f871aec595fda24d95b08fef89d147caa861939f37230bf4b",
-                "sha256:71b952e5721688937fb02cf9d354dbcf0785066149d2855e44531ebdd2b65d73"
-            ],
-            "markers": "python_version >= '3.6'",
-            "version": "==0.11.6"
-        },
-        "tornado": {
-            "hashes": [
-                "sha256:1d54d13ab8414ed44de07efecb97d4ef7c39f7438cf5e976ccd356bebb1b5fca",
-                "sha256:20f638fd8cc85f3cbae3c732326e96addff0a15e22d80f049e00121651e82e72",
-                "sha256:5c87076709343557ef8032934ce5f637dbb552efa7b21d08e89ae7619ed0eb23",
-                "sha256:5f8c52d219d4995388119af7ccaa0bcec289535747620116a58d830e7c25d8a8",
-                "sha256:6fdfabffd8dfcb6cf887428849d30cf19a3ea34c2c248461e1f7d718ad30b66b",
-                "sha256:87dcafae3e884462f90c90ecc200defe5e580a7fbbb4365eda7c7c1eb809ebc9",
-                "sha256:9b630419bde84ec666bfd7ea0a4cb2a8a651c2d5cccdbdd1972a0c859dfc3c13",
-                "sha256:b8150f721c101abdef99073bf66d3903e292d851bee51910839831caba341a75",
-                "sha256:ba09ef14ca9893954244fd872798b4ccb2367c165946ce2dd7376aebdde8e3ac",
-                "sha256:d3a2f5999215a3a06a4fc218026cd84c61b8b2b40ac5296a6db1f1451ef04c1e",
-                "sha256:e5f923aa6a47e133d1cf87d60700889d7eae68988704e20c75fb2d65677a8e4b"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==6.2"
-        },
-        "tqdm": {
-            "hashes": [
-                "sha256:5f4f682a004951c1b450bc753c710e9280c5746ce6ffedee253ddbcbf54cf1e4",
-                "sha256:6fee160d6ffcd1b1c68c65f14c829c22832bc401726335ce92c52d395944a6a1"
-            ],
-            "markers": "python_version >= '2.7' and python_version not in '3.0, 3.1, 3.2, 3.3'",
-            "version": "==4.64.1"
-        },
-        "twine": {
-            "hashes": [
-                "sha256:8efa52658e0ae770686a13b675569328f1fba9837e5de1867bfe5f46a9aefe19",
-                "sha256:d0550fca9dc19f3d5e8eadfce0c227294df0a2a951251a4385797c8a6198b7c8"
-            ],
-            "markers": "python_version >= '3.6'",
-            "version": "==3.8.0"
-        },
-        "typing-extensions": {
-            "hashes": [
-                "sha256:1511434bb92bf8dd198c12b1cc812e800d4181cfcb867674e0f8279cc93087aa",
-                "sha256:16fa4864408f655d35ec496218b85f79b3437c829e93320c7c9215ccfd92489e"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==4.4.0"
-        },
-        "uncertainties": {
-            "hashes": [
-                "sha256:4040ec64d298215531922a68fa1506dc6b1cb86cd7cca8eca848fcfe0f987151",
-                "sha256:80111e0839f239c5b233cb4772017b483a0b7a1573a581b92ab7746a35e6faab"
-            ],
-            "version": "==3.1.7"
-        },
-        "urllib3": {
-            "hashes": [
-                "sha256:076907bf8fd355cde77728471316625a4d2f7e713c125f51953bb5b3eecf4f72",
-                "sha256:75edcdc2f7d85b137124a6c3c9fc3933cdeaa12ecb9a6a959f22797a0feca7e1"
-            ],
-            "markers": "python_version >= '3.8' and python_version < '4.0'",
-            "version": "==1.26.14"
-        },
-        "webencodings": {
-            "hashes": [
-                "sha256:a0af1213f3c2226497a97e2b3aa01a7e4bee4f403f95be16fc9acd2947514a78",
-                "sha256:b36a1c245f2d304965eb4e0a82848379241dc04b865afcc4aab16748587e1923"
-            ],
-            "version": "==0.5.1"
-        },
-        "websockets": {
-            "hashes": [
-                "sha256:00213676a2e46b6ebf6045bc11d0f529d9120baa6f58d122b4021ad92adabd41",
-                "sha256:00c870522cdb69cd625b93f002961ffb0c095394f06ba8c48f17eef7c1541f96",
-                "sha256:0154f7691e4fe6c2b2bc275b5701e8b158dae92a1ab229e2b940efe11905dff4",
-                "sha256:05a7233089f8bd355e8cbe127c2e8ca0b4ea55467861906b80d2ebc7db4d6b72",
-                "sha256:09a1814bb15eff7069e51fed0826df0bc0702652b5cb8f87697d469d79c23576",
-                "sha256:0cff816f51fb33c26d6e2b16b5c7d48eaa31dae5488ace6aae468b361f422b63",
-                "sha256:185929b4808b36a79c65b7865783b87b6841e852ef5407a2fb0c03381092fa3b",
-                "sha256:2fc8709c00704194213d45e455adc106ff9e87658297f72d544220e32029cd3d",
-                "sha256:33d69ca7612f0ddff3316b0c7b33ca180d464ecac2d115805c044bf0a3b0d032",
-                "sha256:389f8dbb5c489e305fb113ca1b6bdcdaa130923f77485db5b189de343a179393",
-                "sha256:38ea7b82bfcae927eeffc55d2ffa31665dc7fec7b8dc654506b8e5a518eb4d50",
-                "sha256:3d3cac3e32b2c8414f4f87c1b2ab686fa6284a980ba283617404377cd448f631",
-                "sha256:40e826de3085721dabc7cf9bfd41682dadc02286d8cf149b3ad05bff89311e4f",
-                "sha256:4239b6027e3d66a89446908ff3027d2737afc1a375f8fd3eea630a4842ec9a0c",
-                "sha256:45ec8e75b7dbc9539cbfafa570742fe4f676eb8b0d3694b67dabe2f2ceed8aa6",
-                "sha256:47a2964021f2110116cc1125b3e6d87ab5ad16dea161949e7244ec583b905bb4",
-                "sha256:48c08473563323f9c9debac781ecf66f94ad5a3680a38fe84dee5388cf5acaf6",
-                "sha256:4c6d2264f485f0b53adf22697ac11e261ce84805c232ed5dbe6b1bcb84b00ff0",
-                "sha256:4f72e5cd0f18f262f5da20efa9e241699e0cf3a766317a17392550c9ad7b37d8",
-                "sha256:56029457f219ade1f2fc12a6504ea61e14ee227a815531f9738e41203a429112",
-                "sha256:5c1289596042fad2cdceb05e1ebf7aadf9995c928e0da2b7a4e99494953b1b94",
-                "sha256:62e627f6b6d4aed919a2052efc408da7a545c606268d5ab5bfab4432734b82b4",
-                "sha256:74de2b894b47f1d21cbd0b37a5e2b2392ad95d17ae983e64727e18eb281fe7cb",
-                "sha256:7c584f366f46ba667cfa66020344886cf47088e79c9b9d39c84ce9ea98aaa331",
-                "sha256:7d27a7e34c313b3a7f91adcd05134315002aaf8540d7b4f90336beafaea6217c",
-                "sha256:7d3f0b61c45c3fa9a349cf484962c559a8a1d80dae6977276df8fd1fa5e3cb8c",
-                "sha256:82ff5e1cae4e855147fd57a2863376ed7454134c2bf49ec604dfe71e446e2193",
-                "sha256:84bc2a7d075f32f6ed98652db3a680a17a4edb21ca7f80fe42e38753a58ee02b",
-                "sha256:884be66c76a444c59f801ac13f40c76f176f1bfa815ef5b8ed44321e74f1600b",
-                "sha256:8a5cc00546e0a701da4639aa0bbcb0ae2bb678c87f46da01ac2d789e1f2d2038",
-                "sha256:8dc96f64ae43dde92530775e9cb169979f414dcf5cff670455d81a6823b42089",
-                "sha256:8f38706e0b15d3c20ef6259fd4bc1700cd133b06c3c1bb108ffe3f8947be15fa",
-                "sha256:90fcf8929836d4a0e964d799a58823547df5a5e9afa83081761630553be731f9",
-                "sha256:931c039af54fc195fe6ad536fde4b0de04da9d5916e78e55405436348cfb0e56",
-                "sha256:932af322458da7e4e35df32f050389e13d3d96b09d274b22a7aa1808f292fee4",
-                "sha256:942de28af58f352a6f588bc72490ae0f4ccd6dfc2bd3de5945b882a078e4e179",
-                "sha256:9bc42e8402dc5e9905fb8b9649f57efcb2056693b7e88faa8fb029256ba9c68c",
-                "sha256:a7a240d7a74bf8d5cb3bfe6be7f21697a28ec4b1a437607bae08ac7acf5b4882",
-                "sha256:a9f9a735deaf9a0cadc2d8c50d1a5bcdbae8b6e539c6e08237bc4082d7c13f28",
-                "sha256:ae5e95cfb53ab1da62185e23b3130e11d64431179debac6dc3c6acf08760e9b1",
-                "sha256:b029fb2032ae4724d8ae8d4f6b363f2cc39e4c7b12454df8df7f0f563ed3e61a",
-                "sha256:b0d15c968ea7a65211e084f523151dbf8ae44634de03c801b8bd070b74e85033",
-                "sha256:b343f521b047493dc4022dd338fc6db9d9282658862756b4f6fd0e996c1380e1",
-                "sha256:b627c266f295de9dea86bd1112ed3d5fafb69a348af30a2422e16590a8ecba13",
-                "sha256:b9968694c5f467bf67ef97ae7ad4d56d14be2751000c1207d31bf3bb8860bae8",
-                "sha256:ba089c499e1f4155d2a3c2a05d2878a3428cf321c848f2b5a45ce55f0d7d310c",
-                "sha256:bbccd847aa0c3a69b5f691a84d2341a4f8a629c6922558f2a70611305f902d74",
-                "sha256:bc0b82d728fe21a0d03e65f81980abbbcb13b5387f733a1a870672c5be26edab",
-                "sha256:c57e4c1349fbe0e446c9fa7b19ed2f8a4417233b6984277cce392819123142d3",
-                "sha256:c94ae4faf2d09f7c81847c63843f84fe47bf6253c9d60b20f25edfd30fb12588",
-                "sha256:c9b27d6c1c6cd53dc93614967e9ce00ae7f864a2d9f99fe5ed86706e1ecbf485",
-                "sha256:d210abe51b5da0ffdbf7b43eed0cfdff8a55a1ab17abbec4301c9ff077dd0342",
-                "sha256:d58804e996d7d2307173d56c297cf7bc132c52df27a3efaac5e8d43e36c21c48",
-                "sha256:d6a4162139374a49eb18ef5b2f4da1dd95c994588f5033d64e0bbfda4b6b6fcf",
-                "sha256:da39dd03d130162deb63da51f6e66ed73032ae62e74aaccc4236e30edccddbb0",
-                "sha256:db3c336f9eda2532ec0fd8ea49fef7a8df8f6c804cdf4f39e5c5c0d4a4ad9a7a",
-                "sha256:dd500e0a5e11969cdd3320935ca2ff1e936f2358f9c2e61f100a1660933320ea",
-                "sha256:dd9becd5fe29773d140d68d607d66a38f60e31b86df75332703757ee645b6faf",
-                "sha256:e0cb5cc6ece6ffa75baccfd5c02cffe776f3f5c8bf486811f9d3ea3453676ce8",
-                "sha256:e23173580d740bf8822fd0379e4bf30aa1d5a92a4f252d34e893070c081050df",
-                "sha256:e3a686ecb4aa0d64ae60c9c9f1a7d5d46cab9bfb5d91a2d303d00e2cd4c4c5cc",
-                "sha256:e789376b52c295c4946403bd0efecf27ab98f05319df4583d3c48e43c7342c2f",
-                "sha256:edc344de4dac1d89300a053ac973299e82d3db56330f3494905643bb68801269",
-                "sha256:eef610b23933c54d5d921c92578ae5f89813438fded840c2e9809d378dc765d3",
-                "sha256:f2c38d588887a609191d30e902df2a32711f708abfd85d318ca9b367258cfd0c",
-                "sha256:f55b5905705725af31ccef50e55391621532cd64fbf0bc6f4bac935f0fccec46",
-                "sha256:f5fc088b7a32f244c519a048c170f14cf2251b849ef0e20cbbb0fdf0fdaf556f",
-                "sha256:fe10ddc59b304cb19a1bdf5bd0a7719cbbc9fbdd57ac80ed436b709fcf889106",
-                "sha256:ff64a1d38d156d429404aaa84b27305e957fd10c30e5880d1765c9480bea490f"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==10.4"
-        },
-        "wheel": {
-            "hashes": [
-                "sha256:965f5259b566725405b05e7cf774052044b1ed30119b5d586b2703aafe8719ac",
-                "sha256:b60533f3f5d530e971d6737ca6d58681ee434818fab630c83a734bb10c083ce8"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==0.38.4"
-        },
-        "xyzservices": {
-            "hashes": [
-                "sha256:5547b3d6bc06a60561d039fc9ef5fd521d8bea9b6b3d617410fd764b30c6c2bd",
-                "sha256:55651961708b9a14849978b339df76008c886df7a8326308a5549bae5516260c"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==2022.9.0"
-        },
-        "zipp": {
-            "hashes": [
-                "sha256:83a28fcb75844b5c0cdaf5aa4003c2d728c77e05f5aeabe8e95e56727005fbaa",
-                "sha256:a7a22e05929290a67401440b39690ae6563279bced5f314609d9d03798f56766"
-            ],
-            "markers": "python_version >= '3.7'",
-            "version": "==3.11.0"
-        }
-    },
-    "develop": {}
-}
diff --git a/app.py b/app.py
index 75200688..ed935da8 100644
--- a/app.py
+++ b/app.py
@@ -1,71 +1,161 @@
-from flask import Flask, jsonify, request, g
+from flask import Flask, jsonify, request
+from supabase import create_client, Client
+import matplotlib.pyplot as plt
+from io import BytesIO
+import pandas as pd
 import requests
+import os
 
 app = Flask(__name__)
 
-# Store authentication details in a global variable 'auth'
-auth = None
+# Supabase credentials
+SUPABASE_URL = 'https://hlufptwhzkpkkjztimzo.supabase.co'
+SUPABASE_KEY = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImhsdWZwdHdoemtwa2tqenRpbXpvIiwicm9sZSI6ImFub24iLCJpYXQiOjE3MTYyOTk3NTUsImV4cCI6MjAzMTg3NTc1NX0.v_NDVWjIU_lJQSPbJ_Y6GkW3axrQWKXfXVsBEAbFv_I'
+SUPABASE_STORAGE_URL = 'https://hlufptwhzkpkkjztimzo.supabase.co/storage/v1'
 
-@app.route("/")
+supabase: Client = create_client(SUPABASE_URL, SUPABASE_KEY)
+
+
+@app.route('/')
 def index():
-    return "Hello world"
-
-@app.route('/login', methods=['POST'])
-def login():
-    global auth  # Use the global 'auth' variable to store authentication details
-
-    # Parse the JSON request data
-    data = request.get_json()
-    username = data.get('username')
-    password = data.get('password')
-
-    # Check if username and password are provided
-    if not username or not password:
-        return jsonify({'error': 'Username and password are required'}), 400
-
-    # Send a POST request to the NASA Earthdata login API
-    response = requests.post(
-        'https://appeears.earthdatacloud.nasa.gov/api/login',
-        auth=(username, password)
-    )
-    
-    # Check if the request was successful
-    if response.status_code == 200:
-        token_response = response.json()
-        # Store authentication details in the 'auth' variable
-        auth = (username, password)
-        return jsonify(token_response)
-    else:
-        return jsonify({'error': 'Login failed'}), 401
-
-@app.route('/get_geolocation', methods=['POST'])
-def get_geolocation():
-    global auth  # Use the global 'auth' variable for authentication
-
-    # Check if authentication details are available
-    if not auth:
-        return jsonify({'error': 'Authentication required'}), 401
-
-    # Parse the JSON request data
-    data = request.get_json()
-    address = data.get('address')
-
-    # Check if address is provided
-    if not address:
-        return jsonify({'error': 'Address is required'}), 400
-
-    # Send a POST request to fetch geolocation using stored authentication
-    response = requests.get(
-        f'https://geocode.maps.co/search?q={address}',
-        auth=auth
-    )
-    
-    # Check if the request was successful
-    if response.status_code == 200:
-        geoloc_data = response.json()
-        return jsonify(geoloc_data)
-    else:
-        return jsonify({'error': 'Geolocation fetch failed'}), 500
-
-if __name__ == "__main__":
-    app.run()
\ No newline at end of file
+    try:
+        # Fetch anomalies of type "planet"
+        response = supabase.from_("anomalies").select("*").eq("anomalytype", "planet").execute()
+        if response['status'] == 200:
+            anomalies = response['data']
+            for anomaly in anomalies:
+                anomaly_id = anomaly['id']
+                tic_id = anomaly['configuration']['ticId']
+                create_lightkurve_graph(anomaly_id, tic_id)
+            return 'Lightkurve graphs created and uploaded successfully.'
+        else:
+            return 'Failed to fetch anomalies from Supabase.'
+    except Exception as e:
+        return f'Error: {str(e)}'
+
+@app.route('/upload-lightcurve', methods=['POST'])
+def upload_lightcurve():
+    try:
+        data = request.get_json()
+        tic_id = data.get('ticId')
+        anomaly_id = data.get('anomalyId')
+
+        if not tic_id or not anomaly_id:
+            return jsonify({'message': 'TIC Id and anomaly Id are required'}), 400
+
+        # Generate lightcurve graph and upload to Supabase
+        success = generate_and_upload_lightcurve(tic_id, anomaly_id)
+        
+        if success:
+            return jsonify({'message': f'Lightcurve uploaded successfully for Anomaly ID: {anomaly_id}'}), 200
+        else:
+            return jsonify({'message': 'Failed to generate or upload lightcurve image'}), 500
+    except Exception as e:
+        return jsonify({'message': str(e)}), 500
+
+def generate_and_upload_lightcurve(tic_id, anomaly_id):
+    try:
+        # Generate lightcurve graph
+        img_bytes = generate_lightcurve_graph(tic_id)
+        if img_bytes:
+            # Upload image to Supabase storage
+            upload_image_to_supabase(tic_id, anomaly_id, img_bytes)
+            return True
+        else:
+            return False
+    except Exception as e:
+        print(f'Error: {str(e)}')
+        return False
+
+def generate_lightcurve_graph(tic_id):
+    try:
+        # Retrieve lightcurve data using lightkurve
+        lc = lk.search_lightcurvefile(tic_id).download().PDCSAP_FLUX
+        # Fold the lightcurve
+        folded_lc = lc.fold(period=lc.period)
+        
+        # Plot the folded lightcurve
+        plt.figure(figsize=(10, 6))
+        folded_lc.scatter(color='lightblue', alpha=0.6)
+        plt.title(f'Folded Lightcurve for TIC ID: {tic_id}')
+        plt.xlabel('Phase')
+        plt.ylabel('Flux')
+        plt.grid(True)
+        
+        # Save plot to BytesIO object
+        img_bytes = BytesIO()
+        plt.savefig(img_bytes, format='png')
+        img_bytes.seek(0)
+        plt.close()
+        
+        return img_bytes
+    except Exception as e:
+        print(f'Error generating lightcurve graph: {str(e)}')
+        return None
+
+def upload_image_to_supabase(tic_id, anomaly_id, img_bytes):
+    try:
+        # Upload image to Supabase storage under "anomalies" folder with anomaly_id
+        upload_url = f'{SUPABASE_STORAGE_URL}/object/public/anomalies/{anomaly_id}/{tic_id}_phase.png'
+        headers = {
+            'apikey': SUPABASE_KEY,
+            'Content-Type': 'image/png'
+        }
+        response = requests.post(upload_url, headers=headers, data=img_bytes)
+        if response.status_code == 201:
+            print(f'Image uploaded successfully for TIC ID: {tic_id} under Anomaly ID: {anomaly_id}')
+            return True
+        else:
+            print(f'Failed to upload image for TIC ID: {tic_id} under Anomaly ID: {anomaly_id}')
+            return False
+    except Exception as e:
+        print(f'Error uploading image to Supabase: {str(e)}')
+        return False
+
+
+def create_lightkurve_graph(anomaly_id, tic_id):
+    try:
+        # Example URL for lightkurve data (replace with your data retrieval method)
+        lightkurve_url = f"https://example.com/lightkurve/{tic_id}"
+        response = requests.get(lightkurve_url)
+        if response.status_code == 200:
+            data = pd.read_csv(BytesIO(response.content))
+            # Example phase-folded plot (replace with your actual plot generation logic)
+            plt.figure(figsize=(8, 6))
+            plt.scatter(data['phase'], data['flux'], color='lightblue', alpha=0.6)
+            plt.xlabel('Phase')
+            plt.ylabel('Flux')
+            plt.title(f'Phase-folded lightkurve for TIC ID: {tic_id}')
+            plt.grid(True)
+            # Save plot to a BytesIO object
+            img_bytes = BytesIO()
+            plt.savefig(img_bytes, format='png')
+            img_bytes.seek(0)
+            # Upload image to Supabase storage
+            upload_image_to_supabase(anomaly_id, img_bytes)
+            plt.close()
+        else:
+            print(f'Failed to fetch lightkurve data for TIC ID: {tic_id}')
+    except Exception as e:
+        print(f'Error creating lightkurve graph: {str(e)}')
+
+
+def upload_image_to_supabase(anomaly_id, img_bytes):
+    try:
+        # Upload image to Supabase storage under "anomalies" folder with anomaly_id
+        upload_url = f'{SUPABASE_STORAGE_URL}/object/public/anomalies/{anomaly_id}/phase.png'
+        headers = {
+            'apikey': SUPABASE_KEY,
+            'Content-Type': 'image/png'
+        }
+        response = requests.post(upload_url, headers=headers, data=img_bytes)
+        if response.status_code == 201:
+            print(f'Image uploaded successfully for anomaly ID: {anomaly_id}')
+        else:
+            print(f'Failed to upload image for anomaly ID: {anomaly_id}')
+    except Exception as e:
+        print(f'Error uploading image to Supabase: {str(e)}')
+
+
+if __name__ == '__main__':
+    app.run(debug=True)
diff --git a/auth/auth.py b/auth/auth.py
deleted file mode 100644
index 564a856d..00000000
--- a/auth/auth.py
+++ /dev/null
@@ -1,37 +0,0 @@
-import os
-from supabase import create_client
-from datetime import datetime, timedelta
-from gotrue.exceptions import APIError
-
-url = os.getenv("SUPABASE_URL") # from your `.env` file
-key = os.getenv("SUPABASE_KEY")
-supabase = create_client(url, key)
-
-# Creating an account
-email: str = ''
-password: str = ''
-# user = supabase.auth.sign_up(email = email, password = password)
-
-# Authentication
-session = None
-try:
-    session = supabase.auth.sign_in(email = email, password = password)
-    supabase.postgrest.auth(session.access_token) # authenticate the client (which has RLS)
-except APIError:
-    print("Authentication failed")
-
-resp = supabase.storage().from_('images').get_public_url('cebdc7a2-d8af-45b3-b37f-80f328ff54d6/69893963-c755-4a46-802b-b729c5482cd5')
-print(resp)
-
-# Upload image/file
-#resp = supabase.storage().from_('images').upload('auth.py', 'auth.py', {'content-type': 'image/jpeg'})
-res = supabase.storage().from_('avatars').list()
-data = supabase.table('profiles').select('*').execute()
-print("")
-print(res)
-print("")
-print(session.user.id)
-print('')
-res = supabase.storage().from_('images').download('cebdc7a2-d8af-45b3-b37f-80f328ff54d6/69893963-c755-4a46-802b-b729c5482cd5')
-
-supabase.auth.sign_out()
\ No newline at end of file
diff --git a/buckets/anomalies/1/Binned.png b/buckets/anomalies/1/Binned.png
new file mode 100644
index 00000000..b2af9559
Binary files /dev/null and b/buckets/anomalies/1/Binned.png differ
diff --git a/buckets/anomalies/2/Binned.png b/buckets/anomalies/2/Binned.png
new file mode 100644
index 00000000..200640bf
Binary files /dev/null and b/buckets/anomalies/2/Binned.png differ
diff --git a/buckets/anomalies/201175570/Binned.png b/buckets/anomalies/201175570/Binned.png
new file mode 100644
index 00000000..1f5cf277
Binary files /dev/null and b/buckets/anomalies/201175570/Binned.png differ
diff --git a/buckets/anomalies/210904767/Binned.png b/buckets/anomalies/210904767/Binned.png
new file mode 100644
index 00000000..7629d0ca
Binary files /dev/null and b/buckets/anomalies/210904767/Binned.png differ
diff --git a/buckets/anomalies/21720215/Binned.png b/buckets/anomalies/21720215/Binned.png
new file mode 100644
index 00000000..5cd03d12
Binary files /dev/null and b/buckets/anomalies/21720215/Binned.png differ
diff --git a/buckets/anomalies/263723967/Binned.png b/buckets/anomalies/263723967/Binned.png
new file mode 100644
index 00000000..66c1cdce
Binary files /dev/null and b/buckets/anomalies/263723967/Binned.png differ
diff --git a/buckets/anomalies/269343479/Binned.png b/buckets/anomalies/269343479/Binned.png
new file mode 100644
index 00000000..effcffa8
Binary files /dev/null and b/buckets/anomalies/269343479/Binned.png differ
diff --git a/buckets/anomalies/277039287/Binned.png b/buckets/anomalies/277039287/Binned.png
new file mode 100644
index 00000000..d511bd2d
Binary files /dev/null and b/buckets/anomalies/277039287/Binned.png differ
diff --git a/buckets/anomalies/284300833/Binned.png b/buckets/anomalies/284300833/Binned.png
new file mode 100644
index 00000000..328c34de
Binary files /dev/null and b/buckets/anomalies/284300833/Binned.png differ
diff --git a/buckets/anomalies/3/Binned.png b/buckets/anomalies/3/Binned.png
new file mode 100644
index 00000000..025fd3d4
Binary files /dev/null and b/buckets/anomalies/3/Binned.png differ
diff --git a/buckets/anomalies/329981856/Binned.png b/buckets/anomalies/329981856/Binned.png
new file mode 100644
index 00000000..0aaa244b
Binary files /dev/null and b/buckets/anomalies/329981856/Binned.png differ
diff --git a/buckets/anomalies/345724317/Binned.png b/buckets/anomalies/345724317/Binned.png
new file mode 100644
index 00000000..06d7b23d
Binary files /dev/null and b/buckets/anomalies/345724317/Binned.png differ
diff --git a/buckets/anomalies/4/Binned.png b/buckets/anomalies/4/Binned.png
new file mode 100644
index 00000000..4199f78b
Binary files /dev/null and b/buckets/anomalies/4/Binned.png differ
diff --git a/buckets/anomalies/5/Binned.png b/buckets/anomalies/5/Binned.png
new file mode 100644
index 00000000..3a87a8e6
Binary files /dev/null and b/buckets/anomalies/5/Binned.png differ
diff --git a/buckets/anomalies/57299130/Binned.png b/buckets/anomalies/57299130/Binned.png
new file mode 100644
index 00000000..dc58a602
Binary files /dev/null and b/buckets/anomalies/57299130/Binned.png differ
diff --git a/buckets/anomalies/6/Binned.png b/buckets/anomalies/6/Binned.png
new file mode 100644
index 00000000..d0640318
Binary files /dev/null and b/buckets/anomalies/6/Binned.png differ
diff --git a/buckets/avatars/1/1.png b/buckets/avatars/1/1.png
new file mode 100644
index 00000000..dcf5755f
Binary files /dev/null and b/buckets/avatars/1/1.png differ
diff --git a/buckets/avatars/1/2.png b/buckets/avatars/1/2.png
new file mode 100644
index 00000000..cec8040d
Binary files /dev/null and b/buckets/avatars/1/2.png differ
diff --git a/buckets/avatars/1/3.png b/buckets/avatars/1/3.png
new file mode 100644
index 00000000..7bc3fc71
Binary files /dev/null and b/buckets/avatars/1/3.png differ
diff --git a/buckets/avatars/1/4.png b/buckets/avatars/1/4.png
new file mode 100644
index 00000000..9d152ced
Binary files /dev/null and b/buckets/avatars/1/4.png differ
diff --git a/buckets/avatars/2/1.png b/buckets/avatars/2/1.png
new file mode 100644
index 00000000..7337f8ed
Binary files /dev/null and b/buckets/avatars/2/1.png differ
diff --git a/buckets/avatars/2/2.png b/buckets/avatars/2/2.png
new file mode 100644
index 00000000..a728e8f5
Binary files /dev/null and b/buckets/avatars/2/2.png differ
diff --git a/buckets/avatars/2/3.png b/buckets/avatars/2/3.png
new file mode 100644
index 00000000..5aee89ed
Binary files /dev/null and b/buckets/avatars/2/3.png differ
diff --git a/buckets/avatars/2/4.png b/buckets/avatars/2/4.png
new file mode 100644
index 00000000..7bc6144e
Binary files /dev/null and b/buckets/avatars/2/4.png differ
diff --git a/buckets/avatars/2/Binned.png b/buckets/avatars/2/Binned.png
new file mode 100644
index 00000000..a60e5ca1
Binary files /dev/null and b/buckets/avatars/2/Binned.png differ
diff --git a/buckets/avatars/3/1.png b/buckets/avatars/3/1.png
new file mode 100644
index 00000000..4d047f62
Binary files /dev/null and b/buckets/avatars/3/1.png differ
diff --git a/buckets/avatars/3/2.png b/buckets/avatars/3/2.png
new file mode 100644
index 00000000..59955270
Binary files /dev/null and b/buckets/avatars/3/2.png differ
diff --git a/buckets/avatars/3/3.png b/buckets/avatars/3/3.png
new file mode 100644
index 00000000..c8e9d456
Binary files /dev/null and b/buckets/avatars/3/3.png differ
diff --git a/buckets/avatars/3/4.png b/buckets/avatars/3/4.png
new file mode 100644
index 00000000..03516850
Binary files /dev/null and b/buckets/avatars/3/4.png differ
diff --git a/buckets/avatars/4/1.png b/buckets/avatars/4/1.png
new file mode 100644
index 00000000..86cba126
Binary files /dev/null and b/buckets/avatars/4/1.png differ
diff --git a/buckets/avatars/4/2.png b/buckets/avatars/4/2.png
new file mode 100644
index 00000000..600aa9ef
Binary files /dev/null and b/buckets/avatars/4/2.png differ
diff --git a/buckets/avatars/4/3.png b/buckets/avatars/4/3.png
new file mode 100644
index 00000000..bd5766fd
Binary files /dev/null and b/buckets/avatars/4/3.png differ
diff --git a/buckets/avatars/4/4.png b/buckets/avatars/4/4.png
new file mode 100644
index 00000000..786effc8
Binary files /dev/null and b/buckets/avatars/4/4.png differ
diff --git a/buckets/avatars/4/Kepler-22b (4).png b/buckets/avatars/4/Kepler-22b (4).png
new file mode 100644
index 00000000..0c327820
Binary files /dev/null and b/buckets/avatars/4/Kepler-22b (4).png differ
diff --git a/buckets/avatars/5/1.png b/buckets/avatars/5/1.png
new file mode 100644
index 00000000..0365adaa
Binary files /dev/null and b/buckets/avatars/5/1.png differ
diff --git a/buckets/avatars/5/2.png b/buckets/avatars/5/2.png
new file mode 100644
index 00000000..1f19e1be
Binary files /dev/null and b/buckets/avatars/5/2.png differ
diff --git a/buckets/avatars/5/3.png b/buckets/avatars/5/3.png
new file mode 100644
index 00000000..1ac5911c
Binary files /dev/null and b/buckets/avatars/5/3.png differ
diff --git a/buckets/avatars/5/4.png b/buckets/avatars/5/4.png
new file mode 100644
index 00000000..07152f07
Binary files /dev/null and b/buckets/avatars/5/4.png differ
diff --git a/buckets/avatars/6/1.png b/buckets/avatars/6/1.png
new file mode 100644
index 00000000..5362af9a
Binary files /dev/null and b/buckets/avatars/6/1.png differ
diff --git a/buckets/avatars/6/2.png b/buckets/avatars/6/2.png
new file mode 100644
index 00000000..38502a31
Binary files /dev/null and b/buckets/avatars/6/2.png differ
diff --git a/buckets/avatars/6/3.png b/buckets/avatars/6/3.png
new file mode 100644
index 00000000..6b82c434
Binary files /dev/null and b/buckets/avatars/6/3.png differ
diff --git a/buckets/avatars/6/4.png b/buckets/avatars/6/4.png
new file mode 100644
index 00000000..1d7aa92f
Binary files /dev/null and b/buckets/avatars/6/4.png differ
diff --git a/buckets/clouds/84238508.png b/buckets/clouds/84238508.png
new file mode 100644
index 00000000..83625fd8
Binary files /dev/null and b/buckets/clouds/84238508.png differ
diff --git a/buckets/clouds/84238508_02.png b/buckets/clouds/84238508_02.png
new file mode 100644
index 00000000..63506068
Binary files /dev/null and b/buckets/clouds/84238508_02.png differ
diff --git a/buckets/clouds/84238508_03.png b/buckets/clouds/84238508_03.png
new file mode 100644
index 00000000..b267f629
Binary files /dev/null and b/buckets/clouds/84238508_03.png differ
diff --git a/buckets/clouds/84238508_04.png b/buckets/clouds/84238508_04.png
new file mode 100644
index 00000000..87bbd686
Binary files /dev/null and b/buckets/clouds/84238508_04.png differ
diff --git a/buckets/clouds/94904822_01.png b/buckets/clouds/94904822_01.png
new file mode 100644
index 00000000..4218c172
Binary files /dev/null and b/buckets/clouds/94904822_01.png differ
diff --git a/buckets/clouds/94904822_02.png b/buckets/clouds/94904822_02.png
new file mode 100644
index 00000000..6b760623
Binary files /dev/null and b/buckets/clouds/94904822_02.png differ
diff --git a/buckets/clouds/94904822_03.png b/buckets/clouds/94904822_03.png
new file mode 100644
index 00000000..ff0e80bc
Binary files /dev/null and b/buckets/clouds/94904822_03.png differ
diff --git a/buckets/clouds/94904822_04.png b/buckets/clouds/94904822_04.png
new file mode 100644
index 00000000..e9447a47
Binary files /dev/null and b/buckets/clouds/94904822_04.png differ
diff --git a/buckets/upload.py b/buckets/upload.py
new file mode 100644
index 00000000..a7cd2370
--- /dev/null
+++ b/buckets/upload.py
@@ -0,0 +1,46 @@
+import os
+from supabase import create_client, Client
+from pathlib import Path
+
+# Initialize Supabase client
+def init_supabase_client():
+    url = "http://127.0.0.1:54321"  # Replace with your Supabase URL
+    key = "eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZS1kZW1vIiwicm9sZSI6ImFub24iLCJleHAiOjE5ODM4MTI5OTZ9.CRXP1A7WOeoJeXxjNni43kdQwgnWNReilDMblYTn_I0"  # Replace with your key
+    return create_client(url, key)
+
+# Upload file to Supabase bucket
+def upload_file_to_supabase(supabase: Client, bucket_name: str, file_path: str, destination_path: str):
+    with open(file_path, "rb") as file:
+        try:
+            response = supabase.storage.from_(bucket_name).upload(destination_path, file)
+            print(f"Uploaded {file_path} -> {destination_path}")
+        except Exception as e:
+            print(f"Failed to upload {file_path} -> {destination_path}: {e}")
+
+# Recursive function to upload all files in directory
+def upload_directory_to_supabase(supabase: Client, bucket_name: str, local_directory: str):
+    for root, dirs, files in os.walk(local_directory):
+        for file_name in files:
+            if file_name.startswith('.'):
+                # Skip hidden files (e.g., .DS_Store)
+                continue
+            
+            file_path = os.path.join(root, file_name)
+            
+            # Create relative path for Supabase storage to mirror local structure
+            relative_path = os.path.relpath(file_path, local_directory)
+            destination_path = Path(relative_path).as_posix()  # Ensure path uses forward slashes
+            
+            # Upload file
+            upload_file_to_supabase(supabase, bucket_name, file_path, destination_path)
+
+# Main function
+def main():
+    supabase = init_supabase_client()
+    bucket_name = "clouds"  # Use your Supabase bucket name
+    local_directory = "clouds"  # Folder you want to upload (in this case, anomalies)
+    
+    upload_directory_to_supabase(supabase, bucket_name, local_directory)
+
+if __name__ == "__main__":
+    main()
\ No newline at end of file
diff --git a/buckets/zoodex/burrowingOwls/4567867.jpeg b/buckets/zoodex/burrowingOwls/4567867.jpeg
new file mode 100644
index 00000000..a98ac549
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/4567867.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575.jpeg b/buckets/zoodex/burrowingOwls/7575.jpeg
new file mode 100644
index 00000000..d9aee402
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575107575.jpeg b/buckets/zoodex/burrowingOwls/7575107575.jpeg
new file mode 100644
index 00000000..66fe4305
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575107575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575117575.jpeg b/buckets/zoodex/burrowingOwls/7575117575.jpeg
new file mode 100644
index 00000000..a86f90fe
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575117575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575127575.jpeg b/buckets/zoodex/burrowingOwls/7575127575.jpeg
new file mode 100644
index 00000000..009a0c7e
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575127575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575137575.jpeg b/buckets/zoodex/burrowingOwls/7575137575.jpeg
new file mode 100644
index 00000000..e9fa9127
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575137575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575147575.jpeg b/buckets/zoodex/burrowingOwls/7575147575.jpeg
new file mode 100644
index 00000000..bbf93783
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575147575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575157575.jpeg b/buckets/zoodex/burrowingOwls/7575157575.jpeg
new file mode 100644
index 00000000..e9fa9127
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575157575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575167575.jpeg b/buckets/zoodex/burrowingOwls/7575167575.jpeg
new file mode 100644
index 00000000..bbf93783
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575167575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/757517575.jpeg b/buckets/zoodex/burrowingOwls/757517575.jpeg
new file mode 100644
index 00000000..7bab34aa
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/757517575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575177575.jpeg b/buckets/zoodex/burrowingOwls/7575177575.jpeg
new file mode 100644
index 00000000..a28fddf5
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575177575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575187575.jpeg b/buckets/zoodex/burrowingOwls/7575187575.jpeg
new file mode 100644
index 00000000..bace4e9b
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575187575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575197575.jpeg b/buckets/zoodex/burrowingOwls/7575197575.jpeg
new file mode 100644
index 00000000..fa5362c2
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575197575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575207575.jpeg b/buckets/zoodex/burrowingOwls/7575207575.jpeg
new file mode 100644
index 00000000..a28fddf5
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575207575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575217575.jpeg b/buckets/zoodex/burrowingOwls/7575217575.jpeg
new file mode 100644
index 00000000..30be11ae
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575217575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575227575.jpeg b/buckets/zoodex/burrowingOwls/7575227575.jpeg
new file mode 100644
index 00000000..04f649ca
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575227575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575237575.jpeg b/buckets/zoodex/burrowingOwls/7575237575.jpeg
new file mode 100644
index 00000000..bd7336e3
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575237575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575247575.jpeg b/buckets/zoodex/burrowingOwls/7575247575.jpeg
new file mode 100644
index 00000000..da8e7fe1
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575247575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575257575.jpeg b/buckets/zoodex/burrowingOwls/7575257575.jpeg
new file mode 100644
index 00000000..3c8dbc0b
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575257575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575267575.jpeg b/buckets/zoodex/burrowingOwls/7575267575.jpeg
new file mode 100644
index 00000000..9911cf0c
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575267575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/757527575.jpeg b/buckets/zoodex/burrowingOwls/757527575.jpeg
new file mode 100644
index 00000000..43be604a
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/757527575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575277575.jpeg b/buckets/zoodex/burrowingOwls/7575277575.jpeg
new file mode 100644
index 00000000..e9135715
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575277575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575287575.jpeg b/buckets/zoodex/burrowingOwls/7575287575.jpeg
new file mode 100644
index 00000000..83cdb46c
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575287575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575297575.jpeg b/buckets/zoodex/burrowingOwls/7575297575.jpeg
new file mode 100644
index 00000000..a4306a6b
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575297575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575307575.jpeg b/buckets/zoodex/burrowingOwls/7575307575.jpeg
new file mode 100644
index 00000000..611ad9d7
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575307575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575317575.jpeg b/buckets/zoodex/burrowingOwls/7575317575.jpeg
new file mode 100644
index 00000000..37e26fa8
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575317575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/7575327575.jpeg b/buckets/zoodex/burrowingOwls/7575327575.jpeg
new file mode 100644
index 00000000..2dc59157
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/7575327575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/757537575.jpeg b/buckets/zoodex/burrowingOwls/757537575.jpeg
new file mode 100644
index 00000000..a0fbe1e6
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/757537575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/757547575.jpeg b/buckets/zoodex/burrowingOwls/757547575.jpeg
new file mode 100644
index 00000000..c4e67cc2
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/757547575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/757557575.jpeg b/buckets/zoodex/burrowingOwls/757557575.jpeg
new file mode 100644
index 00000000..9b6ca8b2
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/757557575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/757567575.jpeg b/buckets/zoodex/burrowingOwls/757567575.jpeg
new file mode 100644
index 00000000..fd7ee74e
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/757567575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/757577575.jpeg b/buckets/zoodex/burrowingOwls/757577575.jpeg
new file mode 100644
index 00000000..d85cb84e
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/757577575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/757587575.jpeg b/buckets/zoodex/burrowingOwls/757587575.jpeg
new file mode 100644
index 00000000..c07d3664
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/757587575.jpeg differ
diff --git a/buckets/zoodex/burrowingOwls/757597575.jpeg b/buckets/zoodex/burrowingOwls/757597575.jpeg
new file mode 100644
index 00000000..2949f285
Binary files /dev/null and b/buckets/zoodex/burrowingOwls/757597575.jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (1).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (1).jpeg
new file mode 100644
index 00000000..a58e7965
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (1).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (10).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (10).jpeg
new file mode 100644
index 00000000..748b19f3
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (10).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (11).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (11).jpeg
new file mode 100644
index 00000000..3fd54e99
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (11).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (12).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (12).jpeg
new file mode 100644
index 00000000..defca98d
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (12).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (13).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (13).jpeg
new file mode 100644
index 00000000..8a93e997
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (13).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (14).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (14).jpeg
new file mode 100644
index 00000000..3fd54e99
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (14).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (15).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (15).jpeg
new file mode 100644
index 00000000..6be84640
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (15).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (16).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (16).jpeg
new file mode 100644
index 00000000..4ec02aca
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (16).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (17).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (17).jpeg
new file mode 100644
index 00000000..68c5c9a5
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (17).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (18).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (18).jpeg
new file mode 100644
index 00000000..bf9ef540
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (18).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (19).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (19).jpeg
new file mode 100644
index 00000000..f62938ec
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (19).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (2).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (2).jpeg
new file mode 100644
index 00000000..ca3fda52
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (2).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (20).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (20).jpeg
new file mode 100644
index 00000000..e95c4dfc
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (20).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (21).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (21).jpeg
new file mode 100644
index 00000000..d0f8a636
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (21).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (22).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (22).jpeg
new file mode 100644
index 00000000..8a93e997
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (22).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (23).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (23).jpeg
new file mode 100644
index 00000000..d0f8a636
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (23).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (24).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (24).jpeg
new file mode 100644
index 00000000..4ec02aca
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (24).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (25).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (25).jpeg
new file mode 100644
index 00000000..6be84640
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (25).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (3).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (3).jpeg
new file mode 100644
index 00000000..923f98c3
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (3).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (4).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (4).jpeg
new file mode 100644
index 00000000..420e8c7a
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (4).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (5).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (5).jpeg
new file mode 100644
index 00000000..e95c4dfc
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (5).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (6).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (6).jpeg
new file mode 100644
index 00000000..ca3fda52
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (6).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (7).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (7).jpeg
new file mode 100644
index 00000000..923f98c3
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (7).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (8).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (8).jpeg
new file mode 100644
index 00000000..420e8c7a
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (8).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above (9).jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (9).jpeg
new file mode 100644
index 00000000..9174c81b
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above (9).jpeg differ
diff --git a/buckets/zoodex/iguanasFromAbove/Iguanas from Above.jpeg b/buckets/zoodex/iguanasFromAbove/Iguanas from Above.jpeg
new file mode 100644
index 00000000..20805031
Binary files /dev/null and b/buckets/zoodex/iguanasFromAbove/Iguanas from Above.jpeg differ
diff --git a/compose.yml b/compose.yml
new file mode 100644
index 00000000..5b96a2e9
--- /dev/null
+++ b/compose.yml
@@ -0,0 +1,29 @@
+services:
+  flaskapp:
+    container_name: flaskapp
+    image: flaskapp:1.0.0
+    build:
+      context: ./galaxy
+      dockerfile: flask.dockerfile
+    ports:
+      - 4000:4000
+    environment:
+      - SQLALCHEMY_DATABASE_URI=postgresql://postgres:postgres@db:5432/postgres
+      - DATABASE_URL=postgresql://postgres:postgres@db:5432/postgres
+    depends_on:
+      - db
+
+  db:
+    container_name: starsailors_db
+    image: postgres:13
+    environment:
+      POSTGRES_USER: postgres
+      POSTGRES_PASSWORD: postgres
+      POSTGRES_DB: postgres
+    ports:
+      - 5432:5432
+    volumes:
+      - pgdata:/var/ib/postgresql/data
+
+volumes:
+  pgdata: {}
\ No newline at end of file
diff --git a/context/UserContext.ts b/context/UserContext.ts
deleted file mode 100644
index 28db4814..00000000
--- a/context/UserContext.ts
+++ /dev/null
@@ -1,27 +0,0 @@
-export { }/*import {createContext, useEffect, useState} from "react";
-import {useSession, useSupabaseClient} from "@supabase/auth-helpers-react";
-
-export const UserContext = createContext({});
-
-export function UserContextProvider({children}) {
-  const session = useSession();
-  const supabase = useSupabaseClient();
-  const [profile,setProfile] = useState(null);
-  useEffect(() => {
-    if (!session?.user?.id) {
-      return;
-    }
-    supabase.from('profiles')
-      .select()
-      .eq('id', session.user.id)
-      .then(result => {
-        setProfile(result.data?.[0]);
-      });
-  }, [session?.user?.id]);
-  
-  return (
-    <UserContext.Provider value={{profile}}>
-      {children}
-    </UserContext.Provider>
-  );
-}*/
\ No newline at end of file
diff --git a/context/constants/cdn.ts b/context/constants/cdn.ts
deleted file mode 100644
index 9a9ae56d..00000000
--- a/context/constants/cdn.ts
+++ /dev/null
@@ -1,2 +0,0 @@
-export const imagesCdnAddress = 'https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/images/'
-export const generatorCdnInfo = 'https://github.com/Signal-K/client/commit/ab6b6db464602535a7ca9e471956e021ffbf3c95'
\ No newline at end of file
diff --git a/context/constants/contractAddresses.ts b/context/constants/contractAddresses.ts
deleted file mode 100644
index 4add9e33..00000000
--- a/context/constants/contractAddresses.ts
+++ /dev/null
@@ -1,7 +0,0 @@
-export const HELPER_ADDRESS = '0xcf05AB21cAa609c81D6DfF435F0F8808A05EA264'; // custom contract
-// 0xcf05AB21cAa609c81D6DfF435F0F8808A05EA264 is deployed from the correct wallet, but has a problem - it points to the Planets contract as the multitools contract (i.e. the planets are both the required nft and the nft that is being staked. This could be implemented in future...but for now we need to fix this. So I've redeployed it on a new address (see above line) with the correct pointer). See https://skinetics.notion.site/Planet-Mining-multitool-8310fa1cd188440688bbcc19692b3b67. Derived from https://thirdweb.com/0xCdc5929e1158F7f0B320e3B942528E6998D8b25c/PlanetHelper/1.0.1?via=/goerli/0xcf05AB21cAa609c81D6DfF435F0F8808A05EA264
-export const MULTITOOLS_ADDRESS = '0xF846D262EeBAFbfA79017b43aBb0251F740a0619';
-export const PLANETS_ADDRESS = '0xdf35Bb26d9AAD05EeC5183c6288f13c0136A7b43'; // edition drop (erc1155)
-export const MINERALS_ADDRESS = '0xE938775F4ee4913470905885c9744C7FAD482991';
-
-// Note that this is on the Goerli test net
\ No newline at end of file
diff --git a/context/constants/contractMappingResponse.ts b/context/constants/contractMappingResponse.ts
deleted file mode 100644
index 12dfbcc8..00000000
--- a/context/constants/contractMappingResponse.ts
+++ /dev/null
@@ -1,8 +0,0 @@
-import { BigNumber } from "ethers";
-
-type ContractMappingResponse = {
-    isData: boolean;
-    value: BigNumber;
-};
-
-export default ContractMappingResponse;
\ No newline at end of file
diff --git a/context/constants/contracts.ts b/context/constants/contracts.ts
deleted file mode 100644
index 344d144c..00000000
--- a/context/constants/contracts.ts
+++ /dev/null
@@ -1,1208 +0,0 @@
-// 1. export the contract address
-export const LENS_CONTRACT_ADDRESS =
-  "0xDb46d1Dc155634FbC732f92E853b10B288AD5a1d";
-
-// 2. export the contract abi
-export const LENS_CONTRACT_ABI = [
-  {
-    inputs: [
-      { internalType: "address", name: "followNFTImpl", type: "address" },
-      { internalType: "address", name: "collectNFTImpl", type: "address" },
-    ],
-    stateMutability: "nonpayable",
-    type: "constructor",
-  },
-  { inputs: [], name: "CallerNotCollectNFT", type: "error" },
-  { inputs: [], name: "CallerNotFollowNFT", type: "error" },
-  { inputs: [], name: "CannotInitImplementation", type: "error" },
-  { inputs: [], name: "EmergencyAdminCannotUnpause", type: "error" },
-  { inputs: [], name: "InitParamsInvalid", type: "error" },
-  { inputs: [], name: "Initialized", type: "error" },
-  { inputs: [], name: "NotGovernance", type: "error" },
-  { inputs: [], name: "NotGovernanceOrEmergencyAdmin", type: "error" },
-  { inputs: [], name: "NotOwnerOrApproved", type: "error" },
-  { inputs: [], name: "NotProfileOwner", type: "error" },
-  { inputs: [], name: "NotProfileOwnerOrDispatcher", type: "error" },
-  { inputs: [], name: "Paused", type: "error" },
-  { inputs: [], name: "ProfileCreatorNotWhitelisted", type: "error" },
-  { inputs: [], name: "ProfileImageURILengthInvalid", type: "error" },
-  { inputs: [], name: "PublicationDoesNotExist", type: "error" },
-  { inputs: [], name: "PublishingPaused", type: "error" },
-  { inputs: [], name: "SignatureExpired", type: "error" },
-  { inputs: [], name: "SignatureInvalid", type: "error" },
-  { inputs: [], name: "ZeroSpender", type: "error" },
-  {
-    anonymous: false,
-    inputs: [
-      {
-        indexed: true,
-        internalType: "address",
-        name: "owner",
-        type: "address",
-      },
-      {
-        indexed: true,
-        internalType: "address",
-        name: "approved",
-        type: "address",
-      },
-      {
-        indexed: true,
-        internalType: "uint256",
-        name: "tokenId",
-        type: "uint256",
-      },
-    ],
-    name: "Approval",
-    type: "event",
-  },
-  {
-    anonymous: false,
-    inputs: [
-      {
-        indexed: true,
-        internalType: "address",
-        name: "owner",
-        type: "address",
-      },
-      {
-        indexed: true,
-        internalType: "address",
-        name: "operator",
-        type: "address",
-      },
-      { indexed: false, internalType: "bool", name: "approved", type: "bool" },
-    ],
-    name: "ApprovalForAll",
-    type: "event",
-  },
-  {
-    anonymous: false,
-    inputs: [
-      { indexed: true, internalType: "address", name: "from", type: "address" },
-      { indexed: true, internalType: "address", name: "to", type: "address" },
-      {
-        indexed: true,
-        internalType: "uint256",
-        name: "tokenId",
-        type: "uint256",
-      },
-    ],
-    name: "Transfer",
-    type: "event",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "to", type: "address" },
-      { internalType: "uint256", name: "tokenId", type: "uint256" },
-    ],
-    name: "approve",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "address", name: "owner", type: "address" }],
-    name: "balanceOf",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "tokenId", type: "uint256" }],
-    name: "burn",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "tokenId", type: "uint256" },
-      {
-        components: [
-          { internalType: "uint8", name: "v", type: "uint8" },
-          { internalType: "bytes32", name: "r", type: "bytes32" },
-          { internalType: "bytes32", name: "s", type: "bytes32" },
-          { internalType: "uint256", name: "deadline", type: "uint256" },
-        ],
-        internalType: "struct DataTypes.EIP712Signature",
-        name: "sig",
-        type: "tuple",
-      },
-    ],
-    name: "burnWithSig",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "uint256", name: "pubId", type: "uint256" },
-      { internalType: "bytes", name: "data", type: "bytes" },
-    ],
-    name: "collect",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "address", name: "collector", type: "address" },
-          { internalType: "uint256", name: "profileId", type: "uint256" },
-          { internalType: "uint256", name: "pubId", type: "uint256" },
-          { internalType: "bytes", name: "data", type: "bytes" },
-          {
-            components: [
-              { internalType: "uint8", name: "v", type: "uint8" },
-              { internalType: "bytes32", name: "r", type: "bytes32" },
-              { internalType: "bytes32", name: "s", type: "bytes32" },
-              { internalType: "uint256", name: "deadline", type: "uint256" },
-            ],
-            internalType: "struct DataTypes.EIP712Signature",
-            name: "sig",
-            type: "tuple",
-          },
-        ],
-        internalType: "struct DataTypes.CollectWithSigData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "collectWithSig",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "uint256", name: "profileId", type: "uint256" },
-          { internalType: "string", name: "contentURI", type: "string" },
-          {
-            internalType: "uint256",
-            name: "profileIdPointed",
-            type: "uint256",
-          },
-          { internalType: "uint256", name: "pubIdPointed", type: "uint256" },
-          { internalType: "bytes", name: "referenceModuleData", type: "bytes" },
-          { internalType: "address", name: "collectModule", type: "address" },
-          {
-            internalType: "bytes",
-            name: "collectModuleInitData",
-            type: "bytes",
-          },
-          { internalType: "address", name: "referenceModule", type: "address" },
-          {
-            internalType: "bytes",
-            name: "referenceModuleInitData",
-            type: "bytes",
-          },
-        ],
-        internalType: "struct DataTypes.CommentData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "comment",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "uint256", name: "profileId", type: "uint256" },
-          { internalType: "string", name: "contentURI", type: "string" },
-          {
-            internalType: "uint256",
-            name: "profileIdPointed",
-            type: "uint256",
-          },
-          { internalType: "uint256", name: "pubIdPointed", type: "uint256" },
-          { internalType: "bytes", name: "referenceModuleData", type: "bytes" },
-          { internalType: "address", name: "collectModule", type: "address" },
-          {
-            internalType: "bytes",
-            name: "collectModuleInitData",
-            type: "bytes",
-          },
-          { internalType: "address", name: "referenceModule", type: "address" },
-          {
-            internalType: "bytes",
-            name: "referenceModuleInitData",
-            type: "bytes",
-          },
-          {
-            components: [
-              { internalType: "uint8", name: "v", type: "uint8" },
-              { internalType: "bytes32", name: "r", type: "bytes32" },
-              { internalType: "bytes32", name: "s", type: "bytes32" },
-              { internalType: "uint256", name: "deadline", type: "uint256" },
-            ],
-            internalType: "struct DataTypes.EIP712Signature",
-            name: "sig",
-            type: "tuple",
-          },
-        ],
-        internalType: "struct DataTypes.CommentWithSigData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "commentWithSig",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "address", name: "to", type: "address" },
-          { internalType: "string", name: "handle", type: "string" },
-          { internalType: "string", name: "imageURI", type: "string" },
-          { internalType: "address", name: "followModule", type: "address" },
-          {
-            internalType: "bytes",
-            name: "followModuleInitData",
-            type: "bytes",
-          },
-          { internalType: "string", name: "followNFTURI", type: "string" },
-        ],
-        internalType: "struct DataTypes.CreateProfileData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "createProfile",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "address", name: "wallet", type: "address" }],
-    name: "defaultProfile",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "uint256", name: "pubId", type: "uint256" },
-      { internalType: "uint256", name: "collectNFTId", type: "uint256" },
-      { internalType: "address", name: "from", type: "address" },
-      { internalType: "address", name: "to", type: "address" },
-    ],
-    name: "emitCollectNFTTransferEvent",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "uint256", name: "followNFTId", type: "uint256" },
-      { internalType: "address", name: "from", type: "address" },
-      { internalType: "address", name: "to", type: "address" },
-    ],
-    name: "emitFollowNFTTransferEvent",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "tokenId", type: "uint256" }],
-    name: "exists",
-    outputs: [{ internalType: "bool", name: "", type: "bool" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256[]", name: "profileIds", type: "uint256[]" },
-      { internalType: "bytes[]", name: "datas", type: "bytes[]" },
-    ],
-    name: "follow",
-    outputs: [{ internalType: "uint256[]", name: "", type: "uint256[]" }],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "address", name: "follower", type: "address" },
-          { internalType: "uint256[]", name: "profileIds", type: "uint256[]" },
-          { internalType: "bytes[]", name: "datas", type: "bytes[]" },
-          {
-            components: [
-              { internalType: "uint8", name: "v", type: "uint8" },
-              { internalType: "bytes32", name: "r", type: "bytes32" },
-              { internalType: "bytes32", name: "s", type: "bytes32" },
-              { internalType: "uint256", name: "deadline", type: "uint256" },
-            ],
-            internalType: "struct DataTypes.EIP712Signature",
-            name: "sig",
-            type: "tuple",
-          },
-        ],
-        internalType: "struct DataTypes.FollowWithSigData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "followWithSig",
-    outputs: [{ internalType: "uint256[]", name: "", type: "uint256[]" }],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "tokenId", type: "uint256" }],
-    name: "getApproved",
-    outputs: [{ internalType: "address", name: "", type: "address" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "uint256", name: "pubId", type: "uint256" },
-    ],
-    name: "getCollectModule",
-    outputs: [{ internalType: "address", name: "", type: "address" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "uint256", name: "pubId", type: "uint256" },
-    ],
-    name: "getCollectNFT",
-    outputs: [{ internalType: "address", name: "", type: "address" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [],
-    name: "getCollectNFTImpl",
-    outputs: [{ internalType: "address", name: "", type: "address" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "uint256", name: "pubId", type: "uint256" },
-    ],
-    name: "getContentURI",
-    outputs: [{ internalType: "string", name: "", type: "string" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "profileId", type: "uint256" }],
-    name: "getDispatcher",
-    outputs: [{ internalType: "address", name: "", type: "address" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [],
-    name: "getDomainSeparator",
-    outputs: [{ internalType: "bytes32", name: "", type: "bytes32" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "profileId", type: "uint256" }],
-    name: "getFollowModule",
-    outputs: [{ internalType: "address", name: "", type: "address" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "profileId", type: "uint256" }],
-    name: "getFollowNFT",
-    outputs: [{ internalType: "address", name: "", type: "address" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [],
-    name: "getFollowNFTImpl",
-    outputs: [{ internalType: "address", name: "", type: "address" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "profileId", type: "uint256" }],
-    name: "getFollowNFTURI",
-    outputs: [{ internalType: "string", name: "", type: "string" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [],
-    name: "getGovernance",
-    outputs: [{ internalType: "address", name: "", type: "address" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "profileId", type: "uint256" }],
-    name: "getHandle",
-    outputs: [{ internalType: "string", name: "", type: "string" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "profileId", type: "uint256" }],
-    name: "getProfile",
-    outputs: [
-      {
-        components: [
-          { internalType: "uint256", name: "pubCount", type: "uint256" },
-          { internalType: "address", name: "followModule", type: "address" },
-          { internalType: "address", name: "followNFT", type: "address" },
-          { internalType: "string", name: "handle", type: "string" },
-          { internalType: "string", name: "imageURI", type: "string" },
-          { internalType: "string", name: "followNFTURI", type: "string" },
-        ],
-        internalType: "struct DataTypes.ProfileStruct",
-        name: "",
-        type: "tuple",
-      },
-    ],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "string", name: "handle", type: "string" }],
-    name: "getProfileIdByHandle",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "uint256", name: "pubId", type: "uint256" },
-    ],
-    name: "getPub",
-    outputs: [
-      {
-        components: [
-          {
-            internalType: "uint256",
-            name: "profileIdPointed",
-            type: "uint256",
-          },
-          { internalType: "uint256", name: "pubIdPointed", type: "uint256" },
-          { internalType: "string", name: "contentURI", type: "string" },
-          { internalType: "address", name: "referenceModule", type: "address" },
-          { internalType: "address", name: "collectModule", type: "address" },
-          { internalType: "address", name: "collectNFT", type: "address" },
-        ],
-        internalType: "struct DataTypes.PublicationStruct",
-        name: "",
-        type: "tuple",
-      },
-    ],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "profileId", type: "uint256" }],
-    name: "getPubCount",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "uint256", name: "pubId", type: "uint256" },
-    ],
-    name: "getPubPointer",
-    outputs: [
-      { internalType: "uint256", name: "", type: "uint256" },
-      { internalType: "uint256", name: "", type: "uint256" },
-    ],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "uint256", name: "pubId", type: "uint256" },
-    ],
-    name: "getPubType",
-    outputs: [
-      { internalType: "enum DataTypes.PubType", name: "", type: "uint8" },
-    ],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "uint256", name: "pubId", type: "uint256" },
-    ],
-    name: "getReferenceModule",
-    outputs: [{ internalType: "address", name: "", type: "address" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [],
-    name: "getState",
-    outputs: [
-      { internalType: "enum DataTypes.ProtocolState", name: "", type: "uint8" },
-    ],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "string", name: "name", type: "string" },
-      { internalType: "string", name: "symbol", type: "string" },
-      { internalType: "address", name: "newGovernance", type: "address" },
-    ],
-    name: "initialize",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "owner", type: "address" },
-      { internalType: "address", name: "operator", type: "address" },
-    ],
-    name: "isApprovedForAll",
-    outputs: [{ internalType: "bool", name: "", type: "bool" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "collectModule", type: "address" },
-    ],
-    name: "isCollectModuleWhitelisted",
-    outputs: [{ internalType: "bool", name: "", type: "bool" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "followModule", type: "address" },
-    ],
-    name: "isFollowModuleWhitelisted",
-    outputs: [{ internalType: "bool", name: "", type: "bool" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "profileCreator", type: "address" },
-    ],
-    name: "isProfileCreatorWhitelisted",
-    outputs: [{ internalType: "bool", name: "", type: "bool" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "referenceModule", type: "address" },
-    ],
-    name: "isReferenceModuleWhitelisted",
-    outputs: [{ internalType: "bool", name: "", type: "bool" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "tokenId", type: "uint256" }],
-    name: "mintTimestampOf",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "uint256", name: "profileId", type: "uint256" },
-          {
-            internalType: "uint256",
-            name: "profileIdPointed",
-            type: "uint256",
-          },
-          { internalType: "uint256", name: "pubIdPointed", type: "uint256" },
-          { internalType: "bytes", name: "referenceModuleData", type: "bytes" },
-          { internalType: "address", name: "referenceModule", type: "address" },
-          {
-            internalType: "bytes",
-            name: "referenceModuleInitData",
-            type: "bytes",
-          },
-        ],
-        internalType: "struct DataTypes.MirrorData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "mirror",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "uint256", name: "profileId", type: "uint256" },
-          {
-            internalType: "uint256",
-            name: "profileIdPointed",
-            type: "uint256",
-          },
-          { internalType: "uint256", name: "pubIdPointed", type: "uint256" },
-          { internalType: "bytes", name: "referenceModuleData", type: "bytes" },
-          { internalType: "address", name: "referenceModule", type: "address" },
-          {
-            internalType: "bytes",
-            name: "referenceModuleInitData",
-            type: "bytes",
-          },
-          {
-            components: [
-              { internalType: "uint8", name: "v", type: "uint8" },
-              { internalType: "bytes32", name: "r", type: "bytes32" },
-              { internalType: "bytes32", name: "s", type: "bytes32" },
-              { internalType: "uint256", name: "deadline", type: "uint256" },
-            ],
-            internalType: "struct DataTypes.EIP712Signature",
-            name: "sig",
-            type: "tuple",
-          },
-        ],
-        internalType: "struct DataTypes.MirrorWithSigData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "mirrorWithSig",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [],
-    name: "name",
-    outputs: [{ internalType: "string", name: "", type: "string" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "tokenId", type: "uint256" }],
-    name: "ownerOf",
-    outputs: [{ internalType: "address", name: "", type: "address" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "spender", type: "address" },
-      { internalType: "uint256", name: "tokenId", type: "uint256" },
-      {
-        components: [
-          { internalType: "uint8", name: "v", type: "uint8" },
-          { internalType: "bytes32", name: "r", type: "bytes32" },
-          { internalType: "bytes32", name: "s", type: "bytes32" },
-          { internalType: "uint256", name: "deadline", type: "uint256" },
-        ],
-        internalType: "struct DataTypes.EIP712Signature",
-        name: "sig",
-        type: "tuple",
-      },
-    ],
-    name: "permit",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "owner", type: "address" },
-      { internalType: "address", name: "operator", type: "address" },
-      { internalType: "bool", name: "approved", type: "bool" },
-      {
-        components: [
-          { internalType: "uint8", name: "v", type: "uint8" },
-          { internalType: "bytes32", name: "r", type: "bytes32" },
-          { internalType: "bytes32", name: "s", type: "bytes32" },
-          { internalType: "uint256", name: "deadline", type: "uint256" },
-        ],
-        internalType: "struct DataTypes.EIP712Signature",
-        name: "sig",
-        type: "tuple",
-      },
-    ],
-    name: "permitForAll",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "uint256", name: "profileId", type: "uint256" },
-          { internalType: "string", name: "contentURI", type: "string" },
-          { internalType: "address", name: "collectModule", type: "address" },
-          {
-            internalType: "bytes",
-            name: "collectModuleInitData",
-            type: "bytes",
-          },
-          { internalType: "address", name: "referenceModule", type: "address" },
-          {
-            internalType: "bytes",
-            name: "referenceModuleInitData",
-            type: "bytes",
-          },
-        ],
-        internalType: "struct DataTypes.PostData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "post",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "uint256", name: "profileId", type: "uint256" },
-          { internalType: "string", name: "contentURI", type: "string" },
-          { internalType: "address", name: "collectModule", type: "address" },
-          {
-            internalType: "bytes",
-            name: "collectModuleInitData",
-            type: "bytes",
-          },
-          { internalType: "address", name: "referenceModule", type: "address" },
-          {
-            internalType: "bytes",
-            name: "referenceModuleInitData",
-            type: "bytes",
-          },
-          {
-            components: [
-              { internalType: "uint8", name: "v", type: "uint8" },
-              { internalType: "bytes32", name: "r", type: "bytes32" },
-              { internalType: "bytes32", name: "s", type: "bytes32" },
-              { internalType: "uint256", name: "deadline", type: "uint256" },
-            ],
-            internalType: "struct DataTypes.EIP712Signature",
-            name: "sig",
-            type: "tuple",
-          },
-        ],
-        internalType: "struct DataTypes.PostWithSigData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "postWithSig",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "from", type: "address" },
-      { internalType: "address", name: "to", type: "address" },
-      { internalType: "uint256", name: "tokenId", type: "uint256" },
-    ],
-    name: "safeTransferFrom",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "from", type: "address" },
-      { internalType: "address", name: "to", type: "address" },
-      { internalType: "uint256", name: "tokenId", type: "uint256" },
-      { internalType: "bytes", name: "_data", type: "bytes" },
-    ],
-    name: "safeTransferFrom",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "operator", type: "address" },
-      { internalType: "bool", name: "approved", type: "bool" },
-    ],
-    name: "setApprovalForAll",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "profileId", type: "uint256" }],
-    name: "setDefaultProfile",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "address", name: "wallet", type: "address" },
-          { internalType: "uint256", name: "profileId", type: "uint256" },
-          {
-            components: [
-              { internalType: "uint8", name: "v", type: "uint8" },
-              { internalType: "bytes32", name: "r", type: "bytes32" },
-              { internalType: "bytes32", name: "s", type: "bytes32" },
-              { internalType: "uint256", name: "deadline", type: "uint256" },
-            ],
-            internalType: "struct DataTypes.EIP712Signature",
-            name: "sig",
-            type: "tuple",
-          },
-        ],
-        internalType: "struct DataTypes.SetDefaultProfileWithSigData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "setDefaultProfileWithSig",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "address", name: "dispatcher", type: "address" },
-    ],
-    name: "setDispatcher",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "uint256", name: "profileId", type: "uint256" },
-          { internalType: "address", name: "dispatcher", type: "address" },
-          {
-            components: [
-              { internalType: "uint8", name: "v", type: "uint8" },
-              { internalType: "bytes32", name: "r", type: "bytes32" },
-              { internalType: "bytes32", name: "s", type: "bytes32" },
-              { internalType: "uint256", name: "deadline", type: "uint256" },
-            ],
-            internalType: "struct DataTypes.EIP712Signature",
-            name: "sig",
-            type: "tuple",
-          },
-        ],
-        internalType: "struct DataTypes.SetDispatcherWithSigData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "setDispatcherWithSig",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "newEmergencyAdmin", type: "address" },
-    ],
-    name: "setEmergencyAdmin",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "address", name: "followModule", type: "address" },
-      { internalType: "bytes", name: "followModuleInitData", type: "bytes" },
-    ],
-    name: "setFollowModule",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "uint256", name: "profileId", type: "uint256" },
-          { internalType: "address", name: "followModule", type: "address" },
-          {
-            internalType: "bytes",
-            name: "followModuleInitData",
-            type: "bytes",
-          },
-          {
-            components: [
-              { internalType: "uint8", name: "v", type: "uint8" },
-              { internalType: "bytes32", name: "r", type: "bytes32" },
-              { internalType: "bytes32", name: "s", type: "bytes32" },
-              { internalType: "uint256", name: "deadline", type: "uint256" },
-            ],
-            internalType: "struct DataTypes.EIP712Signature",
-            name: "sig",
-            type: "tuple",
-          },
-        ],
-        internalType: "struct DataTypes.SetFollowModuleWithSigData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "setFollowModuleWithSig",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "string", name: "followNFTURI", type: "string" },
-    ],
-    name: "setFollowNFTURI",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "uint256", name: "profileId", type: "uint256" },
-          { internalType: "string", name: "followNFTURI", type: "string" },
-          {
-            components: [
-              { internalType: "uint8", name: "v", type: "uint8" },
-              { internalType: "bytes32", name: "r", type: "bytes32" },
-              { internalType: "bytes32", name: "s", type: "bytes32" },
-              { internalType: "uint256", name: "deadline", type: "uint256" },
-            ],
-            internalType: "struct DataTypes.EIP712Signature",
-            name: "sig",
-            type: "tuple",
-          },
-        ],
-        internalType: "struct DataTypes.SetFollowNFTURIWithSigData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "setFollowNFTURIWithSig",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "newGovernance", type: "address" },
-    ],
-    name: "setGovernance",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "uint256", name: "profileId", type: "uint256" },
-      { internalType: "string", name: "imageURI", type: "string" },
-    ],
-    name: "setProfileImageURI",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        components: [
-          { internalType: "uint256", name: "profileId", type: "uint256" },
-          { internalType: "string", name: "imageURI", type: "string" },
-          {
-            components: [
-              { internalType: "uint8", name: "v", type: "uint8" },
-              { internalType: "bytes32", name: "r", type: "bytes32" },
-              { internalType: "bytes32", name: "s", type: "bytes32" },
-              { internalType: "uint256", name: "deadline", type: "uint256" },
-            ],
-            internalType: "struct DataTypes.EIP712Signature",
-            name: "sig",
-            type: "tuple",
-          },
-        ],
-        internalType: "struct DataTypes.SetProfileImageURIWithSigData",
-        name: "vars",
-        type: "tuple",
-      },
-    ],
-    name: "setProfileImageURIWithSig",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      {
-        internalType: "enum DataTypes.ProtocolState",
-        name: "newState",
-        type: "uint8",
-      },
-    ],
-    name: "setState",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "address", name: "", type: "address" }],
-    name: "sigNonces",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "bytes4", name: "interfaceId", type: "bytes4" }],
-    name: "supportsInterface",
-    outputs: [{ internalType: "bool", name: "", type: "bool" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [],
-    name: "symbol",
-    outputs: [{ internalType: "string", name: "", type: "string" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "index", type: "uint256" }],
-    name: "tokenByIndex",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "tokenId", type: "uint256" }],
-    name: "tokenDataOf",
-    outputs: [
-      {
-        components: [
-          { internalType: "address", name: "owner", type: "address" },
-          { internalType: "uint96", name: "mintTimestamp", type: "uint96" },
-        ],
-        internalType: "struct IERC721Time.TokenData",
-        name: "",
-        type: "tuple",
-      },
-    ],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "owner", type: "address" },
-      { internalType: "uint256", name: "index", type: "uint256" },
-    ],
-    name: "tokenOfOwnerByIndex",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [{ internalType: "uint256", name: "tokenId", type: "uint256" }],
-    name: "tokenURI",
-    outputs: [{ internalType: "string", name: "", type: "string" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [],
-    name: "totalSupply",
-    outputs: [{ internalType: "uint256", name: "", type: "uint256" }],
-    stateMutability: "view",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "from", type: "address" },
-      { internalType: "address", name: "to", type: "address" },
-      { internalType: "uint256", name: "tokenId", type: "uint256" },
-    ],
-    name: "transferFrom",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "collectModule", type: "address" },
-      { internalType: "bool", name: "whitelist", type: "bool" },
-    ],
-    name: "whitelistCollectModule",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "followModule", type: "address" },
-      { internalType: "bool", name: "whitelist", type: "bool" },
-    ],
-    name: "whitelistFollowModule",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "profileCreator", type: "address" },
-      { internalType: "bool", name: "whitelist", type: "bool" },
-    ],
-    name: "whitelistProfileCreator",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-  {
-    inputs: [
-      { internalType: "address", name: "referenceModule", type: "address" },
-      { internalType: "bool", name: "whitelist", type: "bool" },
-    ],
-    name: "whitelistReferenceModule",
-    outputs: [],
-    stateMutability: "nonpayable",
-    type: "function",
-  },
-];
\ No newline at end of file
diff --git a/data/Automating sectors copy.ipynb b/data/Automating sectors copy.ipynb
new file mode 100644
index 00000000..2ddaa68f
--- /dev/null
+++ b/data/Automating sectors copy.ipynb	
@@ -0,0 +1 @@
+{"cells":[{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659117997,"execution_millis":19210,"is_output_hidden":true,"deepnote_to_be_reexecuted":false,"deepnote_app_is_output_hidden":true,"cell_id":"d6f61ae7402f4f75a12623b97c56b52d","deepnote_cell_type":"code"},"source":"%matplotlib inline\n!pip install lightkurve","block_group":"d6f61ae7402f4f75a12623b97c56b52d","execution_count":null,"outputs":[{"name":"stdout","text":"Collecting lightkurve\n  Downloading lightkurve-2.4.2-py3-none-any.whl (265 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m265.9/265.9 kB\u001b[0m \u001b[31m29.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: matplotlib>=3.1 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (3.6.0)\nCollecting astroquery>=0.3.10\n  Downloading astroquery-0.4.7-py3-none-any.whl (5.3 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m5.3/5.3 MB\u001b[0m \u001b[31m88.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting uncertainties>=3.1.4\n  Downloading uncertainties-3.2.2-py3-none-any.whl (58 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m58.3/58.3 kB\u001b[0m \u001b[31m15.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting patsy>=0.5.0\n  Downloading patsy-0.5.6-py2.py3-none-any.whl (233 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m233.9/233.9 kB\u001b[0m \u001b[31m44.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: requests>=2.22.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (2.28.1)\nRequirement already satisfied: urllib3>=1.23 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (1.26.12)\nRequirement already satisfied: scikit-learn>=0.24.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (1.1.2)\nCollecting astropy>=5.0\n  Downloading astropy-6.0.1-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (10.1 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m10.1/10.1 MB\u001b[0m \u001b[31m79.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting oktopus>=0.1.2\n  Downloading oktopus-0.1.2.tar.gz (10 kB)\n  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hRequirement already satisfied: pandas>=1.1.4 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (2.1.4)\nRequirement already satisfied: beautifulsoup4>=4.6.0 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from lightkurve) (4.11.1)\nRequirement already satisfied: tqdm>=4.25.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (4.64.1)\nCollecting fbpca>=1.0\n  Downloading fbpca-1.0.tar.gz (11 kB)\n  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hCollecting bokeh>=2.0.0\n  Downloading bokeh-3.4.3-py3-none-any.whl (7.0 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m7.0/7.0 MB\u001b[0m \u001b[31m75.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting memoization>=0.3.1\n  Downloading memoization-0.4.0.tar.gz (41 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m41.2/41.2 kB\u001b[0m \u001b[31m11.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25h  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hRequirement already satisfied: scipy>=1.7 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (1.9.3)\nRequirement already satisfied: numpy>=1.18 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (1.23.4)\nCollecting PyYAML>=3.13\n  Downloading PyYAML-6.0.1-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (738 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m738.9/738.9 kB\u001b[0m \u001b[31m36.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting pyerfa>=2.0.1.1\n  Downloading pyerfa-2.0.1.4-cp39-abi3-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (738 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m738.7/738.7 kB\u001b[0m \u001b[31m36.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: packaging>=19.0 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from astropy>=5.0->lightkurve) (21.3)\nCollecting astropy-iers-data>=0.2024.2.26.0.28.55\n  Downloading astropy_iers_data-0.2024.7.29.0.32.7-py3-none-any.whl (1.9 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.9/1.9 MB\u001b[0m \u001b[31m51.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting keyring>=15.0\n  Downloading keyring-25.3.0-py3-none-any.whl (38 kB)\nCollecting html5lib>=0.999\n  Downloading html5lib-1.1-py2.py3-none-any.whl (112 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m112.2/112.2 kB\u001b[0m \u001b[31m22.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting pyvo>=1.1\n  Downloading pyvo-1.5.2-py3-none-any.whl (910 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m910.8/910.8 kB\u001b[0m \u001b[31m43.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: soupsieve>1.2 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.3.2.post1)\nRequirement already satisfied: pillow>=7.1.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from bokeh>=2.0.0->lightkurve) (9.2.0)\nCollecting contourpy>=1.2\n  Downloading contourpy-1.2.1-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (304 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m305.0/305.0 kB\u001b[0m \u001b[31m18.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting xyzservices>=2021.09.1\n  Downloading xyzservices-2024.6.0-py3-none-any.whl (83 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m83.9/83.9 kB\u001b[0m \u001b[31m4.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: tornado>=6.2 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from bokeh>=2.0.0->lightkurve) (6.2)\nRequirement already satisfied: Jinja2>=2.9 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from bokeh>=2.0.0->lightkurve) (3.1.2)\nRequirement already satisfied: cycler>=0.10 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from matplotlib>=3.1->lightkurve) (0.11.0)\nRequirement already satisfied: python-dateutil>=2.7 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from matplotlib>=3.1->lightkurve) (2.8.2)\nRequirement already satisfied: fonttools>=4.22.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from matplotlib>=3.1->lightkurve) (4.37.4)\nRequirement already satisfied: kiwisolver>=1.0.1 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from matplotlib>=3.1->lightkurve) (1.4.4)\nRequirement already satisfied: pyparsing>=2.2.1 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from matplotlib>=3.1->lightkurve) (3.0.9)\nCollecting autograd\n  Downloading autograd-1.6.2-py3-none-any.whl (49 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m49.3/49.3 kB\u001b[0m \u001b[31m10.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: tzdata>=2022.1 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from pandas>=1.1.4->lightkurve) (2022.5)\nRequirement already satisfied: pytz>=2020.1 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from pandas>=1.1.4->lightkurve) (2022.5)\nRequirement already satisfied: six in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\nRequirement already satisfied: idna<4,>=2.5 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from requests>=2.22.0->lightkurve) (3.4)\nRequirement already satisfied: charset-normalizer<3,>=2 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from requests>=2.22.0->lightkurve) (2.1.1)\nRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\nRequirement already satisfied: threadpoolctl>=2.0.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\nRequirement already satisfied: joblib>=1.0.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\nRequirement already satisfied: webencodings in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\nRequirement already satisfied: MarkupSafe>=2.0 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from Jinja2>=2.9->bokeh>=2.0.0->lightkurve) (2.0.0)\nCollecting jaraco.functools\n  Downloading jaraco.functools-4.0.2-py3-none-any.whl (9.9 kB)\nCollecting jaraco.classes\n  Downloading jaraco.classes-3.4.0-py3-none-any.whl (6.8 kB)\nCollecting SecretStorage>=3.2\n  Downloading SecretStorage-3.3.3-py3-none-any.whl (15 kB)\nCollecting jeepney>=0.4.2\n  Downloading jeepney-0.8.0-py3-none-any.whl (48 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m48.4/48.4 kB\u001b[0m \u001b[31m12.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting jaraco.context\n  Downloading jaraco.context-5.3.0-py3-none-any.whl (6.5 kB)\nRequirement already satisfied: importlib-metadata>=4.11.4 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from keyring>=15.0->astroquery>=0.3.10->lightkurve) (5.0.0)\nRequirement already satisfied: future>=0.15.2 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from autograd->oktopus>=0.1.2->lightkurve) (0.18.2)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from importlib-metadata>=4.11.4->keyring>=15.0->astroquery>=0.3.10->lightkurve) (3.9.0)\nRequirement already satisfied: cryptography>=2.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from SecretStorage>=3.2->keyring>=15.0->astroquery>=0.3.10->lightkurve) (36.0.2)\nCollecting more-itertools\n  Downloading more_itertools-10.3.0-py3-none-any.whl (59 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m59.2/59.2 kB\u001b[0m \u001b[31m15.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting backports.tarfile\n  Downloading backports.tarfile-1.2.0-py3-none-any.whl (30 kB)\nRequirement already satisfied: cffi>=1.12 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from cryptography>=2.0->SecretStorage>=3.2->keyring>=15.0->astroquery>=0.3.10->lightkurve) (1.15.1)\nRequirement already satisfied: pycparser in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from cffi>=1.12->cryptography>=2.0->SecretStorage>=3.2->keyring>=15.0->astroquery>=0.3.10->lightkurve) (2.21)\nBuilding wheels for collected packages: fbpca, memoization, oktopus\n  Building wheel for fbpca (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for fbpca: filename=fbpca-1.0-py3-none-any.whl size=11375 sha256=0906e198e29483b429a2febcfb101ef3270f90ebd8a0e702aa5b36c680750908\n  Stored in directory: /root/.cache/pip/wheels/f5/60/60/28df6c25f4d22b73d1a2b1c7e4842a5e2178e35e47b62e8e9a\n  Building wheel for memoization (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for memoization: filename=memoization-0.4.0-py3-none-any.whl size=50467 sha256=26aea1c80ff0d03185a788194d2c9688d57f7eb1a15060365e991de035142119\n  Stored in directory: /root/.cache/pip/wheels/a7/cb/f2/25802a0599b033b24cbf2cb0210af6f13c27291db92cd5178c\n  Building wheel for oktopus (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for oktopus: filename=oktopus-0.1.2-py3-none-any.whl size=12778 sha256=79719d07983b2e811c84a90d12404714a0e1f08180307739b7eef917eedcb626\n  Stored in directory: /root/.cache/pip/wheels/2d/e1/b0/98936da406def24e556d3a45c4383cb71d24e4e4da06551a55\nSuccessfully built fbpca memoization oktopus\nInstalling collected packages: fbpca, xyzservices, uncertainties, PyYAML, pyerfa, patsy, more-itertools, memoization, jeepney, html5lib, contourpy, backports.tarfile, autograd, astropy-iers-data, oktopus, jaraco.functools, jaraco.context, jaraco.classes, astropy, SecretStorage, pyvo, bokeh, keyring, astroquery, lightkurve\n  Attempting uninstall: contourpy\n    Found existing installation: contourpy 1.0.5\n    Not uninstalling contourpy at /shared-libs/python3.9/py/lib/python3.9/site-packages, outside environment /root/venv\n    Can't uninstall 'contourpy'. No files were found to uninstall.\nSuccessfully installed PyYAML-6.0.1 SecretStorage-3.3.3 astropy-6.0.1 astropy-iers-data-0.2024.7.29.0.32.7 astroquery-0.4.7 autograd-1.6.2 backports.tarfile-1.2.0 bokeh-3.4.3 contourpy-1.2.1 fbpca-1.0 html5lib-1.1 jaraco.classes-3.4.0 jaraco.context-5.3.0 jaraco.functools-4.0.2 jeepney-0.8.0 keyring-25.3.0 lightkurve-2.4.2 memoization-0.4.0 more-itertools-10.3.0 oktopus-0.1.2 patsy-0.5.6 pyerfa-2.0.1.4 pyvo-1.5.2 uncertainties-3.2.2 xyzservices-2024.6.0\n\n\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.0.1\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m24.2\u001b[0m\n\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n","output_type":"stream"}],"outputs_reference":"s3:deepnote-cell-outputs-production/700708f4-f770-4c6f-98d5-0e62cdf7852c","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659137221,"execution_millis":1559,"deepnote_to_be_reexecuted":false,"cell_id":"ed542f91af504a5ea98a4a8e0944a87e","deepnote_cell_type":"code"},"source":"import lightkurve as lk\nimport matplotlib.pyplot as plt","block_group":"8594cc9111a0455b8ced711ff2075636","execution_count":null,"outputs":[],"outputs_reference":null,"content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659138796,"execution_millis":203,"deepnote_to_be_reexecuted":false,"cell_id":"761d849c2fe54eaba5823561cd1c30ad","deepnote_cell_type":"code"},"source":"%matplotlib inline","block_group":"4ba2b1628b544ca7a211d12ba5e8bd2e","execution_count":null,"outputs":[],"outputs_reference":null,"content_dependencies":null},{"cell_type":"markdown","metadata":{"formattedRanges":[],"cell_id":"c442c069edba417487871c6be5866acb","deepnote_cell_type":"text-cell-h1"},"source":"# Kepler-22","block_group":"0f226e730ac041c89a14e02c5e9b496a"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659138797,"execution_millis":34027,"deepnote_to_be_reexecuted":false,"cell_id":"f246ce495ee9415eaca35a8a7ec325e4","deepnote_cell_type":"code"},"source":"TIC = 'KIC 10593626'\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 74)\nlc = sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)","block_group":"7069498bb7864eeb9b3aefd21c1722fe","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":4,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":760,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/77321c06-425b-4301-bfb8-cc09b53e0ac8","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659173436,"execution_millis":19503,"deepnote_to_be_reexecuted":false,"cell_id":"729a7779c6ed4e699f0c6cc2626c0bce","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/60\nlc_collection_binned = lc.bin(bin_time)\nlc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')","block_group":"7d87782aa74a4365819e7b11640d2132","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":5,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":760,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/0080128f-6d1c-45ba-bfd2-c339309bef1b","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659193470,"execution_millis":4935,"deepnote_to_be_reexecuted":false,"cell_id":"1aa067e2dd184055a85e57e6ddef83cd","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/15\nlc_collection_binned = lc.bin(bin_time)\nlc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')","block_group":"bb72bdad1984481f9679550d69747c26","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":6,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":777,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/330ba61d-4aa1-4a22-bfdd-d95bdb4fcf77","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659199002,"execution_millis":19774,"deepnote_to_be_reexecuted":false,"cell_id":"51722d2efb414ca281adbee82a0887e1","deepnote_cell_type":"code"},"source":"TIC = \"KIC 10593626\" #KOI 87.01\navailable_data_select = lk.search_lightcurve(TIC)[0:2]\nlc_collection = available_data_select.download_all().stitch()\navailable_data_all = lk.search_lightcurve(TIC, author=\"SPOC\")\navailable_data_all\n# lc_collection.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)","block_group":"ccf3a6fa4af94ff489e0653e44bb0664","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":7,"data":{"text/plain":"SearchResult containing 7 data products.\n\n #     mission     year author exptime target_name distance\n                                  s                 arcsec \n--- -------------- ---- ------ ------- ----------- --------\n  0 TESS Sector 40 2021   SPOC     120   158984573      0.0\n  1 TESS Sector 41 2021   SPOC     120   158984573      0.0\n  2 TESS Sector 53 2022   SPOC     120   158984573      0.0\n  3 TESS Sector 54 2022   SPOC     120   158984573      0.0\n  4 TESS Sector 55 2022   SPOC     120   158984573      0.0\n  5 TESS Sector 74 2024   SPOC     120   158984573      0.0\n  6 TESS Sector 75 2024   SPOC     120   158984573      0.0","text/html":"SearchResult containing 7 data products.\n\n<table id=\"table140666821973952\">\n<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n<tr><td>0</td><td>TESS Sector 40</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n<tr><td>1</td><td>TESS Sector 41</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n<tr><td>2</td><td>TESS Sector 53</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n<tr><td>3</td><td>TESS Sector 54</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n<tr><td>4</td><td>TESS Sector 55</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n<tr><td>5</td><td>TESS Sector 74</td><td>2024</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n<tr><td>6</td><td>TESS Sector 75</td><td>2024</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>158984573</td><td>0.0</td></tr>\n</table>"},"metadata":{}}],"outputs_reference":"s3:deepnote-cell-outputs-production/a2d2f3d1-5f83-4c9d-8c1f-d32da540455f","content_dependencies":null},{"cell_type":"markdown","metadata":{"formattedRanges":[],"cell_id":"b4acfe5920d64bc8b2159e4c6f611b9a","deepnote_cell_type":"text-cell-h1"},"source":"# Trappist-1f","block_group":"87f654fe10294dcc91099a6eaa267db8"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659218819,"execution_millis":13412,"deepnote_to_be_reexecuted":false,"cell_id":"c65228f0650e4d2bb9373f3a545500fc","deepnote_cell_type":"code"},"source":"TIC = 'Trappist-1f'\navailable_data_all = lk.search_lightcurve(TIC, author=\"SPOC\")\navailable_data_all\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 70)\nlc = sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)","block_group":"de4cf534f5d7488585cc7c2133a11587","execution_count":null,"outputs":[{"name":"stderr","text":"/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 2 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n  warnings.warn(\n","output_type":"stream"},{"output_type":"execute_result","execution_count":8,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":748,"height":379}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/7e59311f-e709-41b6-a362-d8db76ba8bb9","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659232921,"execution_millis":376,"deepnote_to_be_reexecuted":false,"cell_id":"ac52dd7de6604a56949ced15e75d088b","deepnote_cell_type":"code"},"source":"lc_stitched = lc.normalize()\n\nlc_stitched.plot(color = 'gold', lw = 0, marker = '.')","block_group":"7eeda66b466a4894a8a1c280d269b043","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":9,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":735,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/4843ad92-98dd-413c-9d3e-bdc7120bb0a5","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659233770,"execution_millis":19669,"deepnote_to_be_reexecuted":false,"cell_id":"c54a95703d0e40a7b747707840263b9c","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/60\nlc_collection_binned = lc_stitched.bin(bin_time)\nlc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')","block_group":"15902a5bd49947219106381d6313caa5","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":10,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":745,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/9803db51-aa04-45b1-a410-81fe43a8a557","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659253921,"execution_millis":5308,"deepnote_to_be_reexecuted":false,"cell_id":"cc22e544716b4addb4945a1e1e1e629d","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/15\nlc_collection_binned = lc_stitched.bin(bin_time)\nlc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')","block_group":"9beb8ddb77c84378aca25854c244e354","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":11,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":745,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/f3632270-bdeb-404f-8001-21dbe3008645","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722661136718,"execution_millis":850,"deepnote_to_be_reexecuted":false,"cell_id":"7334fb6bf27f41b6a86efd3e6d601cfa","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24\nlc_collection_binned = lc_stitched.bin(bin_time)\nlc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')","block_group":"a12b4c6af324429b89cf3cc840f08645","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":52,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"iVBORw0KGgoAAAANSUhEUgAAAvQAAAF4CAYAAAA7Rm0oAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy89olMNAAAACXBIWXMAAA9hAAAPYQGoP6dpAABfT0lEQVR4nO3deVxU1f8/8NcMi6wqi6jggkuiggtaalK5haK4YkUa9g3NtDJLyk+GZWqZFWaafWx1iURFc99TQSUy11RA2QQRwY8Qm7LJAPP7g99MDjPAzGWGWXg9Hw8fyL3n3jkzc2Z433PPeR+RVCqVgoiIiIiIjJJY3xUgIiIiIiLhGNATERERERkxBvREREREREaMAT0RERERkRFjQE9EREREZMQY0BMRERERGTEG9ERERERERowBPRERERGRETPXdwVMXXV1NfLz82FtbQ2RSKTv6hARERGREZBKpSgrK4OjoyPE4vr74BnQ61h+fj6Cg4P1XQ0iIiIiMkKbNm2Cs7NzvWUY0OuYtbU1gJo3w8bGRs+1ISIiIiJjUFpaiuDgYHksWR8G9DomG2ZjY2PDgJ6IiIiINKLOkG0G9E0kJCREafyTv78//P399VQjIiIiIjIFDOibyOrVq9lDT0RERERax7SVRERERERGjD30RERERA0oLS1FQUEBqqur9V0VMgFisRgODg5aG73BgJ6IiIioDtXV1di5cyf++usvfVeFTNCQIUPw/PPPN5hnviEM6ImIiIjqIAvmJ0yYgK5du8LMzEzfVSITUFVVhbS0NBw4cAAAEBgY2KjzMaAnIiIiUqG0tFQezI8cOVLf1SET4+7uDgA4cOAAJkyY0KjhN5wUS0RERKRCQUEBAKBr1656rgmZKlnbkrU1oRjQExEREakgmwDLYTakK7K21djJ1gzoiYiIiIiMGMfQNxGuFEtETargeyDvc8BpEeAwV9+1ISIiHWJA30S4UiwRNam8z4HKjJqfDOiJmr2tW7diz5492Llzp8L2DRs2YN++fZg3bx5Gjx5dZ7mioiL89ttvOH/+PHJzc2Fubo6uXbti5MiRGDVqVL3Dks6dO4cdO3YgMzMTVlZW6N27N1555RW0a9dOXiYmJgYxMTFITk5GXl4egoODERAQoHCe5ORkHDlyBAkJCcjLy4OTkxN8fHwQGBgIKysrhbI3btzAhg0bkJ6ejlatWmHcuHGYOnUqRCKRQrm8vDyEh4fj4sWLKC8vh4uLCwIDAzF8+HB5mZKSEmzYsAFnz55FVVUVvL29MWfOHDg6Oiqc6/fff8eBAwdw9+5d2NvbY8CAAZgxYwZat25d52ujLQzoiYhMkdOif3voiYhU2Lx5M/bt24c33ngDo0ePrrNcdnY2Fi9ejOrqakyaNAndu3eHRCLBtWvX8PPPP6Nly5YYMmSIymPj4uLw2WefYcSIEZgxYwYePHiAiIgILFmyBOvWrUOLFi0AALGxsbh37x6eeOIJHD16VOW5YmJikJ2djYCAALi5ueH27duIiIhAcnIyVqxYoVDfjz/+GP3798eMGTOQnp6OX375BWKxWOEiIT8/H++99x46dOiAefPmwcbGBhkZGZBIJAqP++WXX+L27dt44403YGlpiV9//RVLly7F119/Lb+QiYqKwrp16xAQEIABAwYgNzcX4eHhyMzMxJdffqneG9IIDOiJiEyRw1z2zBNRnX799Vfs2rULr7/+Ovz8/Oot+9VXX6Gqqgpff/01nJyc5NsHDhwIf39/lJaW1nnsmTNn0KZNG7z99tvy3vFWrVph8eLFSE1NhaenJwDgP//5j3xocl0B/XPPPYdWrVrJf+/Tpw9sbW3x1VdfITU1Fd27dwcA7N69G/b29li4cCEsLCzQr18/3L9/Hzt27MCECRNgYWEBANi0aRPatGmDpUuXygPzfv36KTxmYmIiLl++jGXLlmHAgAEAADc3N7zxxhv4888/8fTTTwMATp8+DS8vLwQHByscv3btWuTm5qJNmzb1vcSNxkmxRERERM3I1q1bsWPHDsyZMwfjxo2rt2xCQgKSk5Px/PPPKwTzMi4uLvJ86qpUVVXB2tpaYaiLbAiyVCqVb1NnpdRHg3mZbt26AajpbZe5dOkShgwZIg/cAeDpp59GSUkJEhMTAdSsMfDHH39g3Lhx9Q4XunjxImxtbeHt7S3f1qFDB3Tp0gUXL16Ub6usrIStra3Csaqep64YbA99WVkZdu/ejeTkZCQnJ6O4uBhvv/02nn32WbWOl0gkiIiIQHR0NIqLi+Hu7o6goCCFN0TTssnJyYiKisK1a9eQk5MDe3t7eHh4YMaMGXBzc9PK8yYiIiLSlcjISGzbtg2vvvoqxo8f32D5+Ph4ADW98UKMGjUKUVFROHToEIYPH44HDx7g119/RdeuXdGrVy9B53zU9evXAdQE2QBQXl6Of/75R/67TIcOHSASiXDnzh306dMHN2/eRGVlJczMzLBo0SIkJibC3t4eo0aNQlBQEMzNa0LkO3fuyI99VMeOHZGVlSX/3dfXF2vXrkVsbCy8vb2Rm5uLHTt2YNCgQXBxcWn082yIwfbQ379/H9u3b0dmZia6dOmi8fFr1qzB3r17MWzYMMyePRtisRjLli1DQkKC4LK7du3Cn3/+iX79+mH27Nnw8/NDQkIC3nnnHWRkZAh+rkRERGTkCr4HUt1rfmqrrCbnVEN5eTm2bNmC0aNHY9KkSWodk5eXBwCCh4x4enoiNDQUv/zyC1588UXMnj0bhYWFCsNchCoqKsLWrVsxePBguLq6AqiZwApAqbfcwsICLVq0wIMHDwD8u5DTunXr8Nhjj2H58uWYNGkS9u3bh4iICPlxJSUlSucCADs7O/m5AGD48OGYO3cuVq1ahcDAQMybN08+7KcpGGxA7+joiPDwcGzcuFFpPFJDkpOTcebMGbz88suYOXMm/Pz8sGLFCri4uGDz5s2Cy06ePBkbNmzAnDlzMGbMGAQGBuKLL75AVVUVfvvtt0Y+YyIiIjJaj2aW0lZZTc6pBktLS3h6euL06dPynm1du3HjBlavXo0xY8ZgxYoVWLRoEaqrq7F8+XI8fPhQ8HkrKysRFhYGAHjjjTc0Pl62kFP//v0xa9Ys9O3bF8899xwCAgKwb98+jev2559/YsOGDQgMDMRnn32GBQsWIDs7G1988UWTDLkx2IDewsICDg4Ogo6NjY2FWCxWmORhaWkJX19fJCYmIjc3V1DZXr16KYzHAgBXV1d06tQJmZmZgupKREREJsBpEWDeWb3MUuqW1eScahCLxfjoo4/g5uaG5cuX49atWw1X9f+Pm380HtLEjz/+iL59+8qDZh8fH3z88ce4efMmoqOjBZ1TKpVi7dq1SE5OxtKlSxXSR8p602U99TISiQQPHz6Evb09gJoedgDo27evQrl+/fpBIpHg7t278vPVPhcAFBcXy88llUqxfv16jBkzBi+++CL69OmDkSNH4t1338XFixfx999/C3qemjDYgL4x0tLS4ObmppT3vUePHgCA9PR0QWVVkUqlKCwsRMuWLbVRdSIiIjJGDnOB7rfUyy6lbllNzqkmW1tbLFu2DC1btsTHH3+M//3vf/WW9/LyAgDBQent27fRtWtXhW3Ozs5o2bJlg49dl40bN+KPP/7A4sWLlYZlW1lZwdnZGXfu3FHYnpWVBalUKh9b36lTp3ofo6KiAkDN2HvZsY+6c+eOfP5kUVERioqKlOoie95Cn6cmTDKgz8/PV9m7L9smGw+maVlVTp06hby8PHnaorqUlpaq9a927lMiIr1QNXZXy+N5iUg/WrdujU8++QQAsGTJEvl4clU8PT3Ro0cP7NixQyGTjExubm69Pf0uLi64efOmwracnBzcv39f0GTRnTt3Yt++fXjnnXeUUkzKDBw4EOfOnUNlZaV8W0xMDGxtbdGzZ095vdzd3XHlyhWFY69cuQJLS0t5wP/444+juLgYV69elZfJyspCWloaHn/8cQA12XdatGih9DxlvzfFpFiDzXLTGBUVFUpDY4CaoTSy/ULK1paZmYnvv/8ePXv2xMiRI+utk7rzAKZNm4bp06erVZaISGdUrTTL1WeJTEbbtm2xfPlyLFq0CB9//DFWrlypcvInALz77rsIDQ3FggULMHnyZPnCUvHx8Th06BAWLFhQZ+rKsWPH4qeffsKPP/6IQYMG4cGDB4iMjESrVq3w1FNPycvdvn1bYfhyRkYGYmNj0aJFC3ngfOrUKYSHh2P48OFo27atPAUlALRv316e1jIgIACnT59GWFgYxo0bh4yMDOzevRszZsxQiPlmzJiBTz/9FD/99BMef/xxpKSkYM+ePQgICJCvPNuzZ08MGDAAa9euxaxZs+QLS7m7u2Po0KEAAJFIhDFjxuDw4cOwsbGBl5cXcnNzsXXrVnTq1KnOCw9tMsmA3tLSUmVPtyw4lwXrmpZ9VEFBAZYvXw4bGxssWrSowZnamzZtUhrWo4qqiwsioianaqVZrj5LZFI6d+6Mjz/+GB9++CGWL1+O5cuXqyzn6uqKNWvWYNeuXThy5Ahyc3NhYWGBrl27Yvbs2XjiiSfqfAzZQk6HDx/G8ePHYW1tjZ49e+L9999XGK78xx9/YNu2bfLfo6KiEBUVBRcXF2zYsAHAv8N+Tp06hVOnTik8zqOpzV1dXbF8+XJs2LABy5YtQ6tWrTB9+nRMmTJF4ZhBgwZh4cKF2L59Ow4fPgxHR0dMnz4dzz33nEK5//znP9iwYQO+/fZbVFdXo3///pgzZ45C7PfKK6+gVatWiI6Oxu7du9GyZUv07dtX6SJCV0wyoHd0dFQ5VEZ2S+nRhRE0KStTUlKCpUuXoqSkBJ9//rnKMrXZ2NioFdATERkEVSvNcvVZIqM1ffp0lSMAevbsqZCpr65yrVu3xqxZszBr1iyNHlckEmHs2LEYO3asoPo9asGCBViwYIFaj9urVy+sWrWqwXJPP/10g8OmbW1tMX/+fMyfP7/OMhYWFnjhhRfwwgsvqFU/bTPJMfRdunRBVlaW0lLESUlJ8v1CygI1PfeffPIJsrKysGTJkgYnVRARERER6ZLRB/Tl5eXIzMxEUVGRfJuPjw+qq6tx9OhR+TaJRIITJ07Aw8NDYXEETcpWVVXhyy+/RGJiIhYtWiSfWEFEREREpC8GPeTm4MGDKCkpkQ+JOX/+vPz/48ePh62tLVJSUhAaGqowmdTDwwM+Pj4IDw9HUVER2rdvj6ioKOTk5CjdLtGk7MaNG3Hu3Dn5pI7a+VNHjBihq5eCiIiIiEglgw7o9+zZg5ycHPnvZ8+exdmzZwHULLFb12xsAAgJCcGWLVsQHR2N4uJiuLu7Y8mSJfJ8qkLKpqWlAai5sDh//rzSeRjQE5HRKPj+3wmuHBdPRGTUDDqgl81qrk+fPn1w4MABpe2WlpaYOXMmZs6c2eA51C27cuXKBs9FRNTkhATnTEFJ1CCxuGZkclVVlZ5rQqZK1rZkbU0oox9DT0TU7D0anNel9qJQtZeU56JRREpki0zK7tATaZusbala5FQTBt1DT0REKtTukVcnP3ztHvnaKSjZY0+kxMbGBkOGDJGPBOjatWuD684QqaOqqgppaWk4cOAAhgwZ0ujU5gzom0hISIjS7RR/f3/4+/vrqUZEZLQaCs5VaSjo56JRRCo9//zzAKByeC9RYw0ZMkTexhpDJJVKpVqoD9WhtLQUgYGBiIyM5MJSRKQdnNBK1ORKS0tRUFCA6upqfVeFTIBYLIaDg0O9saEmMSR76ImIjA1XbCVqclzxnQwZJ8USEZEwnEhLRGQQGNATEZEw6mTXISIinWNAT0REwtROfUlERHrBgJ6IiIRxmAt0v8Xx/NR8cdgZGQgG9ERERERCCFnUjUgHGNATERERCaHOsDPONTENBn5hxoCeiIiISAhVw85qB36ca2IaDPzCjHnomwhXiiUiImoGhKzkTIbPwFfTZkDfRFavXs0FKYiIiEydgQd+JJCBX5gxoCciIiLSFgMP/Mg0cQw9EREREZERY0BPRERERGTEGNATERERERkxBvREREREREaMAT0REZExMPCFbYhIfxjQExERGQNVC9swyCciMKAnIiIyDqpWHDXw1SuJqGkwD30T4UqxRETUKKrym3MRIyICA/omw5ViiYhI67iIERGBQ26IiIiIiIwaA3oi0gwn4RERERkUBvREpBlOwiMyHrwAJ2oWGNATkWZUZdogIsPEC3CiZoEBPRFpxmEu0P0WJ+IRGQNegGuXLu548C4KaQEDeiIiIlPFC3Dt0sYdj9oBPO+iGB4jvMhiQE/6ZYQfGiIiaqa0ccejdgDPuyj6ZwIXWQzoSb+M8EPT7PCii8h48POqW9q441E7gOddFP0zgYsskVQqleq7EqastLQUgYGBcHNz40qxQM0fGdmqhg5zlX8nw5PqXvNFZ9655o8OUV34edY/fl6JNGeg312yGDIyMrLBxUm5UmwT4Uqx/9+jV8GyFQ4N6MNDUP5i49LypK7an29qevy8EmnOBGIRDrmhpmWEt7Gandq3Hnk7mNTFz7f+8fNK1Cyxh56alglcBZs89vCRUPx8ExHpBXvoSXc4Ocs4sYePiIjIqBhsD31ZWRl2796N5ORkJCcno7i4GG+//TaeffZZtY6XSCSIiIhAdHQ0iouL4e7ujqCgIHh7ewsu29g6NTscT6t/BjrRh4iIiLTHYHvo79+/j+3btyMzMxNdunTR+Pg1a9Zg7969GDZsGGbPng2xWIxly5YhISFBcNnG1qnZ4Xha3WvoLgjTgpoG3u0ibWFbIjJJggL64uJitcumpKQIeQg4OjoiPDwcGzduRHBwsEbHJicn48yZM3j55Zcxc+ZM+Pn5YcWKFXBxccHmzZsFl21MnZolIUM3+MdGMw0F7LyoMg28MCNtYVsiMkmCAvp58+bh6tWr9ZaRSqWIjIzEf/7zH0EVs7CwgIODg6BjY2NjIRaL4efnJ99maWkJX19fJCYmIjc3V1DZxtSJ1MQ/NpppKGCvfVHFCybjxAsz0ha2JSKTJCigLygowJIlS7BhwwZUVlYq7c/JycEHH3yAiIgI2NraNrqSmkpLS4Obm5tS3vcePXoAANLT0wWVbYzS0lK1/kkkEq08ntHiHxvNaHoXhBdMxokTlUlb2JaMAztfdMsEX19Bk2I/++wzrF69Gvv378fVq1fx7rvvonPnzgCA6Oho/PDDDygtLYW3tzfeeecdbdZXLfn5+Sp70mXb8vLyBJVtDHWH6EybNg3Tp0/XymMaJaa90y2mpCQiUp++EgswqYRumeDrKyig9/T0xLp167B+/XqcOXMGISEheOmll3Dz5k3ExMTAwsICs2fPxoQJE7RdX7VUVFTAwsJCabulpaV8v5CyjbFp0ya1VopVVZdmjVlatEvVBRNfYyLDxM+m/ukr8GPni26Z4OsrOMuNjY0N3nvvPYSEhMDMzAy//PIL/vjjD3Tr1g1r1qzRWzAP1ATjqoauyIJzWbCuadnGsLGxUesfA/paOERE9/gaExkmfjb1T1/DQDk0SrtqD7Exwde3UWkrq6qqcOvWLTx8+BBSqRRSqRSVlZWorq7WVv0EcXR0REFBgdJ22TYnJydBZUkPOKZe9/gaExmmpvpsmuB4Yq0xwcCvWWoGF8eCA/qsrCy899572LNnDxwdHfHhhx/imWeeQUZGBkJCQrBv3z5t1lMjXbp0QVZWFkpLSxW2JyUlyfcLKUt6wC9T3eNrTGSYmuqz2QyCHWrmmkHHlaCA/siRI3jnnXdw8+ZNDB06FOvWrcOgQYPw3nvv4d1334WFhQU2btyIJUuWID8/X9t1VlBeXo7MzEwUFRXJt/n4+KC6uhpHjx6Vb5NIJDhx4gQ8PDzQpk0bQWWpltq9OuzlIdIOfpaoKTWDYIeauWbQcSVoUux3330Ha2trvPPOOxg5cqTCvmHDhsHT0xOrV6/GlStX8NZbbyEiIkJQ5Q4ePIiSkhJ5ppnz58/L/z9+/HjY2toiJSUFoaGhCtlhPDw84OPjg/DwcBQVFaF9+/aIiopCTk4O5s+fr/AYmpRVt07NRu3JQiY4a5xIL/hZoqbE7GJERk9QQN+zZ0+EhISgXbt2Kvc7OztjxYoV2L17t+BgHgD27NmDnJwc+e9nz57F2bNnAQDDhw+vN3gOCQnBli1bEB0djeLiYri7u2PJkiXw8vJqVNnG1Mnk1J4lboKzxg1OQ1kvmBXDNPCzREREGhBJpVKppgdVV1dDLFZvtE56enqzHodeWlqKwMBAREZGqpW2kqheqe41PbfmnWtuH2q6n4iIiIyCJjGkoDH06gbzACeVEmlVQ2NdDWUsLMeAExERNZlGpa0koibW0MQefU38qR3AM2sGERHpSzPsVBI0hn7SpEkalddnCktDERISonRnw9/fH/7+/nqqEZEW1Z7EyTHgRESkL80wsYCggN7Z2VnldqlUioKCAlRVVQEAUz4+YvXq1RxDT6ardgDPrBkEcJI2EelHM+xUEhTQb9iwoc591dXVuHbtGn788Ue4u7tj4cKFgitHREaCATyp0gx7yYjIADTDv0laH0MvFovRv39/LFmyBBcvXsRvv/2m7YcgIiJjYCiTtImITJzOJsW2a9cOHh4eOHHihK4egoiIDFkzWJ2RiMgQ6DTLTYsWLfDPP//o8iGIiIiIiJo1nQX0OTk5iI+PR+vWrXX1EEREREREzZ6gSbFRUVF17isrK0N2djaio6NRVlaGcePGCa4cERERERHVT1BAv2bNGohEojr3S6VSAMCIESPw0ksvCasZERERERE1SFBA/+KLL9YZ0Jubm8PBwQFeXl5o165doypHBoY5pYmIiIgMjqCAfvr06dquh8kziZVimVOaiIiIyOAICuhJcyaxUmwzXHlNr3hHhIiIiNSg07SVZGKYU7ppPXpHhIiIiKgOavXQL168uFEPsmLFikYdT9Qs8Y4IUfPCu3JEJJBaAX1cXJzgB6gvGw4R1cNhLv+oEzUnnKdERAKpFdD//PPPuq4HkfrYi0VEpoh35YhIILUCehcXF13Xg0h97MUiIlPEu3JUF3ZkUQM4KZaMj9MiwLwze7GIiKh5YJIEaoBaAf3atWtx/PhxXdeFSD3MtkNERLpQ8D2Q6l7z05CwI4saoFZAf/LkSVy/fl3lvkmTJuGbb77RaqWIiIiImpyh9oSzI4sa0OiFpaRSKaRSqTbqYtJMYqVYIiIiU8aJyWSkuFJsEzGJlWKJhOKELiIyBpyYTEaKk2KJSPcM9TY2EREZN0Od99DEGNATke5xQhcREekCO4wAMKAnoqbACV1EVB/2smqGr9e/2GEEQIMx9LGxsYiLi1PaLhKJ6twn2//TTz8JryERERGZNi4YqBm+Xv/ivAcAGgT05eXlKC8v13ifSCQSVjMiIiJqHphdRjN8vagWtQL6n3/+Wdf1ICLSP2bjIdIP9rJqhq8X1aJWQO/i4qLrehAR6R9vYxMRkRHipFgiIhlOriJqGpzUSaRVXFiqiXClWCIjwNvYRE0z9Ix3w4i0igF9E+FKsUTU7HGOgnFoimCbkzqJtIpDboio6fF2e/PEBWCMQ1MMPePaFERaxYCeiJoeA7vmiXMUjAODbSKjw4Ce6mYsvajGUk/6FwM7Rc2lDTNQJCLSCYMdQ19WVobdu3cjOTkZycnJKC4uxttvv41nn31WreMlEgkiIiIQHR2N4uJiuLu7IygoCN7e3k1W1ugZy6QlY6kn/YuTTxWxDRMRUSMYbA/9/fv3sX37dmRmZqJLly4aH79mzRrs3bsXw4YNw+zZsyEWi7Fs2TIkJCQ0WVmjZyy9qMZST6K6sA03T83lzowh43tAJkIklUqlDRWKiopq1IOMHDlS42MkEgmKi4vh4OCAlJQUhISEqN1Dn5ycjHfffRfBwcEICAgAAFRUVGDevHlo1aoVwsLCdF5WprS0FIGBgYiMjGSWGyIi+leqe82dGfPONUORqOnxPSADpkkMqdaQmzVr1kAkEmlcEalUCpFIJCigt7CwgIODg8bHAUBsbCzEYjH8/Pzk2ywtLeHr64vw8HDk5uaiTZs2Oi1LRERUL6Zu1D++B8aH6W9VUiugf/HFF5UC+rt37+LUqVNo0aIFvL294eLiAgDIycnBlStXUF5ejuHDh6N9+/bar3UD0tLS4ObmpnQ106NHDwBAenq6PPDWVdnaSktL1aq7hYUFLCws1CpLJoZfUkTNC+eS6B/fA+PDOUcqqRXQT58+XeH37OxshISEYPjw4Zg9ezbs7e0V9hcXF+Onn37C+fPnsWrVKu3VVk35+fkqe/dl2/Ly8nRetrbg4GC16j5t2jSl15uaCX5JERER1Y93VVQSlOXml19+gZ2dHd5++22YmZkp7bezs8P8+fMxZ84c/PLLLwgNDW10RTVRUVGhspfb0tJSvl/XZWvbtGmTWmPo2TvfjPFLioiIqH68q6KSoIA+Li4O3t7eKoN5GTMzM3h4eODvv/8WXDmhLC0tIZFIlLbLAm5ZAK7LsrXZ2NhwUizVj19SREQkBIdsNnuC0lZWVFSgoKCgwXKFhYUqA2Bdc3R0VFk/2TYnJyedlyU9YhoyIiJqTrj6drMnKKB3d3dHQkICrly5UmeZq1evIj4+Hu7u7gKrJlyXLl2QlZWlNBE1KSlJvl/XZUmP+MVGRETNCdeyaPYEBfTPP/88pFIpli9fjrVr1+Ly5cvIzMxEZmYmLl++jG+++QbLli0DADz33HNarXBt5eXlyMzMRFFRkXybj48PqqurcfToUfk2iUSCEydOwMPDQyETja7Kkh7xi42IiJoTh7k1efQ53KbZEjSGfvDgwXj99dfx888/4+TJk0oLT0mlUlhYWOC1117D4MGDBVfu4MGDKCkpkWePOX/+vPz/48ePh62tLVJSUhAaGqqQHcbDwwM+Pj4IDw9HUVER2rdvj6ioKOTk5GD+/PkKj6GrsqRHHItOREREzYiggB4Axo4di4EDB+L48eO4fv068vPzAdSMM+/duzeeffZZtG3btlGV27NnD3JycuS/nz17FmfPngUADB8+HLa2tnUeGxISgi1btiA6OhrFxcVwd3fHkiVL4OXl1WRliYiIiIh0TSSVSqX6roQp02TZXiIiIiIiQLMYUtAYeiIiEohZmIiISMsED7kBgNu3b+PYsWNISUnB/fv3MXjwYPmKqDdu3EBKSgpGjBihtJIsEVGzxRWBmy/mCiciHREc0O/duxe//PILqqqqAAAikQj3799XKLNhwwZYWFhg7NixjaulCQgJCYFYrHhDxN/fH/7+/nqqERHpBVcEbr54MUdEOiIooL9w4QI2btyItm3bYubMmejduzdmzJihUKZXr15o2bIlzp07x4AewOrVqzmGnoiYhak548UcEemIoIB+7969sLKywieffIJ27drVWa5r167IysoSXDlqQrwVTESkW7yYIyIdETQp9ubNm/Dw8Kg3mAeAli1boqCgQFDFqIlxdVUiIiIioyQooJdIJLC2tm6wXGFhIczMzIQ8BDU1rq5KRESq6CMzE7NBNQ5fv2ZHUEDftm1bpKen11tGIpHg1q1bcHV1FVQxamJcNrrp8Qv3X3wtiAyXPu7g8q5x4/D1a3YEBfSDBw9GTk4O9u7dW2eZ3bt34/79+xg6dKjQuhGZNn7h/ouvBZHh0scdXN41bhy+fs2OoEmxU6dOxalTp7Bp0yYkJSXhySefBFAzxObs2bM4e/YsTp8+jbZt2zItI1FdmPHiX3wtiAyXPibzcgJx4/D1a3ZEUqlUKuTArKwsfP7558jIyIBIJIJUKoVIJAIASKVSdOzYEYsXL272Q240WbaXiIiIiAjQLIYUvLCUm5sb1q5di/Pnz+Pvv/9GTk4Oqqur4ezsjP79+2Po0KGcEEtEREREpGOCA3oAEIvFGDJkCIYMGaKt+pgsrhRLRERERLogKKCPj4+HWCxG79696y2XlZWFgoICeHl5CaqcKeFKsURERESkC4IC+tDQUIhEIjzxxBN47733YGVlpbLczp07ER0djX379jWqkkREREREpJqgtJUAIBKJcP78eSxcuBA5OTnarBMRETUXXIOAiKjRBAf0w4YNw4QJE5CRkYF3330X8fHx2qwXERE1B1yDgJoKLx7JhAkO6MViMWbPno0333wTxcXF+Oijj3D06FFt1o2IiEwdF8ChpsKLR+PECzG1CA7oZcaMGYNPP/0Utra2+O677/DDDz+gurpaG3UjouaMX+LNg8NcoPstLoJDuseLR+PECzG1NDqgBwBPT0+sXr0anTp1wuHDh/Hxxx+juLhYG6cmouaKX+JEpE28eDROvBBTi1YCegBwcXFBWFgYBg8ejKtXryIkJAT/+9//tHV6Impu+CVORES8EFOL1gJ6ALCyskJoaCheeOEF/O9//8ONGze0eXoiak74JU5ERKQWQXnoR44cWe+iUkFBQejcuTPCw8MhlUoFV86UcKVYQsH3NcNHnBYxSCUiIiKtEUkZcetUaWkpAgMDERkZyZVim7tU95ox4eada3qeiYiIiOqgSQyp1SE3RFQPjgknIiJ9YeYwk6bWkBvZolE9evSApaWlxotIeXl5aV4zIlPjMJdDbYiISD8ezRzGv0UmR62APjQ0FCKRCOvXr4ebm5v8d3Xt27dPcAWJiIiIqJGcFv07j4tMjloB/YgRIyASieTjd2S/ExkFTkYlIjJ+/C5vHN4lNmlqBfQLFiyo93cig8bbjERExo/f5UR14qRYMn2cjEpEZPz4XU5UJ0F56ImMCm8zEhEZP36XE9VJrYA+KiqqUQ8ycuTIRh1PRERERESqqRXQr1mzRtAkWKlUCpFIxIAeXCm2WeIELqLmy5Q//6b83IiMlFoB/YsvvsisNo20evVqrhTb3HACF5HmTCVYNOXPvyk/NyIjpVZAP336dF3Xg8j0MOcvAaYToDYVUwkWTfnzb6jPjZ81asaY5YZIVxzmAt1v8Q9Lc/dogEoNM5VMJqb8+TfU51b7s1bwPZDqXvOTjAffN0EY0BMR6ZKpBKhNxVCDRTJ8tT9rvJg2TnzfBGlU2sqcnBxcuHAB2dnZKCsrg1QqVSojEokwf/58QeeXSCSIiIhAdHQ0iouL4e7ujqCgIHh7ezd4bGpqKn799VfcuHEDAODh4YHg4GB07dq1ycoSETHVHlETqf1ZM9ShQVQ/vm+CiKSqonA1bNu2DZGRkQpBvOz/sgm0siw3+/btE1S5sLAwxMbGYuLEiXB1dcXJkyeRkpKCFStWwNPTs87jUlNT8f7778PZ2Rl+fn6QSqU4dOgQiouL8dVXX6FDhw46LytTWlqKwMBAREZGclKsoeA4SyIi48fvcjJxmsSQgobcxMTEYNu2bXB2dsabb76J/v37AwCWLVuG119/HV5eXpBKpZg0aRI+/fRTIQ+B5ORknDlzBi+//DJmzpwJPz8/rFixAi4uLti8eXO9x0ZERMDS0hJhYWGYMmUKAgICEBYWBqlUivDw8CYpSwaMt/OIiIwfv8uJ5AQF9IcOHYK5uTk+++wzjB49Gg4ODgAAb29vjB07FitWrMDMmTNx4MABpdzr6oqNjYVYLIafn598m6WlJXx9fZGYmIjc3Nw6j01ISEC/fv3QsmVL+TZHR0d4enriwoULKCsr03lZMmAc00xEZPz4XU4kJyjavnXrFnr16gUXFxcAikNsZCZPngw3Nzfs2LFDUMXS0tLg5uamdIuhR48eAID09PQ6j5VIJGjRooXS9hYtWqCyshIZGRk6L1tbaWmpWv8kEkmd5yAt4aQ7IiLjx+9yIjlBk2IlEglat24t/93CwgIAUFJSAjs7O/n2Ll264PLly4Iqlp+fL+/5f5RsW15eXp3HdujQAUlJSaiqqoKZmZm8zsnJyUrH6qpsbcHBwQ0/aQDTpk1j3n8iIiLSLc5BMCmCAnpHR0cUFRXJf3dycgIAZGRkKExW/eeff1BdXS2oYhUVFfILhUdZWlrK99dl3LhxWL9+Pb755htMnToVUqkUkZGRKCgoUDpWV2Vr27Rpk1qTYlU9ZyIiIiKtMpVF3AiAwIC+c+fOuHnzpvz3Pn36QCqVYuvWrfjoo49gZWWFmJgYXL9+HT179hRUMUtLS5XDT2RBsyywV2Xs2LHIzc3Fnj17EBUVBQDo3r07AgICsGPHDlhZWem8bG02NjbMckPUGOxNIiLSHqaHNCmCAvpBgwbh/PnzuHr1Kvr164fevXujT58+iIuLw7Rp02BtbY2SkhKIRCIEBgYKqpijo6PKISyy3nDZXYG6vPzyywgICEBGRgZsbW3h7u4uz0Tj5ubWJGXJiDBYNHzsTSIi0h6ukWFSBE2KHTFiBNavX6+wmNLixYsxZswY2NnZoaysDB07dsSCBQswcOBAQRXr0qULsrKyUFpaqrA9KSlJvr8hdnZ28PT0hLu7OwDgypUrcHZ2VpkvXldlyUg0Nv0Zl6rWPWa0ICIiUklQQG9hYYEOHTrA3t5evs3GxgZvvvkmfv31V+zZswfffvsthg8fLrhiPj4+qK6uxtGjR+XbJBIJTpw4AQ8PD7Rp0wYAUF5ejszMTIUx/arExMQgJSUFEydObDCVpq7KGhQGoIoaGywyH7LuGUtGC362iIioiQkactMUPDw84OPjg/DwcBQVFaF9+/aIiopCTk4O5s+fLy+XkpKC0NBQheww8fHx2L59O7y9vWFvb4+kpCScOHECAwYMwMSJExUeR1dlDR6HLyhq7K1HjkUkGX62iIioiRlsQA8AISEh2LJlC6Kjo1FcXAx3d3csWbIEXl5e9R7n5OQEsViM3bt3o6ysDG3btkVQUBAmT54sTzep67IGjwGodnEsIsnws0VERE1MJH10NSgNZGRkYM+ePYiPj0dBQQEqKyvrLLtv3z7BFTR2paWlCAwMRGRkJLPcEBkbTpYmIiI90SSGFNRDHxcXh6VLl0IikUAkEsHOzq7elI1EREaJw2eIiMgICAroN2/eDIlEghdeeAEBAQHseSYi06TO8Bn24hMRkZ4JCuhv3boFDw8PBAUFabs+JiskJEQpC46/vz/8/f31VCMiapA6cyPYi09ERHomKKC3t7eHi4uLtuti0lavXs07GUSmiJNgiYhIzwQF9I8//jiuXLmCqqoq48vuQkSkTcxwREREeiZoJaQZM2ZAJBLhm2++QUlJibbrRERERESmjgvxaY2gHvpWrVrhq6++wgcffIBZs2bhscceg6Ojo8qVUkUikcJCUEREREREnIOkPYIC+tLSUnzxxRe4c+cOpFIprl69WmdZBvREZDKY0YaISHs4B0lrBAX0GzduRFxcHDp37ozRo0ejXbt2zENPRKaPvUlUF17skbHTRxvmHCStERTQnzt3Ds7OzggLC2MgT0TNB3uTqC682CNjxzZs1ARNin348CE8PDwYzBNR8+IwF+h+i3/sSJnTIsC8My/2yHixDRs1QT30Xbt2RUFBgbbrQkREZJw4dICMHduwURMU0L/44otYunQpLl26hIEDB2q7TiaJK8USERERkS4ICujNzc3h7++PTz75BMOGDYO3tzecnJwgEolUlvfy8mpUJU0BV4olIiIiIl0QFNCHhoZCJBJBKpUiOjoap06dqrf8vn37hDwMERERERE1QFBAP2LEiDp748lAMaWadvH1JCIiIgMhKKBfsGCBtutBusZ0VJppKGDn60lEREQGQlDayrfffhuff/65tutCusR0VJp5NGBXha8nERFR/Qq+B1Lda36STgkK6LOysmBmZqbtupAuMX+2ZhoK2Pl6EhER1a+hzjHSGkEBvaurKx48eKDtuhAZDgbsREREjVO7c4w99jojKKD39fVFfHw8MjMztV0fIiLd4R8T48P3jMh41e4cY4+9zggK6CdMmIBRo0YhNDQUe/fuRXZ2NiQSibbrRkQknKpAkH9MjA/fMyLTwflnOiOSSqVSTQ+aNGkSAEAqlaqVvrI556EvLS1FYGAg3NzcuFIsUVNKda8JBM071/QQAcrZi5h+1PDxPSKiZkoWQ0ZGRja4OKmgtJXOzs6CKtaccaVYI8egwvg4Lfr3PZNxmKv4/jH9qOGr/Z4REZESQQH9hg0btF0PIsPGwM/wNNTbrk4gqCroJyIiMjKCxtATNTsc92d4ao+tFjLWmtmMiIjIBGgtoC8uLkZxcbG2TkdkWBj4GZ7aF1m86CIi0i9mpdIbQUNuZC5evIj9+/fjxo0bqKioAABYWlqid+/emDBhAh5//HGtVJKISEntITUca01EpD1C5o5xeKreCA7of/rpJxw8eBCyJDk2NjYQiUQoKSnB33//jStXrmDChAl49dVXtVZZIiIiImoCQoJzzkvSG0EBfUxMDA4cOIBWrVohMDAQI0aMgK2tLYCaFDvR0dGIjIzEgQMH4OHhgaefflqrlSYiIiIiHaodnKvTY887pXojaAz9oUOHYGFhgc8//xzjx4+XB/NATU+9v78/Vq5cCXNzcxw+fFhrlSUiIiKiJsBVXo2KoID+1q1b6Nu3L9zc3Oos4+bmhr59+yI9PV1w5YiIiIjIADDxgEETNORGIpHAysqqwXJWVlaQSCRCHsLkhISEcKVYIiIiMk4cTmPQBAX07du3R3x8PMrLy+sM7MvLyxEfH4/27ds3qoKmgivFEhEREZEuCBpy89RTT6GoqAgrVqxAdna20v67d+9i5cqVuH//PifEEhERERHpkKAe+ilTpuDcuXO4evUq3njjDXTr1g0uLi4AgNzcXKSmpqK6uhrdu3fH5MmTtVlfIiIiIjIEQnLVk04I6qFv0aIFPvvsM/j7+8Pc3BwpKSmIjY1FbGwskpOTYW5uDn9/f6xYsQItWrTQdp1JHVytjYiIiHSJmW8MhuCFpaytrTFnzhz83//9H27evIn8/HwAgKOjI7p166bWpNmGSCQSREREIDo6GsXFxXB3d0dQUBC8vb0bPDY1NRW//vorbty4AQDw8PBAcHAwunbt2qiy2dnZ2LJlC65fv44HDx6gTZs2GDZsGKZMmaKV56w1XK2NiIiIdIkLSRkMkVS21KsBCgsLQ2xsLCZOnAhXV1ecPHkSKSkpWLFiBTw9Pes8LjU1Fe+//z6cnZ3h5+cHqVSKQ4cOobi4GF999RU6dOggqGxubi7eeust2Nraws/PD/b29khMTMTJkycxePBgfPjhh0p1KS0tRWBgICIjI5t2UixvgxEREREZLU1iSME99LqWnJyMM2fOIDg4GAEBAQCAkSNHYt68edi8eTPCwsLqPDYiIgKWlpYICwtDy5YtAQDDhw/H3LlzER4ejtDQUEFlo6OjUVJSgi+++AKdO3cGAPlFQFRUFIqLi2FnZ6f110IQppciIiIiahbUCui3bdvWqAeZNm2axsfExsZCLBbDz89Pvs3S0hK+vr4IDw9Hbm4u2rRpo/LYhIQEDBgwQB6gAzVDgTw9PXHhwgWUlZXB2tpa47KlpaUAgNatWys8noODA8RiMczNDfb6iIiIiIhMlNoBvUgkgiajc0Qikfz/QgL6tLQ0uLm5Kd1i6NGjBwAgPT29zoBeIpGonIzbokULVFZWIiMjAz179tS4bJ8+fbBr1y6sW7cO06dPlw+5OXLkCMaPH1/vGHrZxUBDLCwsYGFhoVZZIiIiIiK1AvqXX35Zo5Pm5eXh+PHjqKioUAjsNZGfnw8HBwel7bJteXl5dR7boUMHJCUloaqqCmZmZgBqAvfk5GSlYzUpO3DgQAQFBWHHjh04d+6cfPsLL7yAGTNm1Pt8goOD690vM23aNEyfPl2tskREREREagX0zz33nFonKygowM6dO/H7779DIpHAxsYGEydOFFSxiooKlT3VlpaW8v11GTduHNavX49vvvkGU6dOhVQqRWRkJAoKCpSO1aQsALi4uMDLywtDhw6Fvb09Ll68iJ07d8LBwQHjx4+vs06bNm1Sa1Ise+eJiIiISBNaGfRdVFSE3377DUeOHIFEIoGVlRWmTJmCyZMnC54kamlpCYlEorRdFmDLAntVxo4di9zcXOzZswdRUVEAgO7duyMgIAA7duxQGBqjSdkzZ87g22+/xQ8//ABnZ2cAwNChQ1FdXY3NmzfjmWeeURiL/ygbG5umzXJDRERERM1CowL6+/fvY9euXThy5AjKy8thZWWFqVOnYsqUKbC3t29UxRwdHVUOq5H1nDs5OdV7/Msvv4yAgABkZGTA1tYW7u7uCA8PBwC4ubkJKnv48GF069ZNHszLDB48GCdPnkRaWhr69++v8XMlIiIiIhJKUEBfXFyM3bt34+DBg/JAPiAgAAEBAXX2UGuqS5cuuHbtGkpLSxV6tpOSkuT7G2JnZ6eQr/7KlStwdnZWyC2vSdnCwkKVdxwqKysBAFVVVWo8MyIiIiIi7RFrUrikpARbtmzBq6++it9++w1SqRSTJ0/GTz/9hFdeeUVrwTwA+Pj4oLq6GkePHpVvk0gkOHHiBDw8POQZbsrLy5GZmYmioqJ6zxcTE4OUlBRMnDgRYnH9T7uusq6urrh58yaysrIUyp85cwZisRju7u4aPksiIjJKBd8Dqe41P4mI9EytHvrS0lLs3bsX+/fvR2lpKSwtLTFp0iRMnTpVKSe7tnh4eMDHxwfh4eEoKipC+/btERUVhZycHMyfP19eLiUlBaGhoQrZYeLj47F9+3Z4e3vD3t4eSUlJOHHiBAYMGKA0SVeTsgEBAbh06RIWLVoEf39/2Nvb48KFC7h06RJGjx7d4DAgIiIyEXmfA5UZNT+5iB8R6ZlaAf3MmTNRVlYGCwsLTJgwAc8995zKlJLaFhISgi1btiA6OhrFxcVwd3fHkiVL4OXlVe9xTk5OEIvF2L17N8rKytC2bVsEBQVh8uTJ8tSUQsp6eXkhLCwMW7duxeHDh/HgwQO0bdsWM2bMwNSpU7X+/ImIyEA5LaoJ5p0W6bsmREQQSdVYLWrixInyfPINDVdRZc+ePZrXzESUlpYiMDAQkZGRzHJDRNRYBd//G0izZ5yITJgmMaTa0blUKoVUKkVVVZXG/4iIiLTi0aEuREQEQM0hN/v379d1PYiIiBrGoS5EREq0srAUNSwkJERpuJK/vz/8/f31VCMiIiPkMJdDbYiIamFA30RWr17NMfREREREpHWaz3AlIiIiIiKDwYCeiIiIiMiIMaAnIiIiIjJiDOiJiIiIiIwYA3oiIiIiIiPGgJ6IiIiIyIgxoCciIiIiMmIM6ImIiIiIjBgXlmoiXCmWiEhHCr4H8j4HnBbpbhXZpngMIiKBGNA3Ea4US0SkI3mfA5UZNT91FWw3xWMQEQnEITdERGTcnBYB5p1rfhrzYxARCcQeeiIiMm4Oc3Xfa94Uj0FEJBB76ImIiIiIjBgDeiIiIiIiI8aAnoiIiIjIiDGgJyIiIiIyYgzoiYiIiIiMGAN6IiIiIiIjxrSVTYQrxRIRERGRLjCgbyJcKZaIiIiIdIFDboiIiIiIjBgDeiIiIiIiI8aAnoiIiIjIiDGgJyIi01LwPZDqXvOTiKgZYEBPRESmJe9zoDKj5icRUTPAgJ6IiEyL0yLAvHPNTyKiZoBpK4mIyLQ4zK35R0TUTLCHnoiIiIjIiLGHvolwpVgiIiIi0gUG9E2EK8USERERkS5wyA0RERERkRFjQE9EREREZMQY0BMRERERGTGDHkMvkUgQERGB6OhoFBcXw93dHUFBQfD29m7w2NTUVPz666+4ceMGAMDDwwPBwcHo2rWr4LJff/01oqKi6nzMzZs3w8nJSZOnSERERETUKAYd0K9ZswaxsbGYOHEiXF1dcfLkSSxbtgwrVqyAp6dnncelpqbi/fffh7OzM6ZNmwapVIpDhw7hgw8+wFdffYUOHToIKjt27Fj0799f4bGkUinWr18PFxcXBvNERERE1OQMNqBPTk7GmTNnEBwcjICAAADAyJEjMW/ePGzevBlhYWF1HhsREQFLS0uEhYWhZcuWAIDhw4dj7ty5CA8PR2hoqKCyPXv2RM+ePRUeKyEhAQ8fPsTw4cO19dSJiIiIiNRmsGPoY2NjIRaL4efnJ99maWkJX19fJCYmIjc3t85jExIS0K9fP3mADgCOjo7w9PTEhQsXUFZWJqisKqdPn4ZIJMKwYcOEPE0iIiIiokYx2IA+LS0Nbm5uSrnbe/ToAQBIT0+v81iJRIIWLVoobW/RogUqKyuRkZEhqGxtlZWV+OOPP9CzZ0+0bdu23udTWlqq1j+JRFLveYiIiIiIHmWwQ27y8/Ph4OCgtF22LS8vr85jO3TogKSkJFRVVcHMzAxATeCenJysdKwmZWu7fPkyHjx4oNZwm+Dg4AbLAMC0adMwffp0tcoSERERERlsQF9RUQELCwul7ZaWlvL9dRk3bhzWr1+Pb775BlOnToVUKkVkZCQKCgqUjtWkbG2nT5+Gubk5nnrqqQafz6ZNm9RaKVbVcyYiIiIiqovBBvSWlpYqh5/IAmxZYK/K2LFjkZubiz179sjTTHbv3h0BAQHYsWMHrKysBJV9VFlZGc6dOwdvb2+F8fd1sbGxUSugJyIiIiLShMEG9I6OjiqHu8h6zhtKEfnyyy8jICAAGRkZsLW1hbu7O8LDwwEAbm5ugsvK/PXXX8xuQ0RERER6Z7ABfZcuXXDt2jWUlpYq9GwnJSXJ9zfEzs5OIV/9lStX4OzsrJBbXkhZADh16hSsra0xaNAgtZ8TEREREZG2GWyWGx8fH1RXV+Po0aPybRKJBCdOnICHhwfatGkDACgvL0dmZiaKiorqPV9MTAxSUlIwceJEiMX1P+2GyhYVFeHq1asYMmRInUNyiIjISBR8D6S61/wkIjJCBttD7+HhAR8fH4SHh6OoqAjt27dHVFQUcnJyMH/+fHm5lJQUhIaGKmSHiY+Px/bt2+Ht7Q17e3skJSXhxIkTGDBgACZOnKjwOJqUlYmJiUFVVRWH2xARmYK8z4HKjJqfDnP1XRsiIo0ZbEAPACEhIdiyZQuio6NRXFwMd3d3LFmyBF5eXvUe5+TkBLFYjN27d6OsrAxt27ZFUFAQJk+eLE9NKaSszKlTp9C6dWv069dPa8+ViIj0xGlRTTDvtOjfbQXf/7uNQT4RGTiRVCqV6rsSpqy0tBSBgYGIjIxklhsiImOR6l7Ta2/eGeh+S9+1IaJmSJMY0mDH0BMREemN06KaYP7RXnsiIgNl0ENuiIiI9MJhLofaEJHRYEDfREJCQpQy5vj7+8Pf319PNSIiIiIiU8CAvomsXr2aY+iJiIiISOs4hp6IiJoX5p0nIhPDgJ6IiJqXR/POExGZAAb0RERk2mr3yDODDRGZGAb0RERk2mr3yDvMrcktzyw2RGQiGNATEZFpY488EZk4ZrkhIiLTxpzyRGTi2ENvIiQSCbZu3QqJRKLvqpCBYdugurBtkCpsF1QXtg3DxYDeREgkEmzbto0fMlLCtkF1YdsgVdguqC5sG4aLQ26aCFeKJSIiIiJdYEDfRLhSLBERERHpAofcEBEREREZMQb0pHWHDh3SdxUAGEY9DKEOhsQQXg9DqANgOPUwBIbyWrAehsdQXgtDqIch1MGQGMLrYQh1kGFAT1pnKA3cEOphCHUwJIbwehhCHQDDqYchMJTXgvUwPIbyWhhCPQyhDobEEF4PQ6iDDAN6IiIiIiIjxoCeiIiIiMiIMaAnIiIiIjJiTFupY1KpFABQWlqq08eRnV/Xj6OO6upq1sOA6sC2YXh1MJR6GErbMITXgvX4l6G0C0D/r4Uh1cMQ6sC20bR1kJ1bFkvWRyRVpxQJ9s8//yA4OFjf1SAiIiIiI7Rp0yY4OzvXW4YBvY5VV1cjPz8f1tbWEIlE+q4OERERERkBqVSKsrIyODo6Qiyuf5Q8A3oiIiIiIiPGSbFEREREREaMAT0RERERkRFjQE9EREREZMSYttIAJScnIyoqCteuXUNOTg7s7e3h4eGBGTNmwM3NTal8amoqtm3bhuvXr6OiogLt2rXDmDFjMHHiRIVyEokEERERiI6ORnFxMdzd3REUFARvb++memrUSJq0jezsbGzZsgXXr1/HgwcP0KZNGwwbNgxTpkyBlZWVQlm2DeOWkZGBbdu2ITU1FQUFBWjRogU6deqEgIAADBo0SKGsJu8124XxU7dtaPp3h23D+GnyvfGoyMhIbNmyBZ06dcJ///tfpf1sG/rBSbEGaOXKlbhx4wZ8fHzg7u6OwsJCHDx4EOXl5Vi1ahU6d+4sL3v58mV88skn6NatG5566ilYW1vj7t27kEqlSukyw8LCEBsbi4kTJ8LV1RUnT55ESkoKVqxYAU9Pz6Z+miSAum0jNzcXb731FmxtbeHn5wd7e3skJibi5MmTGDx4MD788EOF87JtGLeLFy/iwIED6NmzJxwdHfHw4UP8+eefSEhIwJtvvgk/Pz95WU3ea7YL46du29Dk7w7AtmEKNPnekPnnn38wd+5ciEQiuLi4qAzo2Tb0REoG5/r169KKigqFbVlZWdIpU6ZIV61aJd9WUlIiDQoKkq5YsUJaVVVV7zmTkpKk48ePl+7atUu+7eHDh9LZs2dL33vvPe0+AdIZddtGZGSkdPz48dJbt24plF29erV0/Pjx0gcPHsi3sW2YpsrKSulbb70lnTNnjnybJu8124XpUtU21P1ukUrZNkyZqrbxqC+++EIaGhoqXbRokfSNN95Q2s+2oT8cQ2+AevXqBQsLC4Vtrq6u6NSpEzIzM+XbTp8+jcLCQsyYMQNisRjl5eWorq5Wec7Y2FiIxWKFK25LS0v4+voiMTERubm5unkypFXqtg3Z6nKtW7dWKOvg4ACxWAxz839H27FtmCYzMzM4OzujpKREvk2T95rtwnSpahvqfrcAbBumTFXbkImPj0dsbCxmz55d5/FsG/rDgN5ISKVSFBYWomXLlvJtV65cgY2NDfLy8jB37lw8//zzCAwMxPr161FRUaFwfFpaGtzc3GBjY6OwvUePHgCA9PR03T8J0glVbaNPnz4AgHXr1iEtLQ25ubmIiYnBkSNHMH78eIUx9GwbpqO8vBxFRUW4e/cu9u7di0uXLqFfv37y/Zq812wXpqWhtqGKqu8WgG3D1KjTNqqqqvDDDz9g9OjRcHd3r/NcbBv6w0mxRuLUqVPIy8vDSy+9JN+WnZ2NqqoqfPrpp/D19cXLL7+MuLg4HDx4ECUlJVi4cKG8bH5+PhwcHJTOK9uWl5en+ydBOqGqbQwcOBBBQUHYsWMHzp07J9/+wgsvYMaMGQrHs22Yjg0bNuDo0aMAALFYjCeffBJz586V79fkvWa7MC0NtQ1VVH23AGwbpkadtnH06FHk5ubi008/rfdcbBv6w4DeCGRmZuL7779Hz549MXLkSPn28vJyPHz4EGPHjsWcOXMAAEOHDkVlZSWOHj2Kl156Ca6urgCAiooKpdupQM2tMNl+Mj51tQ0AcHFxgZeXF4YOHQp7e3tcvHgRO3fuhIODA8aPHy8vx7ZhOiZOnAgfHx/k5+cjJiYG1dXVkEgk8v2avNdsF6alobZRW33fLWwbpqWhtnH//n1EREQgMDAQrVq1qvdcbBv6wyE3Bq6goADLly+HjY0NFi1aBDMzM/k+2QfkmWeeUThm2LBhAIDExESFsqq+vGUfLtm5yHjU1zbOnDmDb7/9Fm+99RbGjBmDoUOHYv78+Rg5ciQ2b96M+/fvy8uybZiOjh07on///hg5ciQ+/vhjlJWV4ZNPPoH0/ycz0+S9ZrswLQ21jUfV990CsG2YmobaxpYtW2BnZ6fQEVQXtg39YUBvwEpKSrB06VKUlJRg2bJlcHJyUtjv6OgIQHnio+wKuri4WKFsQUGB0mPIttU+Nxm2htrG4cOH0a1bNzg7OytsHzx4MB4+fIi0tDT5NrYN0+Xj44OUlBRkZWUB0Oy9ZrswbbXbhkxD3y0A24ape7RtZGdn49ixY5gwYQLy8/Nx79493Lt3DxKJBFVVVbh37x4ePHggP5ZtQ38Y0BuoiooKfPLJJ8jKysKSJUvQqVMnpTLdu3cHoDwmLT8/HwAUJjJ16dIFWVlZ8uwnMklJSfL9ZBzUaRuFhYUqMx5VVlYCqJngJMO2YbpkvWKy91aT95rtwrTVbhuybQ19twBsG6bu0baRl5eH6upq/Pjjj3j11Vfl/5KSkpCVlYVXX30V27dvlx/LtqE/DOgNUFVVFb788kskJiZi0aJF6Nmzp8pyTz31FADg+PHjCtt///13mJmZyTOdADVX3NXV1fKJL0DNam4nTpyAh4cH2rRpo4NnQtqmbttwdXXFzZs3lXrfzpw5A7FYrJClgG3D+BUWFiptq6ysRFRUFCwtLdGxY0cAmr3XbBemQd22oe53C8C2YSrUaRudOnVCaGio0r9OnTqhTZs2CA0Nha+vr/x4tg394aRYA7Rx40acO3cOgwYNwoMHDxAdHa2wf8SIEQCAbt26wdfXF8ePH0dVVRW8vLwQFxeH2NhYPP/88wq3tjw8PODj44Pw8HAUFRWhffv2iIqKQk5ODubPn9+kz4+EU7dtBAQE4NKlS1i0aBH8/f1hb2+PCxcu4NKlSxg9ejTbhon573//i9LSUnh5ecHR0RGFhYU4deoU7ty5g1mzZsHa2hqAZu8124VpULdtqPvdArBtmAp12oa1tTWefPJJpWP3798PAEr72Db0RyRVNSOG9OqDDz5AfHx8nfsPHDgg/39lZSV27tyJEydOID8/H23atIG/vz8mTZqkdFxFRQW2bNmCU6dOobi4GO7u7ggKCsKAAQN08jxI+zRpG8nJydi6dSvS0tLw4MEDtG3bFiNHjsTUqVOVJrmxbRi3M2fO4Pjx47h16xYePHgAa2trdO/eHePHj8fgwYMVymryXrNdGD9124Ym3y0A24Yp0OR7o7YPPvgA9+/fx3//+1+lfWwb+sGAnoiIiIjIiHEMPRERERGREWNAT0RERERkxBjQExEREREZMQb0RERERERGjAE9EREREZERY0BPRERERGTEGNATERERERkxBvREREREREbMXN8VICLjNGHCBI3Ku7i4YMOGDfIVKX/++We0bdtWR7UzDOXl5fj7779x4cIFXL9+HTk5ORCLxWjfvj2GDh2KyZMnw9raWq1zffjhh7h69SoAYNOmTXB2dlbYHxcXh9DQ0DqP9/DwwKpVqxp8nPj4eISGhkIqlcLX17fO5dqTk5Oxe/du3LhxA0VFRbCyskLnzp3h6+uLUaNGQSQSKZQ/ceIELl++jPT0dBQWFqK8vBwtW7ZEz549MWnSJPTu3VtlXaKjo5Gamor8/HwUFxfDysoKXbp0wbPPPosRI0YoPU59arfZRYsWwcfHR/77119/jaioKKXjbGxs0LFjRwwbNgzjxo1TWmn5xIkTWLt2LUaOHIkFCxYoHX/nzh0sXrwY+fn58PPzwxtvvAGRSCT/LHz22Wfo06ePvHztVVvFYjGsra3RsmVLuLu7o1+/fhg+fDhsbW3Vfu7qkD3/2vUxNPPnz0d6err892nTpmH69Ol6rBGR/jGgJyJBRo4cqbTtxo0buHv3Lrp06YIuXboo7GvZsmVTVc1gnD59Gt9++y0AoGPHjhg0aBDKyspw48YNbN26FWfOnMHKlSvRunXres9z4sQJXL16FSKRCA0t7t2+fXv06tVL5faGSCQSeX3rExsbiy+//BLV1dXo1q0bevfujfv37yMhIQHXr1/HlStX8N577ykcc+jQIaSnp6Nz587o3bs3LCwskJWVhT///BNnz57F66+/jrFjxyocc+7cOfz+++9wc3ND165dYWdnh7y8PCQkJCAuLg6XLl3CwoULG6zvo6ysrDB06FAANReZqvTq1Uv+elVXVyMnJweJiYlISkrCpUuX8PHHH6t9IZGZmYnFixejoKAA48aNw9y5c9U+dsCAAfK2UVZWhn/++QcXLlzA2bNn8csvv+C1117Ds88+q9a5TMmgQYPQpUsX3L17Fzdu3NB3dYgMAgN6IhJEVU/k119/jbt372LIkCF19pgtWLAADx8+hJOTk66rqHfm5uYYM2YMJk2ahI4dO8q35+fnY9myZUhLS8NPP/1Ub1BaVFSEjRs3wtvbG1lZWcjJyan3MXv16qXyvVFHZGQksrOz4evri99//11lmaqqKnz//feorq7Gu+++i+HDh8v3ZWZm4v3338fp06cxevRo9O3bV75v7ty56NixI2xsbBTOd+7cOXz22Wf4+eefMXToULRq1Uq+z9fXF5MnT1ZqK9nZ2fjggw9w5swZDBs2DIMGDVL7ObZs2bLB12f06NFKgXJKSgoWLVqES5cu4ezZs/KLgvrcvn0bixcvRmFhISZMmIDXXntN7XoCwHPPPafUU15SUoJ9+/YhMjISa9euRVVVFcaMGaPReY1dUFAQgJoLXQb0RDU4hp6ImpSLiws6duwIc3PT708YNWoU5s2bpxDMA4CjoyNef/11AMDZs2chkUjqPMdPP/2Ehw8fysvrSkZGBnbt2gVfX1+VPfwyd+7cQWFhIdzc3BSCeaDmLoRsW0pKisI+Dw8PpWAeAAYPHow+ffqgoqICiYmJCvs6deqk8sLP1dUV48aNAwBcu3ZNnafXaI899ph8eE5CQkKD5TMyMuTB/OTJkzUO5utia2uL6dOn45133gEA/PjjjygoKNDKuYnIeJn+X1QiMih1jaGfMGECXFxc8OOPP2Lnzp2IiopCXl4eXFxcMHXqVHmP6dWrVxEZGYnU1FSIxWIMGjQIr776qsohPVVVVTh27BiioqJw+/ZtVFVVwc3NDaNGjcL48eOVxkI3JXd3dwA1w1wePHgAR0dHpTKXLl3C6dOnERQUpNaQGaGkUin++9//wtbWFq+88grOnTtXZ1kLCwu1zmlvb6/248veB00u8oQc01iyuwdVVVX1lpMF80VFRQgICEBwcLDW6zJixAgcPXoU169fx++//47AwEC1jz1+/DgOHDiArKws2NjYYMCAAXjllVfqLJ+QkICYmBgkJCQgNzcXEokEbdq0wZAhQ/Dcc8/Bzs5OXjY2Nhaff/45nnnmmTrvPH377bc4duwY3n77bfnnuqioCHv27MH58+eRm5sLsViM1q1bw8PDA+PHj0ePHj3Ufn5EzREDeiIyKF988QWuXbuGPn36oF27doiPj8fatWsBANbW1ggLC4OHhwcGDBiAxMREREdH4969e/j8888VxiY/fPgQy5cvx7Vr12Bvbw8PDw9YWloiOTkZP//8s3wSqVisnxuV9+7dA1ATkKoKfsvLy7F+/Xp06NABAQEBap/37t27+OWXX/DgwQO0bNkSvXv3xoABA+p9nocPH8aNGzewYMGCBgPxtm3bon379sjKysKpU6eUhtycOnUKdnZ2ePLJJ9Wq79WrV3Ht2jXY2dnBw8NDrWNyc3Nx5MgRAMDjjz+u1jHakJqaCgBKd1welZ6ejg8//BD379/H888/j5dfflln9XnmmWdw/fp1XLt2Te2AfvPmzdi1axfMzc3Rp08f2NjY4PLly4iLi1Oa9yKzadMmpKenyyfkVlRUIC0tDbt27cKFCxewatUq+eTuwYMHw8HBAWfPnsX9+/eVLrTLyspw5swZ2NjY4KmnngIAlJaW4t1338W9e/fg7OyM/v37w8zMDLm5uYiJiUG7du0Y0BM1gAE9ERmMnJwcWFtb44cffpD3hl67dg2LFy/Gr7/+ColEgsWLF+OJJ54AUBMILFy4ENevX0dcXJzCmO2NGzfi2rVrePrpp/Hmm2/KM4KUlpYiLCwM586dw7Fjx5QmYjaV/fv3A6iZ+Kiq1zsiIgI5OTn47LPP1O4VB2omJtceV+zu7o4PPvgArq6uSuXz8vIQHh6Ovn37qpzoXJuZmRneeecdLF++HF999RX27t0LV1dXFBUVISEhAR07dsQ777xT54XBiRMnEBcXB4lEgrt37yI1NRW2trZYuHChQk/voxITE3HkyBFUV1cjPz8f169fR3V1NYKCguDl5aXGqyJcVVUVcnNzcfDgQcTHx8PZ2RkjRoxQWTYrKwuLFy/GgwcPEBgYKB/rrSuyAPzOnTtqlU9MTMTu3btha2uLFStWoFu3bgBqguxPP/0U58+fV3nciy++iF69eilk1ZFIJPjhhx9w7Ngx7N27F9OmTQNQc4H67LPPYufOnYiOjsakSZMUznXmzBmUlZVh7NixsLKyAgD8+eefuHfvHgYPHqx0kV1UVITCwkL1XhCiZoxj6InIoMyePVthYmTfvn3RtWtX5OfnY+DAgfJgHqhJJyibEPhomr/CwkL8/vvvcHZ2xttvv60QiNjY2GD+/PkwNzfH4cOHm+AZKbt48SKOHz8Oc3NzlUFfamoq9u/fj5EjR6qdPtDGxgYBAQFYtWoVtm7diq1bt+LTTz+Fh4cHbt26hY8++gglJSVKx33//feoqKjQaIx+7969sXLlSrRr1w43b95ETEwMrl27BpFIhP79+6Ndu3Z1Hnv9+nVERUUhJiYGqampsLe3x/z58zFgwIA6j7l79y6ioqJw6tQpXLt2DdXV1Zg+fbpGdy40sXbtWkyYMAETJkzA5MmTMXv2bOzbtw/Dhg3DqlWrVM4FAICkpCQ8ePAAPXr00HkwD/ybOaq4uFit8keOHIFUKsWECRPkwTxQc+drzpw5dWbfefzxx5VSZFpYWGD27NkwMzNTGqLl5+cHsViMY8eOKZ3r+PHjAKAwkbeoqAhAzWe99p2kVq1aoXPnzmo9P6LmjD30RGQwzM3NVfa4tmvXDmlpafD29la5D6jJHCMTFxeHyspKDBw4EC1atFA6xsHBAa6ursjIyMDDhw9VltGVzMxMfPXVV5BKpQgODlYa5lBVVYV169bB1tYWM2fOVPu83bp1UwjSAKBfv37w8vLC4sWLkZCQgMOHD+P555+X7//zzz/x119/4cUXX0SHDh3UfqzTp09j7dq18PDwwMKFC9GpUyfk5+dj9+7d2Lt3L+Li4hAWFqbyzsL8+fMxf/58lJWVISsrC7t27cLKlSsxZswYzJs3T+XjjRgxAiNGjIBEIkFOTg6ioqKwfft2XLhwAUuXLq2zZ1+oR9NWAkBBQQFSU1Pxxx9/wM7OTh7I1ta1a1dkZ2cjOTkZmzdvrndcujY0lMK0Ntlk3meeeUZpX6dOndClSxekpaWpPDYvLw/nz5/HnTt3UFpaiurqagA1n9ns7GyFsi4uLhgwYAAuXryIGzduyCdZ37p1C0lJSejevbtCW+3evTsAYPfu3WjdujUef/zxOi+aiEg1BvREZDBat26tMlCS3ZpXlfFENnb30UwxstSOx44dU9lL+Kji4uJ6A3pZ2sjaRo8eDU9Pz3rPXVteXh6WLl2K4uJiTJ48GRMnTlQqs3//fqSlpWH+/PkKdyqEMjMzw9SpU5GQkIDLly/LA/rS0lL88MMPcHV1xQsvvKD2+bKzs7FmzRq0atUKS5Yskb/+rq6umDdvHvLz83HhwgUcP35cnolGFWtra3Tv3h3vv/8+JBIJjh07Bm9vb4WFnmqzsLCAm5sbZsyYAXt7e2zYsAERERGYM2eO2vVXh6q0lbKhWocOHYKdnZ3KHnh3d3cEBwdj+fLl2LVrF6ytrTWarKqp+/fvA1B/ArLsordNmzYq97u4uKgM6Pfu3YtffvkFlZWVatdt7NixuHjxIo4dOyYP6GWfxdppNvv164dJkyZh//79CAsLg5mZGbp164b+/fvD19e33js+RFSDAT0RGYyGJqiqO4FV1nvYtWtXeTaZujSUJaW8vFzl6qF9+vTRKKB/8OABPvroI+Tk5ODZZ5+ts/f9/PnzEIlEOHnypNLjytITfv7557CwsMBzzz2HgQMHNvjYsrHzj6Y3vHnzJvLz8+Hi4oIlS5aofJyLFy/igw8+gIODA/7zn/8AqBkDXVlZiQEDBqhc5fapp57ChQsXkJCQUG9A/6jhw4fj3LlzOHfuXL0B/aNGjBiBDRs24K+//tJ6QK+KjY0NXnnlFVy8eBEHDx6sc0hN//798f7772PlypXYsmULrK2tVV64aYMs+K5vkm5jJSYmYsOGDbC1tcW8efPQp08fODg4yO++/N///Z/C3TGZgQMHwtnZGX/88Qdee+01mJub49SpU7C2tlZ5h+DVV1+Fn58fzp07hytXruDGjRvy1Yjfe+89tdsFUXPFgJ6ITI6zszOAmrHejQ322rZtiwMHDjTqHGVlZVi6dCkyMzPx5JNPYt68efWuFiqVSuvNdZ6UlASgJs+9OmRjrFXdicjJyalzsaqCggIUFBQorKj6zz//AIDSmGoZ2XZ1x3UD/44Fl42lVoednR3EYrG8l7opyNKslpSUoKioqM47KIMHD8aCBQuwevVq/Pzzz7CxsdHJiq4xMTEAoDAZvD4ODg7IyclBbm6uyosAVe3gr7/+AgDMmDFDqb09fPiwzhz4ZmZmGDNmDCIiInDq1CnY2NiguLgYo0ePrnM4TYcOHdChQwdMnToVFRUVOHjwIDZt2oTvvvuOAT1RAxjQE5HJkU2uO3/+PGbNmqXXRawkEgk+/fRTJCcnY8CAAVi4cGG9+e9XrlxZ575Zs2YhJycHmzZtkl+0qOPPP/8EAIVxy3369KnzQuXEiRNYu3YtfH19MX/+fIV9Dg4OAJQXjpKRbX/0IqAhsgnNmuTal2W6acrhGLJUoyKRqMF5F8OGDUN5eTm+/fZbrFu3DlZWVvI0jdoQFRWFGzduoEWLFhg9erRax3h6eiInJwd//PGHPCuNTGZmJtLT05WOkV2YqRruFhsbW+84/tGjR2P79u04duyYPIhXd1VbS0tLBAQEYN++fcjPz0dhYSFat26t1rFEzRGz3BCRyXFycoKvry9ycnIQFhamshcxOzsbsbGxOq1HVVUVwsLCcO3aNXh6euKDDz7QKAWlJvbt24fc3FyFbVKpFEeOHMG+ffsgEonUHgJTn8GDBwOAfJLtoxITE7Fv3z4AUOhRzczMRExMjNKKuFKpFGfOnMGuXbsgEomU0mbu3r1bZU9/cnIy1q1bBwA66flWpbS0FJs2bQIAeHl5yed11GfMmDF49dVXUV1dja+++goXL15sdD1KSkqwbds2+doMc+fOVXuuhSxF6759+xSC9/Lycvz4448qg3PZcK3jx48rjKG/ffs2Nm/eXO/jOTo6YtCgQUhLS0N8fDzc3d1V5pM/e/as0irBQE22p8LCQlhbW9d5R4iIarCHnohM0uzZs3Hv3j38+eefuHz5Mrp06YI2bdrg4cOHuH37Nu7evYvBgwfr9Fb+oUOHcPbsWQA1w0q+++47leVmzpzZ6Amw+/fvx8aNG9GtWze0bdsWEokEt27dwr179yAWi/Haa6/Js4k0Rvfu3TFlyhTs2bMH3333HQ4dOoSOHTsiPz8fSUlJqK6uxpgxY9C/f3/5MYWFhfjyyy9ha2uLbt26wcHBASUlJbh9+zZycnIgFosxa9YspWBv06ZN+PXXX9GtWze4uLigsrIS//vf/+TB6FNPPaWT8em///474uLiFOqfkpIiX6xr7ty5ap9r0qRJKCsrQ0REBFauXImlS5cqpSKta/jVb7/9hhMnTgCoCbrz8vJw8+ZNVFZWwsbGBnPmzFFr7QCZXr16yd+7kJAQ9O3bFzY2NoiPj4eFhQUGDRqklIv+2Wefxd69e3H+/HnMnTsXjz32GIqLixEfH4/BgwcjJSWlziFbQM1FhOwz4Ofnp7JMfHw89u/fDycnJ3Tt2hU2NjbIz89HQkKCPEWpri6EiUwFA3oiMkktWrTA0qVLcfr0aZw8eRLp6elISUlBy5Yt4eLighEjRqicnKdNj/Yuy4IaVaZPn97ogH7y5Mn4+++/cfv2bWRmZqKyshKOjo4YPnw4JkyYoNWVNmfOnIlevXrhyJEjSE1NRVZWFqytreHl5YXRo0dj2LBhCuU7deqEl156CXFxccjOzsaNGzcgEong7OwMX19fjBs3TuXFxpw5c3Dt2jWkp6cjIyMDlZWVaNWqFQYPHoxRo0apvRqtpmovzmVpaYm2bdti1KhRCAgIkA87UteLL76IsrIy7N69G5988gk++eQTeHh4yO9Y1NXbf/nyZQA1k8Gtra1hb2+PJ554Av369cOIESMEpXacOXMm3NzccPDgQcTFxcHW1hb9+/fHK6+8gvDwcKXyLVu2xOrVq7F582bEx8fj/PnzaNu2LV566SVMmTIFr732Wr2P5+npCXNzc4jFYqV2ITNq1CiIxWIkJCQgJSUFJSUlcHBwwOOPP46JEyeiX79+Gj9PouZGJNU0kS0REZERmjBhAlxcXLBhwwZ9VwVAzUTTwsJCbNmyRSspSg3R6dOnsWrVKowcORILFizQ6rllcz2mTZuG6dOna/XcRMaGPfRERNRs3L9/H19//TUAYPz48Xjsscf0Uo+YmBgUFhaiY8eOJhvMV1ZWYteuXQAAf39/rZ13y5YtyM3Nxd27d7V2TiJjx4CeiIiajUfXFRg0aFCTB/QbNmxAamoqrl+/DgBK2WZMwblz5/DXX38hOTkZt2/fxpAhQ7Q65Ov8+fMqM/IQNWccckNERNREZs2ahaKiIri7uyMgIABDhw7Vd5W0buvWrdi2bRvs7OwwcOBAzJkzR+3VbIlIGAb0RERERERGjHnoiYiIiIiMGAN6IiIiIiIjxoCeiIiIiMiIMaAnIiIiIjJiDOiJiIiIiIwYA3oiIiIiIiPGgJ6IiIiIyIgxoCciIiIiMmIM6ImIiIiIjNj/A82oerJVTpaTAAAAAElFTkSuQmCC\n"},"metadata":{"image/png":{"width":756,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/7238e3fd-e559-4a1c-9475-130082c39602","content_dependencies":null},{"cell_type":"markdown","metadata":{"formattedRanges":[],"cell_id":"d637564fa7d548479ab4fd714532e048","deepnote_cell_type":"text-cell-h1"},"source":"# Kepler-69c","block_group":"68a742a1ee8d4868af510c6e4987cf46"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659259778,"execution_millis":23529,"deepnote_to_be_reexecuted":false,"cell_id":"df1281fe0c0d4a2b945e7378abc88f0e","deepnote_cell_type":"code"},"source":"TIC = 'Kepler-69c'\navailable_data_all = lk.search_lightcurve(TIC, author=\"SPOC\")\navailable_data_all\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 74)\nlc = sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)","block_group":"1f9ba332b00d4275a4d9cb35c0e1e152","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":12,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":750,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/62f6ee34-3898-4f84-b9a9-70909cb3cb38","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659283881,"execution_millis":329,"deepnote_to_be_reexecuted":false,"cell_id":"8351336bccac42569654b5d64db90372","deepnote_cell_type":"code"},"source":"lc_stitched = lc.normalize()\nlc_stitched.plot(color = 'gold', lw = 0, marker = '.')","block_group":"9763b1b3fe60482ea4cb33075fd33585","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":13,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":747,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/d51348a7-8d67-45d5-9b75-347b4c5ffb02","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659284460,"execution_millis":18574,"deepnote_to_be_reexecuted":false,"cell_id":"379f51ef1bed46419df6822b8b9d8483","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/60\nlc_collection_binned = lc_stitched.bin(bin_time)\nlc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')","block_group":"86a6721186a8490c96e6aaa599253acd","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":14,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":757,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/a7e76862-5692-4226-8255-8f4419ac3514","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659303538,"execution_millis":235,"deepnote_input_label":"","deepnote_slider_step":1,"deepnote_variable_name":"input_1","deepnote_variable_value":"24","deepnote_slider_max_value":24,"deepnote_slider_min_value":0,"deepnote_to_be_reexecuted":false,"cell_id":"ee131eb9dab243e6a081975b2ca5569c","deepnote_cell_type":"input-slider"},"source":"input_1 = 24","block_group":"9f6aea97f91d4c1a9b2a4577ab0a4941","execution_count":null,"outputs":[],"outputs_reference":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659303539,"execution_millis":812,"deepnote_to_be_reexecuted":false,"cell_id":"1819207e33be4f97be8a028b1545f3be","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/input_1/2\nlc_collection_binned = lc_stitched.bin(bin_time)\nlc_collection_binned.plot(color = 'red', lw = 0, marker = '.')","block_group":"2c5e3d9cd5084935b36b2ca9858ce75c","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":16,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":757,"height":380}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/11dc48e0-740a-4bb4-a6b9-547fa1f9dab3","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659304873,"execution_millis":443,"deepnote_to_be_reexecuted":false,"cell_id":"6be7f6b510c14b2ea7fe365cccc36794","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24\nlc_collection_binned = lc_stitched.bin(bin_time)\nlc_collection_binned.plot(color = 'red', lw = 0, marker = '.')","block_group":"f21d7d28e76f456bb2af4c832ef23c33","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":17,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"iVBORw0KGgoAAAANSUhEUgAAAvkAAAF4CAYAAADOuOaYAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy89olMNAAAACXBIWXMAAA9hAAAPYQGoP6dpAABgPElEQVR4nO3deVxU9f4/8NcMMCDgAgIKuAzqFRVcUHOJyi1KQ1HRIpXsi+mNNvVS3pDKm6llYaZWRpsYqYne3DMXBNHQ1DRcUBZFERUFBUEYlgHm9we/mes4A8wcZgYYXs/HwwfOOe/POZ8zh6PvOfP5vI9IoVAoQEREREREZkPc2B0gIiIiIiLDYpJPRERERGRmmOQTEREREZkZJvlERERERGaGST4RERERkZlhkk9EREREZGaY5BMRERERmRkm+UREREREZsaysTtg7qqrq5Gfn49WrVpBJBI1dneIiIiIqBlQKBQoLS2Fo6MjxGL978szyTey/Px8hISENHY3iIiIiKgZio6OhpOTk97tmOQbWatWrQDUnCBbW9tG7g0RERERNQcymQwhISGqXFJfTPKNTDlEx9bWlkk+EREREelF6HBvTrwlIiIiIjIzTPKJiIiIiMwMk3wiIiIiIjPDMflERERktmQyGQoKClBdXd3YXSFSEYvFcHBwMOp8TSb5JhIWFqZR49Tf3x/+/v6N1CMiIiLzVV1dja1bt+LPP/9s7K4Q1WrYsGF4/vnnBdXBrw+TfBNZuXIlq+sQERGZiDLBnzBhArp16wYLC4vG7hKRSlVVFTIzM7F7924AQFBQkMH3wSSfiIiIzIpMJlMl+KNHj27s7hBpJZVKAQC7d+/GhAkTDH4zmBNviYiIyKwUFBQAALp169bIPSGqm/J3VPk7a0hM8omIiMisKCfZcogONXXK31FjTAxnkk9EREREZGaY5JO6qChAKq35SURERETNEifekrrly4GsrJqfoaGN3RsiIqIWacKECfXGzJs3D3379sXs2bMRHh4OX19f1TqFQoH4+HgcOHAA165dQ0VFBTp06IDHHnsMkyZNQvv27bVu88aNG9izZw/OnTuHO3fuoF27dhg0aBBmzJiBtm3bquIWLlyICxcuaN3GggUL8NRTT9UZt3btWnTu3BkAcOfOHcyePVsjxtPTEytWrFC9fuWVV5Cbm6t1n5GRkejVqxcA4PPPP0daWhry8/NhaWkJqVSKF154AQMHDtTaFgCWLl2KEydOICQkBIGBgarlv//+O44dO4Zr166hvLwcXbp0wdSpUzFs2DC19iUlJYiOjsaxY8dQXl6Onj17Ys6cOY06L4RJvok0mzr54eE1CX54eGP3hIiIqMWKjIxUe71gwQKMHz8eI0aMUC1zdXVFWVmZRluFQoEVK1bgjz/+wJgxYzBlyhS0atUK2dnZ+P3333H79m289957WvebnJyMlJQUjB07Fh4eHsjNzcXGjRtx/vx5rFmzBlZWVgCA1157DTKZTK3trl27cOzYMfTv319tee/evTFr1iy1ZR06dNDY98yZM9G3b1/V61atWqmtj4iIgFwuV1u2fv163LhxA//4xz9Uy+RyOSZNmgQ3NzdUVFTg4MGDWLx4MT7++GN4eXlp7Pevv/5CWlqa1vdjy5YtGDhwIJ577jnY2NggKSkJy5Ytw/z58zFmzBhVXGRkJC5fvoyQkBC0a9cOO3fuxHvvvYc1a9bA2dlZ67aNjUm+iTSbOvmhobyDT0RE1MiUd6Uf5uzsrLFcW5K/d+9eHDlyBHPnzoWfn59qed++ffHss8/i77//rnW/Tz31FPz9/SESiVTL3Nzc8O9//xsnT55UfVvQpUsXjbYrVqyAj4+P2h1/ALCzs9N6PI9yc3OrM6579+5qr8vKynDlyhWMHj1abZJ1+CM3KgcNGoTZs2cjISFBI8mXy+X47rvv8PLLL2P16tUa+1y1apXa8fj4+ODOnTvYvn27KslPTU3F6dOn8cEHH2DIkCEAat7rOXPmYPv27fjnP/9Z77EbA8fkExEREZmRHTt2oHv37moJvpKFhQUGDx5ca9s2bdqoJfjA/8o85ufn19ru0qVLuHPnjto3Dcb2559/oqysDCNHjqwzzsLCAvb29hrfAgDAtm3bYG9vr3ZX/mGPfmABaj5sPPxeZGZmQiQSYcCAAaplNjY26NOnD06ePKnbwRgBk3wiIiIiM3H37l3cvn27zvHn+rp48SIAqMbQa5OYmAgbGxuNseoAkJKSgqlTpyIwMBDh4eG1juVfu3YtJk6ciODgYHz55Zd48OBBnf1KTEyEi4sLevfurbFOoVCgqqoKRUVF2LZtG27duoVx48apxeTm5uK///0v/vnPf2p8sKnLxYsX0alTJ9XriooKiEQijZKtVlZWyM3NRXl5uc7bNiQm+URERNQy6VNRzlixBnbv3j0AMNg48IqKCqxbtw7dunXTGGuvVFVVhT/++ANDhgyBjY2N2jpvb2/MmTMHixcvxr/+9S+Ul5fjgw8+QGpqqirGysoK48aNw1tvvYWlS5di8uTJ+OOPP/D++++jsrJS6z6LioqQnJxc6zcHBw4cwKRJkzBjxgxs3rwZ//73vzWGAv3www8YPny4TkOJlA4fPoxLly5h8uTJqmVubm6orq7GlStXVMuqq6uRkZEBhUKBkpISnbdvSEzyiYiIqGV6uKJcY8UaiT53puvy9ddf486dOwgLC6t1m3///TcKCwu1JtwzZsyAn58fvLy88OSTT+KTTz6Bo6MjNm/erIpxdHTE66+/jmHDhqFv376YMmUK3nnnHWRmZuL48eNa9/nHH3+gsrKy1iR/2LBhWLlyJT788EM88cQT+PTTT/HXX3+p1p85cwbJycl4+eWXdX4vrl69irVr1+Lpp5/G8OHDVct9fHzg6uqKr7/+GllZWbh//z7WrVuH27dvAzDcudAXk3wiIiJqmcLDga5ddasoZ6xYA1OWxszLy2vwtn7++WckJiYiPDwcXbt2rTUuMTERrVu31mmIkI2NDQYPHqx211ubwYMHw8bGpta4xMRESKXSWvvVtm1b/OMf/8CgQYMwd+5cDBo0CNHR0ar13333HcaPHw9ra2sUFxejuLgYQM1EXOXfH5abm4sPP/wQPXv2xBtvvKG2zsrKCv/+979RVlaGN998Ey+99BLOnj2LgIAAWFpaonXr1nUeq7Gwuo6JNJsSmkRERC2FPhXljBVrYE5OTnB1dcWZM2fw0ksvCd7O7t27sXXrVsyfP7/O5L28vBwnTpzAyJEjYWlpmrQyNzcXly5dwsyZM3Vu06NHD5w+fVr1+ubNm9i6dSu2bt2qFrdhwwZs2LABv/76KyQSCQCgsLAQixYtQrt27RAREaH1OHv06IGoqCjk5ORAoVDAzc0NUVFR6N69u8nel0cxyTeRZlNCk4iIiJq1iRMnIioqCocOHdKoGlNdXY2///4bgwYNqrV9YmIivv/+e8ycOROjR4+uc18nT55EaWmpzlV1ysrKcOrUKfTo0aPOuFOnTqGsrEyt/r3SkSNHAED1wC1dXLx4ER07dlS9/vjjjzViIiIiMG7cODz55JOqxLy0tBQffvghKisr8fHHH9eZy4lEIri5uQGo+WBw9OhRhISE6NxHQ2uySX5paSm2bduG9PR0pKeno7i4GPPmzcPTTz+tU3u5XI6NGzciISEBxcXFkEqlCA4Oho+Pj+DYrKws/PLLL7h8+TIKCgpgbW2NLl26IDAwUFUXlYiIiKgxPffcc7h48SLWrFmDS5cuYejQobCxscGNGzewb98+uLi41Jrknz9/HqtWrUK/fv3g7e2tNkHWyckJTk5OavGJiYlwdnZGnz59NLaVkpKCbdu2Yfjw4XBxcUF+fj62b9+OgoICtVr2P/74I0QiETw9PWFvb4/09HRs3boVPXr00FqtJzExEb1794aLi4vGulOnTiE+Ph6PPfYYnJ2d8eDBAyQmJuLMmTNYsGCBKu7hh249rGPHjmrrPv74Y1y9ehVz585Fbm6u2hN3H56wGxsbCzc3N7Rr1w43btxQ9b+20pym0GST/KKiImzevBnOzs7w8PDA+fPn9Wq/atUqJCUlISAgAG5ubjh06BAWL16MZcuWaTwIQdfYvLw8lJaWYsyYMXB0dER5eTmOHTuGJUuW4I033sDYsWMNcuxEREREQolEIrzzzjvw8fHBgQMHcOTIEcjlcnTo0AFDhgxRqwzzqPPnz6OyshJnz57F2bNn1dZNmzYN06dPV70uLi7G6dOnMXHiRK2TSx0cHFBZWYmYmBg8ePAA1tbW6N27N9544w307NlTFde5c2fs3bsX+/fvR3l5Odq3bw8/Pz/MmDFDoyzl9evXce3aNbz22mta+9+xY0fI5XL89NNPKCoqQps2bSCVSvHxxx/XmtjXJTk5GQDwxRdfaKzbvXu32nuxbt063L9/H46Ojhg1ahSCgoI0hmqbkkihUCgabe91UE58cHBwQEZGBsLCwnS+k5+eno63334bISEhCAwMBFBTAurNN99E27Zt1R4VrU+sNlVVVfjXv/6FiooKRGkplSWTyRAUFITY2FgO1yEiIjKB7OxsrFy5EmFhYXXWdidqbHX9rjY0h2yy1XWsrKzg4OAgqG1SUhLEYrHanXWJRAI/Pz+kpqaqzTjXJ1YbCwsLODk5NVoNVCIiIiKiRzXZJL8hMjMz4e7urvGpR/nV0NWrVwXFKpWVlaGwsBA5OTnYsWMHTp8+XesDIoiIiIiITK3JjslviPz8fK3fAiiXKZ8Gp2+s0o8//oh9+/YBAMRiMYYPH47QekplyWQynfpuZWUFKysrnWKJiIiIiLQxyyS/oqJCa6KsrHdaUVEhKFYpICAAvr6+yM/Px9GjR1FdXQ25XF5nn3QtofTopBYiIiIiIn2ZZZIvkUi0Jt3KhF2ZwOsbq9S5c2fV5IjRo0fjgw8+wJIlS/D555/X+uji6OhonSZN8C4+ERFRwygrmlRVVTVyT4jqpvwdNUYVHrMck+/o6IiCggKN5cplykc+6xtbG19fX2RkZODmzZu1xtja2ur0h0k+ERFRwyiH3GZmZjZyT4jqpvwdFVpspi5meSffw8MD586dg0wmU7t7npaWplovJLY2yrv+uo67JyIiIuOxtbXFsGHDVHXMu3XrplFvnagxVVVVITMzE7t378awYcOMUma92Sf5ZWVlyMvLQ5s2bdC2bVsANXfWt2/fjn379qlq38vlcsTFxcHT0xPOzs6q9vrE3r9/H+3atVPbf2VlJeLj4yGRSFiLl4iIqIl4/vnnAag/sIioqRk2bJjqd9XQmnSSv2fPHpSUlKgq3Jw8eVL19/Hjx8POzg4ZGRmIiIhQm7Dq6ekJX19fxMTEoLCwEK6uroiPj0dubi7mzp2rtg99Yr/++mvIZDJ4e3vD0dER9+/fx+HDh3Hjxg288soraNWqlQneFSIiIqqPWCxGUFAQJkyYgIKCAlRXVzd2l4hUxGIxHBwcjPqg1Cad5G/fvh25ubmq18ePH8fx48cBACNHjoSdnV2tbcPCwrBhwwYkJCSguLgYUqkUixYtgre3t+DYJ598EgcPHsTevXvx4MEDtGrVCj169MD//d//YejQoQY6aiIiIjIU5Zw3opZGpFAoFI3dCXOmfCSxu7u7xsxpf39/+Pv7N1LPiIiIiKipUuaQsbGxgj6oNuk7+eZk5cqVvJNARERERCZhliU0iYiIiIhaMib5RERERERmhkk+EREREZGZYZJPRERERGRmmOQTEREREZkZVtcxkbCwMJbQJCIiIiKTYJJvIiyhSURERESmwuE6RERERERmhkk+EREREZGZYZJPRERERGRmmOQTEREREZkZJvlERERERGaGST4RERERkZlhCU0TYZ18IiIiIjIVJvkmwjr5RERERGQqHK5DRERERGRmmOQTEREREZkZJvlERERERGaGST4RERERkZlhkk9ERFSfqChAKq35SUTUDLC6jomwhCYRUTO2fDmQlVXzMzS0sXtDRFQvJvkmwhKaRETNWHh4TYIfHt7YPSEi0kmTTfJLS0uxbds2pKenIz09HcXFxZg3bx6efvppndrL5XJs3LgRCQkJKC4uhlQqRXBwMHx8fATHpqenIz4+HufOnUNubi5at24NT09PvPTSS3B3dzfIcRMRURMUGso7+ETUrDTZMflFRUXYvHkzsrOz4eHhoXf7VatWYceOHRgxYgTmzJkDsViMxYsXIyUlRXDsr7/+imPHjqF///6YM2cOxo4di5SUFMyfPx9ZWVmCj5WIiIiIyJCabJLv6OiImJgYrFu3DiEhIXq1TU9Px5EjRzBz5kzMmjULY8eOxbJly+Di4oL169cLjp00aRJ+/PFHvPrqq3j22WcRFBSETz/9FFVVVfjvf//bwCMmIiIiIjKMJpvkW1lZwcHBQVDbpKQkiMVijB07VrVMIpHAz88PqampyMvLExTbu3dvWFlZqe3Lzc0NXbp0QXZ2tqC+EhEREREZWpNN8hsiMzMT7u7uGhNde/bsCQC4evWqoFhtFAoF7t+/jzZt2hii60REREREDdZkJ942RH5+vtZvAZTL7t27JyhWm8OHD+PevXuYMWNGnXEymazefgM132A8+m0BEREREZE+zDLJr6io0JooSyQS1XohsY/Kzs5GVFQUevXqhdGjR9fZJ13nFUybNg3Tp0/XKZaIiIiISBuzTPIlEgnkcrnGcmXCrkzg9Y19WEFBAT766CPY2toiPDwcFhYWdfYpOjpapzr5vItPRERERA1llmPyHR0dUVBQoLFcuax9+/aCYpVKSkrw4YcfoqSkBIsXL9Ya8yhbW1ud/jDJN0NRUYBUWvOTiIiIyATMMsn38PDAzZs3NcbBp6WlqdYLiQVq7vAvWbIEN2/exKJFi9ClSxdjHAKZk+XLgaysmp9EREREJiAoyS8uLtY5NiMjQ8gudFZWVobs7GwUFhaqlvn6+qK6uhr79u1TLZPL5YiLi4OnpyecnZ0FxVZVVeGzzz5DamoqwsPD0atXL6MeG5mJ8HCga9ean0REREQmIGhM/ptvvol//etf6N+/f60xCoUCW7ZswebNm7F9+3ZBnduzZw9KSkpUFW5Onjyp+vv48eNhZ2eHjIwMREREqE1Y9fT0hK+vL2JiYlBYWAhXV1fEx8cjNzcXc+fOVduHPrHr1q3DiRMnMGTIEDx48AAJCQlq60eNGiXoOMnMhYbW/CEiIiIyEUFJfkFBARYtWoSAgAC8/PLLsLRU30xubi5WrlyJixcvNqh+/Pbt25Gbm6t6ffz4cRw/fhwAMHLkSNjZ2dXaNiwsDBs2bEBCQgKKi4shlUqxaNEieHt7C47NzMwEUPNh4+TJkxrbYZJPRERERE2BSKFQKPRtlJKSgpUrV+Lu3bvo2rUr3n77bXTt2hUAkJCQgG+//RYymQw+Pj6YP3++4CfXmgOZTIagoCC4u7tDLFYfHeXv7w9/f/9G6hkRERERNVXKHDI2NlanCo2PEnQn38vLC19++SXWrl2LI0eOICwsDDNmzMCVK1dw9OhRWFlZYc6cOZgwYYKQzZullStXCjpBRERERET6Elwn39bWFu+88w4GDx6MtWvX4qeffgIAdO/eHWFhYejcubPBOklERERERLpr0MOwqqqqcO3aNZSXl0M56qeyshLV1dUG6RwREREREelPcJ38mzdv4p133sH27dvh6OiI999/H0899RSysrIQFhaGnTt3GrKfRERERESkI0F38n///XesW7cO5eXl8PX1xRtvvAF7e3sMGTIEjz32GL755husW7cOp0+fxvz58+Ho6GjofhMRERERUS0E3cn/5ptvIBaLMX/+fLz77ruwt7dXrRsxYgS++uoreHl5ITk5GW+99ZbBOktERERERPUTlOT36tULq1evxujRo7Wud3JywrJly/Dyyy+jtLS0QR0kIiIiIiL9CBqus3z5co2a748SiUSYMmUKBg4cKKhj5iYsLIx18omIiIjIJAQl+fUl+A/z8PAQsguzwzr5RERERGQqgqvrEBERERFR0yToTv7EiRP1imc5TSIiIiIi0xGU5Ds5OWldrlAoUFBQgKqqKgCAs7Oz8J4REREREZEggpL8H3/8sdZ11dXVOHfuHL777jtIpVIsWLBAcOeIiIiIiEh/Bh+TLxaLMWDAACxatAh//fUX/vvf/xp6F0REREREVAdBd/J10bFjR3h6eiIuLg7PP/+8sXbTbLCEJhERkYFERQHLlwPh4UBoaGP3hqhJMlqSDwDW1ta4e/euMXfRbLCEJhERkYEsXw5kZdX8ZJJPpJXRSmjm5ubiwoULaNeunbF2QURERC1ReDjQtWvNTyLSStCd/Pj4+FrXlZaW4tatW0hISEBpaSmee+45wZ0jIiIi0hAayjv4RPUQlOSvWrUKIpGo1vUKhQIAMGrUKMyYMUNYz4iIiIiISBBBSf6LL75Ya5JvaWkJBwcHeHt7o2PHjg3qHBERkVaceElEVCdBSf706dMN3Q8ias6YcJGpceIlEVGdjDbxlohakIcTLiJT4MRLIqI6GbWEJv0P6+STWQsP/9+dfCJT4MRLIqI66ZTkv/feew3aybJlyxrU3hywTj6ZNSZcRERETYpOSf758+cF76CuKjx1KS0txbZt25Ceno709HQUFxdj3rx5ePrpp3VqL5fLsXHjRiQkJKC4uBhSqRTBwcHw8fERHNvQPhERERERmYJOSf4PP/xg7H5oKCoqwubNm+Hs7AwPDw+9P2isWrUKSUlJCAgIgJubGw4dOoTFixdj2bJl8PLyEhTb0D4REREREZmCTkm+i4uLsfuhwdHRETExMXBwcEBGRgbCwsJ0bpueno4jR44gJCQEgYGBAIDRo0fjzTffxPr16xEZGSkotiF9IiIiIiIylSZbXcfKygoODg6C2iYlJUEsFmPs2LGqZRKJBH5+fkhNTUVeXp6g2Ib0iYiIiIjIVHS6k7969Wr06dMHfn5+xu6PQWRmZsLd3V1jomvPnj0BAFevXoWzs7PesQ0hk8l0irOysoKVlVWD90dERERELZdOSf6hQ4cAQGuSP3HiRIwZMwZz5841bM8aID8/X+sdd+Wye/fuCYptiJCQEJ3ipk2bxoeNEREREVGDNLhOvkKhgEKhMERfDKaiokLr3XCJRKJaLyS2IaKjo3Uqocm7+ERERETUUGb5MCyJRAK5XK6xXJmwKxN4fWMbwtbWlnXyiYiIiMgkmuzE24ZwdHREQUGBxnLlsvbt2wuKJSIiIgOKigKk0pqfRGRQZpnke3h44ObNmxqTXdPS0lTrhcQSERGRAS1fDmRl1fwkIoNq9kl+WVkZsrOzUVhYqFrm6+uL6upq7Nu3T7VMLpcjLi4Onp6eatVy9IklIiIiAwoPB7p2rflJRAal85j8pKQkrU94FYlEta5Trv/+++8FdW7Pnj0oKSlRVbg5efKk6u/jx4+HnZ0dMjIyEBERoVaVxtPTE76+voiJiUFhYSFcXV0RHx+P3NxcjSpA+sTq2ieiRhcVVXNnLDwcCA1t7N4QEWkXGsp/o4iMROckv6ysDGVlZXqvE4lEwnoGYPv27cjNzVW9Pn78OI4fPw4AGDlyZJ0JdVhYGDZs2ICEhAQUFxdDKpVi0aJF8Pb2blBsQ/pEZDIPfwXe1P8D5QcSIiIigxMpdKh/+XBSK4SLi0uD2jdnMpkMQUFBcHd3h1isPjrK398f/v7+jdQzMmvNKXGWSms+kHTtCly71ti9IWo6mtN1TEQGp8whY2NjBVVo1CnJJ+EaeoKIzB4TGSLt+AGYqEVraA7Z7CfeElEzFxpak8AwwSdSx0mpRNQAZvkwLCIiomaPk1KJqAF4J5+IiIiIyMwwySciIiIiMjNM8omIiIiIzAzH5JtIWFgYS2gSERERkUkwyTeRlStXsoQm6Y/lJYmIiEgADtchasoefnItkTmKiqqpBx8V1dg9ISIyKzrdyY+Pj2/QTkaPHt2g9kQtVnj4/+7kU/PFb2Rq9/AHWXN9b3j+iagR6PTE24CAAIhEIr03rlAoIBKJsHPnTkGdMwd84i0R8cmldWgJCTDPPxEJ0NAcUqc7+S+++KJGkp+Tk4PDhw/D2toaPj4+cHFxAQDk5uYiOTkZZWVlGDlyJFxdXfXuFBGRWeE3MrVrCQ984vknokagU5I/ffp0tde3bt1CWFgYRo4ciTlz5qB169Zq64uLi/H999/j5MmTWLFiheF6S0TUHLWERJZqx/NPRI1A0MTbn376Cfb29pg3b55Ggg8A9vb2mDt3Luzs7PDTTz81uJNERGQCnARL5o6/49SCCCqhef78efj4+MDCwqLWGAsLC3h6euLvv/8W3Dlzwjr5RNTktYRJsFS7ljA/gr/j1IIISvIrKipQUFBQb9z9+/chl8uF7MLssE6+EZj6P6SW8B8gtWwcO96ytYQEmL/j1IIIGq4jlUqRkpKC5OTkWmPOnj2LCxcuQCqVCuwaUT1MXUOeNevJ3IWG1lR/MdcEj+oWHl5TAcicE2D+jlMLIijJf/7556FQKPDRRx9h9erVOHPmDLKzs5GdnY0zZ85gzZo1WLx4MQBg6tSpBu0wkYqp/0NqCf8BElHLxQSYyKzoVCdfm99//x0//PAD5HK5RnlNhUIBKysrzJo1q8WPOWedfCIyOQ4tIyJq9hqaQwq6kw8A48aNwzfffIOgoCB4e3vDzc0Nbm5u8Pb2RlBQENauXdviE3wiokbBoWVETYfQij6sBEQNJGjirZKLiwtmzJhhqL4QEZEhcHJhy8ZvcpoWoROam9NEaP7ONUmCh+uQbpRftbi7u7OEJhERGZ9UWpMcdu1aM8aeGpfQBLg5VZDj75xRNHS4ToOS/OvXr2P//v3IyMhAUVERhg4dipCQEADApUuXkJGRgVGjRml9YFZL0WLG5PNTPBFR08B/j0mIhiTq/J0ziobmkIKH6+zYsQM//fQTqqqqAAAikQhFRUVqMT/++COsrKwwbtw4vbdfWlqKbdu2IT09Henp6SguLsa8efPw9NNP69ReLpdj48aNSEhIQHFxMaRSKYKDg+Hj42Oy2BalOX2tSERkzkJD+e8w6a8hw/z4O9ckCZp4e+rUKaxbtw5OTk5YuHAhfv75Zzz6hUDv3r3Rpk0bnDhxQlDHioqKsHnzZmRnZ8PDw0Pv9qtWrcKOHTswYsQIzJkzB2KxGIsXL0ZKSorJYlsUlpckIiJqvlhC1ewISvJ37NgBGxsbLFmyBMOHD0fbtm21xnXr1g03b94U1DFHR0fExMRg3bp1qiFAukpPT8eRI0cwc+ZMzJo1C2PHjsWyZcvg4uKC9evXmyS2xeE/DmTuWOmCiIiaEUFJ/pUrV+Dp6YmOHTvWGdemTRsUFBQI6piVlRUcHBwEtU1KSoJYLMbYsWNVyyQSCfz8/JCamoq8vDyjxxKRmWFZSiIiakYEJflyuRytWrWqN+7+/fuwsLAQsosGyczMhLu7u8YkhZ49ewIArl69avRYIjIzHJJGRETNiKCJtx06dKg3oZXL5bh27Rrc3NwEdawh8vPztX4LoFx27949o8c+SiaT6dR3KysrWFlZ6RRLRCbEiWVERNSMCEryhw4dim3btmHHjh2YNGmS1pht27ahqKgIAQEBDemfIBUVFVoTZYlEolpv7NhH6TqvYNq0aZg+fbpOsURERERE2ghK8qdMmYLDhw8jOjoaaWlpGD58OICa4TnHjx/H8ePHkZiYiA4dOjTKw54kEgnkcrnGcmUSrkzKjRn7qOjoaJ1qnPIuPhERERE1lKAk397eHkuXLsXy5cuRlJSEY8eOAQDOnDmDM2fOQKFQoHPnznjvvfca5QFQjo6OWofOKCcBt2/f3uixj7K1tTXvh2ERERERUZMh+GFY7u7uWL16NU6ePIm///4bubm5qK6uhpOTEwYMGIDHH3+8USbdAoCHhwfOnTsHmUymllinpaWp1hs7loiIiIiosQiqrqNqLBZj2LBheO211/Cf//wHixcvxltvvYUnn3zSZAl+WVkZsrOzUVhYqFrm6+uL6upq7Nu3T7VMLpcjLi4Onp6ecHZ2NnosEREREVFjEXQn/8KFCxCLxejTp0+dcTdv3kRBQQG8vb0FdW7Pnj0oKSlRDZE5efKk6u/jx4+HnZ0dMjIyEBERoTZh1dPTE76+voiJiUFhYSFcXV0RHx+P3NxczJ07V20fxoolImqwqKj/PWaelX2IiEgPgpL8iIgIiEQiPPbYY3jnnXdgY2OjNW7r1q1ISEjAzp07BXVu+/btyM3NVb1WTuoFgJEjR8LOzq7WtmFhYdiwYQMSEhJQXFwMqVSKRYsWaf3AYaxYIqIGefgBXEzyiYhIDyKFQqHQt1FAQADEYjGqq6vRtWtXfPDBB3BxcdGIW7VqVYOSfHMgk8kQFBQEd3d3iMXqo6P8/f0bpfoQETUTvJNveHxPiaiZUOaQsbGxgoq3CJ54O2LECNjb22P37t14++238e677/Judh1WrlzJ6jpEpB8+gMvw+O0IEbUQgifeisVizJkzB2+88QaKi4vxwQcfqE1IJSIianLCw4GuXWt+EhGZsQZV1wGAZ599FkuXLoWdnR2++eYbfPvtt6iurjZE34iIiAwrNBS4do138YnI7DU4yQcALy8vrFy5El26dMHevXvxn//8B8XFxYbYNBERERER6ckgST4AuLi4IDIyEkOHDsXZs2cRFhaG27dvG2rzRERERESkI4Ml+QBgY2ODiIgIvPDCC7h9+zYuXbpkyM0TkbFFRQFSac1PIiIiarYEJfmjR4+u80FYwcHBWLBgAVxcXPgUWKLm5OHKI0RERNRsCSqhOX/+/HpjnnzySTz55JNCNm+WwsLCWCefmr7w8P/VECfSFWvPExE1OYIehkW6a+iDDIiImjyptOYboK5dayrXEBFRg5nkYVgXLlwAAPTs2RMSiUT1Wld8SBYRkRnjN0BERE2OTkl+REQERCIR1q5dC3d3d9VrXe3cuVNwB4mIqInjk3mJiJocnZL8UaNGQSQSqb4qUL4mIiIiIhKE83mMimPyjYxj8omIyOwxWSMhOJ+nTg3NIQ1aJ5+IiIhaIJbfJSHCw2sSfM7nMQpBJTRJfyyhSUREZouTr0kIzucxKp2S/Pj4+AbtZPTo0Q1qbw5WrlzJ4TpERGSemKwRNTk6JfmrVq0SNNFWoVBAJBIxySciIiIiMiGdkvwXX3yR1XSIiIiIiJoJnZL86dOnG7sfRERERERkIKyuQ0RERERkZpjkExERERGZmQaV0MzNzcWpU6dw69YtlJaWQttztUQiEebOnduQ3RARERERkR4EJ/m//PILYmNj1RJ75d+Vk3SV1XWY5LNOPhERUbPFJ/pSMyQoyT969Ch++eUXuLi44IUXXkBSUhKSk5OxePFi3L59G3/88QfOnz+PiRMnYsiQIYI7J5fLsXHjRiQkJKC4uBhSqRTBwcHw8fGpt+3ly5fx888/49KlSwAAT09PhISEoFu3biaLfRjr5BMRETVTDz/Rl0k+NROCxuT/9ttvsLS0xMcff4xnnnkGDg4OAAAfHx+MGzcOy5Ytw6xZs7B7926Nu9f6WLVqFXbs2IERI0Zgzpw5EIvFWLx4MVJSUupsd/nyZbz77ru4ffs2pk2bhhdffBG3bt3CwoULcePGDZPEEhERkZkIDwe6duUTfalZEZSBX7t2Db1794aLiwsA9eE5SpMmTYK7uzu2bNkiqGPp6ek4cuQIZs6ciVmzZmHs2LFYtmwZXFxcsH79+jrbbty4ERKJBJGRkZg8eTICAwMRGRkJhUKBmJgYk8QSERGRmQgNBa5d4118alYEJflyuRzt2rVTvbaysgIAlJSUqMV5eHggIyNDUMeSkpIgFosxduxY1TKJRAI/Pz+kpqYiLy+v1rYpKSno378/2rRpo1rm6OgILy8vnDp1CqWlpUaPJSIiIiJqLIKSfEdHRxQWFqpet2/fHgCQlZWlFnf37l1UV1cL6lhmZibc3d01xrH37NkTAHD16tVa28rlclhbW2sst7a2RmVlpVo/jRVLRERERNRYBCX5Xbt2xc2bN1Wv+/btC4VCgU2bNqGsrAxAzeTcixcvokuXLoI6lp+frxrr/zDlsnv37tXatlOnTkhLS0NVVZVqmVwuR3p6ukZbY8U+SiaT6fRHLpfXug0iIiIiIl0Iqq4zZMgQnDx5EmfPnkX//v3Rp08f9O3bF+fPn8e0adPQqlUrlJSUQCQSISgoSFDHKioqVMOAHiaRSFTra/Pcc89h7dq1WLNmDaZMmQKFQoHY2FgUFBRotDVW7KNCQkJ0Ou5p06Zh+vTpOsUSEREREWkjKMkfNWoU+vTpg7Zt26qWvffee4iOjsaff/6J4uJidO7cGVOnTsWgQYMEdUwikWi9q61MpJXJvjbjxo1DXl4etm/fjvj4eABAjx49EBgYiC1btsDGxsbosY+Kjo7WqYSmtg82RERERET6EJTkW1lZoVOnTmrLbG1t8cYbb+CNN94wSMccHR21Dn9R3jVXzgOozcyZMxEYGIisrCzY2dlBKpWqKuC4u7ubJPZhtra2rJNPRERERCYh+Im3xubh4YFz585BJpOpJcdpaWmq9fWxt7eHl5eX6nVycjKcnJw0PqAYM5aIiIiIyNSEP6nKyHx9fVFdXY19+/aplsnlcsTFxcHT0xPOzs4AgLKyMmRnZ6tV+9Hm6NGjyMjIQEBAQL0P6DJWLBE1AVFRgFRa85OIiMhMCb6Tn5WVhe3bt+PChQsoKChAZWVlrbE7d+7Ue/uenp7w9fVFTEwMCgsL4erqivj4eOTm5mLu3LmquIyMDERERKhNWL1w4QI2b94MHx8ftG7dGmlpaYiLi8PAgQMREBCgth9jxVITFhVV82jy8HA+2KQl4uPpiYioBRCU5J8/fx4ffvgh5HI5RCIR7O3t65x0KlRYWBg2bNiAhIQEFBcXQyqVYtGiRfD29q6zXfv27SEWi7Ft2zaUlpaiQ4cOCA4OxqRJk2BhYWGSWGrCmOS1bOHh//uQR0REZKZECoVCoW+jt99+GxkZGXjhhRcQGBjICaV1kMlkCAoKQmxsLN+npoJ38omIiKiJa2gOKehO/rVr1+Dp6Yng4GAhzVuksLAwjTH7/v7+8Pf3b6QetWChoUzuiYiIyKwJSvJbt24NFxcXQ/fFrK1cuZJ38omIiIjIJASVgxk8eDDS0tJQVVVl6P4QEREREVEDCUryX3rpJYhEIqxZswYlJSWG7hMRERERETWAoOE6bdu2xeeff46FCxfilVdewT/+8Q84OjpqrRMvEonUSl4SEREREZFxCUryZTIZPv30U9y4cQMKhQJnz56tNZZJPhERERGRaQlK8tetW4fz58+ja9eueOaZZ9CxY0ej1MknIiIiIiL9CUryT5w4AScnJ0RGRjK51xFLaBIRERGRqQhK8svLy+Ht7c0EXw8soUlkYHyoGRERUa0EVdfp1q0bCgoKDN0XIiLdLV8OZGXV/CQiopYjKgqQSmt+Uq0EJfkvvvgiUlNTcfr0aUP3h4hIN+HhQNeuNT+JiKjl4E0enQgarmNpaQl/f38sWbIEI0aMgI+PD9q3bw+RSKQ13tvbu0GdJCLSEBrKYTpERI9qCUMZw8P/d4xUK5FCoVDo2yggIAAikQjKprUl90o7d+4U1jszIJPJEBQUhNjYWI7JJyIiIuOSSmvucnftCly71ti9oQZoaA4p6E7+qFGj6k3sqZG1hE/yREREpI53uen/E3Qnn3Sn/BTm7u5u2hKa/CRPRERE1Gw1yp38efPmwdXVFeH8lKgzk5fQ5Cd5IiIiohZLUHWdmzdvwsLCwtB9IUMKDa25g8+hOkREREQtjqAk383NDQ8ePDB0X4iIiIiIyAAEJfl+fn64cOECsrOzDd0fIiIiIiJqIEFJ/oQJEzBmzBhERERgx44duHXrFuRyuaH7RkREREREAgiaeDtx4kQAgEKhQHR0NKKjo+uMb8l18omIiIiITE1Qku/k5GToflBLxXr+RERERAbHOvlG1mh18psL1vMnIiIi0tAodfJJfyavk99csJ4/ERERkcEZLMkvLi4GANjb2xtqk5DL5di4cSMSEhJQXFwMqVSK4OBg+Pj41Nv28uXL+Pnnn3Hp0iUAgKenJ0JCQtCtW7cGxd66dQsbNmzAxYsX8eDBAzg7O2PEiBGYPHkybGxsGnjELVBoKIfpEBERERlYg5L8v/76C7t27cKlS5dQUVEBAJBIJOjTpw8mTJiAwYMHN6hzq1atQlJSEgICAuDm5oZDhw5h8eLFWLZsGby8vGptd/nyZbz77rtwcnLCtGnToFAo8Ntvv2HhwoX4/PPP0alTJ0GxeXl5CAsLg52dHfz9/dG6dWukpqZi06ZNuHLlCt5///0GHS8RERERkSEITvK///577NmzB8oh/ba2thCJRCgpKcHff/+N5ORkTJgwAbNnzxa0/fT0dBw5cgQhISEIDAwEAIwePRpvvvkm1q9fj8jIyFrbbty4ERKJBJGRkWjTpg0AYOTIkQgNDUVMTAwiIiIExSYkJKCkpASffvopunbtCgAYO3YsFAoF4uPjUVxcbNBvMoiIiIiIhBCU5B89ehS7d+9G27ZtERQUhFGjRsHOzg5AzSSBhIQExMbGYvfu3fD09MSTTz6p9z6SkpIgFosxduxY1TKJRAI/Pz/ExMQgLy8Pzs7OWtumpKRg4MCBqqQdABwdHeHl5YVTp06htLQUrVq10jtWJpMBANq1a6e2PwcHB4jFYlhacooDERERETU+QQ/D+u2332BlZYXly5dj/PjxqgQfqLmj7+/vj08++QSWlpbYu3evoI5lZmbC3d1dY7Jqz549AQBXr16tta1cLoe1tbXGcmtra1RWViIrK0tQbN++fQEAX375JTIzM5GXl4ejR4/i999/x/jx4+scky+TyXT6w4eKEREREVFDCbr1fO3aNfTr1w/u7u61xri7u6Nfv36qyaz6ys/Ph4ODg8Zy5bJ79+7V2rZTp05IS0tDVVUVLCwsANQk8+np6Rpt9YkdNGgQgoODsWXLFpw4cUK1/IUXXsBLL71U5/GEhITUuV5p2rRpmD59uk6xRERERETaCEry5XK5TpVkbGxsBN+ZrqiogJWVlcZyiUSiWl+b5557DmvXrsWaNWswZcoUKBQKxMbGoqCgQKOtPrEA4OLiAm9vbzz++ONo3bo1/vrrL2zduhUODg4YP358rX2Kjo7WqYSmtmMmIiIiItKHoCTf1dUVFy5cQFlZWa3JfllZGS5cuABXV1dBHZNIJFo/IDxcxac248aNQ15eHrZv3474+HgAQI8ePRAYGIgtW7ao9Vmf2CNHjuCrr77Ct99+q3rq7+OPP47q6mqsX78eTz31lNrY/ofZ2tqyTj4RERERmYSgJP+JJ57Apk2bsGzZMrz22mtwc3NTW5+Tk4OoqCgUFRXVeXe7Lo6OjlqH5CjvsLdv377O9jNnzkRgYCCysrJgZ2cHqVSKmJgYANAYZqRr7N69e9G9e3dVgq80dOhQHDp0CJmZmRgwYIDex0pEREREZEiCkvzJkyfjxIkTOHv2LF5//XV0794dLi4uAGpqyV++fBnV1dXo0aMHJk2aJKhjHh4eOHfuHGQymdod8LS0NNX6+tjb26vV009OToaTk5Na7Xt9Yu/fv6+1RGZlZSUAoKqqSocjIyIiIiIyLkHVdaytrfHxxx/D398flpaWyMjIQFJSEpKSkpCeng5LS0v4+/tj2bJlWivX6MLX1xfV1dXYt2+faplcLkdcXBw8PT1V5TPLysqQnZ2NwsLCOrd39OhRZGRkICAgAGJx3YddW6ybmxuuXLmCmzdvqsUfOXIEYrEYUqlUz6MkIiIiIjI8wYXdW7VqhVdffRUvv/wyrly5gvz8fAA1w2y6d++u08Tcunh6esLX1xcxMTEoLCyEq6sr4uPjkZubi7lz56riMjIyEBERoVaV5sKFC9i8eTN8fHzQunVrpKWlIS4uDgMHDkRAQIDafvSJDQwMxOnTpxEeHq564u2pU6dw+vRpPPPMM/UOISIiIiIiMoUGP73JxsZGbZiLIYWFhWHDhg1ISEhAcXExpFIpFi1aBG9v7zrbtW/fHmKxGNu2bUNpaSk6dOiA4OBgTJo0SVUmU0ist7c3IiMjsWnTJuzduxcPHjxAhw4d8NJLL2HKlCkGP34iIiIiIiFECoVC0didMGcymQxBQUFwd3fXGCbk7+8Pf3//RuoZERERETVVyhwyNjZWUIVGne7k//LLL3pv+GHTpk1rUHtzsHLlSpbQJCIiIiKT0DnJF4lE0Oemv0gkUv2dST4RERERkenolOTPnDlTr43eu3cPBw8eREVFhVqyT0RERERExqdTkj916lSdNlZQUICtW7fiwIEDkMvlsLW11ahQQ0RERERExtXg6joAUFhYiP/+97/4/fffIZfLYWNjg8mTJ2PSpElaHx5FRERERETG06Akv6ioCL/++it+//13lJWVwcbGBlOmTMHkyZPRunVrQ/WRiIiIiKhhoqKA5cuB8HAgNLSxe2N0gpL84uJibNu2DXv27FEl94GBgQgMDESbNm0M3UezEBYWxhKaRERERI1l+XIgK6vmJ5N8dSUlJdi+fTv27NkDmUwGa2trTJo0CVOmTEHbtm2N1UezwBKaRERERI0oPPx/d/JbAJ2SfJlMhh07dmDXrl2QyWSQSCSYOHEipkyZgnbt2hm5i0REREREDRQa2iLu4CvplOTPmjULpaWlsLKywoQJEzB16lQ4ODgYu29ERERERCSAznfyRSIR5HI59u7di7179+q1k+3btwvqHBERERER6U/nMfnKp91WVVUZrTNERERERNRwOiX5u3btMnY/iIiIiIjIQMT1hxARERERUXNikCfeUv1YJ5+IiIiITIVJvomwTj4RERERmQqH6xARERERmRkm+UREREREZoZJPhERERGRmWGST0RERERkZpjkExERERGZGVbXMRGW0CQiIiIiU2GSbyIsoUlEREREptKkk3y5XI6NGzciISEBxcXFkEqlCA4Oho+PT71tL1++jJ9//hmXLl0CAHh6eiIkJATdunUTHPvFF18gPj6+1n2uX78e7du31+cQiYiIiIgMrkkn+atWrUJSUhICAgLg5uaGQ4cOYfHixVi2bBm8vLxqbXf58mW8++67cHJywrRp06BQKPDbb79h4cKF+Pzzz9GpUydBsePGjcOAAQPU9qVQKLB27Vq4uLgwwSciIiKiJqHJJvnp6ek4cuQIQkJCEBgYCAAYPXo03nzzTaxfvx6RkZG1tt24cSMkEgkiIyPRpk0bAMDIkSMRGhqKmJgYRERECIrt1asXevXqpbavlJQUlJeXY+TIkYY6dCIiIiKiBmmy1XWSkpIgFosxduxY1TKJRAI/Pz+kpqYiLy+v1rYpKSno37+/KmkHAEdHR3h5eeHUqVMoLS0VFKtNYmIiRCIRRowYIeQwiYiIiIgMrskm+ZmZmXB3d9eYrNqzZ08AwNWrV2ttK5fLYW1trbHc2toalZWVyMrKEhT7qMrKSvzxxx/o1asXOnToUO8xERERERGZQpMdrpOfnw8HBweN5cpl9+7dq7Vtp06dkJaWhqqqKlhYWACoSebT09M12uoT+6gzZ87gwYMHOg3Vkclk9cYAgJWVFaysrHSKJSIiIiLSpskm+RUVFVqTXYlEolpfm+eeew5r167FmjVrMGXKFCgUCsTGxqKgoECjrT6xj0pMTISlpSWeeOKJeo8nJCSk3hgAmDZtGqZPn65TLBERERGRNk02yZdIJJDL5RrLlUm3MtnXZty4ccjLy8P27dtVJS979OiBwMBAbNmyBTY2NoJiH1ZaWooTJ07Ax8dHbTx/baKjo3Wqk8+7+ERERETUUE02yXd0dNQ6VEZ5h72+cpUzZ85EYGAgsrKyYGdnB6lUipiYGACAu7u74FilP//8U6+qOra2tnwYFhERERGZRJNN8j08PHDu3DnIZDK15DgtLU21vj729vZq9fSTk5Ph5OSkVvteSCwAHD58GK1atcKQIUN0PiYiIiIiIlNostV1fH19UV1djX379qmWyeVyxMXFwdPTE87OzgCAsrIyZGdno7CwsM7tHT16FBkZGQgICIBYXPdh1xdbWFiIs2fPYtiwYbUO5yEiIiIiaixN9k6+p6cnfH19ERMTg8LCQri6uiI+Ph65ubmYO3euKi4jIwMRERFqE1YvXLiAzZs3w8fHB61bt0ZaWhri4uIwcOBABAQEqO1Hn1ilo0ePoqqqig/AIiIiIqImqckm+QAQFhaGDRs2ICEhAcXFxZBKpVi0aBG8vb3rbNe+fXuIxWJs27YNpaWl6NChA4KDgzFp0iRVmUwhsUqHDx9Gu3bt0L9/f4MdKxERERGRoYgUCoWisTthzmQyGYKCguDu7q4x9Mff3x/+/v6N1DMiIiIiaqqUOWRsbKyg4i1N+k6+OVm5ciWr6xARERGRSTTZibdERERERCQMk3wiIiIiIjPDJJ+IiIiIyMwwySciIiIiMjNM8omIiIiIzAyTfCIiIiIiM8MSmiYSFhbGOvlEREREZBJM8k2EdfKJiIiIyFQ4XIeIiIiIyMwwySciIiIiMjNM8omIiIiIzAyTfCIiIiIiM8Mkn4iIiIjIzLC6jomwhCYRERERmQqTfBNhCU0iIiIiMhUO1yEiIiIiMjNM8omIiIiIzAyTfCIiIiIiM8Mkn4iIiIjIzDDJJyIiIiIyM0zyiYiIiIjMDEtomgjr5BMRERGRqTDJNxHWySciIiIiU2nSSb5cLsfGjRuRkJCA4uJiSKVSBAcHw8fHp962ly9fxs8//4xLly4BADw9PRESEoJu3bo1KFYZ/8svv+DixYuoqKhAx44d8eyzzyIgIKABR0tEREREZBhNekz+qlWrsGPHDowYMQJz5syBWCzG4sWLkZKSUme7y5cv491338Xt27cxbdo0vPjii7h16xYWLlyIGzduCI4FgDNnzmDBggUoLCxEUFAQ/vnPf+Kxxx7DvXv3DHrsRERERERCNdk7+enp6Thy5AhCQkIQGBgIABg9ejTefPNNrF+/HpGRkbW23bhxIyQSCSIjI9GmTRsAwMiRIxEaGoqYmBhEREQIipXJZPjiiy/w2GOPITw8XGOMPRERERFRU9Bks9SkpCSIxWKMHTtWtUwikcDPzw+pqanIy8urtW1KSgr69++vStoBwNHREV5eXjh16hRKS0sFxSYmJuL+/ft46aWXIBaLUVZWhurqakMdMhERERGRQTTZO/mZmZlwd3fXmKzas2dPAMDVq1fh7Oysta1cLoe1tbXGcmtra1RWViIrKwu9evXSOzY5ORm2tra4d+8eli1bhps3b8LGxgajRo3C7NmzIZFIaj0emUym03FbWVnByspKp1giIiIiIm2abJKfn58PBwcHjeXKZXWNge/UqRPS0tJQVVUFCwsLADXJfHp6ukZbfWJv3bqFqqoqLF26FH5+fpg5cybOnz+PPXv2oKSkBAsWLKi1TyEhITod97Rp0zB9+nSdYomIiIiItGmySX5FRYXWO9rKu+UVFRW1tn3uueewdu1arFmzBlOmTIFCoUBsbCwKCgo02uoTW1ZWhvLycowbNw6vvvoqAODxxx9HZWUl9u3bhxkzZsDNzU1rn6Kjo3Uqocm7+ERERETUUE02yZdIJJDL5RrLlUl3XUNjxo0bh7y8PGzfvh3x8fEAgB49eiAwMBBbtmyBjY2NoFjlPp966im1/Y0YMQL79u1DampqrUm+ra0t6+QTERERNUdRUcDy5UB4OBAa2ti90UmTTfIdHR21DslR3mFv3759ne1nzpyJwMBAZGVlwc7ODlKpFDExMQAAd3d3QbGOjo64fv062rVrp9a+bdu2AIDi4mL9DpKIiIiImr7ly4GsrJqfzSTJb7LVdTw8PHDz5k2NCatpaWmq9fWxt7eHl5cXpFIpgJqJs05OTujUqZOg2B49egDQnA+Qn58PAGoVeoiIiIjITISHA1271vxsJppsku/r64vq6mrs27dPtUwulyMuLg6enp6qyjplZWXIzs5GYWFhnds7evQoMjIyEBAQUG99+9pin3jiCQDAwYMH1eIPHDgACwsL9O3bV69jJCIiIqJmIDQUuHat2dzFB5rwcB1PT0/4+voiJiYGhYWFcHV1RXx8PHJzczF37lxVXEZGBiIiItSq0ly4cAGbN2+Gj48PWrdujbS0NMTFxWHgwIEICAhQ248+sd27d4efnx8OHjyIqqoqeHt74/z580hKSsLzzz9f7xAiUieXy7F161Y8//zznHDcjPE8mgeeR/PA82geeB7NQ2OfxyZ7Jx8AwsLCEBAQgISEBHz33XeorKzEokWL4O3tXWe79u3bQywWY9u2bYiKisLFixcRHByM999/X1UmU0gsALz++uuYPn060tPT8cMPPyAzMxOzZ8/GzJkzDXrsLYFcLscvv/yidYI1NR88j+aB59E88DyaB55H89DY57HJ3skHaqrZzJo1C7Nmzao1pm/fvti9e7faMldXV3z00Uc67UOfWACwtLTEtGnTMG3aNJ3bADUfWB4dJuTv7w9/f3+9tkNEREREVJ8mneSbk5UrV7KEJhERERGZRJMerkNERERERPpjkm9iv/32G7dtIs31/TDWtpvjOQSa53ttzG3zPJpu282xz8bG99p02zYmnkfTbbsxMck3seb6S9ocL4Dm+n40x398jak5vtfG3DbPo+m23Rz7bGx8r023bWPieTTdthsTk3wiIiIiIjPDJJ+IiIiIyMywuo6JKEto5uTk4PXXXwfAEppEREREZBxM8o1MoVAAAJYuXQpbW1uEhYVhxYoVqvUymcxg+6qurjbo9oy9beX2mlOfm/O2jbVdnkfTbpvn0XTbbo59bq7nsTm+18bcNs+jeWy7oedR2U6ZS+pLpBDaknRy9+5dhISENHY3iIiIiKgZio6OhpOTk97tmOQbWXV1NfLz89GqVSuIRKLG7g4RERERNQMKhQKlpaVwdHSEWKz/NFom+UREREREZobVdYiIiIiIzAyTfCIiIiIiM8Mkn4iIiIjIzLCEJuktKysLv/zyCy5fvoyCggJYW1ujS5cuCAwMxJAhQ/SOA4DS0lJs27YN6enpSE9PR3FxMebNm4enn35aLe78+fOIiIjQ2q/IyEj06tXL8AdspoxxHtPT0xEfH49z584hNzcXrVu3hqenJ1566SW4u7urxcrlcmzcuBEJCQkoLi6GVCpFcHAwfHx8THL85qIxzyOvR8MwxjnUJ5bXomE05nnktWg4xjiPj4qNjcWGDRvQpUsXfP3112rrDHk9MsknveXl5aG0tBRjxoyBo6MjysvLcezYMSxZsgRvvPEGxo4dq1ccABQVFWHz5s1wdnaGh4cHzp8/X2cfJkyYgH/84x9qy1xdXQ1/sGbMGOfx119/xaVLl+Dr6wupVIr79+9jz549mD9/PlasWIGuXbuqYletWoWkpCQEBATAzc0Nhw4dwuLFi7Fs2TJ4eXmZ/P1orhr7PAK8HhvKGOdQn1hei4bR2OcR4LVoCMY4jw+7e/cutm7dChsbG63rDXo9KogMoLKyUvHWW28pXn31VUFxFRUVivz8fIVCoVCkp6crxo8frzh48KBG+3PnzinGjx+v+OOPPwzXeVJp6Hm8ePGioqKiQm3ZzZs3FZMnT1asWLFCtSwtLU0xfvx4xa+//qpaVl5erpgzZ47inXfeMcCRtGymOo+8Ho2noedQ11hei8ZlqvPIa9G4DHkeP/30U0VERIQiPDxc8frrr6utM/T1yDH5ZBAWFhZwcnJCSUmJoDgrKys4ODjotU+ZTIaqqiq9+0q1a+h57N27N6ysrNSWubm5oUuXLsjOzlYtS0pKglgsVrvTIZFI4Ofnh9TUVOTl5RngaFouU53Hh/F6NKyGnkNdY3ktGpepzuPDeC0anqHO44ULF5CUlIQ5c+ZoXW/o65HDdUiwsrIylJeXQyaT4cSJEzh9+jSefPJJwXH6WL16NUpLSyEWi+Hl5YWQkBCNryhJN8Y+jwqFAvfv30eXLl1UyzIzM+Hu7g5bW1u12J49ewIArl69Cmdn5wYeWcvSGOdRidejYRjjHNYXy2vR8BrjPCrxWjQcQ5/HqqoqfPvtt3jmmWcglUq17tPQ1yOTfBLsxx9/xL59+wAAYrEYw4cPR2hoqOA4XVhaWuLxxx/H4MGD0aZNG1y/fh3bt29HeHg4PvvsM3Tv3l34AbVQxj6Phw8fxr179zBjxgzVsvz8fK3f3CiX3bt3T9CxtGSNcR55PRqWMc5hfbG8Fg2vMc4jr0XDM/R53LdvH/Ly8rB06dJa92no65FJPgkWEBAAX19f5Ofn4+jRo6iuroZcLhccp4vevXujd+/eqtdDhw6Fr68v3nrrLcTExGDx4sWCj6elMuZ5zM7ORlRUFHr16oXRo0erlldUVGgMBwFqvpZUrif9NMZ55PVoWMY4h/XF8lo0vMY4j7wWDc+Q57GoqAgbN25EUFAQ2rZtW+s+DX09ckw+Cda5c2cMGDAAo0ePxn/+8x+UlpZiyZIlUCgUguKEcnNzw7Bhw3Du3DmOQxTAWOexoKAAH330EWxtbREeHg4LCwvVOolEovUfS+U/YMp/0Eh3jXEeteH1KJwxzmF9sbwWDa8xzqM2vBYbxpDnccOGDbC3t8f48ePr3Kehr0cm+WQwvr6+yMjIwM2bNw0Spw8nJydUVlaivLzcYNtsqQxxHktKSvDhhx+ipKQEixcvRvv27dXWOzo6oqCgQKOdctmj8aQ/U5zH2vB6NAxj/Jv6aCyvReMzxXmsDa9FwxF6Hm/duoX9+/djwoQJyM/Px507d3Dnzh3I5XJUVVXhzp07ePDgAQDDX48crkMGo/ykKZPJDBKnj9u3b0MikdRad5Z019DzWFFRgSVLluDmzZtYunSp1omaHh4eOHfuHGQymdoEo7S0NNV6ahhTnMfa8Ho0DGP8m/poLK9F4zPFeawNr0XDEXoe7927h+rqanz33Xf47rvvNOJnz56NgIAAzJkzx+DXI+/kk97u37+vsayyshLx8fGQSCTo3LmzXnH6KCws1Fh29epVnDx5Ej4+PhCL+SutK2Ocx6qqKnz22WdITU1FeHh4rU9Z9PX1RXV1tWqyElDzlL+4uDh4enqymoceGvM88no0DGOcQ11jeS0aTmOeR16LhmPo89ilSxdERERo/OnSpQucnZ0REREBPz8/AIa/Hnknn/T29ddfQyaTwdvbG46Ojrh//z4OHz6MGzdu4JVXXkGrVq30ilPas2cPSkpKVLPHT548qfr7+PHjYWdnh88++wwSiQS9evVCu3btcP36dezfvx/W1tZ4+eWXTftGNHPGOI/r1q3DiRMnMGTIEDx48AAJCQlq+xw1ahQAwNPTE76+voiJiUFhYSFcXV0RHx+P3NxczJ0713RvghlozPPI69EwjHEOdY3ltWg4jXkeeS0ajqHPY9u2bTF8+HCN/ezatQsA1NYZ+noUKQw1+5FajCNHjuDgwYO4du0aHjx4gFatWqFHjx4YP348hg4dqnec0iuvvILc3Fyt+/zhhx/QoUMH7Nq1C4mJicjJyYFMJkPbtm3Rr18/TJs2DW5ubkY7ZnNkjPO4cOFCXLhwodZ97t69W/X3iooKbNiwAYcPH0ZxcTGkUimCg4MxcOBAwx+sGWvM88jr0TCMcQ71ieW1aBiNeR55LRqOsXKcRy1cuBBFRUX4+uuv1ZYb8npkkk9EREREZGY4SIuIiIiIyMwwySciIiIiMjNM8omIiIiIzAyTfCIiIiIiM8Mkn4iIiIjIzDDJJyIiIiIyM0zyiYiIiIjMDJN8IiIiIiIzY9nYHSCi5mnChAl6xbu4uODHH39UPU1V+RRjc1ZWVoa///4bp06dwsWLF5GbmwuxWAxXV1c8/vjjmDRpktoj7Ovy/vvv4+zZswCA6OhoODk5qa0/f/48IiIiam3v6emJFStWqC3btGkTfvnll3r3/cknn8Db21ttWXl5ObZu3YqjR48iLy8PrVu3xsCBAxEcHIz27dvXuq24uDjs3bsX2dnZsLS0hKenJ4KCgtC7d+9a21y8eBFbtmxBWloaKisr0blzZ4wfPx6jR4+ut+8Pe/Sp2iEhIQgMDFS9ru39sLGxgaurK3x9fTFx4kTY2NgAqP8912b06NH417/+hbi4OKxevVr1Wkm5/GHW1taws7ODm5sbPD09MWrUKHTt2lWv/dZHeSyP9qep2blzJ3744QfVa+W/K0SkiUk+EQmiLcG6dOkScnJy4OHhAQ8PD7V1bdq0MVXXmozExER89dVXAIDOnTtjyJAhKC0txaVLl7Bp0yYcOXIEn3zyCdq1a1fnduLi4nD27FmIRCLU95ByV1dXrQmzq6urxjIPD49aE+X8/HwkJyfD2toa3bt3V1tXUVGB9957D2lpaXB0dMTQoUORm5uLuLg4nDp1CitWrEDHjh01tvn9999j165dkEgk8PHxgVwuR3JyMv7++2+Eh4dj+PDhGm2SkpLw2WefQaFQwMvLC23atMHZs2fxxRdf4OrVq3jllVfqfD+0UR5zbYnyw7+/CoUC9+7dw8WLF7FhwwYcP34cy5cvh42NDdq1a6f1/Tt27BjKysowcOBAjXPbp08fnfr48HmsrKxEUVERMjMzceHCBfz6668YOXIkXnvtNdja2up62Gahc+fOqvc8Pj6+kXtD1LQxySciQbTd7fviiy+Qk5ODYcOGYfr06bW2Ky8vr/Nur7mwtLTEs88+i4kTJ6Jz586q5fn5+Vi8eDEyMzPx/fffY8GCBbVuo7CwEOvWrYOPjw9u3rypdidam969e+t8J3b48OFaE2sAWL9+PZKTkzF8+HCNbxtiY2ORlpaGXr164aOPPlKt37FjB3788UesXr0an3zyiVqb5ORk7Nq1C61bt8aKFSvg5uYGAEhNTcXChQuxevVq9O3bF/b29qo2Dx48wJo1a1BdXY2FCxfi8ccfBwAUFBTg3XffxY4dOzBkyBD07dtXp+NVqu/90fb7e/v2bSxYsABXrlzBvn37MGnSJHTu3Fnrti5cuICysjJMnTpV774paTuPCoUCp06dwrfffovDhw/j7t27WLJkCSwtW85/5QMHDsTAgQMBMMknqg/H5BORSbm4uKBz584tIjEZM2YM3nzzTbUEHwAcHR3x2muvAQCOHz8OuVxe6za+//57lJeXq+JNQaFQIDExEQAwatQotXVyuRy//fYbACA0NFTtA8CkSZMglUpx4cIFXL58Wa3djh07AABBQUGqBB8AevXqhXHjxqGkpAQHDx5Ua3PgwAHIZDIMHTpUleADgIODA0JCQgAA27dvb+DR6qZjx4549tlnAdQk8Y1BJBJhyJAh+Pzzz+Ho6IgLFy5g7969jdIXImr6zP9/WSJqUmobkz9hwgS4uLjgu+++w9atWxEfH4979+7BxcUFU6ZMwdNPPw0AOHv2LGJjY3H58mWIxWIMGTIEs2fP1jocqKqqCvv370d8fDyuX7+OqqoquLu7Y8yYMRg/fjwsLCxMdtyPkkqlAGqS5gcPHsDR0VEj5vTp00hMTERwcLDW4TbGcv78edy9excODg7o37+/2rpLly6hpKQErq6uGsN4AMDX1xfXrl3DyZMn0aNHDwA14/fPnTunWq+tze7du3Hy5ElMnjxZtfzUqVO1thk8eDAkEgnOnj2LiooKSCQS4QesI+XQm6qqKqPvq75+zJgxA19++SX27NmDgIAAndtmZWXh559/xoULF1BdXQ0PDw+88MILtb5/+fn5SEhIwKlTp5CTk4OioiLY29ujd+/emDp1Knr27KmKlcvlePnll1FeXo6ffvpJ7VsZpUuXLuHf//43vLy8sHz5cgD/+1C5d+9e5OTkoKSkBG3btoW7uzuGDx8Of39/Pd8hIgJ4J5+ImphPP/0UO3bsQNeuXeHl5YU7d+5g9erViIuLQ1JSEv7zn/+gqqoKAwcOhI2NDRISErBs2TKNserl5eVYtGgRvvnmG9y6dQuenp4YMGAACgoK8MMPP+CTTz5BdXV1Ix0lcOfOHQA1Q3pat26tsb6srAxr165Fp06d1CaH1icnJwc//fQTvvrqK8TExOCvv/7S+zgPHz4MAHjqqac0PghdvXoVANCtWzetbZWJ/7Vr11TLbt68CblcjrZt22pMGK6tzcOvtX2YsLKyQpcuXVBRUYGbN2/We0yGkJGRAQAa38w0hieeeAJisRg5OTm4e/euTm0yMjKwYMECnDhxAk5OTnjsscdQUVGBxYsX448//tDa5sSJE1i/fj3u378PqVSKYcOGwdHREcePH8e7776LM2fOqGKtrKwwZswYVFRUqL4JetT+/fsBAGPHjlUti46Oxueff47Lly9DKpVi+PDhcHNzw7Vr17Bt2zZd3xIiegTv5BNRk5Gbm4tWrVrh22+/Rdu2bQEA586dw3vvvYeff/4Zcrkc7733Hh577DEAgEwmw4IFC3Dx4kWcP38e/fr1U21r3bp1OHfuHJ588km88cYbsLOzU7WJjIzEiRMnsH//fowbN870Bwpg165dAGrGGFtZWWms37hxI3Jzc/Hxxx9rXV+bS5cu4dKlS2rLpFIpFi5cqDZMpjYVFRU4duwYAM2hOgCQl5cHAFqT9YeXPzx3QNmmtnkYNjY2sLOzQ3FxMWQyGWxtbSGTyVBSUlLvvi5fvoy8vDyNid6GUl1djfz8fBw+fBiHDx+GnZ0dnnvuOaPsSx+2trbo0KEDcnJycP369VrfIyWFQoEvvvgCpaWlePHFFzFjxgzVut9++w1RUVFa2/Xu3RtfffWVxiTlM2fOYMmSJYiKisK3334LkUgEoCZ537lzJ/bv369xB14mk+GPP/6Avb29avhVRUUF9uzZg1atWmHNmjVqE7arqqqQmpqq+5tCRGp4J5+ImpQ5c+aoEnwA6NevH7p164b8/HwMGjRIleADNYmOtnHS9+/fx4EDB+Dk5IR58+apEnxlm7lz58LS0rLRxjP/9ddfOHjwICwtLREcHKyx/vLly9i1axdGjx6t88RNW1tbBAYGYsWKFdi0aRM2bdqEpUuXwtPTE9euXcMHH3ygSprrcuLECZSUlKBLly5a76CXlZUBqCnrqI1yeWlpqWqZ8u+1tQGgKkupjH24fW3tlG1kMlmt2xXil19+wYQJEzBhwgRMnDgRISEh+Omnn9C/f/9aKwc1BuUQNV3O6/nz55GdnY2OHTvixRdfVFvn7+8PT09Pre2kUqnWKkQDBw7EE088gZycHGRlZamWu7u7o2/fvrh69SrS09PV2iQmJqK8vByjRo1SDQ+SyWSQy+VwdXXVeF8tLCzg5eVV77ERkXa8k09ETYalpaVGPXagZtJjZmYmfHx8tK4DasYOK50/fx6VlZUYNGiQ1gTRwcEBbm5uyMrKQnl5eZ3Jp6FlZ2fj888/h0KhQEhIiMYd6KqqKnz55Zews7PDrFmzdN5u9+7dNZLy/v37w9vbG++99x5SUlKwd+9ePP/883VuRzlUR9td/Jbi0RKwyvKVycnJ2LBhA+bPn6/6gNFcpKSkAKiZ36BtLspTTz2FtLQ0rW3lcjlOnz6N9PR0FBUVqSaKK4dT3bp1SzXHBADGjRuHc+fO4cCBA2pj9pVDdZQfzIGa+QVOTk7IzMzE+vXrMXbs2CbzIYqouWOST0RNRrt27bQmIMqESttwD2V1l4cr1CiHiuzfv1+VWNSmuLi4ziRfWcLyUc8884zedxnv3buHDz/8EMXFxZg0aZLWCZO7du1CZmYm5s6dq/aNhlAWFhaYMmUKUlJScObMmTqT/KKiIpw5cwZisRgjR47UGqM8F+Xl5VrXK5c/XHVH+ffa2gD/+4ZAGftw+/Lycq314JVtDF0rXlsJTblcjm+++QYHDx6ERCJBWFiYQfcpRFFREQBondPxKOWHYGdnZ63rXVxctC6/du0alixZUmfp1oe/dQFq3j8HBwccOXIEr7zyClq1aoXLly/jypUr6NWrl8Y3A/Pnz0dkZCR+/fVX/Prrr3BxcYG3tzeefPJJDB48uN5jIyLtmOQTUZMhFtc9grC+9UrKiabdunVTu8OoTX2lPMvKyrTW4+7bt69eSf6DBw/wwQcfIDc3F08//XStd+lPnjwJkUiEQ4cOaey3oKAAALB8+XJYWVlh6tSpGDRoUL37Vo7FV7avzdGjR1FZWYl+/frVOsZbmSTWNtlTufzhpFHZ5t69e1rblJWVoaSkBPb29qqE3dbWFnZ2digpKcHdu3fRpUuXWvdVW+JqSFZWVpg9ezbi4uKQmJiIOXPm6JRcG4tMJsPt27cBGG8isEKhwKefforc3FyMGzcO48aNQ4cOHdCqVSuIRCLExMRg69atGpPeLS0t8fTTT2Pr1q04cuQInn32WRw4cACA+l18pf79++O7777DyZMncebMGZw/fx7x8fGIj4/H448/joULFxrl+IjMHZN8IjI7ygS1T58+ePXVVxu0rQ4dOmD37t0N2kZpaSk+/PBDZGdnY/jw4XjzzTdVExW1USgUquEV2iiHVYwZM0an/RcXFwOoe0w8oNtQHeUwlszMTK3rr1y5AgBqH67c3d1hZWWFwsJC3Lt3T+MbGW1tlK9TUlJw5coVjSS/srIS169fh0Qigbu7e53HZSi2trZo06YNCgsLkZOT06hJ/tGjR6FQKODu7q7Tg+WUJVqVk6Afpe1O/Y0bN3Djxg306NEDr7/+usZ65YcMbcaOHYtff/0VBw4cwIgRI3DkyBHY2triiSee0Bpva2uLkSNHqr5BSk1Nxaeffopjx47hr7/+4h19IgE48ZaIzE6/fv0gFotx8uRJVFZWNmpf5HI5li5divT0dAwcOBALFiyosz7/J598gt27d2v9o7w7Hh0djd27d6ueHVAfZbUcbRNplW7fvo3U1FRIJBK1B089qnfv3rCzs0NOTo7WRD8pKQkAMGTIENUya2trVeUjbaUatbUBoJpkrVz/sFOnTqGiogL9+/c3SY18oObuuXKIzKNPATal+/fvY9OmTQBqni+hiz59+gCo+V3QVlL16NGjGsuUHw61fatTXFyM5OTkWvfn4uKCgQMHIj09HRs2bEBJSQlGjBih81yGXr16qT5sPjyxl4h0xySfiMxO+/bt4efnh9zcXERGRmodpnLr1i2tyaMhVVVVITIyEufOnYOXlxcWLlyoVzlMfezcuVPjLq1CocDvv/+OnTt3QiQS1Vn6MSEhAUDNeOq6xrhbWVmpSiNGRUWpxsUDNU+1vXbtGry9vVUPwlKaNGkSACA2Nha3bt1SLU9NTcW+fftgZ2cHPz8/tTbPPPMMbG1tceLECdUHFaAmyY2OjgYAtYdnGZNcLscPP/wAhUKBDh06oFOnTibZ78MUCgX++usvvP3228jPz0e/fv3U6s3XpW/fvujUqRNycnIQGxurtu7333/XWqrS1dUVYrEY586dUztnFRUV+Prrr/HgwYM696ksT7tz504A2ofq5ObmIi4uTu33SLkP5QPU6isPSkTacbgOEZmlOXPm4M6dOzh27BjOnDkDDw8PODs7o7y8HNevX0dOTg6GDh2q9WmqhvLbb7/h+PHjAGrKHX7zzTda42bNmtXgSba7du3CunXr0L17d3To0AFyuRzXrl3DnTt3IBaL8c9//lMj8X6Y8uFFulTVCQoKwtmzZ3Hp0iW8+uqr6NOnD/Ly8pCWloa2bdti3rx5Gm0GDBiAgIAA7Nq1C3PnzsWAAQNQWVmJ5ORkKBQKzJs3T+MJqa1bt8bcuXPx2WefYfny5ejbty9at26N5ORklJSUYNKkSTqXGNXHn3/+qXpYGfC/6jr5+fmwtrbGvHnz6hxupY/a5plcunQJX3zxBYCaoUkPHjzAlStXVN8kjBo1CqGhoTo/tVksFmP+/Pl4//33sWnTJhw7dgxdunRBTk4OLl++jOeee06jpGy7du3g5+eH/fv346233kK/fv1gbW2NlJQUVFdXY8yYMTh06FCt+xw0aBCcnJxw9+5d9OjRQ+s3ScXFxVi9ejWioqLQo0cPODk5oaysDKmpqSgsLESPHj3q/GaJiGrHJJ+IzJK1tTU+/PBDJCYm4tChQ7h69SoyMjLQpk0buLi4YNSoUXjqqaeM2gflcAcAqmRfm+nTpzc4yZ80aRL+/vtvXL9+HdnZ2aisrISjoyNGjhyJCRMmqJUyfFR6ejpu3ryJdu3aaS1T+iiJRIJly5apJlb++eefaN26NcaMGYPg4OBa77zOmTMHHh4e+O2335CcnAxLS0v0798fL774Inr37q21ja+vLz755BPExsYiLS0NlZWV6Ny5M8aPH6/znAR9Xb16VfVkX6Dm2wsnJyeMHTsWkydP1umhYvVRVoOqbfhKTk4OcnJyANS83/b29ujcubNqGIu22vX18fT0RGRkJH7++WekpKTg9u3bkEql+OCDD2BjY6P1uRGvvfYaOnXqhAMHDuDcuXOwtbXFgAED8NJLLyEuLq7O/VlYWMDb2xuHDx/WehcfqCmB+8orr+Ds2bO4fv06MjIyYG1tjQ4dOuD555/Hs88+a7Rvv4jMnUjx6LR4IiIiM/TKK68gNze3wROpDSE6Ohrbtm1DSEgIAgMDG7s7RlFWVob/+7//Q3V1NdavX2/wUqcTJkyAi4sLfvzxR4Nul8hc8E4+ERG1KMphME899ZROJUgN7f79+6oJyNoe/mYu9u7di5KSEvj7+xsswT9z5oxqaBkR1Y1JPhERtSjK5w907drVpEn+8ePHER8fj4sXL6KoqAiDBw+ucxhVc1RUVIT169fj/v37OH36NFq1aoWpU6cabPvZ2dlan1tBRJo4XIeIiMgENm3ahC1btsDJyQm+vr6YNm2aziUlm4s7d+5g9uzZsLS0hFQqxaxZs4wyOZqI6sckn4iIiIjIzLBOPhERERGRmWGST0RERERkZpjkExERERGZGSb5RERERERmhkk+EREREZGZYZJPRERERGRmmOQTEREREZkZJvlERERERGaGST4RERERkZn5f+SGSWR9caDYAAAAAElFTkSuQmCC\n"},"metadata":{"image/png":{"width":761,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/2be75c54-4493-42c5-bf4c-158f1bcdad24","content_dependencies":null},{"cell_type":"markdown","metadata":{"formattedRanges":[],"cell_id":"845c74e203374da9a5b39c5ae97a635f","deepnote_cell_type":"text-cell-h1"},"source":"# TOI-700d","block_group":"bd7e6a7580b24d509f3db8e9039366c3"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659700590,"execution_millis":48286,"deepnote_to_be_reexecuted":false,"cell_id":"03ccafa281344026a98e7e5cc001aa55","deepnote_cell_type":"code"},"source":"TIC = 'TOI-700d'\navailable_data_all = lk.search_lightcurve(TIC, author=\"SPOC\")\navailable_data_all\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 62)\nlc = sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)","block_group":"e2e16ef960d44fd596dcbfafde5e1d60","execution_count":null,"outputs":[{"name":"stderr","text":"/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 2 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n  warnings.warn(\n","output_type":"stream"},{"output_type":"execute_result","execution_count":27,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"iVBORw0KGgoAAAANSUhEUgAAAwoAAAF4CAYAAAD0TQ7CAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy89olMNAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOy9eXgc1ZX3/+3qvaXWvssyNra8ALJkHBwwmMXYASOWgcQmJuAZCO9kQpgszuRHXsiTSSZxMrxJjBOIM0kmwxLIIsAeloAN8oIV22BhW4ttyZJsWfvaklq9r/X7o7pK1ZvU3Wqpt/N5Hh6s7ttVt6punXvOueecK2FZlgVBEARBEARBEIQIJtYdIAiCIAiCIAgi/iBDgSAIgiAIgiAIP8hQIAiCIAiCIAjCDzIUCIIgCIIgCILwgwwFgiAIgiAIgiD8IEOBIAiCIAiCIAg/yFAgCIIgCIIgCMIPMhQIgiAIgiAIgvBDFusOpBJutxtjY2NQq9WQSCSx7g5BEARBEASRALAsC4vFgpycHDDM/Pn5yVCYR8bGxvDoo4/GuhsEQRAEQRBEAvLiiy8iLy9v3s5HhsI8olarAXAPWaPRxLg3BEEQBEEQRCJgNpvx6KOPCrrkfEGGwjzChxtpNBoyFAiCIAiCIIiwmO/QdUpmJgiCIAiCIAjCDzIUCIIgCIIgCILwgwwFgiAIgiAIgiD8oBwFgiAIgiBSArPZjPHxcbjd7lh3hSAEGIZBdnZ2XOavkqEQA3bs2OFXA7e6uhrV1dUx6hFBEARBJC9utxuvv/46Pv7441h3hSCCcv3112PLli3zuk/CTJChEAN27doVl1YjQRAEQSQjvJFwzz334Morr4RUKo11lwhCwOVy4dKlS3jnnXcAAA8++GCMezQFGQoEQRAEQSQtZrNZMBI2bNgQ6+4QREAWLVoEAHjnnXdwzz33xI1DOX7WNgiCIAiCIKLM+Pg4AODKK6+McU8IYnr4McqP2XiADAWCIAiCIJIWPnGZwo2IeIcfo/GUbE+GAkEQBEEQBEEQfpChQBAEQRBEwtDY2I0XXjiIxsbuWHeFIJKehE9m7ujowJ///GecP38edrsdRUVFuOOOO3Dvvfd6tfnjH/+IlpYWAMDy5cvx6KOPBoxXdDgceO2113D48GEYjUYsWrQIDz/8MFavXh1RO4IgCIIgokddXTsOHeLm88rKhTHuzfxxzz33zNjmG9/4BioqKvD444/ju9/9Lm688UbhO5ZlcejQIXzwwQe4fPky7HY7CgsLcd111+Ef/uEfkJubG/S4f/nLX3Du3Dm0t7fDZDJh165dKC8v92pTW1uLX/7yl36//fznP49/+qd/8vrsgw8+wJtvvomRkRGUlpbikUcewdq1a4Oe/8c//jE++eQTPProo3jggQeEz99//30cP34cly9fhs1mw8KFC/GFL3wB119/vdfvJycn8cc//hGffvopDAYDCgsLcffdd2Pz5s1CG71ej7/+9a+4cOECLl26BJlMhtdff92vL3v37sVHH32EoaEhOJ1OFBUV4c4770R1dTUkEonQ7stf/jKGh4f9fv/mm29CoVAEvdZ4I6ENhdOnT+NHP/oRlixZggcffBBqtRoDAwPQ6XRCm46ODjz11FPIy8vDtm3bwLIs/va3v+H//t//i1/84hdYsGCB1zF3796NY8eO4d5770VJSQkOHjyIH/7wh9i5cyeuvvrqsNsRBEEQBBE91q8v9/p/qvCzn/3M6+/vfOc7uPvuu3HLLbcInxUXF8Nqtfr9lmVZ/PznP8ff//533H777fj85z8PtVqNnp4evP/++xgcHMQzzzwT9Nz79+9HUVERKisrcfz48Wn7+cMf/tCrYo+vAXL06FG88MIL2Lp1K1atWoW6ujr85Cc/wX/+539ixYoVfsf79NNPceHChYDnqqmpwbXXXou77roLKpUKx44dw86dO/HNb34Tt99+u9Du2WefRW9vLx555BHk5+fj008/xZ49e8AwDO644w4AgE6nQ11dHcrLy1FeXo7Ozs6A5zQajbjppptwxRVXQKFQoLGxEb/73e9gNpuxdetWr7Y33ngj/uEf/sHrM7lcHvzmxSEJayiYzWY899xzuO666/Dd73436OYUr732GhQKBX72s58hIyMDAHDrrbfiX/7lX/DKK6/g6aefFtq2tbXh6NGjXhbrhg0b8OSTT+Kll14SXtJQ2xEEQRAEEV0qKxem1EoCTyAlOj8/3+/zQIbCe++9h6NHj+LrX/86Nm3aJHxeUVGBO+64A2fOnJn23P/zP/8DhmHQ3Nw8o6GwZMkSZGZmBv3+T3/6E9avX4+HH34YALBq1SpcvnwZf/nLX/CDH/zAq63D4cDvfvc7/OM//mPA1Yrdu3d7nWv16tUYGhrCvn37BENhfHwcTU1N+MY3voGNGzcCACorK9He3o6jR48KhsKiRYvwxz/+UehjMENh+/btXn9XVVVhZGQEBw8e9DMUsrKyAj63RCJhcxQ++ugjTExM4JFHHgHDMLBarQGzxM+dO4fKykrBSACAnJwcXH311aivr4fFYhE+P3bsGBiGwZ133il8plAosGnTJrS2tmJkZCSsdgRBEARBELHmf//3f7FkyRIvI4FHKpXiM5/5zLS/j9ZOwYODg+jr68NNN93k9fn69evR2NgIh8Ph9fnevXuRnp7utTogJpBBsmTJEoyNjQl/O51OAEBaWppXO9+/Z3ONWq1WOE+ykbArCg0NDdBoNNDpdNi5cyf6+vqgUqlw22234fHHHxfivxwOB5RKpd/vlUolnE4nurq6BGvv0qVLKC0t9dvkYtmyZQCAzs5O5Ofnh9wuGGazOaRrlMvlCbdERRAEQRBE/DA6OorBwUFs2bJlXs735JNPYnJyEvn5+bjjjjvwwAMPCGU/e3t7AcAv7LusrAxOpxODg4MoKysDAAwPD+ONN97Aj370I6/Y/5k4f/681/Hz8/OxevVq1NTUoLS0FHl5eTh16hTOnDmDb3/72xFfp8vlgs1mw7lz53D48GF88Ytf9Gtz5MgRHDhwADKZDFdffTX+6Z/+SdhYLVFIWEOhv78fLpcLP/7xj7Fp0yZs374dzc3NePfdd2EymfCd73wHADcYL1y4AJfLJQxUh8OBtrY2APDKZxgbG0N2drbfufjP+LahtgvGo48+GtI1btu2DQ899FBIbYnQaGzsRl1dO9avL0/JpWuCIAgiMOHMD3PVdi7gdZLpHJjRICcnBw899BCWL18OADh58iReffVV6HQ6/Mu//AsALr4fANLT071+y//Nfw8A//3f/40bbrghrNCdI0eOoKWlxSusHACefvppPPvss/ja174GgFs9+MpXvuKV7B0O/f39+MpXviL8/eCDD/rlIqxduxbLly9Hfn4+BgcHUVNTg6eeegq//OUvUVRUFNF5Y0HCGgpWqxU2mw2bN28WHta6devgdDqxf/9+fOlLX0JJSQnuuusu7NmzB7/61a/w+c9/HizL4q9//auw653dbheOabfbA3rw+dUJvm2o7YLx4osvhrQ1N60mRJ9UrZZBEARBTE8488NctZ1LwvHKR8K1116La6+91utvhUKBt956C1u3bkVOTk7Ixzp9+jQaGhrwm9/8JuTfdHZ2Ys+ePdi4cSNuuOEG4XOWZbF7924MDAzg3/7t35CTk4MzZ87g97//PdLT03HzzTeHfA6e/Px87Nq1C1arFefOncMbb7wBiUSCL33pS0IbsSFx9dVXY/Xq1fjqV7+KvXv34oknngj7nLEiYQ0FXin3fcC33HIL9u/fj9bWVpSUlGDz5s0YGRnBvn37cOjQIQDA0qVL8cADD6CmpgYqlcrrmL7xccCU4s+fM9R2wdBoNCEZCkT0SdVqGQRBEMT0hDM/zFXbuYCvOhSL/MmbbroJ+/btw6VLl5CTkyOsHJhMJq/IDN+Vht/97ne4++67oVQqvVYZHA4HjEaj34rE8PAwfvCDH2DZsmXCqgFPfX09jh07hueff14I+6moqIBer8cf/vCHiAwFuVwulIetqKiARqPBH/7wB9x1110BI04AbsXlqquuwsWLF8M+XyxJWEMhJycH3d3dyMrK8vqcT2wRD6zt27fjgQceQFdXF9LS0rBo0SK88sorAIDS0lKvYwYKG+JXH/iXLdR2RPyRqtUyCEJMrEMhCCIeCWd+mKu2c0FeXh6Ki4tx+vRpPPLIIzHrBzCVm9Db2+uVR9Db2wuZTCaE5PT19eH111/328fg1Vdfxauvvuq1F4Fer8f3v/99ZGVl4emnn4ZM5q3a9vT0gGEYXHHFFV6fX3nllfjggw9gtVq9nMaRsGTJErjdbgwNDQU1FBKVhDUUli5dioaGBuh0Oq/Bxme6i6scAZyVKt7foKGhAXl5eV6/Xbx4MZqammA2m708/nz93sWLF4fVjuAgpYQg4ot4CYUgCGJ+uO+++/Bf//VfOHjwoF8FIbfbjTNnzmDNmjVRP29dXR0YhsGSJUsAAEVFRSgtLcWxY8e8NkWrq6tDZWWlEHL9k5/8xO9YTz/9NDZv3oz169cLxoDFYsEPfvADOJ1O/OQnPwkYrVFQUAC3243Lly976WcXL15EVlbWrI0EgEuglkgkKCwsDNpGp9Ph/PnzuO2222Z9vvkkYQ2Fm266CW+88QY+/PBDVFZWCp9/8MEHkEqlqKioCPrburo6tLe347HHHvMqh3XjjTdi37592L9/v7A/gsPhQG1trZCQEk47goOUEoKIL2IdCkEQxPxy11134fz58/jVr36FlpYWfPazn4VKpUJvby/279+PgoKCaQ2F5uZmTE5Ooru7GwDQ1NSE4eFhFBQUCCE43//+97Fq1SohvOeTTz7BgQMHcM8993h52bdt24Zf/OIXKCoqEjZca2trw3/+538KbYLpcEVFRV7f/eQnP0FnZye+/vWvY3h42GsnZD4Jes2aNcjPz8dPf/pTbNu2TchROHjwoF/BmGPHjgEAuru74Xa7hb/Ly8tRUFAAk8mEH/7wh7j11ltRXFwMl8uF5uZmvP3227jzzjuF6/zoo49QX1+Pz3zmM8jJycHg4CDeeOMNMAzjl/Qc7ySsocDXA/7www/hcrlwzTXXoLm5GceOHcOWLVuE8J+zZ8/iL3/5C1avXg2tVosLFy6gtrYW1157Le69916vYy5fvhw33ngjXnnlFej1ehQXF+PQoUMYHh7G17/+9bDbERyklBBEfBHrUAiCIOYXiUSCf/u3f8Pq1avxwQcf4OjRo3A4HCgsLMTatWtx//33T/v7P/3pTzh79qzw90svvQSA22z2W9/6FgAurOjDDz/E6OgoWJZFaWkpHn/8cdxzzz1ex7rllltgs9nwxhtv4I033sCCBQvw9NNPR7QxWUNDAwDgueee8/vunXfeAcDlhf74xz/GH//4R7z00kswmUwoLCzEl7/8ZVRXV3v9RmysiP/mN2tTKBQoKSnB//7v/0Kn00GpVKK4uBhf+9rXvFYKCgsLMTY2ht///vcwmUxIS0vDqlWr8KUvfSmhKh4BgIRlWTbWnYgUp9OJ119/HbW1tRgbG0N+fj6qq6tx3333CW0GBgbwm9/8BhcvXoTFYkFhYSE2bNiAf/iHfwhYVchut+PVV1/FkSNHYDQasWjRIjz88MNemfzhtBNjNpvx4IMP4q9//SslMxMEQRDEPNDT04Ndu3Zhx44dQo1+gohHphursdIhE3ZFAQBkMhm2bduGbdu2BW1TXFyM//iP/wj5mAqFAo899hgee+yxqLQjCIIgCIIgiEQkOntyEwRBEARBEASRVJChQBAEQRAEQRCEH2QoEARBEARBEAThR0LnKCQqO3bs8CrLCgDV1dV+2fcEQRAEMV8k6543/Hzrcrli3BOCmB5+jPrqiLGEDIUYsGvXLqp6RMxIsk7aBEHEJ8m65w1f2/7SpUtCjX+CiEcuXboEAHG1uzMZCgQRpyTrpE0QRHySrHveaDQaXH/99UJd/SuvvBJSqTTGvSKIKVwuFy5duoR33nkH119/fVw5k8lQIIg4JVknbYIg4pNk3ohvy5YtAKY24SKIeOT6668Xxmq8QIYCQcQpyTxpEwRBzCcMw+DBBx/EPffcg/Hxcbjd7lh3iSAEGIZBdnZ2XK0k8JChQBAEQRBESqDRaOJSGSOIeCV+0qoJgiAIgiAIgogbyFAgCIIgCIIgCMIPMhQIgiAIgiAIgvCDDAWCiDKNjd144YWDaGzsjnVXCIIgCIIgIoYMBYKIMvz+B3V17bHuCkEQRNQgJwhBpB5U9Yggogztf0AQRDJCm0ASROpBhkIM2LFjBxjGezGnuroa1dXVMeoREU1o/wOCIJIRcoIQROpBhkIM2LVrF9VxJgiCIBIKcoIQROpBOQoEQRAEQRAEQfhBhgJBEARBEARBEH6QoUAQBEEQBEEQhB9kKBBEBFCZQIIgiLmB5CtBxA+UzEwQEUBlAgmCIOYGkq/EXNLY2I26unasX19O4ysEyFAgiAigMoEEQRBzA8lXYi4hQzQ8yFAgiAigMoEEQRCRMZNHl+QrMZeQIRoeZCgQBEEQBDFvkEeXmC2zCR8iQzQ8yFAgCB8ofpEgCGLuZCF5dInZQsbm/EGGApEyhDrpkQAiCIKYO1lIHl1itpCxOX+QoRADduzYAYbxrkxbXV2N6urqGPUoNQh10oulAKLVDIIg4gVSxoh4hYzN+YMMhRiwa9cuaDSaWHdjViSiQhvqpBdLAUSrGQRBxAukjBEEQYYCERGJqNAmwqRHHjyCIAiCIOIFMhSIiIiVQpuIKxnhkAjGDEEQ80+yyz6CIOITMhSIiIiVQpuIKxkEQRCzJVVkHxlEBBFfkKFAJBQUmkMQRCqSKrIvVQwigkgUyFAgEgoKzSEIIhVJFdmXKgYRQSQKZCgQBEEQBBFTxCFHTz55e6y7QxCEB2bmJgRBJAuNjd144YWDaGzsjnVXCIKYR+L93edDjurq2mPdFYIgRNCKAkGkEBT/SxDRI5ESb+P93aeQI4KIT8hQIIgUgiZjgoge8a58i4n3dz9VcjAIItEgQ4EgUgiajAkiesS78i2G3n2CICKBDIUYsGPHDjCMd3pIdXU1qqurY9QjgiAIIlxI+SYIItkhQyEG7Nq1CxqNJtbdIAiCIAiCmJFEyschogtVPSIIgiCIFCPeqyAFI1H7nehQVarUhVYUCIIgiJQn1TymiZSILSZR+53oJFI+DhFdyFAgCIIgUp5UU0ATVfFL1H4nOqmaj5NqDoRAkKFAEARBpDyppoAmquKXqP0mEpNUcyAEIuENhY6ODvz5z3/G+fPnYbfbUVRUhDvuuAP33nuv0Ka/vx+vvvoqzp8/D4PBgPz8fNxyyy24//77oVKpvI7ncDjw2muv4fDhwzAajVi0aBEefvhhrF69OqJ2BEEQRPxDCihBEL6kmgMhEAltKJw+fRo/+tGPsGTJEjz44INQq9UYGBiATqcT2oyMjGDHjh1IS0tDdXU1tFotWltb8ac//QkXL17E9773Pa9j7t69G8eOHcO9996LkpISHDx4ED/84Q+xc+dOXH311WG3IwiCIIhkhMIyiGSHHAgJbCiYzWY899xzuO666/Dd737Xb18CnsOHD8NkMuHZZ5/FFVdcAQC48847wbIsDh06BKPRiPT0dABAW1sbjh49ikcffRQPPPAAAGDDhg148skn8dJLL+FnP/tZWO0IIhrQZEwQRDySaGEZJEsJInwStjzqRx99hImJCTzyyCNgGAZWqxVut9uvndlsBgBkZWV5fZ6dnQ2GYSCTTdlKx44dA8MwuPPOO4XPFAoFNm3ahNbWVoyMjITVjkh84qEUH5WlIwgiHlm/vhwbNqyMy7CMQLKbZCkRjHiY6+OVhF1RaGhogEajgU6nw86dO9HX1weVSoXbbrsNjz/+OBQKBQCgoqICb775Jp5//nk89NBDQujR+++/j7vvvtsrR+HSpUsoLS312wxt2bJlAIDOzk7k5+eH3I5IfOLBY0YxkgRBxCPhhGXMtzc/kOwmWUoEIx7m+nglYQ2F/v5+uFwu/PjHP8amTZuwfft2NDc3491334XJZMJ3vvMdAMCaNWvw8MMPo6amBp988onw+61bt+KRRx7xOubY2Biys7P9zsV/xuc+hNouGPwqx0zI5XLI5fKQ2hJzQ6QTSzQnRYqRJAgi0ZlvRSyQ7CZZSgSDjMjgJKyhYLVaYbPZsHnzZnzlK18BAKxbtw5OpxP79+/Hl770JZSUlAAACgoKcM0112DdunXQarX49NNP8frrryM7Oxt33323cEy73R5QMedXJ+x2e1jtgvHoo4+GdI3btm3DQw89FFJbYm4IZWIJZBSQd4IgCGKK+VbEyCggwoHGS3AS1lDglfKbb77Z6/NbbrkF+/fvR2trK0pKSnD06FG88MIL+O1vf4u8vDwAnEHhdrvx0ksv4eabb0ZGRoZwTIfD4XcuXvHnzxlqu2C8+OKLfmFLgaDVhMSAlrgJgkhk5iMsiBQxgkhMEtZQyMnJQXd3t1+ScmZmJgDAaDQCAN577z0sWbJEMBJ4PvvZz+LgwYO4dOkSqqqqhGMGChsaHx8HAOTm5obVLhgajSYkQ4FIDGiJmyCImYjniju0AkoQRDASturR0qVLAfjnA4yNjQGAsEowMTERsBqS0+kEALhcLuGzxYsXo6+vzy+H4MKFC8L34bSLZyjDP3pUVi7Ek0/ePmcTLD0rgkh84rniTjxXLyIIIrYkrKFw0003AQA+/PBDr88/+OADSKVSVFRUAABKSkpw8eJF9PX1ebU7evQoGIbBokWLhM9uvPFGuN1u7N+/X/jM4XCgtrYWy5cvFyoZhdounonnSYvwhp4VQSQ+8ayMR+LsIAcGMV/QWIstCRt6tGTJEmzatAkffvghXC4XrrnmGjQ3N+PYsWPYsmWLEP7zwAMP4NSpU/jud78r7MxcX1+PU6dO4XOf+5xXmNDy5ctx44034pVXXoFer0dxcTEOHTqE4eFhfP3rXw+7XTxDMfSJAz0rgkh8ki0ckcKViPmCxlpskbAsy8a6E5HidDrx+uuvo7a2FmNjY8jPz0d1dTXuu+8+r3ZtbW3405/+hEuXLsFgMKCwsBAbNmzA5z//eUilUq+2drsdr776Ko4cOQKj0YhFixbh4YcfxrXXXhtROzFmsxkPPvgg/vrXvyZcjkI8x9cSBEEQ8wvNCcR8QWONI1Y6ZEIbColGIhsKL7xwEIcOtWDDhpV48snbY90dgiAIgiCIlCFWOmTChh4R80uyhb+Qh4IgCMIbkosEQfhChgIREhRfSxAE4Y1YsQYQd0p2uIo/ycXUhAxEYjrIUCBSkmRbISEIgCb8+UasWAOIOyU7XMU/ErlIYy4xmO45xcJA5PtTWKjF0JCBxk8cQ4ZCDNixYwcYxrsybXV1Naqrq2PUo9Qj2VZICAIgj/B8wyvUhYVaNDT0YOXKorhyPoSr+EciF2M55shICZ3pnlMsHGd8f1QqOaxWR8B+EfEBGQoxYNeuXQmXzEwkNzThJge0Uja/8Ir1Cy8cREvLADZsWBlX7898OERiOebIMA6d6Z5TLBxnYiObX1Eg4pOIDYVDhw5FrRMbNmyI2rEIgggfmnCTA1opi5zZGMupbKDFcsyl8n0Pl3iTDfHWHyI4ERsKu3fvhkQiiUonyFAgiNhCEy6R6szGWE5mpSeeVxtjcd/j+X4QxFwwq9CjRYsW4frrr4/49x9//DEuX748my4QBBEFklnRIYhQIGM5MOEYUNMp0cmiYNPqK5FqzMpQuPLKK7Ft27aIfz80NESGAjErkmXyIQgitpCxHJhwDKjplOhkUbDJoIwvoqkDkD4RmIgNBY1GA6VSOauTKxQKqNXqWR2DSG2SZfJJBEiIEkTyEuz9DseAmk6JnknBThT5QgZlfBFNHYD0icBEbCj85S9/mfXJn3jiCTzxxBOzPg6ROvhOJuTdmT9IiBJE8hKN93s6JXomBZvky+xIFENLTDT6HE0dgPSJwFB5VCKh8J1MEtG7k4gCHSAhSqQGifp+zpZYv9+xPn+8EY1dteN9LM+1cRrLYyUTZCgQCYXvZCIWhADiWijyJKrnjIQokQok6vsJzE4xjPX7Her54135jRbR2FU73scyGYeJARkKRELhO5mIBSGAuBaKPCQcCSJ+SeT3M94Vw2iQCtcIRGdX7Xgfy7E2TonQiLqhcOrUKfzmN7/Bf//3f0f70EQKEarXKJAgjFehyEPCkSDil0R+P+NdMYwGqXCNQHTGYSKPZSJ+iLqhYLVaMTIyEu3DJhU7duwAwzBen1VXV6O6ujpGPQqfuV7+DdVr5CsISSgS80WqhECkKon4fFNBMUzUa4y38RRv/QmXRO9/IhGyofDqq6+G1K63tzfizqQKu3btgkajiXU3ZsVcLf/yL39hoRYbNqxMeq8RkbikSghEqkLPdwpSymZPvI0nvj8DAxMJ+Wzj7X4mMyEbCjU1NUhLS5tRwbXb7bPuFBH/zNXyL//yb9iwEk8+eXtUjx0ImgCJSEmVEIhUJZrPN9HlDCllsyfe5AXfj4GB8YR8tvF2P5OZkA2FoqIiXH311fjGN74xbbtjx47h//2//zfrjhHxzVwt/4bz8kdj8qUJMDCJrtjMhlCvPVFDIIjQiObzTXQ5Q0rZ7Ik3ecH3x7dyYKIQb/czmQnZUFixYgVaWlpmbgiAZdmIO0SkNuG8/NGYfGkCDEyiKzY8kRg8ib4kT8w94Y6rRJczpJQlL/RsiZkI2VC49957cf78+RnbXXPNNdi5c+esOkWkNrOpeBQuJCQDk+iKDU8kBk+iL8kTc0+444rkDEEQiUrIhsLSpUuxdOnSGdtlZmaioqJiVp0iUhvfvRGCGQ00+c4dyXJvIzF4En1Jnph7ksWQJlI7zJIgQoE2XCPiDvEknCwhMERsmI3BkyzGEhF9EnVsJJNSHK1rSfY5JpmeOREbZm0ojIyMYPfu3RRuRESN6XaYTBZIeBMEMd8kslLsKzOjdS3JvjqUyM+ciA9mbSjYbDacPXs2Gn0hCD8S1XM3EyS8Exsy9IhEo7GxGwMDE1i5sighlWLfIgPR2msnWecYnvkwhEgeJjcUekSkNLEScMnuxUp2yNAjEo26una0tAxgw4aVURuz8yk/fYsMzNdeO4lOMEMoms+O5GFyQ4YCkdLESsDNh/BOBuL1fpChRyQaczFm51N+UpGB6BLNZ0fyMLkhQyEG7NixAwzDeH1WXV2N6urqGPUodYk3AUeeGW/i9X4ke7gCkXyEM2bns0R1uCTTuxdLR0g0n10yPROeeHVSxQIyFGLArl27oNFoYt0NAvEn4OLNcIk1dD8IYv4J1UCPVH6SEsYRS0dIvM198Ua8OqliARkKhB8kxGMHCW9v6H4Qc0kiyLpY9HGuDXRSwjjIERK/8M+ksFCLF144GNcyYq4hQ4HwIx6FeGNjN2pq6gGw2Lp1bdz0i5hfEkGx8yXe+xzv/ZtL4lHW+RKLPs61gU4KMkc073Os3uNklR/8s3nhhYNxLyPmmqgYCizLRuMwRJwQj0K8rq4dtbXnAQDFxdkp+8KmOomg2PkyH30OZbIO1iYR72m0iEdZ50si9DFcaKUw+kT7PQ7VAEh2+ZGM71+4zNpQyM7Oxle/+tVo9IWIE+JRiK9fX46BgQkA7Ly/sMnqMZkrIr1fofwuEYX2fPQ5lMnatw1/v6NVjz4RiUdZ50u0+0jyLDmJppxpbOzGs8++D53OAGB6AyARZXI4JIKMmGtmbSikpaVh8+bN0egLkQTM1SQUy5c12T0m0SbS+xXK7xJRaM9Hn0OZrH3b8Peb6tGnFvEmz8hwiQ7RlDN1de0YHTUgL087owEQ6LyJ+kwTtd9zDeUoECETyksUb5NQNEh2j0m0ifR+JfJ9jvUEE4qS4Nsmke83ETnx9tyTcc6YT0KVPeHIKPEYieSZJOozTdR+zzVRMxTGx8fR19eH0tJSZGdnC58PDAzgj3/8I7q6upCfn48vfvGLWLFiRbROS8wjobxE8TYJRYNIPDWxVhxjSaSerURcLeBJxAkmke83ETnx9tyTcc6YT0KVPeHIqNmOkUR9pona77kmaobCG2+8gXfffRd79uwRDAWz2YynnnoKer0eLMuip6cHZ8+exa9+9SuUlJRE69TEPBHKSxRvk1CsSETFkYgcmmAIILUdBJGSzHPGfIyHUGXPfMqoRHum4udEYZj+RM1QOHv2LMrKylBaWip8Vltbi4mJCdxyyy3Ytm0b6uvr8Yc//AH79u3D1772tWidmpgHEmECjKc+xrPiGE/3KVlItImRmBvipcJVsjGXBRKijfic8zEeQpU9JKOCQ4696YmaoaDT6fxCij799FNIpVI8/vjjyMzMxH333YdDhw7h7Nmz0TotEQazEZqJ8CLNZR/DvXfhCuX5nNAS4VkSRCISLQfBdPIgFd/fuSyQEG3E54xnhxExBT2n6YmaoWCxWKBUKoW/XS4XWltbsWTJEmRmZgqfL1iwAPX19dE6bUKyY8cOMAzj9Vl1dTWqq6vn9LyzEZrTvUjx4uGay5d9riec+ZzQUkEoxsuYJFKLaHltp5MHqfD++pJIBRJ8E4FJ/sQ/9JymJ2qGQk5ODnp7e4W/z58/D6vVioqKCq92LpcLMllqF1vatWsXNBrNvJ93NkJzuhcpXjxcc/myz/WEkwjxo4mkfMfLmCSISJhOHqSiUpNIBRJS8fkQyU3UNPYVK1bg6NGjeOutt1BZWYlXX30VEokEa9eu9WrX09OD3NzcaJ2WCIO5EmCp4OGaa+GfCJNLIinfqTAmieQlEeQBkXokkrOIiB5RMxS+8IUv4Pjx4/if//kfAADLsqioqMDKlSuFNkNDQ+jp6cGmTZuidVoiDki1SS1VhWUiKd+JNCbDGU+pOvaI5IfGdvyTSM4iInpEzVC44oor8Oyzz+Kdd97B5OQklixZggceeMCrzenTp7F48WJcf/310TotMcdEW3hHcrx4m0BSVVgmkvKdSIQznlJ17KUas5V58SYzQyEex3Ys72M8PEPfPiSSs4iIHlFNFli6dCm+9a1vBf1+8+bN2Lx5czRPScwx0RbekRwv3iaQeBeW8TDBEKETzniK97FHRIfZyrx4k5mhEI9jO5b3sa6uHW+/fQbHj3fgqac2x+Q5+l4/OYtSk4TPKu7o6MCf//xnnD9/Hna7HUVFRbjjjjtw7733AgCee+45HDp0KOjvX3rpJa+cCYfDgddeew2HDx+G0WjEokWL8PDDD2P16tVevwu1XaITbeEdyfHibQKJd2GZiEpCKhPOeIr3sUdEh9nKvHiTmaEQj2M7lvdx/fpyHD/eAZ3OgLq6dr97E0+buc0Hc3295GALTkIbCqdPn8aPfvQjLFmyBA8++CDUajUGBgag0+mENps3b0ZVVZXX71iWxZ49e1BQUOCXWL17924cO3YM9957L0pKSnDw4EH88Ic/xM6dO3H11VeH3S7RibbwjuR48TiBzEQshU6shHsiCdpE6iuRevBjsq6u3evvcH5P43r2xPI+VlYuxFNPbRbklC/xtJnbfJBMJcoTjYQ1FMxmM5577jlcd911+O53v+u3LwHPihUr/DaCO3fuHGw2G2699Vavz9va2nD06FE8+uijQn7Fhg0b8OSTT+Kll17Cz372s7DaEbEhVCVwLpXFWAqdWAn32V4zbTpHEFMk4hglAzy6TCfL48nbPx/MxV5O4t+l2v0Mh4Q1FD766CNMTEzgkUceAcMwsFqtUCgUQQ0G399KJBLccsstXp8fO3YMDMPgzjvvFD5TKBTYtGkTXnnlFYyMjCA/Pz/kdkRsCHWCncuJOBWFzmyvea6eR6BJhO9jYaEWL7xwkBQbkJIXbwR6n8TPCEDcPa9ENG6iQSzenXjy9s8Hc7GXk/h3Tz55e0rdz3BIWEOhoaEBGo0GOp0OO3fuRF9fH1QqFW677TY8/vjjUCgUAX/ndDrx97//HStWrEBhYaHXd5cuXUJpaanfZmjLli0DAHR2diI/Pz/kdsTsiUQAh6qwhqPY+vZjpn6lmhAHZn/NkRoaMz2LQJMI39cXXjiYMKsgc01NTT1qa89jYGAi4a8lGQj0PonHMoC4U8pT0UECJKaBlIiyK1ifE2nn7kRk1obCyMgIdu/ejZ07d0ajPyHT398Pl8uFH//4x9i0aRO2b9+O5uZmvPvuuzCZTPjOd74T8HenT5+GwWDwCzsCgLGxMWRnZ/t9zn/G5z6E2i4YZrN52u955HI55HJ5SG2TlUgEcDCF1VfI+MYB8/8OJDh9+5GIE0O8E6mhMdOzmG4yiNdVkNjA+vyfiDcCjdd4UnLCfYcTUVkNRCwUztneu0SUXcH6HOnckYoOvUiYtaFgs9lw9uzZaPQlLKxWK2w2GzZv3oyvfOUrAIB169bB6XRi//79+NKXvoSSkhK/33300UeQyWS46aab/L6z2+0BFXN+dcJut4fVLhiPPvroDFfHsW3bNjz00EMhtQ2XRBHQ0RTAgcrNheqh8+1Hqnoi5nLcRHrsmZ4FPxk0Nnb7hRnFahUkHtm6dS2Ki7OT4lqSFd/xGs+yOxQSUVkNRCwUznDu3XThl4n0vidin5OBhA094pXym2++2evzW265Bfv370dra6ufoWCxWPDJJ59g9erVyMjICHhMh8Ph9zmv+PPnDLVdMF588UW/sKVAzOVqQjwJ6OkUxGgKYL7cXE+PDs8++z6eempzyB66QBN0LMrVxZq5HDeRHjvUMTIXfU8mj1QyXQuRGJDi5004c0g492668MtEIhH7nAwkrKGQk5OD7u5uZGVleX2emZkJADAajX6/+fjjjwNWOxIfM1DY0Pj4OAAIpVRDbRcMjUYTkqEwl8STgJ6tZyRU+HJzzz77vlCb2jeBaTZCKFJFNJEMjLkcN3N57MbGbgwMTGDlyqK4GPNE4hCNiirx/l6HQzSvixQ/b8KZQ8K5d3OV/0WkBglrKCxduhQNDQ3Q6XRYsGCB8PnY2BgABFwxOHLkCNRqNdauXRvwmIsXL0ZTUxPMZrOXIn/hwgXh+3DaxTO+8fmxFAKz9YyEA28sBKtNPRsiFcbxtLozE3M5sc/lsevq2tHSMoANG1bG/T0OFZrE54doVFSJh+cTrfESDzsGJyvr15djYGACAwPjeP31kxgaMsTUIJtpDM+VDCLZFl8krKFw00034Y033sCHH36IyspK4fMPPvgAUqkUFRUVXu31ej0aGxtx8803Q6VSBTzmjTfeiH379mH//v3C/ggOhwO1tbVYvny5UMko1HbxQrCXLl4msvnwjER6vvk4bjyt7iQrs7nH8Tppxcv7m+wkS0WVaI0XPoQz2I7BqcBcyQRx3lxnpw5Wq0P4PBbMNIbnSgaRbIsvEtZQWLJkCTZt2oQPP/wQLpcL11xzDZqbm3Hs2DFs2bLFL/ynrq4OLpcraNgRACxfvhw33ngjXnnlFej1ehQXF+PQoUMYHh7G17/+9bDbxQuBXrpEDcUQK+OxVOASffk9XpXfuWI29zheJ614U0STlWSpqBKt8TIXq7KJJo98ZUI0+y/e44VfUYgVM43huZJB8SbbEm18RpuENRQA4IknnkB+fj5qa2vx8ccfIz8/H48//jjuu+8+v7ZHjhxBVlaW1+pDIHbs2IFXX30Vhw8fhtFoxKJFi/D9738f11xzTUTt4oFAL10yhGLEUoGLV+UxVKLR/1QRnvE2afHEmyKayERrLMfbOxGsJHQ4vwlEtMdeJPIolvfaVyZEcz5IpPc61qvz8zUGEn2+ny1RMRRYNjZ1t2UyGbZt24Zt27bN2PbnP/95SMdUKBR47LHH8Nhjj0WlXTwQ6KWLV+UnHKJ5DeEKnES/f9Hof6oIz3Anw3A35yNiT7TGcijHmc/xEMl1xeK9jkQexVL++MqERJ8PEpX5GgOp/nxnbShkZ2fjq1/9ajT6QswjieS1CEY0ryFcgROtc893RRXx75588vZIuiyQ6sIzGLQ5X+IRrbEcynGChYJG23jwDS+d7hzi72LxXkdSXCOe5M9M88FcG4fx5IyYz77M1xhIBn1pNszaUEhLS8PmzZuj0RdiHoknwRJN5mrTrrliviuqJPsSeTyMa9+xFE8KTSDi4Z7FmmiN5VCOEywUNNrGpG946QsvHAxqoAwMjKOlZRAA/EpGzxdz6ayJVWhZoPsb7vlnOmdjY7dQ8juS40eb+XSMxOMclIwkdI4CETmx9nLOlXIy15t2RZv5rqgS70rrTMw0bqI9riMZp75jabZjS9wHACH3J9S+x1oWpBrzFQoaisHKP/uVK4uxYcPKmMqFUO9BJO/kfIaWBWo/m/s70znr6toxOmpAXp424PHn2xGQ6HMM4U/UDYXJyUkcOXIEbW1tmJycRGVlJT7/+c8DALq6ujA4OIjKysqgJUqJ+SHWL/NcKSfBriuawjKUY4Uapx6pEjnfv+OJtfd5pnET7XEdD0q0uA8AQu5PqH2PtSwg5sZREYrBun49V7cfYGO6ohSOXInknZzP0LJg7cV9jeYOzMHOwTPfMiwaYzkW80ys57Z4JqqGwt///nc8//zzsFqtYFkWEonEq0ypTqfDT37yE3zzm9/EbbfdFs1TJxQ7duwAwzBen1VXV6O6unre+hDrJTteuBUWavHCCwfD9pYGw/e6orH060sogjdZ49RjfR0zTZqRxDrP5nzA3E8wgfoQiiFcWKiFSiVHYaF22uPHWhbEA6mqJIhlUyz3RAhHrkSi9M9naFkohHO9M51zpu8T0REwF/PMfK9GJxNRMxRaW1vx85//HBqNBo899hiuuuoqfPvb3/ZqU1lZCY1GgxMnTqS0obBr1y6vHZ3ni/meDKc7Hy/cxHGzQOje0lCZi6X1UATvbOLU41lpifWkE2xSFN+z+c7DmOsJJpBnOJQ+DA0ZYLU6MDRkiOi88TwOo00iKgnRej6BnDbzfQ985Uooc0e8Eoosmk85Gq37FWl+Rrjjaa72eJrv1ehkImqGQk1NDSQSCf7jP/4DS5cuDdhGKpViyZIl6OrqitZpiTCYTa1q8eYv0YwLFXs9ly0rAsC9qHMxCUaqMPnC96emph41NSexdevaGScz8d+J7NmI9iQdrecsvmfzLfCjeb5IS6vyISQDA+NobOxGZeXCWfcrnsdhtElEJYF/PgMDE7N6h4I5bebCSJwuBJM/J///RB17ociieDd2AhFpfkao7cW/m4s9nkJZjU60ZzJfRHVFYcWKFUGNBJ7s7Gy0tbVF67REiERqpfMvu0olD3s7+VAmX7HXc8uWKYU7UIWOSAg0CUYjRn9gYBy1tS2w253o7NThqac2R82AEt+3+fLqxsp7HC2FIJaKXjQnmEhD1gKFkMy2X4moPEcKf68aG7tj5lUPF/65DAyMR/QO+TqBCgu1wqqr77ibC4PeN0RUXLknEcZesHvimzMQyf2KtjyOxvFmk58RzZyMSCFDIHKiZijYbDZkZmbO2M5oNEbrlEQYRGql857K0dFJLF6cG3ZcKH9u8d+Bji/2hPKfi/8/W0EXreOJQ5k2brwKTU090OkMYcX3huPZiJaBMxPRUNgjuafRei6xuGdzwWxC1qI9wabixBroPYjXECyxcSOuihUqvk6gDRtW+u2tIs4dm0uD3rdyTzgrsLNhNscOdk9CmfciPXak/Z5NNIH4efj+NtQQsXBkcizlTry+67EmaoZCbm4uuru7p23Dsiy6urpQWFgYrdMSIRKpEsF7KltaBlBREVhQ1NTUA2ADhuDMJKACeUL5z8XtpztOoJd7JiEX6cTn6y2KZJIORxDOl2ctGueJ5J763ouamnrU1p7HwMDEvHm+4onpQtbC/e1M0KToT6CxE+9hMJEqVr5hmeJr9j1mtN6pYH31latiampOora2BQMD41G//7MxDKe7J7MdMzPd73CPH+rzCzfXK5Eqq4XyXOP9XY8VUTMUrr32Wrz//vs4evQobr755oBtPvjgA4yOjuKWW26J1mmJEJlpMpnuJZpJINbWngcAFBdn+ynPoQiImbzKM4VNBZpIop24JF6mFxMN70e4iXtzoeD5nicU48v3s+hMBqzP/8Nnvu5ZvDDb1TGAJkWeQGMn1krO66+fxL59Z3D//auxZcta4fOZ9teYaVzMpREaLtMfX+Lz//AJJUyIJ5xwv2Dfz2alNJS24Y7JUJ9fuLleofZjPlcJgt2/UHJ6Yv2uxytRMxS+8IUv4KOPPsJzzz2HS5cu4frrrwcAWK1WXLx4ESdOnMDevXuRmZmJ++67L1qnJSLE92WajYddXIcb8BY2/C6f08X+zuTtnzlsyn8iCSe8R8xMQiaSXI2ZEF8v/7c4brihoQfiFZtoKXjTTUh1de14++0zOH68Q8i/CHTeQM96NmzduhbFxdlRF9Tzcc/mg0DnjzSplSZFb6Kx18lc7Ndy4EAz2tqGAMDLUPCVG9O9m9FaaQpW3GIu3gv+mFVVZSguzprVOA22UjlXhuFsVrBDaTtXirfvys5M5+DbzGVuz2zCrPi/xY6s6XJ65tOgSSSiZijk5eXh3//93/HTn/4Ue/fuxb59+yCRSHD8+HEcP34cLMsiMzMT3/ve95CVlRWt0xIR4iuMeIXfN1cgUFsxoQracARluHHaW7de5zeRhOIhFzPTfgvTLdPPFvH1+RokKpUcFy8OA5hasYmWgjfdM1m/vhzHj3d45V8EOm+0lc1wDbhQieY98zWgAvVvrpIRA43PQBMg39fpzj8fk3w8Ey1niZhortLwY83hcGHZskLcf/9qr++nex+DfR/qeYNdA796W1CghVwuE9rM5rpncs4Eyp0In9BXKsN9LyJZAZjuN6HufxIJoRiBkciBuXTEhHLsYCvbgVZIqqoW+jmjfvGL97F37xk88MBqfPvbmyPuf7IS1Q3XVqxYgd/85jf48MMP0dDQgKGhIbAsi7y8PFRVVeHOO+9EWlpaNE9JhIjvMrVvKI9Y2ItzBYDQJpxAOQFiwpm0fH8/k9Iv/n66SSeQgif+PpT9FpYtK/Ly6s10H0Ih0P0KtKIgrnM++4lz+mdSWbkQTz212WvMBOpnuB6YUA22YEoDf85wCaWfoU74vgZUoP4F82rNRgF9++0zUChkqKxcENAojnQviVBWJGK9kjIX+MqEaBiTYofCbI0v8Vi7444KP7kTSE6KldvZXkPgY3CrtiUlWaioKPNrG8l1Bxt/0/UjXDkSykplpIZjuCsAvhWefH8z2/1PpmO6vs5Gxs6l8yqUY/u+y+L5kXeA1tScREvLYEDDc+/eM+jqGsXevWfIUAhAVA0FANBoNLjvvvsovCjOEL+AAwMTqK09j40brwrJIAjFOz+TkInmkl4kwm79+nLs39+MlpZ+1NTUT2vI8BPuM8+8CT7khxdE+/c3o7JyAaqqFgbcV2IuFFpeQfCtHDGbDXD4vhYWalFXF51djENhpvsz3fMD5m5TKN/Jm++Lb4gFb0DV1NR7rb75egGDebVmozTu39+Mvr5xVFaWhfyOhTJxi1ckgq2WfO97e9HbOz4nCaWxQqyI19TUC6uSoXgtg71//DOYTeUt8XF9jfWZmCkcKRSmk9Vbt17n+Rcb0nWHGsa0YcNKv5CQ6foxk3EbiaEeaJUdmPkdCldJrqvzrvAk5vXXT2L//maUlMwu1CqSvkaq7EfTiRCoD6HoDsEcOGKDbzon4AMPrMaf/3wSpaVZfhEVxBwYCkT84ZsMXFNz0vON9zJsqMp8pFb/bOErLI2OTgZNbJ7e2FmAkREDfK87mOEjTtIuLNTCZLKjv38cIyMGdHbqvHIVfCe9uRTyvLIcLEwqGIGUCD7EaWBgAnv2HEJ//wS2b1+HLVvWTqvgRjI5BEpK903UDPT8IvWUBzp/sD7X1NSjpaUfCxZkC+d5++0zMJnsSE9XeJ0v0OpbIC/gwMAEampOIicnzcuImEl54quI+Rqj4vEb7Bj85zabHadOdQvnnO5ZiVckOjt1guIsvue9veOe8R55Qmk8snhxHhYvzsXo6OSM1bZ8x9501XhmIw+n847yhJOcG44XfSYCjX0x08ko/tp8Pfa8h3e6CnK+/eTbNDd3B3xu4vsgzk/w7YOYUEN+QikbOh2+Tikx+/adQXv7EDIy1AA459BMm52G8wwD9VX8+1BWquciZM+3f/zKWKgbvfIOnEDjh3+uVVVlQaMBvv3tzVAqFUHHNZCcq6qhErGhYDAYIJfLoVKpIj651WqFw+GAVhv9WLx4ZseOHWAYxuuz6upqVFdXz8n56uqmkoEBYHTUiIICLaqqQlfwZloSjuaKQTDq6trx1ltnYDLZ8LnPXRX2+YItPwfyTq1fP5WkXVioxb59Z8AwwKJF+X4rCsBUstzGjVdh587Ph9WvUAWQr9dupjApXwI9Nz60qampB62tg3A4nNi37wyWLSuattKU7+QQirdVPA75z1555Tiam3thMFiEDfeCrRLxE324mwYG67M3LBQKGVatWiB8d/x4BywWHXJztX4rGb730vf/YkMzP1+LkREDGhp6vAywQN5Q8e98jVHx+A0WSscfe2hoEqOjnNGyeHFeUEXJVzlzuVzQ6Uxobx9CfX0n9u9vRmlpJtauXYS8PK3Io5z41NW1o76+EwqFDGazDXa7E9M5Efzfn8iq8cz0vvNOCYtFF1RpCTaW29oGcfx4BwoLtcL79PrrJ/Hss+/7VU0KdpyZ+hfMCApk0Itl1Ewe+1BWEMTtKisX4pln3vC0COz0amzsxokTHRgbM6GjYxDPPvs+enp0wnvT1jYoOCp8jf1g93g62QdAcGZx74t/yfBg19nY2A2tVollywqxZs1CYYUzN1cbtIAGvxIqvqZAjgPfVWSx8h0o0Xs6R4Tv+UIximdybIg/F69gLliQ7ZULE06FQHFeVyihXDMZiqEanMlIxIbCww8/jNtvvx1f//rXIz75f/3Xf+Hw4cN46623Ij5GIrJr1y5oNJp5O59vGAQX844ZXxzfBEqxYsN7gKYLAwk1wTNURXn9+nL8/vdH4HC40N4+HPB8zzyzF319435CT+ylFYfaNDZ2o7m5Bw6HEyMjBrS0DADwruDzzDNvCN7m7dvXYWjIECBXIfKynuF6ZIJ5pEIph8ifj/c433//ahQXZ6G+vhMLFmQjPV2J++9fHVCpFx/fV6j6Kr/8mGlu7kFf3wRKSrKwadNV2LBhpZfSXVKSiY6OYZSUBN+skb9e/pi8wRtuCNJ0E5qvEenroQqmqIjvra8nrKqqDO3tQ9DpjF5KqPh6Aq3M8QaqrzEqPmdb26CgTIq9/3xb8fNtaOD3t2H9rkMcUieRAOfP98NudyIjQ4Wioiy0tPRjZMSARx5ZF5W8mHhi/fpyHDjQjNbWQSiVMqxaVYatW73Lj/oqReJ7EKiIAo94tQEI7EkHAivnQ0MGpKUpAoamiPsu/j+Pr+ENAL/5zWG0tQ2hs3NEyHfix1agFdBIVxLFv5vOax6KYRDK9TY2dgOQYOPGlV7PTcyvf30IFy+OQCZjYDY7YLNZ4HZDCFE5frwDp05dBgA89dTmgOcK5qEWyz7eaNdqFTh6tB1Opxs5OWleJcOn22+IP87IiBF33FEBAEJ4Em/E8P3wNchGRw1e1xTMqAG4VWS7nZvrpuZI/7mLV4qbm3uEXBR+7PqeL1BlQ/7cwcb8dMUZamrq0drKfeabCxPOnhrBQo6CjeGGhm5cvDiM2tpzwrvhvZrBwm534tChFhw4cBZqtdyr38lMxIYCy7Jg2chrnRPzh69Abm7uQX//RFDLmRdqhw+fx+ioCVVVCwPGkM6k4AZSSv7610/wu98dQV6eFl/96q3ThrgEWuK9/volOHq0DeXl/pv21dW1o6+PD5FgvT739dKKFVrecFq1qgyrVpUFmJwlHm9zGYaGDAE9uTMly003wQabBH29P/y18Aohb/AAnHBtaurxKKTBhRc/AbhcbhgMVgDcBMkrp/wkxocJiePwfScdsZdm/fpyNDf3CAL0qqtKoFLJ0d4+jEuXhnHx4jBWrSrDk0/e7hXHvHHj1TAY7Ni48eqA/eWvxdfQjGS5O9xld1/FPJTwIXE4RUVFGRoauGeycmUJqqoWCnkvVVULvVZsxMfjV6T4eOWmph587WsbvM4zNGQAwwBuNzAyYkB9fWfQUJVly4r8xqZ4zB0/3oGWln4AQFqaEiwLWCwOuFxOZGdrsHRp4ZzlhsQalgWUShkWL84TFMWvfOUl9PdPoLg4K6ASFlqoxtRqw0yedMBbVhYWagUFMZDH2vfcYiVUo5FDLpfBZLJ7xVpLJIDZbENt7XnY7U4cOdKG9HQF7rlndcDdmKergBesKISvcRDKOAl3NVVMIGeG77FPn+6C2+1GdrYWt966HKdOdWPBAikuXBiGzWbHmjUL0dWlw5o1wY1/X4aGDBgdNQgrr/w71NOjg8XigFTKICtLg7y8dC9jwne/IV98DRB+DPiuAvHKcnNzN/LyMrB4ca7wXXNzN5555g1UVS1EQ0NPwDDdo0cvYHLS4gljhMfIkmB0dBJf+cqLyMvTYmTECADo75/AyIhRmC8LC7VYvDgP7e1DuOKKvKBjGMC0Yz6YEs/BIj1diQULsvHEExt87pUEdrsTTU29fmPTd87kjWD+70D99D02d816jIy0YGLChIEBPZqbu/Hb3z6KrVvXorNTh/r6TthsDpSV5Ua0sp2IzCpH4fz58/jlL385q98T80tl5UJUVJRhZMQYdEWBF2r9/RNwudwYGTHgySdvx+uvn0Rnp84rYdN3QhHHnIsFH694Tk5aMDpqxNiYCfv2ncGWLWv9BGRjYzf27DmEU6e6/Kz2J57Y4OVh4NvzXvLS0mxoNAp0dAzhnnt2Y/v2dYIS298/gTVrFkKpVAhGz8qVxdi48SoALHJyNDh+vAM2m91L4FRVlXnOxMJms2NszIT+/nGvpOhAy55iDxJvJP35z5/ggQdWQ6lUBPS8iJ+Bb4w8AD9BPDAwgc7OUbS09MPhcCEzUzNDjC1nQC1ZkgepVCYoI7zw5JUh8Wd79hyCwWDDmjULsXJlMQYGxv3i7isrF8JgsGFiwgxAg/7+CdjtTpSXF0CjUXgl54n/X1NzEhcvDqOhoRtbtqwNa2k5mDITiNlWU+KVg5dfPo7a2nPo79djYsIsKEz8scQe2ra2QeTna6HRKLB4cS4aGrpRW8udizdYV64s9vOsAZxBd+DAWQwN6XHuXB/y89O9+ldYqIXbDdjtDvT3T0CplAVVZisrF6KtbVAIPxErhvzKiXjFbc+ew7h0aQTDw1z4BG8gJ9vmbDU19ejrG0dBgRarVi0AwD3Do0fbYLHYwbLAvfeuRlfXCI4fvwSbzS60meleBFpt4A1C/l6L8V31DRYCA3jLAH7s8ONq48arIJVOjQUAKC8vRFqaErfeuhxjY2Y0NfVgYsKM3NzgKxadnaOexH6J1zjileJA3mvxiiX/dyDjnsvd4cJz+vv1sNudYe0BIpb304WK1NW1Q62WY+HCPHzzmxuF0KKuLh1GRw04daob69YtRWFhBpRKRcBjBML3HqxfX47Fi/NgMFgAmLFsWRGcTheam3vxP//zd+zbdwalpZnIz9cKcjDQavu+fWeg0xmEUNDe3nEsXpyLZcuKvNqOjhoxOWnBp592wWy2o7g4E1lZaUIpbd4QNJttUChkeOSRdV7z1MDABLq6dMjPn5Ld/Jw/OWlBRoYaGzdehUceWSfMgfx8uWHDShgMNvT1TaCoKCuoocgTrFJfIMNhCgnuuqvCy2nFjxcAWLAgG3a7M+jqCb9iUlVVhrw8LQ4caPZyoBUWaj3GRo/X3MG/s/w17937KSwWO/r79cJvn3pqs1cuX7LIwpmYlaEwMDCAgYGBWXVAIkmu5LhEYKaYQt4A4FcU8vOnEtP4CYwXdCMjBjQ2ch75ysqF2LfvjLCUm56uRH19JwYH9bjhhivR0jKI3Nx0GAw2aLVKrFmz0O+4wNRkbTLZ/Kz2QF4e3kteUMAJgPFxM4aHJ+FwOPHyy8dx550VyMtLx8iIUVDQa2rqkZ+fBvEy/IEDzWhpGcCpU53QaJRCfOTKlcXCxJmbq4XL5YbLxWK6MCNe8NrtTnR2ch6rsTETLBY79u49g8LCDKGtOGRH7A3Jy9NifHwQRiMncPm8gYGBcVRVcUo7P+mrVHKYzTY4HA40NPQETQDjvUe8AQNMJcytXFkseKS2bp0y4Nrbh9HXx4VQrFu31CsJWmxs8nXe09OVuHx5FHl5WjzxxAbhfgR6hjU19V4eonDCHnyNm+kIdlx+bIknNL69+N/882hp6cfFi8NQqeTQaJReCplvzfe6unbY7U4MDurR1NQDhUKGFSuKUV5eIIw5scEqjuV+770m6PUWKJUyqFRy+MbB8+EpNpsDfX3jWLt2MfLytMLzGx01oKGhVwgvCBSS4vs8+PsrkUjAslzORkGB1m/sJUtVkJERg5Cg3dIyKFJoL+DixRHcdttyrF9fjj//+RMMDelx6hQXwhVozMxk1PL/fuGFgwE9y4HkGn/8QOFBYsVb7Ozgc0jEyjkfziJegeDHtFip57/jw63KyvyTvCsrF+L++1dj374zfgq6b3UsAF6VxPh5hVeC+X1iSkuzceJEB8bHzcLvgoXpiKuT8bH7wRxehYVaZGZqUFKShWXLirBsWREA77A8/rNwPMO8wii+xy0tA1i1ampjuG9+88+YnLSguZmbG7VaNVQqOSQSCHkR4gpr3/veXnR2jqKgQIumph50do7C5XLDd0UK4Lz8KpUcTqcLFgtnvPKec97ImJgwo7Q0G5WVC7zGaVvbIBobe1BZWYatW6/zGgsbN14lyq3wHkfc73rR1NSDNWu457FmzUKvyoBiOcI/P9+wZb6PvNLPP2+xk8R3lcjXiKmqKoPBYIPNZveS2fwK7ciIEX194zh1qgtGowUWixNLlhQIBtq+fWfQ18cVJRHPHb7vIJ+bKN6/pLJyIX77238KeawkCxEbCjt37oxmP4g5hvfSt7cPYenSQmzadFXASYJ/mYuLs/Ctb92B2trz+Pjjizh/vh833rjELzHNbnfCZLLhwIFzqKpaKLxU99+/Gi+/fBwWix09PWO44YYlXsuAvLL+3nsfQ6WSQ62WCxa+eAVg+/Z1AILHozc2dgshNyUlmTAY7BgfH4RaLUdZWQ5KSrICKmItLQNQqeQYGRlEU1MvhocNWLQoB4WFmdDpJmE02mAy2XDDDQs8uQv9UKnkcDhcKC8vFJS9YP0qLNQiP18Lnc6IlpZ+GAwW5OSkwe1O81tR4CfPTz/tFCa/DRtW4v77V2P37lowDKcYisO0iouzhdyCsrJcDA7qYTbb4XK58f77zTAYrGhu7vETar4KNgC8/fYZ5OVpPV7vXk9LiWAclZcXoKgoE2vWLBTyOW68cYnXNQBcGddly4o8Rli6MHkEKhXJj7WqqjLhPGLlPNDELfZI+nrvA413X08oFxrVLCR68v3x7WNzcw+OHm1DXd0FSKVS6HQG3HPPasHz3tExCLPZgVtvXe53D3z/ffx4B/r7x2Ey2WCx2CGTSYUVpqm4W85bNjo6ieZmThnNztbA4XBBq1UhLy9dtKo1deyBgQmcONGB4WED+vsnALA4erQdUikDlUruUTQ4Y1acC8Kv+vGra/w9qqk5iffea4ZKJUdlZRnUagXa24fwyivHsX37OuE5BQudSDTy87XIyFCjvLwAAPDaayewd+8p5OWlQyplMDZm8hh7DiiVMkFBCjRmgt0P35VF3hBpaRnA0aMXAoYW8gp4Q0N3wLrv4nA43nvqG5oWSB6JlTrfEECxUtbTo4PbDb/8Fh7eM887JMRe587OURgMVpw4cRGjowY0NfWAYSRoaurB+vXlKC7OwtGjF+ByuaFWK5CVxSny9fWdgtEWKEzn9ddP4uWXj8NstsNgsMBmc2Jy0oqKigVBlfyhIQNGRgzo6xvHs8++LyTe1tW1e4VNBQtbCrTCMV3YmbhteXkhLl8ehd3uBMsCdrsTVqsDDocLL798HH19XKJuYaEWzz77PlpbB2C1cuNseNgAl8uN4uIsVFWVeRkzv/71IbS2DqKsLAfV1RWCwcPLsy1b1gr3SqPhVkneeKMep0/3YO/eUwBYXLo0ApPJ5rWSuXJlsXC+hoYe7NlzUFjt4RkZ4e7nqlVleOqpzXj22ffR1NTtcZpx9/E73/kL3nzzNAAWSqUcN9+8TAhb5lfIzWabkJzNK/52uxNHj15AdrbaLxxTnO+1dGkhWBa4eHEYg4MTMJnsgrFRW9uCjRtX4mtf24Bnn30f7e2DsFqdcLlcmJy0CON7dNSA0tJslJZmorm5G1/5yosA4Jd8vmXLWmGV29cgSrUKSBEbChUVFdHsBzHH8F76yUkLLl4cwenTXcjNTfNa8uUVMZVKLiRSXb48LMQrNjX1AYCgzKxcWYSqqoXYvbsWQ0N6vPzycVRWlgkxk2lpCuTkpGHFimJUVZX5JQHX1JyE1eqA0WiDTMbAZLILfamoKBPiE1944WDQPQy4JWguBnzZsiIcPnwBWq0aOTkMPvOZxQAAiYT1eDA4gcZ7ynlFqbm5G8PDBixdWoSnn77HJ95fgv7+CTgcLhgMVjgcTqSlKbFz5xfwzDNvBE2sGhoyCEaUxeKARqPAHXdUBJx4OjtHMTFhRllZrlfiWk1NPcxmGxYsyIbNZsdDD/0WKpUUQ0OTsNmm4vrXry/Hnj2HPMvOLoyOGsCyrEd5hNe5eMGbn5+OvXs/RV6eVghbWbw4T/Aq8V6psrJcbNx4FRoaevDmm5+iv1+P9HSVl4fSd5z5eoR8Q9D4Caq+/jLy8rRYs2YhDh++ICgTvrHXYsVcPOnk5WmFsB+xwSb2OvJhDgB3P9rahoSQt2DJ2QcOTMBisePixRHk5KRBoZAJk9HOnZ8XFCylUhFQgRMvlbtcTmi1aigUciiVMqSnK1FTcxL19Zdx/HgH7r9/tRA6xk+evJe1oADo6fFexRMvwbe3D6OnZwwOhws9PToMDOgFI4EzlHOxdSt3nXl5GXjggWuxdetaPPvs+zh58hIaG7uxYEG2qO8SoQ8lJVk4ceIiJibMMBot+MEP3oJGo0B5eWQVp+IR3kjduPEq7Nt3Bj09YwBYdHfL4XYDJ05cxFe/ehvKy4ug0xkwNmaetvIV4G8Y1NScxN69pyGVMujs1OGppzZDKpV6vM29kMmkQs6UeNWSD0vzNYTF7zDvGRUrwsGU2rq6qYpxHR3DWL9+edCVCj6sZmjI4JV7JR5/K1cWAWC95gt+Bcpmc2J42IDJSStsNqenLz1CXw4caMbg4CQAhyCn1q5dBACCwVxVtUBI5ubf58HBCSiVchQVZWFiwoLJSQsWL84PqqiJjWl+/5zi4qyASbWFhVrU1p5He/sQ8vK0sFjsXuEq0yXf+tLY2I38fC0+97mrUF/fBZ3OCI1GAavVCa1WhbExA0wmG4qLszA0ZEBPjw4OhwuABE6nCy6XG06nGyaTTXAQ8efi5iInNBoFvv3tzUK/Xn/9pJCoDgB9feOYmDCjvX0IUikDi8WOrq5RpKUpoVDIIJFIcOhQC/Lz0z0OMy7PyWSyQ683Q6/nFOvy8kJhFaCqigvPa27uxt69n2J42ACGYSCXMxgdNeKZZ97E669/CrvdBQCelUkIhU86O3WwWHSCkg5wyvnoqEEImWIYBitWFHntXcT1FzAYrJ6cE9YzF7s8RukllJfne+4+t/I6FQoGmM12SCQQQi/vvXe18E788Y/HBSNCpZIL76j42fLvsEolFwzXUENWkwXaRyEF4Cv7qNUKWK0OuN1uYdmTr/QjLj1ZVbXQM3HqMDzMtZNIuLKqhw5dgNPpQlaWBnfdtQpDQwasW3cljh+/BI1G4ZU0fPmyDlIpA5lMKnjHgKkXS5xEBUCYGHwT5vjJ6/Tpy2hs7MFf/1qP4mJO0Igna86LMITy8kLceWeFoIxyws8El4tFR8cQenv1sNs5hej++1ejuVniKRfru5EVF16k15vhcDhhsznAshA8NeKExUArNgqFDCaTDQAnrMSKrDhOeXTUgLKyXL9Nrk6c6IBeb0F2tgZ/+1sTOjqGwTASyGRSvPtuk+BNqqxciGXLCnHkSCvcbje0Wg2cThfUaoVXmIg40dZgsOHSpREMDOhx883LYDDYkJOj8cTqsujs1Al98s1ZMZlsXvGdwUpI8p83NfUIeQgNDT2orT0vxI/29OjQ1jYInY7zPnZ0DOG557YB4AR7S0s/JibMYFkWWq1aiBEdGzNhfNyEZ599H4sX53op3lwt8kEoFHK0tw+hubkXKpUca9cuhlarFla9xHkjV19dIijk27evEzxyvLe5vv6yMIkES/ZsbOzGT37yLhoauiGRABIJVwLZ6XRDJmNQWpqF0VEj8vO5MKb29kFBAecnz4kJMy5eHMXQkB4sC0ilErhcbhw9egEHDjSL9jPgjsv/2+FwQy4HGEYCuVyK4uIswWDnjTc+H4JP4DQaLdDpTDh69AKam7sxMWFGcXEmli4tRFNTL0ZHOQcBVz7UjqystIC7micq4rwTt5tbvZFIAKvVDpvNhf7+CQwNGYQxJa6Kxq8q+N4LX2/46KgRTqcbCsVU3sD996/G5KRFqAQ2NMSNfb6ymm+VG3HYnjjshveMms02jyJ8MmDMNi/bpVIJ3G43mpp60dTUi1WrFmD9+uVCe/FK09jYVBiQzWbHE0+8itLSLHR16YTkfK5iWrZgtOh0Btxww1KUlxtw6lQXJBJg+fIiQSkcGBhHW9ugkECu1aowMWFGS0s/SkuzkJeXjr17T4NlWaSnq3DttVegrW0Qe/YcFpweMhmDdeuuxKefdkEikXiFhfjC34sTJzpgNNo8BkgZBgYm8Pvff4SurhH09emF+8kpyjbI5ZyDoLQ0GwMD48J90ekM+MxnFntVbuOvXVwZq66OK7vrcLjgcnHjKj+fK3mbl5eO3t5xSKUM8vO1Qq5RZqYacrkM+fla2GwO5OVpkZ2tFmQMwK08pqXJUVGxQFhpFzv3eGW7tDQbKpUcLMvC7WaxceNytLQMwmy2w+Fw4pprFmDNmoU4daobLMsVpdBqlTCZ7LDbuXCwyUkL3G4WaWkKDA0ZBOdPc3MPPvjgHNxuNxiGwRVX5MJotKGpqRcGgxVuNwuGkUChkAoKPm9ci3OhxJ77Z555AyqVHHK5FBaLA7294552gNPpQmfnKJRKGViWhdFohdvNjQOVSgaDAejpGUN5eYEQfsfvwMwXJ+EcX32or++EVqvAb3/7KACgtvYcXC43Fi3Kg0TC4uLFEXR0DKKmpt6rn4AEKpVc2GMHmJ99o+IJMhRSgF//+hAOHDgLt9sNqZSBXC4FywIulxsSCYSSX1arA3fdVYFly4qweHEeBgcnIJNJkZbG/eaKK3JhszkwPGzweCKnPEqFhRmekJxC8HH/fLwk760OFCZSXJyFrVuv8/PuKJUytLT0Y8+eg6ioWOgRbJ1wudwwm+2YnLT4JWqWlmZicrLQK3G2qakX/f0Tnn0rWJw82Qm7nVOidTqucsXFi1ypVXGOBC8Y168vR2enDiMjk4IQHBkx4Be/eB/Hj3cgLU2JqqoyYcXGYLBiYECPVavKUFm5AH193KTAJ18BUwowAJSWZuO66xahqmqhR0CdFLwpfJ7F8LABBQVaSKUMJBIWSqUMo6MGtLcPYWBgAlu2rMWRIxdgNtuh0Sjwmc8sQmNjD7q6vOuwixXc0tJM5OVpceWV+cjLS8f58/1obOxGTk4abr55Oa67bjEAFm1tXHxpVdUCOBwuDA9zKzONjT1CWU7eIOMVdR5+EpuYMGFy0oKOjiF0dIxgaGgSublp+OlPvyAsXzscbrjdLLq6dILyzytCy5YVYGTECKfTJcRAOxwusCyLnh4dFi/OQ16eVniePT06mM1coqPFYheEvLiCBl9RSKczwWSyQqGQ4vOf/4wwbjIy1EIyJ8ApNj09OsFzC3BL3bwyzVfJOXmyEzabEwwjQUXFAmRkKNHc3AebzQmn0w2W5UJF+LCy0VEj1GoFKisXCB7otrZhSKUM1Go5lEo59Hoz6us7PSsSKlRULIDRaEFvL1d2NiNDhVtvXY6//a0Z/f0D0OmMcDhccDrdwvvk+45/85sbsXt3LXS6SXzyySWwLAuJRAKtVgWNRgm93gyAm5CXLSuEXm/FAw+sThojAZjynjc1dcNksiMrS4O1axfjyJFW2O1upKerUFioxcsvH8fly1z8+A03LJlWOSgs5JLXJRIJCgu1GBhIR05OGqqqFqCiYmoV4s47K7wcB/v3NwPgVnLERoK4PCv/TigUMmi1CixezMmNXbs+gE5nxKFDrYJnmXe+8J7/lpZBXH/9EhgMNnR2jmBgYAItLQO4fFkn5B+I88vWrVvqcdZcRGfniGelklO0W1sHcfr0ZRgMFvz4xw8AmNq4buvW61BX147OzlFhxa+ykotlf++9Jhw4cA4SCWfQ6nRGGI2cI6WpqRdqtVx4d4aG9Dhw4CxOn+7C+LhJuL8sC/T16ZGdnYaVK4uFlbZA4/L1108KYxzgqtk0NHQLK8Rvv92AgoIMuN3A5z63EIODenR1jaKgIAOrVpWivX0Yb73VgAMHzolW6K7zCjuz252CjOflw/33r4ZCIcOFC4NwubgCE9XVqzA2Zsbo6KSoFDSLDz88D7PZhoULc+FycUacXC7FDTcsQXFxtleIKL8itHJlMfbsOYzf/OYIqqsrsGHDSths3JxoNtsxNKTH+LgZbjcLl8uNK67Ix8MPr/MrrjE6asDkpAWlpZmeORIoLy/C/fevFhxDt966XIj9LyzU4qWXuuB0uqBUyqHVqmA02jAyMglAgrQ0hWdjs4XIzuYKWoyPm/HHPx7HwMAEtm69Dp2do+jp0Ql5e6dOdWPNmoX48pdv9spf4Ff009KUQgWkFSuKcODAOVitDigUMlRUlKK/X4/OzlHU11/G+Dgni9euvVKYu/fsOYijR9vhcrlhsdhRX9+Fu+/eDZfLjUuXhuFwuFBUlInxcTPsdhfkcrknd6HNKzeM30eGJ5CTIJkhQyEF4AUjwG2oxDASpKeroFLJBc+hy8UZEU1NvRgZMaKxsQdpaQpkZmqEUpp8WIPJZBWEiDjvgH/RAQghRr5LuwcONAux3b6JTuI6+atWlaG3dxynTnXj8mUd5HJuuVQi4SaLyUkrdu58F+XlBWhq6kVb2xCARaisLENt7XnU1NRj587PY9WqMgwPcxUQ+vsncPp0F1gWkMsZyOUyOJ0ur2VuAF5VEQoLtdBqlVAo5FAouHjT8XEzXn75OEZHjVAqpULC0803LxOWrvnwrLvuqhBCpWw2O774xf+CwWCBRqNEbm46+vrGUVm5AENDBsETya2yGOB2s5DJGGi1KpSXF6C8vECottPbOw63m4Veb8ELLxyEWq2ATCaFXC5Ffr5W8K74JoLzpfUKCrRYuDAXN9+83BMOcA56vdlzP6aq3HR26oQwtKVLC2AwWJGXl45Vq0qFvIrPfGaxl6LOe7n5czc3d2N8nPOUDw9z13XuXB++/OUXcdtty6HVlqO+/jL0em5yO3++1xNWkCvEjdbVteMPfziK8XETZDIG+fkZkMkYZGZqALBek87kpAXj42bI5VKUlGRi1aoFXh4scSiDRMKVvs3P13p2pz6I9vZhDA9zxi2/JM/np/T06IQk/pERAw4ebIHL5YLD4UZf31SSoVTKeP6TgWEYKBQy6PVm9PVNoKWlH/n56fjmNzdi374zSE9XCsm0fCneRYtyIZVKsWbNQhw5ckGIYc7IUKG8vBBHjlyATmfE6KgRCxdmo61t0BNyxj1rt5tFfn4aBga4xNK+vnGMjZkglTI4dKhVUNjS09Ww201wOFyQSgGHw4mODi62V6ORo7y8CFIpA4YBTp3qTppEZmAqKfWZZ/aio2NIUNQkEgnUagXMZjt27foABoMFExMWTEyYhUoxvjHLPENDBpjNduHffOgOLxtrak4K8rW5uRsXLgyho2MYKpUMhYVZ6OkZw9GjbTh69AJkMil6enTQ6y3o7+cU9lWrOOXo8mUd8vIysG/fGQwNTcLpdGNgYALf+95eOJ1uANxK0M03lyMvLwP5+WnIy0vHxo1Xobb2PPLy0oUclKamHrz++klhsy8+yXf//mZcuDAIp9MlOJRGRriVWZPJhvZ2zkGj1SrQ0NCLqqoy1NTU48yZyxgbM+GOO7jQyBdeOCgkjkul3Ds7MWERVlsBbsV6fNwMqZRBXl46dDojTCYb9HozFi7M9YSoWsEwDEpLM6FQyL0SoH3H5Ouvn8QPfvAWTCYb8vK0yMhQobd3HBqNHAqFDA4HNw9aLA6PQa7Ac899UVgZrampx4cftnj6LBEUaF5pn3JE9Xgq7CyAwWAXQrY0GoUw51osDrS1DcFgsAmrEidOdODQoQvIy0sX+szLdD4MSRwOuWxZEV566e/Q6804f74fTid3bJvNiT17HkZNTb1Q6efUqS5hDFqtdjQ19XiFevL951cozWYbxsfNWLCAW9V89tn3kZ+vxcKF2fjb35owPm7GXXetQkNDD6xWBwoLM7Ft21oolQqcPt2JQ4cMkMulnudqhkTCChXwurq4krEdHYNCwjbDSGA09qOtbRAGgxWTkxbceWeFkIuxe3ct7HaHcM953WLfvjOQShmkpSmxcmUJNm68WtA3mpp6hfvd2jqIL3zhM6ipqcfHH18SQpAYhoFeb8bgoF4wVjMy1CgpyYJeb0ZubjpKS7PQ0TEEp9MFs9mN9vYhOJ1uIZ8xlMIZyQgZCinAypVFaGycSjqy2ZxgWYunVrrbkzSpRFFRFux2Jzo6hjA2xikPWVlqKJVyFBdnYnLSivb2IQDAwIAe777bhHXrlnrqOXPK8aFDF+B2u3HoUCvUajmWLi3E1762weNdboXJZMOZM90oKcnEpk3XQC5n8MYb9cjMVCMvT4uuLh2WLMnD2rVX4siRC7DbHcjN1SI9XYkLFwYhl0sBcEuSJ05cRH19J1auLEJOThrOnetDf/+YT41ofidZLoyooYHxrEo40NjYA4VCii9+8bNC7frGxm68/PJxXLgwiL6+cRiNNly8yHl4r756AdLS5DCbHYIHhk92ra09j76+CSxdWgiJhEsqVank+PKXbxZyMu6+e7cQ+8nnZSiVnNfCZuMSkdPSlDhw4KxQrUEqZWA223Dy5GXcdVcFNm68Gs8++74weRuNVvzhD0exdu1iPPTQ9eArnwQXZpyHxHcjm4wMFUZGOEODF8x8Hse77zahvr4T+fmcd3TDhhUoLs5GZycXPzo6OgmtVgGtlgt10WoVQtgCv4qxYEG2oGiNjhrgcLjR3z+BAwfO4Z//+VY0NPTA6XR7Knk44HA4YTDYBeG8fn059u495VllcUGtluOGG5Z6jJXLQlz32JgZZrMNNpsTVqsdDQ292LjRe4O2mpqT0Om4+vgSCYu0NCVaWwdQX38JTicLiQRQKuVYtYpLIObHE1eqV4Omph5IJNw+MpwHlAsxMpmsACRYupTb44P3WMlkXCjQxIQZDocLDgc3drduXYs//ekr+MUv3sfp0134298asXBhNqqqFqC+vgsjIwZcuDCAwkItHA4X3G4WcrkcAAuj0SIYBd3d49DrOUNeo1HAbnfCbp+6f3I54ymVKIVarUBv7xhcLu46y8pyhApcarUCBgMX+y2RcCuO7e1DnnEqCxjekgxwnlVuT5GxMSOkUikYhoHJZIPBYEVlZRlaWwdgNttx6tRlfO97e9HePgSbzYnRUaNXwQBxIQY+KXlgYEJQyhQKGdLSFJictKC9fdjj4ADMZgfS0xUYHjbAYrGjtXUAUimDBQuy4XS6MTpqxOAg5/AxGq1IT1dhZMSA9vZBMAxQVJQJq9WOiQlOviiVMkilEo/HVYexMROsVgf27TsNp9ONJUsKMDJigM3mQGfnKF555bhQEOHkyUuorT2Pnh4dpFIJVCol0tNV0OmMAFgsWpSHy5dHIZVK0NLSj+xsbvPQ/v4JHDvWgfFxEyQSCfbuPYNPPulEc3MvKioW4OablwkOpnfeaRTmEr6yV0UF58Xv758QytM6nW6Ul3NzyDPP7MXZs71C2FFHx7BnPvCvnLhv3xmYzXakpSnx1FOb0dDQg7feOoOGhh5Ipdw5TSY7JietyMxUo7BQ61ON7aRnBXdqzyg+/Ki5uUcoFy2RcLl4LCvxyrXi8l04bDYHmpp6MT5ugtPpwsiIESMjXB6ZWi3H4sX56OnRQSaTQqORY8GCHIyOTgrPZPfuWjzwwGqsWXMFTp3qgsPBOawkEgmMRgu+/OUXwbKsJydh2KucttnswNGjF3DLLcthMnGFPp55Zi9KSzOFAgsGgxUqlRwlJZl4++0GGAw29PdPoKODW2mXyRihlC0AyOVS/O1vTVi6tBAjI0bIZFIUFGTimmuK0dDQi+7ucQwNTXrCZCWQyRiMjBhx8eIwHA43cnO5vK/cXA2USjk0GoWQgzg4qMfIiAHp6UqoVFLh2vkwwawsjbApKB8SVVLChXT290/A7XbD5XLjlVeOo7V1EE4nJ5+dTjekUgmUShlsNgc0GiWWLy/CihVF+PTTLk91wxI0NnIrGQqFDDabE2azHXfeWeFXdCDVIEMhBejr0wtGAsB55G02F9LTuaVDluU8RAMDXPiEy8XCYrHBYrFhdNQAlUqOLVs+gwMHznkd12p1oLb2PMbGuKVhjUbuKR3q9nhHuP+vWlWGwkIt1Go5TCab4AkHuLhArtSZE2NjZlgsdhw4cA7vvtuEyUkLFAoZvvjFhdi48WoMDEygvX1I8PiNjhpgszlx+bIOGo1S8PLK5Qw6OoaFZXi+MoxCIfNMLKywLOt0cjkSL7xwEDYbV7p0aEgPq9UBu92J1tYBFBZy3utbb12OI0cuoL19CHa7CyoVFzJis7nw8ceXMDFhwsWLw1i6tAAsy8JgsAiVTRoaetDVNep1//R6CxYu1GB0dBLvvtsgeHw5L7cUWi236qPXm2C1OtHePozRUW6S4Z+n0WiDw+FEf/8Ennhig1e9fN8ymMBUAueyZVMb1tXUnMT4OOdRsVjseO21Eygry0FXlw6LF+ciPV0pTE5LlhQgJycNzc09UCplUKsVQqWdzEwN0tMVUChkoupJXIhObq4GbjewdGkB7HZOoQcAk8kmlOY7fPg8Bga42HyHwy0kmxcWaoVlc4aRwOVi4Xa70dk5isFBPRQKOUpLpejq0kEmYzA+bvbcGzvcblbwoPN7crS3D3s86NzKmtlsF1ZB+BwQLqHuOrS1DeKNN+phtXKePqvVjsbGHuTmpsHtdkMikYBhAJeLRVqaCpmZalitDq+wCrlciuFhbuLklY/+/gl8+csvIi1Nia6uUTidbuh03P4iBQVaDA9zoW4DA3qhCopEwq2EnTnTJRicAJCTo0FBQQaWLi3ExIQZZ850Q6tVecJTcnHoUCuMRhsyM9WQyaTC2GFZLr5Xo1FCJmOwatUC9PdPeDbik3gqtrg83jcNlEoGgZSyRKam5iS6u6eUOrcbkEpZyOUMnE4JtFol/vEf16G7W4ff/e4j2O1OtLcPwWp1wOXiEnHFe8ds2bLWa58afqWQjx1PS5OjpWXQ46UuRGfnCGw2zhOamanB5z53Nd59twlDQ5Nwu90oKcmCyWSHWi1HeroKVqvd4+DhDD3OIHZg4UI1ysuvwLvvNgkKdkFBBkpKMtHU1IfBQb0nvIy7xvPn++B2sx5lVQmNRgGdzgSbzYF9+84IirpczqC0NBtXXVXitcO6WK4CwMaNK5GTk4azZ/vAspxy3d3NhZm4XG6cPduLJUsKYLc70dY2hO7uMcHQVasVkMulqKhYiLy8DLz66gnRfMXi8OFWDAxMCGWpL18ehcPhhNvNva++FcEAeFXfA4DjxztgtTrgdLqQl6dFZWUePv74ElgWMJnsfiWl+dh0vpBCcXEWzpzhPPWjo0bodEa0tQ3C5XJjYsKM8XGzJwyHq7Jkszk8eUqAWs2Vruaemws2mwFuN5e3tGhRLoqLs2EwWDwGFgOj0YZjx7j8NP4+/OY3h6FSKYTwt6qqhaitPY8jR1o98y9X8rqnZxQOh9vrXlitXG5dWhpnQHR0DKKhoUswsjjFWIqmpj5BZkmlEpSVZUOlkqG3dwJNTX0wm21C1Smn042uLh0KCjKQlaXBunVXort7DBaL3TN3OiCXS5GVxYW3ckUX3J7+OHHFFXkYGOBkTWlpFpxON1pbe8CyrCc8msGRI22w2RzYu/cM9ux5GAMDEzh0qAW9veN48cU6MIwUJSVcbktxcRZWrVqAtrYp/cDh4MI9tVpOxufmpqO8PF8ojDE2ZsaBA2cxMjIJhYLL6UhLU6CysgzLlxd6ldDlk/h5B1iyOUtmggyFGLBjxw7BC8lTXV2N6urqOTnfmjULcfLkJTgc/BIyNzHxcYwABOXdaLRBqZTB7ZE1vIXe0TEMt5sVQn+kUglGR42CMOSF+BVXcMvEw8OTsNtZ5Oamw2az40c/egcGgwWZmSo4HJyRcvRom8dLyngSr7jwp8lJi9BHm82J558/iE8+6cT27evw7LPvY2RkEnK5VOi7Xm9BQYEWDCPxLN260d8/jt27a2E222A02mA224SJSSIBFAoGajUX/sOyXAWI7m4dhob0QoiTw+HC0JAeJpMVcrkM3d06GAw22O1O4dxnz/ZBLpd5lsU570lf3wRsNs6re+ZMN8xmOy5eHIbRaINEwnlo3G4IBtqhQxeEethyOYOCgiwhYc9qdUAiYTzx+GM4e3ZqiZXH6eQmq7q6dhw/3oGTJy+hq0uHZcuKAlZjslodOHWqG1arA83NPTh1qgsWi80zadpgNFphMtngcLhw5kwXLBYniouzAHBL7efO9cJg4CcURkiGYxh49png4vC5pWIJ9HoLBgf1cLvdMBgsKCjI8JoE+dUYl4u75zabC+3tQ/jb31jccMMSDAyM4733mgXlmA9TcLlYYYn9k086YTbbYbM5sHbtIiFEy2JxeJKwpzaj46pgSKDRKFBcnIXOzhGoVDJkZGigVMpQVpaD7Gw1ampOor19GBaLw7PKIINKpcAVV+SisbFbmPicTq5PhYUZmJy0Ch57AFAopEhPV0EqlcBstkOplKK0NAeDgxMYGpoy4HmvcEXFAuj1XHiV0+kScokA7r27dGkEbjcrhKVpNHKoVFyYQ3//BMxmG6RSLo/mo4+4HcyNRitYFp77M1XuUDx+pFIJ8vLSkZenxblz/V7tWBbQ681YvrxYtEKX+DQ2dqOxsdfvc4lEgsxMNfLzM5CeziVzfvvbm/HJJ5345JNLcLtZqFSc4r59+zohtn9y0uK3G+6rrx6HTmdAZqYGBQXpOHiwBQ6HWwgP5DZ45Bwtra0DeOaZu7F3LxeLrlLJPEatE5/97BIhdvzjjy/C5WKF58XF8EvwxBO348iRCzAYbMKY4VYTjIKRwF0fPMqYBA6HC3I55/HlZbvVahdkJRfb7fBUPuvGe+81Y2BgAiUlmejpGYPF4oBMxqC4mKuexbJTDil+rxmJBLBY7OjsHEVmpgaffnpZMMyLizNRWbkAFy4Mo6trBJOT3MqYw+FCbm4a8vO16Onhyq6qVHIwDG/AcudwOFzYvbsWALwcI+JSze+804CxMSMkEs5QT09Xwmx2ICtLA5PJhvz8DK/dzXlvNW+AdHQMoqODcw4ZjVw4FMsC6ekKMAxXwSo7Ow2lpZloaxuERCKB1eqEUinHokW5HgeWEXI5A41GCYC7Hy6XG59+2gW1egBVVQtgNHIFJrjjs17OPc677fAY8VxFrs7OEc/z46qpmUx2sCznSJHJGKSlKWC1uiCRsKitPQ+W5eZnTim2welkIZNJIJFwBRBGR43CfdVqVfjqV2/Db35zWDCM+HkRgDDXcTlrEBx7LMt9l5PDjU25nKu4xOsKADfH8aGQ/IauOh2X9M/PzTKZDFotZ2StW3elUIlweHgSNpsD588PQCaTIiNDLUQsNDVxeXn8/hKZmWpMTHAhqEVFmUhLU+LcuQEwjARvvHEKAwPcCp1CIUNGhgqXL4+AZYHy8gJ8+9ubBRnB5xRyoZ/qpCkPHQ5kKMSAXbt2QaPRzNv5xsa4DbmysjRYtaoUtbUtcDrdgrIrhk8W5pRZzmNaUJCB1tYBURUUKRwOlxBjqlbLkZmpgclk9XhP7MJEtXBhNo4cuSD8Vq1WIDdXC73e7BE+3MTscvEGgwt2u7dHxG534e9/b8epU5fhdrvhcLg91SkY2GwuIW9g6dJ8tLVxy6WcgjiGoqIsLFtWgL//vUM4HhfPL4HLxVVyam7mlAUu5ELiUdLcYBgWLAsYDDZIJFzohkwmQ0FBBsbHuYRRu50LD+KMJ8bj4ec82pxnz+UJI7KDYSTIz+cS2UZHDZDJpHA4nDCbufvIeW4ZPPDAaly4MIT29iGPISWFVMqFXFmt/ooewHmtm5u74XJx3qHBwQn8+teH8Lvf/ZNXOz4U6MyZy+jtnUBraz8sFgcUCs7wkkq5cCiWZeF0unH58hiMRu65SiSc941hJJ7E3Knj2mxOWCwOYWO5kycvCxOqmPFxk2fTsULU118W4sL52u3icdjZOQKTyY6NG6+CSiUXJiWGkQgTpEajwPg4V5WKy2MBDAY7tm9fh6EhA/72t0YMDEwIRtDTT+/1ePkUHo/9BIqKMqFWKzA+bvIo4FKcPHnZkzQnFWK+rVYnLJZJjI+bBEWHh1Pih4V3io+B5TxdpWhq6hPKDF++PIKsLA20WjXGx02wWByQSqWevS96PUa2C0qlVPA2i+GNc7lcCpPJDoOBC2NTKPSeMTn1m87OUaHMI1+bvbtbJzwXrsa7A7m5aYKXkmH8Vw1YllNufPdeSWTq6tqh15shlzNeXtisLLUQH93Q0IO6ulYcONAsKDtSKefkWbPmCi/lND1dKWyUBwB/+tMnnnKXLGy2SRw50iacx2i04v/+3zcFQxfgZEVNzUkwDHcsu92BtrZBqFRyXH/9lXjjjU/R0NANtZoLi9u6dS2qqhbi5ZePo6QkCwBwzTWlOHHikkfWpEMqlWF83AStVg2HwyVUu9Nqudjs1tYB2GxO9PdPVdNyuwGlUgq1WgmbjcsN2L27FqWlWTAabWhtHYTJxK1suN0sLBa7EJLx2msn0NMzJhgdWq0SLMvlS+TlaeFwODE2ZhSuOTNTg5aWQXR369Dbq4NWq4LL5QbDcOF/1dWrPCsseuj1Zmg0Ck/1Hm6MM4wEAwPjQsljMb/+9SG8916T8E5KpbxcGRUMhoUL8yCXM+jtHUNb2yA6O0dgMFggl8uESkKDg3q4XC4oFHLBeAeA4WHOAGQYBuXl+WhtHcTw8KRnfLCQSqVCCU+AWyWVSJye1SDuHePzNgAJ0tOVUCiksFjsXrKQL2xgNNrgdLpw+bLOU1GJd1RwzjxulYKrJmWxcIZAUVGG1/ve0TGMnJw0FBZmwmi0wmZzIDc3Hdu334C2tiF88ME52GxOGI021NaeF+ZtfpUImJJtnOxwCU41/hxKpQz33FOFrVuvQ01NPU6c6ADAhVmJc8uWLSsQVmt6e3Ve11pQoBUKKIyNmbF37ylhE0jO4OOqwbW2DuDXvz6Er31tA5qbe4Qx3Ns7hoqKUqGS1LXXLhQKgLhcbkHWsyznDNXruWRmlgUOHmzB1q17UF7OFdFoaekXnpfD4fLb0TkViJqhMDAwgOLi4pDafvzxx7j++uujdWpiBs6c4SpHyOVSHDvWIVj2YpRKbhmS9yQ6nW7I5QwYRoKxMaMQesJ/J1YAJRIJTCYrDAaubGZGhkbwCp050+PVdmKC8yhbrTIYDFxyWk4OlwQlnjQBCKsGvEC0WKaUM5uNq0nNMNzS++SkxRNbzE10/ETC5VlohJAVuZwRYr2dTm7C4Za1uRUNXmF2Ot2e2td2j5AE0tNVUCrlwg7QBgPnFecTV5VKGa64Ig8TE9zO0FysvQtjY2Zhl02GkXi869w5fD23BoMNp051C+XpAE6QyeXcq8rHkw8MTAhCOi1NgdFRIy5dGvEotZwA5GOAfensHEV7+4hnAzAuOSw/Px1dXWNgGIkQm8kwUx4ku90JlYqr5sJ7s8XKldXqwMjIJE6d6sZTT23G6KgRH398EePjZkHRBjgv48iIATU1T2DDhv+H9vZBuN0a8Evn3HjijSw3cnLSMDo66SmRCs/zZTExwRlffNIpADCMCzabE/X1XO4Kn4Ap9j7ySjQ/Trg+cbkh/P4DvCFgtzuxeHGex5NoFZQE8fWIMRhsYBhu3PJVnHp7x2C3OzA+PhUq5HBwXtqFC3NxxRU5OHWqC04nN3nxYXzcGPc3EvjSkWazXVBC+WO63Q4/47+gIAMjI5NCTozD4YJGI4fF4hTFX3P//81vDgsVbhgGnqpRDuH+mc02vPPOGQDJYSjwpSl95SHDcIb2hx+ex8SEGSdOXPQovSpkZKghl0s9yvUEGhu7vbzX2dkajI4avLzBU7CCY4QPBxHjdnMrtzKZFG43l0fFl688fPiCsAJlszkxPm7C9763F7feuhxmsw2HD7dCrzfh7Nk+z7FYNDT04MYblwormStXFgtx6TqdQfBcM4wUJpPNqz9qtQLV1RX4+9870Ns7DqNxFJOTvEEuhUolhVzOwG7nEvdfffU4+vr0Qjw/LzNNJjvy87Vwu1mUl3OOHLHcuHhx2OMg4sYwwzC4+upitLUNw2i04m9/a8LgoF7wwGdmypGWpsDEhEVY5XO7IZRgFdPRMeT1PrjdLDIy1ELIltFoExRGqZQRcqT6+iYE2ZieroJGI4de7/JzDkxOcom4crlUWHnk5Dov013o7R1HdnaaMCam9hjg9xlgYbU6sH//WU/JUYmXkcDDFUlwo7AwA2q1HJcujYBlJUIorcFgFY6v0SgEA47fm4CfQwEuD0el4ipMuVwsHA4n2tq40uXp6UrYbE5IJBJPiC1X1ECtVkCvtwhzv8vFwmi0eQpGZMFmc0Kv55LRlywpwOjopLBpG983t5tz8KWlKT17S+Rg1SpuX6SPP74Ik8nhWd1kYLU6MTSkx969Z3D11SVQqeSez+2w2aZyLQcH9aitPQ+j0Yb0dKUwd3COO6kQDSGTcfszcGGigEwmRU5Omif52vt9NJsdOHnyEs6f5zZKdTg4vcDlcmNy0oIPPjgLvd6E9etX0IZr4fKNb3wD//zP/4yNGzcGbWOz2fC73/0OtbW1eOutt6J1amIGLl8eFax/sbfRG4lgNfNwwoURQjV4fJURTqnkvwMmJszCd74TEADP0nU2DAYbCgszoFRKBW8rD2ekwOPd9BZ0UimncPN1mwFOqeJrz4tRq+Vobu4T2jkc3IoEV/2J8Xin3V7KAj/JZ2So4XK5PYKT2/DFZLIJ4Tn8Mfn4cb3egrNn+yCRTCmTLMsKEwi3qZwt4EqO+NrWrFmIhQtzPRvu6IUKHQaDBWlpKmzceBX+/OdPALiQkaHC0qWFOH++38urI5FAqNAihisX1ypMRpxS6IDN5hIUFJvNIRzD4eASuzjFxQa32+1RrqZWXrh+M56NwjKxZ88h9PdP4HOfuxpvvnnaszoDaDRK2O1O5OdzG69xnjpW2CeB2wOAEfrFGTuDOH++X3j+SqVcMBhtNhdstikF3GZzgWFsAZUwiQTCpkec923qO35TPLVaLiT3sywgk0nQ2zsOtVrhid1lhTHFlx/1xe2G12qdy8ViYGDS44WD6L470djY41mdcQVUDvh+89fCe/olEghxt2Kli1fQxL8tLy8Q6ujb7Vx4Er+iolRKPcqR26P0WIX7zoUqcd5OzsPLGZAKhSxpEvoaGrphNts8+11M3cehIT0GB/Vobx8W8k8ALimVX21NS1OivX0IX/7yi9i2bS1OnerGuXO9mJgwBzQSGIYzrMWeWV8MBq7QAxdLz79XEqGUM6fQSqBSyYT3vbm5FyzLhVueOtUNt2ggGQw2fPDBeWEstrYOerzNnMeanwt8HT8A59B57bVPvD4bGzMJ80hDQ6+Q9G+3u/Dee81CAQHxsbhqTHqoVFJPhTDWR3l3g2FknpBMKbKz03Dx4ghsNgcsFhbt7UNQqWTIzFTD5WKxeHEeJietmJiweIyLqUo3Yhobu4WQQfHqmdXqhEwmQVqa0pNzNLUniVTKVRwTzyMTExb4RAmL+s56QmVkGB7mjHFf2c4lvBuQnq7yyivixwG/F4p4zHDe8qm/edlx/fVLsGbNQrzxxim4XG6wLIvCwgyYzXavVRqr1S7I8qEhrpRseroKarUCPT2jMJkcMJunjJ7JSQs+/LAFLMsKq4/8vOVysVCpFMJqrf89cKOiYgHq6zs9ThkWLS39aG3tF5xrmZkaaLVK6PUWIZKAZYHubh1OnryEvXtP++wAbcTEhAVpaQowDHf9WVkazx5Qcuj1VrDslAxnWRbt7YMoLMyEQsGtwiqVMuTnp6O5uRculxsXLgxiYEAPgAs/UyikMBqtWLasCBaLTYhEED8fblM37iRcThvjeddcuHhxFA4HbbgWNizL4vnnn0d9fT2efPJJaLXeSkpbWxt27dqF/v5+lJSUROu0RAjwS+XToVLJvDz2AKfUcOFHnNLkK8B82wbCV3GRyRhkZ2uEygYAl1zqi8PhRmam2mNosH7H4Cq0TClvvucCgJycNAwOTnqV4ePhlHsJ5HIZbDbuey6BWA2plMH4uAl8bfmsLK4EJzdpcJUT+PvAKcgKwXMtNmj4EBH+/C6XW0gWk8kYT7yty6dfLF577RNYLDbo9VahX5mZatjt3MTGJXRz7a1Wh6BwZmSoIZMxnjwTqWdPC2/6+/V+z4pPPsvJSRNqlvMTN1+Gj/f48TidnBdeqYTHeOC8RX/9a72g5DQ0dAulNfm9JBhGgtbWAfzLv7wCo9EqXDN3nQwWL86HUinH0NAkJictsNm4yYqfrK1Wh5fCLUYq5cLk+vrGhT7wbXkFZ+nSAvT0jHmtXvHPzWi0eTal4pekISy98/dEq1VCLpehoECFsTGjp4IY63VvAr0jLMutNPDJpGq1XHi+weBLsrpcbiiVUlGokh1FRVlC2b9gMAyDw4dbYbM5PKscU8/SZuMSO1UqOQoKMoTfTExIvPrFj2e3m/MgajSKpJkYjx1rx9DQpN/n4vh8l8v7c75qldPJlcSdnLRi9+4PodVyiqDYUM/IUMFud3kMR3cQA0Li5YH3dcpIJBLPZo9cR9LTlXjggc/g8OHz6Ooa85IfZrMdUqm3NjcVdiPBggXZGBjQC6urvtc7HXz+l+99Kijg9o1wuVj09Y0FnQesVhcAfycV75kGpmLXxe8mV4qVM/yvvXYRtmz5DH70o3dE37uhVMqF0Cueurp2GAxWwWvPY7M5YLPBo3R6X4/bzQqGsvj44jEgNjz4e5CdrYFGo8TYmLexIr4GsZEgRrwqyLf1b+PG8LARKtUwTp685HV/uDAviWi1lfuPP47bDeh0Juj1FuTmpsPpnDq+uL3d7hSOw5+zq0sHpZKTWfxKp+/185uYZmdrhERm3lHCz39KpRRutxKTkxbBWObhVnn97w0X2mxHRUUmTp3qgk5nEDYuFM+xnqcAvd7iKfrAPSy73YkPPzzvZeS73dzGdw6HEzodt5LU3j7ol/zNh1KJUShkkEoZuN0OoQQ5n4eUCkTNUNi9ezd+/vOf48SJE2hra8M3vvENVFVVgWVZ1NTU4C9/+QtcLhc+97nP4fHHH4/WaYkQ0GqV0OlM07axWBwBY5OBqTCQ2cIrm/y+DdwmPsag7fnkKB6NRuER9C6kp3OlA8Xxl2L4knviUA4u3twlhM/4xnM7HC7o9WbB68UrEXweAh+qwU9sADeR8BVqAsF5dlghJEi8tBxsdWdwUO/1t93OCU1eaZ6cNEMmk3lCIKaOUVaWjqwsjafmvlPYfVrMihVFOHWqy+/zsTETHnroerz9doMnVIErbWezsXC5uHh5XwXd4eA2xDEaHYKwFXs0XS5WENziz61Wrv4/b0TwX9lsLly+PCrUN2dZCF5+TuC7BYVKDH8MTlkZFyaStDQl5HJGCHFTKmXo7dWB3zE5ECw7NRn6nodl4Xn2XMhCQUGGJ+TH/90IZFTzHkRuT4XpjQTufjiQna2BXm9BTk66571h4Xa7MDJi8JvgfLshNkyVShlKS7MwMKCHTCaB3c6tqtntXOKfw+H2rNQFvzduN+u38pfI9PZOhNXe4XCK/u09zvmypGL4kqu8cRgIfpzwY43b1JGL57ZYHJ4Vn6n2er0VdrsD3/rWHXjmmb1esojvSyB4A913zIjxVQK9CfzFyIgB2dlpQjnt6VAopEK1G99+AxBCYQJhNjvQ18eFg4nnDO69d3tVcQO4sDJuPgt8vGDnCeQ1970GgBFWXQGuPHG48HkxwVaXAiGuzsUjXqHiFFnu+foq006n28solkolwsarU8U5/PvCrdpOPVexQcLT2jro8f5LsGbNFRgbMwuVqQwGbvXH7Z4yEPhxplLJoVTKAr47ADdn8LvUA5xzTXzfg/WRu37va3E63RgbM8Lt5t4t3vCd2rdiCrEhzVcbUyi4e8UbfIODXNnhVCFqhkJpaSl+/vOf47XXXsObb76Jf//3f8fmzZtx6dIltLa2IjMzE//6r/+KtWv9SzYSc0tWVhoAfyEjJnhIEkcY8mxGzGaH8OKFek6G4TxiHR1c3P3YmMnLkBALL67spRKjowav40kkXFUezlPtnxTs6zXn4QSKS0gg9b1XvkaCSiWD1eoUvNhT7aYU5nANL4fDKfKO+AtGgFuedTrdMJk4j9Px45e8vm9s7MbhwxcCKgQ2mwsvvXRMFN7irTQGOh8Xymb2+1x8fIXC/37xpKcrhEQ/Ht9kbS55DUEnE8B70uLvq0QCodKVRAKUlWV6xoz/RON9rOkHpfi+cdVkICR/z7SqIC4PGAosC6GMLJcnJF7dCe0YPFw8L2/4eo89vl9iwy4Y5eUFYZ03niktzQ6axxOIYMp+IHy9zmL494NhJMjM1ECtVqC/f9zLC+y7uivmtdc+wV/+Uh/Asxqc6QyEYP3k4cv6yuX+csBqdXhV75r++CzGxowBV3iB4Mo7j15vxpEjrX6fOxwuHD58QahUA3CrmQaDJexnFsjoF2OzuSCVuoOuavJMZ3RxYbVcuFs051XOyPRf+QkEvzoWyCEy83n8P+PnnPb2YaxYUYwLF7jVlUBhlfz57HZnUONSIoGnnK4DXEVEbsU50KqUGN/CBABEK9rcb/lcMnGIsPf1Td0Qi8UhFPvYsGEFhoeNMBis6Osbx+nTl5NyX5lAzByTEgZSqRTbt2/HT37yE6jVarz//vu4cOECqqqq8Pzzz5ORECN8k7DigXAVZZZlPaUh+b+9Jz+xsHO7Weh0Jj8F1WZzeTYZCk/JEsMnFU9HqIpgKPACjdvdVzpt297eMWGjOQBYvtxbqaupqcfg4ETQiYFPUgO4ULOZPITBKCvLFkIgXC5WqJjki9XqnHEid7mmDJ9wEE+ALMttECiOy53Gce6HbzgHwIWAcKFeUs+EN2WgzEQobXzxVdD4mOpw4HIzZqeZnDzZicbG7lkdI16QSKKopUWA281ifNzkVU43VMIxEmYLtyLqCig3xDJjJhwON3Q6U8A8slAYGzMJFeKAqbAWuVwKjUbh1XZ01BjQuTETYnnE7zvgC7eqN/1xplO+xSsJ/AaiYqZy8/yZXnaw077fcjlXUUit5hwbvvki0WB01Ijjx9uFv6e7Ty4XG1QPyM/XgmEYDA5O7TbP5fpx9+eKK3K9ZDg/TwYyiLmN7JRe8pIPRw10/kDPzm534dixDjgcTphM3H4SRqNt2oiIZCKqhgIAmEwmvPfeezCbzeArIHR1daGzszPapyJCJD8/feZGM8DnE0RCIIUmXAHFl+QMxnQevGjAV6kI15M7W3iBxoWtTD/xcRs8TQh/HzvW4aXUjY5Ohuxhs9lc0xo8gSY4np6eKe8oX4cd8J/knE6XkLzs+x2fwMeXBAyHQOPNZvNOPp5ujEwZZ4FDiBgGnqpXVlitDi+DKpD32LdvkRgKvoSjoEWToaFJoURqosMlN05PKPldgZjOEPWN8Z4LeTUXhOrc4Srohc50qye+iKtUcbk2XJIpl0c2Raj3tLKyDDJZ4IcViYMiVKaqH3kLA4kEyM5Og1YbeL6dTnb4ynaZjPGS03y1tUDFHmYiHMdKKHOM2BAKJK/1ejMuXBgQ+io+v9sNTxlaqddnwa6Jr1rH7cMR2jUEasvLerlcCoaRTBvalmxE1VBobm7Gv/7rv6Kurg6LFy/Gr371K3zhC1+AXq/HD37wA/z+97+HwxF/3u1kZ+lS/6TWcAlVQS4ry/H7LBoKTSyUIjF8qMBMIVpzhd0+fWUcHnHkiMFgw69/fUj4m2Uj01ADKUvTxdYG8zz6fs6V5uOTjiXIzU2DQsHlQmRkqKY93nT4Tvy+nqdgkzAPP+mIkwJ9v5++gtgUfDUonlC8kfFMWpoShYX+1bQSkRtvXDqt4iWRRO65T+RnHAjufQjtRZxrWe0rDywWB/R67xy8/HxtUANAzNmzfVHJv4sUlcp7hZpl+eTjwDlMgcr5BoPfW8GXcOXpdDk2keK/MZ83/P5IPL7n50uPhwqXFG8P2YjhdixXIC1NiawstRDS1ds7juHhSSiV3H4O4rLXyUzUchReeukl/O///i9YlsUDDzyAhx9+GDKZDIsWLcKaNWuwa9cuvPvuu2hqasK3v/1tLFq0KFqnJmYgJydt1scIdRm3p2f6XIi5JFg8vNgDFQn872M5oUzHdNfF53QA3OQprn4D+CemBSKQshTte+FysV47hXPePM5jM121LR5+gyan0x0gh0TcjtsVOzNTA6lUIpR8nCv4ijfRIpTnNZcolTIMDRlmbpgAyOWyaZ99vHr6Q3kfYkks5GRzc5/XJlg5OZqQEoXnM4QrEKEUNfAl1HEZrVXHuXgP4vXd4owibq8Sm21qczl+XuKT8PkclFjqO/NJ1AyFvXv3Ijc3Fzt27EBFRYXXd1dffTWef/55/Nd//ReOHDmCb3/723jzzTejdeqEY8eOHX7VRaqrq1FdXT0n53vzzVNzctx4I5iHd7ZCKV6FWiiIvdlVVWU4frxD2FQLiJ7SGQ0FVuyxVCplwtJ/aImSXDL34KD/XhpiuCoyNo9nPNurKtZcEU3FPtaeapPJljQrCvX1l2PdhYiIppEQa8MzWphMNtTVtQuGwpEjF+LamCLik0CV7oKVu04lomYo3HTTTXjiiSeQnh44Hl6j0WDHjh1Yu3Yt9uzZE63TJiS7du2CRqOZuWGU4DdcIlIPcZ5BQ0O3Z6fg6IdPRVvZCDc+mE9YDhWr1Y729sGUE/izxel0Jc2KwsiI/x4KqUYyGAkAl7Aqrmk/PBy7MZosxpcv8b6SNd9w1fT8Q62TkagZCv/f//f/hdTupptuwsqVK6N1WiIEklFoEaHhXc5SMqcJeokETXiR4XKxSbOiEO2KL0TscLvdXmUqffeimd++xOzUcwq9L95wO4nPn8M3lkS96lEo5ObmxuK0KctVV9FO2KmIUinFE09sEP6uqioLq3oFQQQiWVYUrrwyP9ZdIKKE3e7yqvAWSiIzER60+uqN2+3G+Lj/PkLJCL1NKUBxcUasu0DEAJvNhdrac8Lf0VDwwq3dTyQfybKiMF2JXyKxYFl4le3Nz0+OMUrELy4X67epa7IStdCjs2fPhtX+mmuuidapiRk4fPhCrLtAxIg//KFO2LG0q2tk1sviFLJDJMuKQqpULEkVxDkK8VqhjkguUiWUN2qGwtNPP+23ech0vPXWW9E6NTEDs9mJmEhsxMvFx49fil1HiKRBrJAlMmZzakzyqQDDwCtH4bbbluO11z6JYY+IVECnS42dmaNmKNx2220BDQWWZTE6OoqLFy/CbDbjs5/9LNLSZl/Xn6ejowN//vOfcf78edjtdhQVFeGOO+7AvffeG1E7h8OB1157DYcPH4bRaMSiRYvw8MMPY/Xq1RG1I4hYcvfdq4R/L19egM7OkRj2hkgGxApZIsMwVMUlWXC74bWPgkIRNdWGIIKSKrkwUXubvvWtb037vdFoxPPPP4+uri78/Oc/j8o5T58+jR/96EdYsmQJHnzwQajVagwMDECn00XUDgB2796NY8eO4d5770VJSQkOHjyIH/7wh9i5cyeuvvrqsNvFA/zmIERqIZF4T5iXL/uPd4IIhzAWjeMetVohbKBEJD41NScFQ+Gttxpi2xkiJTAaw98wLxGZN7M7PT0d3/rWt/DP//zPePnll/G1r31tVsczm8147rnncN111+G73/2u3wZm4bYDgLa2Nhw9ehSPPvooHnjgAQDAhg0b8OSTT+Kll17Cz372s7DaxQtSKUMxmykIywKjo1NLo3p9amw3T8wdLAu8/vpJbNmyNtZdmTXFxVlobx+auSGRIExZsfOxkSJBSCSpsaIwr1epUqmwbNkynDx5ctbH+uijjzAxMYFHHnkEDMPAarXCHSBTM9R2AHDs2DEwDIM777xT+EyhUGDTpk1obW3FyMhIWO3ihWTyAhLh0d09lbBJq0pENNi370ysuxAVhodpw7VkQSIBtm69Tvg7LU0Rw94QqYJSmRqV0+Y9kM9iscBonH0CSENDAzQaDXQ6HXbu3Im+vj6oVCrcdtttePzxx6FQKMJqBwCXLl1CaWmp367Jy5YtAwB0dnYiPz8/5HbBMJtDq70rl8shl8tDajsdLhetJqQqXV2jwr/JYCSiQWlpZqy7EBVohS15UKm858nMTE3KVKQhYkeqlFieV0Ph5MmTOHfuHMrKymZ9rP7+frhcLvz4xz/Gpk2bsH37djQ3N+Pdd9+FyWTCd77znbDaAcDY2Biys7P9zsV/xuc0hNouGI8++mhI17ht2zY89NBDIbWdjmTdKZKYmczMKWOWEvyIaNDXF7tdbwkiEHa70ytHYdWqUvT3T8S2U0TSYzBQjkJY/PKXvwz6ncViQX9/P7q6usCyLO6///5Zn89qtcJms2Hz5s34yle+AgBYt24dnE4n9u/fjy996UsoKSkJuR0A2O32gB58ftXBbreH1S4YL774ot9qRCCisZrAHUcKh8MVlWMRicWOHZ8T/l1WloOuLkpoJmbH/fdTZTcivnC5WHR0DAt/U+EGYj5IFSds1AyFgwcPztgmPz8f27Ztw4YNG2Z9Pl4pv/nmm70+v+WWW7B//360traipKQk5Hb8MR0Oh9+5eMWfP1ao7YKh0WhCMhSihVarouSuFGXZsiLh39nZ8zfmiOQlGRKZAa72fqpM9KnAyEhq1LQn4odUCeeNmqGwc+fOoN/J5XJkZ2ejsLAwWqdDTk4Ouru7kZWV5fV5ZiYXP8vnQYTajm8bKGxofHwcAJCbmxtWu3hhfJyMhFRlz56D+O1vuVA3cWIzQURKslQ9UijksFr9HT5EYlJeXiD8u7p6FVpbB2PYGyIV8M2NSVaiZihUVFRE61AhsXTpUjQ0NECn02HBggXC52NjnDKUkZERVjsAWLx4MZqammA2m708/hcuXBC+D6cdQcSa5uZe4d99feMx7AmRLOza9UFSGAp2OxkJycQTT0xFKrzzTmMMe0KkChpNalTXStgisDfddBMA4MMPP/T6/IMPPoBUKhUMl1DbAcCNN94It9uN/fv3C585HA7U1tZi+fLlQiWjUNvFC2lpylh3gYgRLDu1NrpggX8CPkGEi9mcHJuUUdhRciHeMZz2xyDmA6czNXI/I15RePzxxyM+qUQiwe9///uIfw8AS5YswaZNm/Dhhx/C5XLhmmuuQXNzM44dO4YtW7YI4T+htgOA5cuX48Ybb8Qrr7wCvV6P4uJiHDp0CMPDw/j6178edrt44aablmL//nOx7gYRA1atKhX+nZ6uimFPiGThc5+Lr53nIyU3Nw06HYVlJgMymXewuERC+8YQc0+q7OwesaEwPDw8c6M55oknnkB+fj5qa2vx8ccfIz8/H48//jjuu+++iNoBwI4dO/Dqq6/i8OHDMBqNWLRoEb7//e/jmmuuiahdPHDixMVYd4GIERkZauHfIyOGGPaESBYUiuSIyy0pySJDIUlwOlk0NnYLqwpqtYL2USDmHDZFrNGIDYW33347mv2ICJlMhm3btmHbtm1RaQdwFYsee+wxPPbYY1FpFw/o9alR65fw5/DhC8K/8/O1uHCBEvyI2ZEsBmdLy0Csu0BEkbq6dsFQSJWNsIjYolQmh9NkJhI2R4EgiJlZsiRP+Le4KghBRIpeH9rO8vGOVJoitQ1ThPXry4V/p4oCR8QW8Yp9MkOGAkEkMU7nVMZmVdXCaVoSRGgkS7162oQyuRAnM9O+QcR8MDIyGesuzAsRGwrPPPMM3nzzzYDfDQ8Pw2BIjuXpZCBVNgUh/Dlzpkf4d0NDdwx7QiQLybIyRVWPkheXi4xAYu5JFRkScY5Cc3MzCgoCTxj/5//8H9x+++1xWQEoHtixYwcYxttGq66uRnV19ZycLyNDRXkKKcqtty4T/j06SsY7MXvE9eoTmbQ0SnhNXiQAUiPRlCDmmqhtuCaGZdmUyQaPhF27dnlt1DbXqNVKMhRSlM2bV8W6C0SS0dY26BXmkaioVHIyFJII8Y7h+flaDA2lRlgIQcw1lKOQAjgczlh3gYgRe/YcFv5NFY+IaPDKK8dj3YWoYDSS8ySZ2LfvjPBv2lySIKIHGQopgMuVIoF0hB/icKPe3onYdYRIGpIl/luc6E8kPvffv1r494oVRTHsCZEqqFSpUV2LDIUUID8/I9ZdIGKEzTa1mrRsWXIkoRKxRSpNjhr1CsWcRN4SMYBhIIQdAUBfnz6GvSFShYKC9Fh3YV4gQyEFoHrhqYtUOvWK//SnW2LYEyIZkEiA7dvXxbobUSE/XxvrLhBRgmW5HAWeNWsSP4eGiH+6u8dj3YV5YVYulUOHDuHQoUN+n0skkqDf8bz11luzOTURBrT5TOoiEdXGTYYEVCK2MIzEy3ObyExOWmLdBSJKsCyXO8OPzbY2ysciiGgxK0OBKhslBjIZLRylKhUVpV5/q1RyWK2OGPWGIOIH8WobkfiUlGQJ/25u7o1dRwgiyYjYUHj77bej2Q9iDlEokiOmmAgPtVqOp5++W/i7sbGbKmARsyIra/7KOs81+fla6HS0g28yoFTKvPb3YFkKtyXmnlTRrcilkgKcPdsX6y4QMUCt9g4527PnEFwuWgUkIicnJ3mS96qrV4FhSKFMBlasKPYKraREdWI+KCzMjHUX5gUyFFKAoqKsWHeBiAFjY2bU1Ewl+LW3D8ewN0QyMDKSPJtYtbUNkqGQBEgkgFar8vpsfJxWioi5p7d3LNZdmBfIUEgBNBoFmAieNFVLSnzE+yioVKmxTDpXSOh1SKq8tObmXtpLIQlgWaCjw9sJkpOTPCFyRPySKnlOtD4XA3bs2AHGR3Ovrq5GdXX1nJxvZMQAdwTzIYWpJD55eVN7aFitybFRVqxIIh15FiSPtUTvQ/Kg0xm9/rbZ6NkSc8911y2KdRfmBTIUYsCuXbug0cyfx+OKK3IwOKgHy7Kk7KQQEgmwdet1wt/5+WlobY1hh4iER6NRoLGxOylK7SqVNP0lC767hdvtqVu0QamUkqE0T/T3p8bGfqmxbpLidHQMw+0ObiQwTHTCKiQSUMxvHKFQyLzqiVMlkORDLp8/Ec4wgNvNoq6ufd7OOZesWlWaMqEDyU5paY7X39FMZpZIAs+P8Tp2yEgIjWjoPL4rWclKfI50IqpoNMppv3e7oxNWIZdLkyqGeSbmIocjmnHwdrsT+/adEf7u6UmNxCsCyMxUIS3N/72XSiUhj1vfsSiXy3DddYuxfn15NLoYc5544naUlWXHuhspgUolQ3q60m9MqVTR2Qy0srLM6++FC3MiclpJpRK/PjKMJOD8yLKJkd/CMBLaSykA0VBVUkXfodGTAtx001K/zwoLMwK0jByplMGiRXmQy70TZuciAbS4ODMqibmzVfTnIocjmnInPV2J++9fLfztWy6V8CfWCcsSSXjKU7BkXKPRFvBaXC425HErkXgrTQwjQX6+NinCjgBup/KcnPQAimFs+hOMeOtPJFitThiNNj/5Zrc7kZExvSMLmPke+FafyczU+BkKEsnMMj89XemnVAd7XyLJ+4sGDMOFFwGhySu3mw0paX++ZZ9aLUdmpmrmhnGMzZYaIW5JIIKImejr84+jc7ncfkKT/zvYUut0uFxu9PVN+CgWnODlBXa0BJHd7oTDwUZ0TPGE43ZHV9H3NZJ4lErptCEic+XtkUoZLFtWJPz91a/eFvdx2eGOvUBt+Wfsq1zw43E6ZcFXkYl0zIp/l5mpEib2mcjMVGPhQm8v93R9YFlAq1WitDTL63OXi4XRaAu1uwFxu1mkpyuRlqZAfn46MjLUAJLHg/b66ydhMtkChKnMXlDFq3Ifb5Xs3G4Wk5PcOFUopAHvW1qaIqBSLr6WtrYhNDZ2C39LJP5GNMt6e4DF7xX/b73eOitnzXw4Y9zu0MOLwgmPmk/nOMNIoFbLYTDMTkbFmmitiMU7cSrOiGhy//2rkZ7OeW0YBsjLSwfLTnkW+XAE/u9IBYbJZPMSYBKJBEVFWSgry0FublrQ48rlDNRq+Yzx1vzEMD5uhsvljqivbjeg0chRVJTpV3lqLmAYYOXKkmk3qgpViQwXi8XhFU++ZcvaOSkbGM5t5PJYghsE3GQe/LeB2gfDV7lwuzlPu0olD1lhUqnkMxpy/NgV94/vF8Nw5ww0sd9ww5V+O3tOTlrQ1aXz+kwqZbzuse97YjDYYLe7pn0OoXhTA12nw+EEy7IoKcnGXXdVYOvWtdMeI5HYt+8MLl8ehcvl9hlbU3KxsrIMKtWUISGXSwOGp/gSTW8zf6zZygmlUoacnLSIjV/x+eVyBnl56V6Oh0DHlUggzD0zkZ2dFvC+Wa2OgMcVe/olEnjJury89IDjXaw4i2WH+N9Op+94CEygd0qcRM3LulAJJyyQPz7fT4nEXy7wK4A8c5HPJJVKkJWlDvt3bjcLvd4ya2edr3E50/0L9jwiVQUCRWskI2QopABbtqzFsmVFkMkYFBVl4Z57KmG1Tgm0QOEI0fD+u1wsenvHMDIyCZ0u8AY4nICTwmJxwOGYmiWUSpmfAOKFeSDhwjChJVJLpRIsWVKAkZFJwdiIFg6HvzLodgMtLf1wOl1B+2c2O6JuLEgkwOLF+X7x5ArF9B4QpVImPHuGCdUDGc7kJhGMgVCNPLmcQW5uGlSqmY1JYGYlzWy2AwhtcrBYHDMu21ut3NgNdD1ud/CVq5MnL8Nu9x4zEgkDhmEgkzGC4s6yrNc1BeqP0WiFWu2/WsIrEJmZGj9j1ff6XS63VyiARMKVEDWbHTh7tg9HjrR5JccnOvffvxpSqQROp/ezc7unlOq+vnGv8AKn0wWXy7swRDRDNjjlM/DAjDRJlWGAoqJMpKUpwbJc5SqpVAK5XAq1Wh7yKp5YPuflaXHPPZVeHnqW5RQ3sWElk0mRm5vup8wF8rxPTJgDntflYgPky3jLy8xMDQoLp5TirVvXoqJiATQab6dAqAZcKLIpM1OD/PwMr76J51GVSg6JJDQVSy5nQgoLlEolUCo5Y5VhJJB4Ts6y3PNRKqWi/rDQ683CmJLJQptjwlmFUKsVyM+PLIw5lBBIqVSCjAwlli8vElaDZTJG0Bvsdhfcbm6MKxRSyOXSaVfNgz1/3zDLUDlx4mL4P0pAyFBIEf7xH9dh1aoy5OdrceLERSxdWoC8PG8BnpamgEajADD1Qom9IlIpE4HHQyJ4hDjF03vIsSynKAeioMBbAPEKl0zGIDNT7aV4s2xooUQSiQStrQMR5xfI5Qzy89PD8s7YbC6PoeQ94fFeaJYNTwkQX3damiKgAcKyQHV1hV88eVlZjjDJiJFIOA/31VeXQqGQCoJYq1XNKEAZRhLyEqx4jIWKw+GGXm/xMiZlMiYi44o3KF0uVlhRmq2iF+kKnK+hqlRKkZOTBrmcm9S55+TvOeUnyrS0qftosThgMtngdrNe77RGo0BmpgZGoxUjI1Ob71VVleHGG8tRUpIlhC2xLGAy2YUYaC7Oe6qvQ0N6r+T4RGfZsqKg1XG0WhXS09UYGzP6eZ45Bc37MyC8sBOGkXg8yP7yEJjdmPT9rdsN6PVmmEw2OBxO2O0uKBQyKBQyFBRkeIpQzHxcXr5KJMDkpBWjo0bk5nobnw6Hy2ullmGA0VEjcnLShdUzqZTxO59czsDpDCwDAyUTi41lhgFyc9MwNGTwaqPXW2G1OrzeH29Feur34s8CyRalUur3mUajgN3uDHjvpFIJ8vPTIQ7Vm+6ZBpuPfFf5tm9fh6KiLMGo8J3znE43GEbimWulcDhcYFnu/bVYAs+zvn0LFgIWCJPJhsuXR0NrHAEuFxeadunSMIxGG1wuFrm56Vi0KB8ZGVNODbebu0aHw+3nSElLU0IqZWa8/5HIcb3eGv6PEhAyFFKELVvWorKyDOfP96O1dRDnz/fB6XR7VURiWWDZsgLhb4VCiuzsNGi1asjlUo+3SD6jkiaTMYKyI5GwkMtlYBgJli0rRnl5QcDf+Aomu92Jri5/ASSRANdcU4r/+I9/wMKFOcJnwV7yvLx05OamQSplhKpMUqk0qMEzkyHkcLgxOWnBkiUFqKpaEMCzpUJmpjrg/XG7OaGVmanGokW50GiUXh58Ht6THygURCIBli4tEL5zOt3CZMEJ+KmDHTlywe/32dkaqFQK4bx8RQyNRonxcQs6OoZgt7sE40UikWDZsiJotUowDAJ6bNxu9//f3pnHR1Xd/f8zk9kzk0ySyb4TQhIxGygKCJUIVUSsUNG6VIu2j6211tqfP7W0z699lEdxa22t1rZWpVYf4RFaXNEYkFTQRCQLELJAINskmZlkktn33x93zsmdLUwgJCGc9+vlKzJz79x7z7nnnO9+4I3SVJeYqERWViJkMvFpBSv+OxHcv9wzC6i1TK2WR6XE8it8kQWF/9vkN4RCThDnnjeGChPkPeLn84TLTZHJRNBoxhTKYOWMCONyuRhKpRRyuRgiETdOEhKU8Hg8cDg8VGEXCjnBRCYTw+slFrBQKxinMI/dQ3Z2Yth47c5OHXJyEjFvXlqAV4N7n7i+t9td1GIplcZArVZg4cLZkcgMcKEqwYKWRBIDjUaJ4uJ0rF9fiYSE0FCdcKWmhcLwHsVwkHeG+x1viNHB4/FCJOKMMhMJk+PuQ4CysuyQ82w2FzweL0ZH7XC5PFSxNJvtfqMLAt7x4PlYLB77zOfj5ufhYWvIO6hQcAUUyLwrl0shlcagpCTdL7AJ/MKrj85hYnEMCgpS6NyYm5tE5+z4+PCGCn6/xcTEIDdXE+A9ra1th1CIACu6VBoT4smUSkUoKEgNGMPcGA8MqSouzoBKNebhVijEiI2Vwm53hu0fTsC1Bxi3SMhrfLw8pAJUpOo5/HGrUIjR2NgT4OEKPs3j8UGlkqOgIBXx8XLk5ydHpcAKBAJIpSLI5WIoFOFzQsh7KpOJqMI10fCqyNfnvF65uUlh106+N2t42OJ/V4OLLQj9IWmBNy8QgBq/omEiz3OhFAhhisIFQGNjFzZtegcHDnTQCcnl8sJotMLhcNMYUofDhZMnx+KjExOVmD8/HR4PJwiq1XL/JOKNaAFRqxXIzEwAwC0IdrsbubmJyM3V+IWM8HGYCQmxUCjEvERUAbxeX8hE5PMBnZ16vPTSHuj1XA1jkUgYMfY+MzMBS5YUYMmSOcjIUCMxUYnMTDUqKnLCWo3G80oQ65/L5YVMJsapU0NUOCCWXqvVCbvdGSB8BU88y5bN81t5HX53faDgLRbHQCaThLXS+3xAUVEqFi8ugFQqCoj/FYmESEhQ0PuxWBwBCX7kfJfLDZvNRcMQlEpuwWtv74fZHJjMNzpqR3KyCnFxcshkYmRkqFFcnB7ikQgOoSHxtmRyjonhYprNZjva2wcgk4nocwsEXBJvsFVPo1H6Y42FAaUIiTDjcBBrng8ulzfg98TiGMybl4qKiqwI4TihFkJOsBDSsAwS8kAE9pgYIaRSEeLj5SDvcWpqPBW0Ap9bgJKSNMTHKyCRxCArKxFr1pQiKSmWtsc3v3kxSkoyqGU3OzsBl16aD41GGWC9FQiA7OwkZGWpYbe7IBIJkJ2dCJFozDJLFBv+syYmKjF3bio8Hl9IqdSRETu2bfsK+/a1wuv1QqNRBix6xGvh8fj8So4QHo8XUunEvEEzmWXLCpGeroZMJuYVXBAgNzcJnZ067NhxKCpLI/fOCMOGMoab6zgl3E2VOr4QRFAoJCgsTI041/LnFP648Xp96O0dRmpqXECfE+ND8LMMDVkQExODxEQlUlLioVBI/Zb/wPsmAitpJ7fbg46OQQwNWRAfr6DGA5+PM6QolRKMjNhgMtlgt7vQ3j4Ip9NNlSyXy4M5c5KRkMCFDCUnq+Dz+ahXITlZhcWLCyAQCMI+f2ysBEVFaZBKxfB6vdBqjQHe02XLCrF8eREuuywfublJSEuLR0xMTIhV3eFwo6vLEHANh8MNm83JazsBenuHMTLChUap1XJUVV2EwcFROJ2esMYeAJDJJAFGCaFQiNtuuwzLl8/zK2MC6lmSy8VUUYtkhPN4fDh5UgeTyU7HZzgjU1paHNxuL0wmOywWR8Qcq8B1ifNOcOGd4b1spI2I5Z68v8HecKk0JsDbSSBrOZkDA++FixJwONxBa2dow4pEQpw8aYDD4UJSkhJqtRxisRBerw8ajQpqtTzg2SwWB6RSMaTSUKVbIOD6MzCxPXrFfKLe8fMVpihcANTWtqO6+iiGh61QqwMFaqFQgA0bLkVGhhpCoQDx8QpoNEqIREI4nS60tPRTl5/bzSU1CgRCyGRipKbG0QUoNpYTIkldchICweUpDMNgMOF///cgOjsHoVLJAiYSgYCLG3c6PdQC5PX6kJSkwoIFufjmN+dDpZJSq6zF4kBraz+vqosgYLLiTwbNzT2oqzuJ48f10GqNSEyMxfLlRbBYHBAIxtyRQiE34ZGJfWwiH2unggINVCrO+tvSosXw8FhMLRf/66OLflycHElJsSguTkdWVgI9zmZzwmx2+IVfHwQCASSSGH/sqchvaeeE96QkZdh40fr6U+juNkAoFECplNF7dDjcsFi4BU4u56zhwZtjJSerAiyfXEKiGF4vcWUHXsvn80KvN0GlksHl8sJksmHBglxqqY6JEUKlkiMtLZ5a5YjALRRyz8ZZ7ZKRm5sEo5FLYDMabbT/uPAzR4D1z+32wmx2+C2v3oD7IuEfBE6o9sHrHUtCnD8/A0uXFiImJgZy+di7JhRybZORocall85BamockpOVSEyMxbx5aSgpSfe3qRAOhytg0SKVwrjwIO5edbpR6PVmCARCLFyYi8WL50IoFMLr9eL4cT2cThe8Xs7ydO+9V9FF2OXyYu/eY+jo6IfHwwnqanUsysqycccdS1BenoO0tHj6vA6HG8eP66inR6cz+UPDuHHBLdhuaggQCIAFC3Kpha2qqhg///k3AxZEl8sDr9cHs9kOh8MVFBYXg9hYqb86iQRCoRAJCbGzZg8FgCuPmpysCqgA53Z7cORIH3Q6E7TaYQA+iMUxUCqliIvj9qbgYsSFSE+Px89//k2kpMTB4/EGzBeEgoLkM0r2HB21o79/JGCs8gVDkYhTdGUyMYqK0gKUPL3eHPAuAMSDMfb78fEyKBScd3hoyAyn0w232wOVSoaUlDgUFKRApZIiIUGOjAw1UlPjIZdLMXduMlQqKVQqKTweL5xOF0wmG72WzebChx8exqlTQ3C7OSXHanWhv38ENpuTWoGlUpE/f0AIt9uHQ4e6YDI5YLE40ds7jI6OQRw50ksF9mALfGamGkuWzIVSyQnj4fJ2Ojv1MBptuO22xSguTo9YytLl8iAuThbgKeUrDj6fD06nCwDn4UlLi4dA4EN+fhLUakXA/MJvb5VKFuBV9Hp92Lu3FR9/fASjozYaOsR5f4TU20nWkGB51eHgFK3KyhykpMRBIhGF5H9w84sATqcLMTECDAyM0MpCJPFYLI5BQoICS5YU+r2lAhQUpCIrKxGJibFQqxU0VIfvOeUb0WQyUYAnjBhf1Go5srISER8fKGcQo4pEIoZSGeglio2VQCqNQV/fMPr7RwLC7wQCAc2jiYkR4Jpr5kMqFcPj8cLh4EruWq1OeL3c/C+VirBu3cKAssc+H2eI+s53LsOSJQUhIdcWS2DlpWDFdLww4wulPOrMrpU4S3nwwQdDKu6sWbMGa9asOSfXW7asEM3N3ejrM8Lt9sJg4OJupVJuAyW9fhQpKVys6Y03LsTQkBUffNCErKwE6PVmarknLnGlUgqZTAyFQkpzA+RyKQ1L+OKLE+B2cRUA8PlzEMYsOXI5UFiYgmPHBuBwuKhAKRJxezG0tvbD6fTAYrHjjjuWYGDAhPb2QdhsLiQnqzAwMIrhYQtNLHS5PAELamJiLMxmB2w2TvhJSFBAo1HBYnGgsDAVgA/Dw1a6l4TZbMfoqB2ABzExXPLd3LkpKCxMQWJiLF5/fT8sFgeEQs7FbbE40dc3VrdbJBKioCAFAwNcgnRGhhodHYNwONxITvYF5GCoVJzbeeHCHL+yIkBeXiJaWwdRVJSC1tZBOJ0uFBamYeHCHLz3XhNGRmwYGbFSa9jAwAikUjF8Ph/sdhdUKjlGRmzQaJRISFCip2cIBQUpSEiIDUjwa2zsgl5vCgjV8vm4pLu4OBlGR8e8CQqFxG85csNotMHj8cDj8cBiceDDD5vpO0RKjhYWpsHt9uDQoS6IxTEwmWwBE+6pU/px8zBcLi/kcjGkUhFVIKxWF6zWkQjHu5GWFo/RURuk0hhYLIFenCNH+tDc3AvAFyAwSaViWK0OeDxeJCUpsWhRHgAuOVOrNeKTT1rg9XohEsVQZUAkEtJ7t1qdEAo5q3Nr61hir0olQ3q6GgKBD4mJsfB4vP7QHW6cDw6aUFvbDrudE3w45Zh7PzMzE3DllUUYGrJCqx3GsmWFuPPOJXjssXdpf/T3B7aD1eqEWq3AL3+5Fi++uAdtbf1UWIqJESIrKwHJyUrodGbExcmh0SgxNGShngGAWBQ5JTu4b7xeHy65JBd2uwd9fcPo7NQHWFlnC93dgV5BgUAAt5uzEqekxGP9+kpIpRI4HE7s2HEIBsMorFYPtYrn5CT53xOBPwFd5I9b9/l/fxgKhQQKBWcA8PmAkRGbX7Hgxh8n0Ajg83F5Mz4fpxibTA6asEnuTybjhKTYWBlUKhksFm6eGwsd4izwdrvTH/LJGSVkMgnkci7kMDs7EYWFKaioyMHrr+9Ha6sWZrPdnxQqgFqtQHy8wu/lSsLDD68GwBmcHA4n3nuvic5bH3981B8vz90jiYf3+bh5oaAgBYcP91AjhFTKFdQoK8vE3r2tMJkc/rUC9BljY6VUwVUqZQDskEpFiIkR0Jjwjg4d+vtHYDZz72Sw1Xzbtnq0tPQhKysBy5YVIjVVhYMHO2EyOQISYWNiBLj44izk5CSgqakXPT3D8Pm8IEUXvF4fRKIYKJVy5OeroNOZMDg4CovFiYKCFGi1oxgcHIXPxw8XFcDr9WJ42AK5XAKBgKvUJ5dLqIU/JkYMu93l9yh5cNll+di//4S/7XwRPVQWiwO9vUaUlWWiqanXb/hx03bxen04cWIQCoXU/xs+v7dRipSUOGRkqNHTY8T69ZXIyUmC1er0e69S4HS6sX//CeTlJUKvN2FkxIrYWJnfwGP1C+Z2eDxeLFiQh8LCVOzZcxQ9PUb/vfowZ04KrrmmFO+/34iBgVEQT4VQKITd7oTX60V/v5E+DxdSKcXwsAVe75jQzXlZuPay27n5WKWSwW7n2urLLzshkYj81xjLPRMIfKiv74TbzYXNkvCz0tIsJCYq0NDQDZfLDZVKDqfTHZD3xoXWigLyTrj3TgiPxxU22mCmlRs+VzBFYRp47rnnoFBMfpnK8ejrM6KnZxgJCQokJHAVZG65ZRHee68JX355wh/qocLQEGclv/baUlRU5KC6+ijkcjE0GhVdXBoaugH44HS60dfHWY6USgl0OgtcLjc8Hh/i4xXw+TjLsUQSQ60hnPtRiFOnhmiSs8/no5VotNoRyGRiuN2cxWDnzkN4+OHV2LHjK/T2GmEwmOBweCCTiaBSyWA02ugzCoWcJX/hwlwMDpphMJhhMtkRGyvFhg2XYPnyIjgcTrz1Vh1cLjcSEhTo7h6Gzeakk4BcHoPMTDU6O3VobOxCeXkOFi+eg4aGHhQWpkCjUUGvH4VYLEBHxyAVtDs6BqFUSnHddeVoauqG2825UDs6BiGVivwVGYRQKCQ4dUqP5GQV0tPVMBhMsNs9iI2VoKmpF3a7C/n5GqxbV4mdOw9BpxuFw8ElHxJFQSgUIDU1jvbLsWNaiMWcMKBQSFBQkILe3mF0dxuQn6/Bhg1cScva2nbU1XX6rXo+xMXJqBIIkIpEXKjJwoW5sFicaGnpw+DgCK0EIxQKAoRWj8cHvd6E/v4RiEQxuPTSfKjVClRXH4XHM6YgBZbNHbMQms1OWq//yiuL8dVXJ0Pq/3OJjoH5BHK5BHfdtQzLlhViy5YP8fXXnVRxcbk4hZa0FzeZkzAiN61ERCqCkHHR0TFIS2VedFEGdDoTRkdtcLu9WLWqBJ2dBvT0DEMmE2Nw0EQFHIWCE8AaG7uxcuVFuPvu5di3rxXNzT1QKMRwONz+UCknZDIJBAIb4uJksNtdcDg8GBwc9Yf0WPHBB804cOA4DAbu/SVhTOS+iEDF9VEO5s1Lw5IlczEyYoNOZ4JaLfeXRBRg3742iERcGIBOZ/bnC8UA8EGlkuHii7Og15vQ1tZPK4eQ33e5PGhtHcSLL96On/3sf+B2c/dZW9s+azZcC4YIuVKpGMXF6Xj88fUoL89BY2MXtmz50K8Uy2nI4PCwBVu37veHg3HhR3PnpiAnJwH19acwMDBCLZ9qtQJLlszF4cN9cDicsNt9NHTM5/PR2HmRSACBgMtbKS5Oh15vQnv7ADweH6RSMZxOD2JjpcjP5wwWWq0RNpsL8fGxUCq5kEij0YrS0iyo1Qo0NfXAanXC4/FALI5BVVUJOjv1+PjjI9i7tw3r11dieNiKU6d0ALj3ym53we02obAwNUBJWLasEJs27UBbWz99r+RyMU2AFwgESEmJg9vtgdFoRVFRGh5/fD1++MOt6O4eogpRWVkWNBqVXwjnQk6MRis8njHvjcPhhtFopd5Eh8MCuZwLHSGWeJvNRSvdXHllUXBvQiIRoawsC+XlOSgvz0F19RF89NERiERcTtPQkBXFxelISIjFyZMGyGRiyGRiGvLY2amDw+FBfDznHU5IiPUbT2T+vB8PEhIUVFj1+XzIz0+ByWSDRCJGZqYap04ZUFychpgYEdxuD9rbBxAfr4BcLsaJEzp63o03XgqLxYWOjgEolTKsWFGE995rwuiojb6bANfGAwPc/OvxeHHsmDbASEb+3+PhPLcxMQJkZSUiIUGOwUHOuJOaGgepVIKBARMkEhFEohi0tPSjo2MAQ0NmDAyM+MPxuFBL8txCoRNWqwMulw8JCQpUVGRj9+7DUCjESEjg2uyOO5Zgw4ZF0GqNdD5VKqWw2Vz+95Drcy7njZvXMzLUEItjYDCYaH6cXC5BZWUOGhq64PV6kZ2dBLvdia++6kRWViKKitJx7JiWPrdMJoFKJUNpaRZMJie6ugyIiREiI0ONqqpi3HTTItx996vUuxIfL4ZAIAgIRROLY+B2j0UVKBRiJCVxymGkkORzsenqTIQpChcAtbXt6OkZht3uQmFhKhYvngvAh6EhC3p6huHxcJPhypUlAHyorz8JjYazROt0Zqxffwnuu+8qNDZ2oba2HYmJChw82AWlUgq1OhZ2uwulpVkoLc1Bbe0xanVNSFCgvFwDq9WBvj4jJBKRf2KWo7t7CDExXDiDxeLAyIgFNpsbQ0NmfziOkHopiGDCr6ft9fqQlhYfoChwFgQB7HZOsCaLosFgQkNDN9LT1Xj//SYMDo4iJSUOGo0Kx4/rAtygNpsTFosDo6M2mEwOfPnlCcyZk4yUFBVWrrwIAwMmtLRo4XL5IJNJaHlFgPNc7NlzFAMDJsjlUgAOuN0+KBRc2AIRxpKSVAA4AVsiEcHjcWNoyAKz2QaBQIiysmwMDJig15sgk0ngcNjgdLohk3EW9/R0NTQapb/evglOpxticQxGRqzQ6Ux+q7zd77Uam8iWLSvERx9x3gAuwUuEmBgfhEIBYmOl/phbtz9eVIEbb7wEW7Z8iL4+IwDOip+SEg+v1xwg+JMKHB6PGydO6PDKKxuRnKzCoUMn0dlpgFqtgNfro8KCSiXDnDkaDA5yIRIOhwcikRBFRamoqTka8O4mJ6twxx2LsXdvK9rbB+g7VFiYAofDiU2bdkChkCAtLR5a7QgSEhQYGbEjL0+D3t5hvydI6P87llBMqvpwCZ2OgJ2M5XIxBgdHYTRa4XR64PF4UV3dgssvL8C8eSmorW2H0Wjz50GkYM2aUtTVdeL4cZ0/RIHL1YmLkyM2VoLRUc49/v77zTCZ7BAIBLBaXfReRCIhli0rxB//WAOj0eoPS+DeKZVKhssvn4N9+9r8bm6f//7FWLlyPjZt2oHeXk7R4cqoetHdPezPpVDAaLTCbnfBYnFi5cqLcMstl0GvH4VGo6J7Irz4Yg0OHjxFxyBJohUKOcuszeZETIwQKSlxsyr0aPv2OqosSqUiiMUxEAgEKCxMxR13LEFtbTva2vrx0kt7ceqUHrm5Gtx//0o899zHOHXKAJ/Ph95eIxISFHA43DCZOGXtrruuwBdfnAAwFiLH5Rv5YLU6kJ2dhMLCFBiNVjQ0dFPFgwjSCoUYixcXQKNRoafHQHOwMjLUOHlSj/R0NcRiEZKTJdBquU0uV6woQm5uMhwOJw4e7MK6dZUYGODmPY/HC5lMgtzcJDQ1dcNotMJqdUKvN2PHjkNYv74S773XBLvdBblcgr6+ITgcbmRkcKFvW7Z8CIPBhObmbnR1GWgBBPJ9Z6ceKSlcTgExLrW3D0Aul+CXv9wBt9uDtLR4OBwujI7a0d1t8M8pAr9XLx+ffnoUVisX6sf95w4bTjRnTgo6OgYAcMJkUpIKSqUkJHfmppsWIT09AampKtxzz2toauoBwBkARCJOQB0d5dYlLqFbAZfLA6VSSgXLbdvqAXAewoMHu7BwYQ6Ghqw4cKAD3d3DGBw0ITlZBbFYCJeLU2hGR224+ur5uOmmRWhr68frr+9HfHwsfvzjKmzbVodTpwyoqOCEWaIoeL0+DAyYsHnzeqqQlZfnQCIRY8eOg/7QX64txGIuR2rJkjloaen3hw966TooEABJSUq43R6YTHakpsajqqoYO3Z8DZvNCbE4xh9W6cTKlfOh1Rqh148iPz/J//9mOByc5z4lRYW5c1OxatVF2LnzEGw2A5RKGUQiF/r6jNi6dT8MBjMkEs5i/+MfV1HFGgDi4qQYHDTBYuEqGDqdbhgMZkilIixYkAePx42mpl7k5CTirruuwGOPvetPVBYiKUmJ+HgFcnM10GhUWLeuElu2fAibzQm93oTFi+dAqzXCaLQiJkaAzMwExMXJsHLlfADA4cM9cLk8KCvLxE03LUJtbTuSkzmhPylJiUsvzaVhuUIh5+lXqxXo6eHCDcmYHR21weHgKxPCgJyi4KpfsxWmKFwALFtWCK3WCMBHB01NTQvd6EyjUeLBB7+JDRsWobGxC52dBhgMJqhUUn8uAqc0kPMGBkYxMDACtVqBRYvyoNGoqKdBpzPTZCeJRIzy8izU15+kE/ry5UVoaupGZ6cBy5bNw5///D1s316H11/fj2PHtLBanRAIOFel0+nCW2/V+Z9CQJO8YmJisG5dJRYtmoPHHnsXRqPVb5XjhHeySBKhpra2HVrtMGpqWsCFCMRQywtx3/t8bggEnNt9cNCE2FgZpFKusgVZWPm/SRZko9GC9vZBaDRKxMZKaZIVZ/VLxvCwFYsW5UOjUaGjox86nRlKpRQVFTlIT0+AVjuM6uoWeDxepKcnQKmUIjFRAa3WiPz8JOTnJwGA/x64hZxTEMYUAC78yguRyIfU1Hi6iGRkqAM2yCovz8HmzevxwANv4dQpA2JiYiAWczGgy5dzFrkDBzrQ12fEF18cR0fHIE2uIwm9JpMdEokILpfHH+uq9Lu+bfB6vTRcZ/Pmb2PTpndgMFipBRHwoaIiBwMDJuze3ey3GPr87emmyaOccOVDWpoaDz+8GgMDJtxxxxLs3HkIBoMJy5cXYdmyQtx77xvo6tJDJOIqcnEbm7mRkBCLBQty8eSTN6K2th1//vNefxyqAMnJcTCb7VAqZVTwyspKgEDAhR+dOKGDTjfqt9px7m+r1QG324vm5h5UVuby9mEQ+JPKJbBanTCZ7Ni//wQaG7lFiou9FUOhEPstT5znxO3mBCGS3JeRkUDj5dVqBQQCAVUWTCYHDh7sCin/K5HEoKGhy5/cyG0il5WVgM5OrlJYfr4Gd9yxBA0N3dDrR/1nBY7/2tp23HffVXj55e+hsbELv/zlDir0Ee8ZwIW3xcZKUVVVMqu8CTt3HoLZzOXGcDH44gDByGAwISlJhZMn9bDbXbxCEB5IpVyyOxeC54NaLYfJZIPZbMfOnYfgcLip5yw2lrMQHzvWH2D9tVpdiIuTQygU+uOsvf7cHiG++OJEQOUrm82JnJwErFlTTuceUsjAbHZg9+4jyM1NQno6l/A+MGCiScKc8cQFm80Jh8ON7Owk3HBDJd56qw4jIxYMDVmxZEkBqqtbUFiYDIVCgt7eYWg0caitbUd3twFeL9DU1IPhYQtEIiFyczVUKPvd76r9zyXA66/vp4prc3MPDaNJTOQSWAUCO3p6jNSbkJAQ6/ekjIUOcRv8qeF06unmZy4X55kpLk7FFVcUUmWXzCfBCizxIrzwwqfYt68NIyM2WnGJFOcAOKt8djY3z9bXn0RJSQZuumkRfc+3bavH3r2tdI+H/PwkmpsmFArQ0zPszy/w0WpR6enceK6tbYdOZ4JOx4UdEuVl2bJCtLX1o7a21W9hj6HKAX983XTTpQBADS7cfMGV1B0d5RKVU1LiqKGiqakHcrkEl1ySh6KiVKowzpuXBr3ejL4+I80B2bOn1a9c+aDTWVBamoMHH/wmfvGLHbBYHBgaMiMlJQ5mswPz5qVRD/fChTnYs6cVnZ16qFQyJCUpYbc70djYjW3b6ulaW19/EiMjdng8nOfHYDBj3rw0eL0+ZGUl4OGHV2PbtjqcPDkEwEfDewUCrogJZ8zy4frrK7FsWSG2bauD3e7yl3vmiknk5CT6DYvA4OAo7HYXGhq60dmph9fLFbfQaFR0vluwIBcLFuT6n9lME6gFAgEcDhdMJjvUajmGh62QyUR+45fXn0fjRXKyEhaLE263Ez4fpzRcKBuuMUXhAoA/ATU2dkGrNSI5mbOSWK1OXHxxFg1PATghgwionZ16WjtdqzWipCQNS5cWYMeOQxAKgdLSHBr+0dLSB5eL805oNCr86EdXYt68NAACOrETq7bN5kRfnxGNjV3YufMQXC43Fi7MxfHjOhrjzgnHRvz5z5/5y0JyCkRVVQmefvo79H6fe+5jGAxcTe8bb1xIQ6P4z759ex06Ow1Ys6YUb71VB51uFDqdCWVl2fjii+P+0qUS5OZqcPz4IHw+H/7jP670T1KcZYlM5gCnfHCTXT20Wi7psL9/BEqlFCqVDHFxMixePBfp6WosW1aIF1+swRdfdMLn4/Ijysqycd99V+HZZz+Ex+NFYWEqCgtT0NLSj4MHu/ybeLkxOGjye3oEaGpqo8noyckqKBRcfKnN5sLAwCgyMtT40Y9WYGDAhNtvXxJWqCsvz8HvfncL7S+Px4fs7CS6KAHA7t2HodON+kMa5IiNlSEhQeRPRiSJenLExckxODhC42OTklSIi5PRBUOn47wdBw+eglwu9l9nETZsWITUVBW2bPkQIyNc1ZTLLy9AfLwMe/a0IjaW88CQ/JSamhZUVZXg4YdXU4sbKX8olYrg8wHp6ZxHwev1IisrARUV2aitbUdqqgolJeloadGiuDgdGzZcQoXA5GQVysqy0dzc5Q8tU2Dhwlw0NfXQcJE1a0rx7ruNOHFCh9RUzrLV2alDb+8w0tLiodOZUF19FHl5iVi4MA8LF+bg4MEuNDV1wWJx+uObpZg/P4MqsLW1x1BXdxIikRApKfG4994VAMYEg927D9MFyuXyYGjIgqysBLhcHoyO2vy5NwLs338cZHM2u92FsrJsKBQSHD+uo6EYnZ16el2iHKSmqgIMAISysmyUlWUBAFpa+lFamoPUVBUaG3v8SuelmE2sW1eJ0VEbMjLU0GqNaGsbQFqamnrzNBoVFi7MQUPDKbjdHiQnq/D66/v9OUIiJCQoMDRkhtfrRXy8AjqdGRkZavq7ra39cLs5AbK3dwQOhxvx8Zwh4vhxHWJihMjLS4JIFONXWDhP3sgIZ8VUqxXQaLj8I6EQ0GjicN99V+GFFz715yZJkZYW7/dG2tHc3AOz2YH0dDUcDiedV5OSlNDpTFAoJFCp5Fi4MAdSqQRz5iSjubnHPzfH+UNJR3DnnUsChO/9+zvQ3t5Py6EKhUIMD1uwc+chqFScIp2VlYBDh06iqamXJsuSfAqn0w293kyfjwvt5JQAi8WB5GQVCgvT0N4+AJ/P5090lmL+/Ex0dur8xR/G4v83b/72aft2+/Y6KtguXz6PCtEajRLNzT00j0eplCIzMx6NjT3Iy9Pgxz+uAgDcc89rOHDgOEwmG03kNxhMyM/X4Npry0CEzfr6TphMdvh8bn/oWRptN35uYPBYGxgw+fOFOG/qtm2cQaytrR87dx7CunWVAIDGxm7Y7R5oNEp/28VDo1GhqakHx48PQiAQYO/eVhQXp6GhoQvDw2bs398Bs9mBhx9eTdeAe++tojkmRMnctesQJBIRMjPjaW5UfLycellVKhcMBhO1vNvtLkilEmRmxuPIES7/a+nSQvT2GpGRoUZ7+wB27DiIsrJMv6d8TClWqThlmSgvbW392L//uL8ICFdVimtnKUwmzsNG3neAU9hiY6WoqJjrf/5u9PQMQ6GQIjMzgbYL4EN3twEymQTJyVw7JSbGoqqqhK4bu3YdQn//iF9pTsTg4AicTg8EAhdkMpF/beU87PywZJ2O854olVJYrdz+HMeOzZ4NKMeDKQoXACRkiGjm1dUtSElR+StlKKBUSrF9ex0GBrhKHy0t/XRgEe/Czp2HYLe7UFVVgvvuuworV84PENr0ehMyMznLrNFoRVpaPObNS0N5eQ62batHQ0MPVq68CABXsUIgAHXvd3cbYLO5kJurwSuvbATATQwkUYqL5Xb7XX5edHQM0GfSaof9ISJu5OcnQyqVoLr6KwBjlh0AaGjowvHjg1CpJIiLk2N01IbkZBXy8zUwGs3o6TGiuDgdl12WD4CLO29u7kJzcxcN0+ArCTU1LX4vDZCVleC3jnOJ1Jdckk8VBOKK/eKL4/7NiDgrVlNTN7Zvr6NKS1paPHV3E1ewXm9CT88wmpp6YLE4YbM5kZ4ej/XrL6GeCABISeHifQsLU7Bz5yG0t/fjrbe+xAMPrAxQAPnvwrp1lcjP14BYmcesb61wOt3IyEhAaWkWBAIf6upOwu32wO32+pMhk2g/y2QSWi88KSkWa9dWUu9NSUk6SkoyqEWSLDp8BUYqlWDx4jkoLc2GVstZ5+x2FzZsuBTz5qWhoaEbJSVpIUpaaqoKN998GRXyi4rSoVLJ0dMzjLKyLAwMmPD66/+GwWBBXJwUF1+cRRfOefPSAlz8mzb9LwCgubkbw8M2pKer/RVLVFi5cj527Djkrw7kRENDN+RyMZKSlKiqKgYpI6lWcxZTsmi3tUngdnuQkZGAxYsLaBsTRZ0TAgPfK26scJazpCQlVqwowp49rf5xx4VD3HvvG+jrG4bb7fF7loC8vCQsXlwAp9OF+nqur3bsOITERAXa2rgwjYcfXg2t1gitdhha7TC1OhOBSqmUQq83Byyo5C8X6509q7wJALe3DBkfzz77IbTaEbjdHqSmqqgls7a23V84ACgsTMWhQ6fg9fr8Qq7db0UW0jyFwsJU/7yXjcxMLjSHb/lOTVVh69b9/gRfLwAB+vu5ZFCVSo6HH16N6uqj6OszIj1djcbGblqNrqIiG42NXWhu5hIyOasmt0kfKdNot7vQ0tIHk8kGh8NNwzb4c/vBg1xRg6Ehiz8mX4WbbrqUhmkODJgCQk1J2IfD4UJCQiwWL56D9vZBtLT0ISEhluYC7N59xN823D4Nl17KzaW1tW3++HQvraC1fDnfA+DDlVcW0XLN3d1DaG3tR2FhCoRCIY01t9lcaG8fwKZN/xswbsKxc+chHDx4EgDw5pv30M8bG7vw4os1tH31ejP27GnF4OAouroM/k3SgJqaY34LN6BQcFXbYmJiUFGRTd8Z0j61tcfw9dfdyM5ODBDOy8tzUFqaDZ3OjIEBE1XWAU6JePbZjwBwhQm4uVxAjTSjozYIBNy6JZWKkJamhsvlRmlpDu677yps316HLVs+xPCwBZ2dehw50sfL+bOjo6M/YK4l6/7KlSV48817aN6NwWCCyeREZyfntVixogi7djXA6/UiLk6GvLwkaLXDqKjIQVVVCVJTVdixQ+cvQCKmRqBrrinF7t3NsFgcOH5cjwULctHbOwyTyQaXy4P0dDWkUgm1+u/d24qeHgMUCikKC1OQmZmAjAw1Vq26iBr6KiqysWnTOyDhXwUFKZg3LxV79rTi5MmxcDf+u8CPiBgdtaOvbxgtLX1ITo5DU1M3Vq26CBqNCn19w/TdS0mJg8Ph8YdcSvxle+Xo7paip8cYkCweGyvFZZflY8+eY/6w4gtjHwWmKFwAEMGWgxNsiHXJ7fagsbEbWq0RYrEIJSXpVFgoL8+hVtzUVFWAlYlY6ongc+mleTTMZcuWD9HdbcCWLR/6k+FIyITPrzRwSZ8k1Gn//g60tPShsbGbCijp6Wr87GdXY+vW/Th2rJ9alLgFOwV//GMNamvbUFqaheXL56Gvz0jdrCTMatmyQjqZ6/Xcrp19fSNwudxITo6DWq1AS4sWarUSbjfnAh4astAEr88/P46RESt1dZJ7I22g1Q5j37422GwuOrmQRZe/iNXWttNEvdhYzgNQX98Js9kBu90JoZBbCIm7mqttr8X69ZUwmZwwGEwoLExBWlo8tTR99FEzcnOTaLUKrXYETU29cLvHdoHeufNQiKJALCoajSpgUSMCyODgKFwuDy6+OAt//jMXkmIyfYimpi64XG6Qjb+MRiuys5Owbl0ljUmeOzeVutU7Ow2oqMjGTTddSt+fhoZuNDd3YdOm/0VTUw8MBjMUCgl8PgFVLDhl0keFtJYWLZKTldi0aQcyMtRITlaipaUfJSXpSE9XY+XK+dBo4nDgQAcGBzmLH3kP//CHT/w7s3rQ0tJHrXbkfoiljDtegHffbYDV6oDPx9XjNhhM2LatHvHxXDlfpVKCbdvq4fF4MX9+Bo1D7uzUw+fjBCKbzYmhISstt0ramOxlQmLEs7OTcO+93H2+8MKn9J1qbOyBWByDhQtzIZGIUVCggdXqQkUFN94eeGAlXn+diw0eHBxFTIwQixcXYPPmG7F06X/DbudyH0ZGrMjKikdGhhrHjmnxs5/9D+bOTcHJk3pIJCKUl2dRT+DBgydRWJiKa64pDRsCAWBW5SbwIfMDt5+AEKdOGaigTBgL27wUjY3dtGSx0+lBUpISV189HzqdGVarExqNEi+++Cn27WvH8uWFePnljWhs7KJeydRUFTIyuCRXp9PlryTFlQxNS4sPUF62b69Dc3OPXwmxYefOQ8jPT0JdXSfsdhcyMjgraktLHyQSzhJ65EgPXC4v0tLiqbLDH+PEqrxjxyEIBAgIteF77ICxdaOqqgQLF+Zi3742LF5cgJdf/h42bfpfGqpEvMqJibH429/+DavV4Q+dTMbDD69GcvJY2CW3v44bGk0c0tPVaGrqpoYr4oG0Wrl58fjxQf9GnyJkZyegp2cEg4OjqK5uoUYgvhGM/86SeZL8JRDhvbNTj74+I8rLs2CzOf1lRG344INmZGYmQKNRwuPx+vcFUsPnA44fH0RDQxftHzJOUlNViIkRYd26ypB7ImG/wcJ2bW07ZDIRHA43JJIYmh/IXw8EAh+am4UQCARYsmQOcnOTkZqqovPFK69spPlFXNgnp1TZbC6IxeKAY8f2xRhLyCORAxUVOdi58xC6uznDw+OPr8fWrfvR0zOMvr4R6HQW6PVmfzERMwYGRmn5cKPRCqk0HsuWFcLh4PIuyH4QmZkJ0OlEMBot1NjDjadhCIVAcnIc5sxJRnv7AAYHuWp88+alUbmAeL0BrjKSUinBwYNd6O0dhtXqhFY7gpqaY9DpzDQ/orw8B+vWVeL11/cjLk6IgQEurO/UKQOMRs6TTyIBmpq64XS6kZengUIhhdXqhFgshM3GHZ+SokJaWjwkEhFiY8WwWl1ITlZi7942/2akgM/Hqh4xZgl8VygAOkE3NnbT/QwUCkmIxQRAiNDQ2NhFJx9iASWWCoBbXBYuzMGpUwZ0dxv8C6QAFRVcSEN7+wBGR200bposUMTKk5qqCvjNxx9fTxdZfjzqpk07YLM5odNxMev33ltFr88X1F944dMAIZRc1+l0IzmZi+HV60dhMomoa5lM5m1t/TAauRjtAweO03rKpB0rKnKwe/cR6HTcbyYmxsJkctJ2Cl4s9PpRtLcPYnDQhKyshBCrPvntt976EgMDI9izpxXl5dnweNzo6zPSihK33voy2tsHsHBhHjZvvhG33voyVYSEQiEtTUssmsHvwv79HQHWff6kLBaLoNHE0QW2ra0fo6M2XHRRJk6c0NF8Db4QMm9eGrZs+RCnTun9Xh6jf1Ht9u8IzvXFwAAXpkMSi0npwJERK2QyMRITFZBKJQGLvlZrxO7dhzEwMIIjR3rxzW9ehJKSdDQ1deOrrzqxdm0l0tPVGB62wuPx0ion5N2qr+9EQgLZ90BAhR+ZTAy93oT9+zvw8MOrkZ6uRny8HCqVHPfeu4J6HbTaYRgMFqjVsVAq5QBGIBIJ6XW4kqdcparly+ehvX2AVggL9kJVVx+F0+mGQiENcOmPKfHce1lSkgGNRokPPmiC0cjtfTIwwPXvvHlpiIuTY2TEipwczrOj05mxfXsdsrLUND9mcHAUanUsYmJEaGvr9+dccHkfBoMJ6enc3h4qlRTz5qXiyiuLoNUaqTLFb8PZ5kngQ96HYCWVeFrWrasMCHW5884leP31/XQzq1tuWYSVK+dj27Z6rFxZgptuWoRf/nKHP7RyJGBsSSQiNDX1+KulcTvEm0w2xMZKkZGRgB/9aEXAvQ0MmKi31OUSob29H21t/byNGAXIz9dApZJAo1FBpzPTvACdbsyoQ6yyN920iIYucWGWSSEW8OBNy8jfZcsKaWhHY2NXQLw9//yVK+fTuZwIznxFhczlgA+7dh2iYVOjozao1Vy4ks3mpJuYpaTEYfHiAgDA8LDNXyAjiwrBxEtCrk/gK1zk2kRJ2rOn1Z/74EZ6egIWLOAquclkYrhcHoyMWFFVVYL0dDX9fZ2O88DU1BzDPfe8GuANHBgwUQ8dead27ToUMLfU1HDKDWl/ki8HAGlpamzefKO/fDWXS7Bq1UWYNy8Nhw9rMTAwgt7eETz99HeogqbVDmPz5hup0kOMEtXVR2iCOvFgEM83935eSu+xpUWLqqoSbNiwiM7h3d0G7Nx5CBkZ8RgcNCEjQ43S0mzs3t2Mw4d76AahxcVpuPJKzuOpUEjovMEpWSpoNErU1XVCrzf5N6wbq5RH8vP4JYcdDg96eobpmhQcpdDVZYDRaEFZWRby8zXYvfsw+vuNGB21UQWAv87odFxfJCer0NMzDLlcjGXL5gUYQvhRCZ2deigUEpSXc5XgBge5UL2hIStsNieuueYy3HffVdQYQyDr7myHKQoXAMELQHl5Du655zWMjtqQl5eE9euLqOLAt5gQwoUuNTd3obQ0hzdQAoUwUmpRpzNBrzdDJhNDp+uHy+X213VXBdwP30ULcJuqvftuY4C1gM+ddy6hIRNkMiSuc/KbxNtRUpJGLdstLVqUlWUjPV2N1FQVjVdXqxW0jj2J63744dX43e+qMTJiwfCwBSUlGdTSzbe01dQc8+/0KworAN5331U0tKez04CysmysW1fJc7Hm0AorAwMmrF9fSeNI6+s7qQXld7+rBjAm3C1cyP3mwoU5GB21obt7CKOjNni9gpDJmd/W4SyHej3XBkqllCokAPyhTJxScssti7BjxyGsWFFEQxPIYk1iusk7AgB6/WiAUkkUpt27D8NotEKhkMDl8kCnM0OtVtDcDAJ3X6P+2FiRP0yCs0TW13dCo1FRTwVJqr/ppkX0fd2w4RIkJChofHJFRbY/ZwZ0kRoe7semTTuQmRmP5cvnhYQ0bNtWj7y8RHR1DcNgMGPu3BSIREJUVIy9X8nJsQB8NA6YCAHkPSDPTuKVr7yyiCpEhNRUFaqrj/o3DOI8Y01NXFI0qQVP2oSEchUWpqKxkRu3ZrMDLpcX3/veFTQsTaNRYuXKi3Do0CmYzXbY7c6ARH8uj8SMq68uBYCwIXuzHdKup07psH//CaxfzynIv/tdNS1DyZ8PN2xYhIaGLuzY8bW/CpkkQOgqL8+hiffr1lUGCDyZmfFobx/072sghlwuRnw8J/jyQ9P4Bobm5m6qfLa2amE0WpGRkYCSkgz4fEBLi5Z61yoqciAQgIaDkPevuppUEhNQbxoXFhS+tCNfSeKHoXG/xb3bmzd/O2IO1Msvfy/s75J2KilJB8CVFyVJ4mSPjoKCFHi93E7iw8MWem5iYiwNo9qwYVGAAYh4wPkEexrIuOzqMviVaAXWri3neUD1UCqlOHlSH+AVJr/T1NSN/v4R6PVm7NvXjrg4OR0n5NpEeUlNVUGjUVGv+rp1ldT4RL6vqiqB3e5ES4sW2dmJtO3IOtjQ0B2wFqxbV4nGxi40NvbA6XSDKBnBRsCDB7sgFIKeU1VVEhBOTPos+DyyLpBwpPz8fHz3u0vo983N3bBYHCFGkKEhC3bs+Brt7QO0aAeZvxobe2CzOaFUyuhYIOvmffddhVtvfRkDAyNQKCTIyEigHmn+fZH5vavLALPZjmPH+vH44+uh15vQ1MQVzigtzQro/2DDnEajxLXXlmLz5hvDvh8AaLgSIIBGE4eKiiz09Y1AKASys5NodEKwMYbbl2n2wxSFCwwyQHw+bs+BuXNTcN99V2HTpnfgdLrR1NRD9w8gx5PJQ6s10omKc0lyEzV/QgEQIICThFESuhQcwkTgTwxardGvWIyitrYtbHw0sRjxrQJEgOJXaSICJf8aZPF44YVPqYBrMtmg15tgNFpoWb4337wH8+alUStYsBDJuZCtEAoBm80Bn0+JSy7JC5m0gv+fLL5kAe/sNMBud0Em4zbhKSlJR36+Bnr9qD+xj/P6CIWc4E7ueWjIgpaW46iqKsF77z1Aq0eRjfGC3e6kP8nzcJU32mlMNqlWsXPnIZpfwnfhc/0Xh6Eha4A1r6QkPUDwIKE8TU3dOHmSS4Qnymp5eQ4qKrKxc+chGmdfWJiC0tJsmmhHXPM1NS1wudyIjZVi6dICGuLAb0++kEbCRYgQUVVVApOJC4OQy7m64cTDQayqAHDypA7Hjw9i/foF9Hz+b5Pa9DYbFxYQGyuhYSAtLf1wOt1oaOgBIKAWu7EqW2PPToSAoSEr0tMlVDEk1+IUR9D7fPzxwHKJ5Jl3725GT88wBAIftYIHV3/hW3sbGrqwbdtX0OksaGjoDkkGHQsJMIKExxCBhvzmbFUcSN8sXfrfOHVKj7feqsPBg11wOl1ITY3HwoU5ARZ5rh0EtMpUuPHNn5saGrppWGZtbTuOHtUiPl5BN3ILblt+mCipSEXe58REJZxOD+RyCfVilZVl03etqqqEVrAi701bWz+Sk7lwJ71+FNXVR2muGBH6yXVJf+/YcRAdHQNoa+vH1VfPR0tLP7RaIw4cOI7hYQu11gJj60k078qYsnsMTU29dFPHtDQ1LBYH5sxJxoYNl9B1YufOQ2hp6UN1dQsKClKg15vo3MSv5Bfumvx25Avz+/a1wmAww+l0obOTC7UhHgHSnsFeEqIw8EOo+EItv8ISv/ACWTdJKBv/+/vuuwparREGgyVA2CSFBnQ6E53XSI7FCy98CqfTjczMBAA+mldI5ktisCH5YMG5Jvx3lf9c/NBHlUoKk8mGxMSxfZ6IQYGUSeej15vhdnP7d/T1GeF0uun8FVzulZRNJdcikQeZmWoYjVa6fw7/nXr99f04eVIPj4eropiRoUZtbTs6O/WQycQhu1cH90dnpwElJRmoqMgJmNNIbptWa8Tmzd+mxjOypslkYlohjHjdXnjhUwwPc/mXsbFifznWi8K+67MNpihcYPBd7d/97hIqFFRUZNNKAtu21QWETBDBlGyyVlKSEWCZDPZWEHbuPBQ2+SvcxM4f3PX1nbRyEH9CJvCFXeJOJ0lMxHUKcIIP38pPLPsEvuBOqk1kZsajt3eECsjhQi/IZ5s2vYO6Om4XSK7kqjvAGhvpPAJZ6EhpWZLEDPjwwQfNsNtdWL58Hq6+upRaVsKFSfEFFH6VoGDPEOnPYAWFLFz8RLBt2+ppCAHxMGzfXhewiBFrHl8xJAJqZ6ceRqMV8fEKaLXDdFFbtqwwRMnjJxWTOGASihWsYEbqE2LxIcngJCY2NVVFK9vwc1aIckQWo97eYRCLKwkb4FsCVSoptezq9Sa0tPRBpZKgqqoETU3dfuHJF+LWDr4msfAFhz+tW1dJhX5+bHHwwlxenoOysmwMDpqg0cRFrADDb5+bblqEpqYedHbqaRI96Qv+7weH6xHFNdy7PNtYv74SO3YcQmamGt3dBkgkYqxfX4k9e1px9GifPy9BgPLyHNx006XUI0n6mLQjv6/JmFi7tpK2Hwn7k0olIX0LjFlDtdpharDhG1GCjS3l5VxFt8bGHr9XuCvg9wYGuLh/s9lBy6kGehJ8qK1tp4n/Gk0sYmJi4PP5YDbbAQjoOzs8zOVxcBv6BRqRkpJUsNtd0GqNp53jd+9upjX94+LkiIvjymwuX14UsFbww6pIHD1/LidrWXCBBNKO/L/8fAKr1Qmr1Ul/K9iAFI5gZSCc8Sp4PRkdtSE3VxNyL+RvYqICIlEMEhMVAQavYKWFQDwVSqUULS39dP52Ot3Q6UyoqMimc1qkfEK+hxcIzl8EGhq4uP0dOw5BqZSEvW8+Go3S7+1R0uT5SPMXuQ+SiK1USpGaGofCwlR0durR3W3Apk07IBBwIZhJSSp/QrQdIpEQF12UgXvvrUJbWz8sFif6+41wOLj8vOD+2L69Dh991EwrWfGjHUhFQc4w2k3HGbm3zk4DrQwWbKQh+ZR2O1famKxJsx2mKFxghLOqE8GyrIyLd9y9+wgqKnKwYcOiMPkNCWEn1GChLzhuEwi18hCCXd1kMV27tjLsYsoXdolgHuw6JVWaSJhRuEkuWOBcsmRuwLMFKyTBz6zTmSAQCKBSyTF/fiYKC1PCXiccwdcmG7kRq3lTUw96eoah0ShpG5Bj+M90ugUyGL5bFuDqgge7n8mCtW9fGywWB7Zs+RDV1UdofsVYtYlLQzwzxDpOvDsZGeqARY1cB4C/RF4HUlNV1FLLIQhpn7G4Xg7+u8YXcMl78d3vLqHfBXueiBuetCu/ChIwJszxk1o3bFiETZveQXX1UcTGSiCRiOj9rlp1UciiHnxffEtiOGGS23Dp2wHHNzd3w2Ry0HALAhFUJ/KuPf74+pCxwe+L4HcEQIjAMZv5+c9X4+c/X02F3+5uA3bsOISREQutva/TmQLmuXDzWXAODBkT/ApC4dqU/7skpp0IwOEUYz4kJpvU6wfGwh7582l+voZ6f8cKDnA5Ri+9VEM35rviirmw211ISFCAWOw5uP1NiNds27Y6tLT00XwrUlkp3BzPf+czMtQAgOLiNPT2jgQIZYRt2+qp94OMCzJOg0N4Is3tpD/4/yaKE4lHn+i7Pd78yu+nLVs+RHv7AOLi5CGGA3IMqT518GAXhoYsqK5uQUVFVkAxET7Bng8yPomhgqwVjY1dGBgwUY9xcPgVuVd+aC7fq0gKLiQlqULmWMKYUYYr3833aAYrH8Fhrrt3N6OtbSCggAJpM5K8TIyR+fkaHDjQQUuKk+eIjZXQHC2+MZG08+7dzQHtTyBtRkJPjUZrgKJJ2pi8j/z3h6yPxBhFxvaFAFMUpoEHH3zQv2vuGGvWrMGaNWvO+bWDB32wFeSf//waQ0Nm6uINntwiLVjBkwOZgPjWhUiTbHApu+AY+mCC3c78ZwtXpSkaa2i4RX/btnrs2HEQMpk4bNw2SYZOSVHB7faeVWw3Xzjbtq0eGRnxKCvLCtgwLRrL1+kItoyVlobmr5BFRK8303CDmppWAFxc8fDwWGIwuWcSmxpsOSWhZ/ywIgLp99FRGwYGTEhMVKCgIAUVFdn0GL6AUVKSDq12GC+++Cl1Gwe/y+HeCyDQkxYsXASPicjvH2eJTU5WIi2N27+BKADBiwofvpWYb80HxiqPhAthIQsqgHELDERDpLERTHCYwoViMSPwDQ7d3Qbk5SXDanVgeNiK5GRVwDwRyfo/ttttHs0/Cqeg8iG5X1rtcEBhg2iI9N6TeYL/PpOxzVdQN2xYhLvuuoImwa5cOR+lpWP3HM4bS+LlAW7/jXBeYz7BFl2SF3P8uD6Cd2WsUh7/N0mYbLASEY5wczpfcSLzNd8IcbpxFe3YC666FO5eSOgN2fEZCNw7IDisi68YBRvazGYHKipClVW+QSB4/Q3OrSHHjef557ctKc6gVnN5YHfcsSRkPg6WC2pqWpCRoYZKJQ8xgBAhnG+YI0Ye8nljY9e46yC5nkIhofug8Nucr+THxkpChH3+bxNP20sv1eCuu67Az3+++ozm3tkAUxSmgeeeew4KheL0B04SwQM/+N/8QZSYGAuvNzYg+QgIbx3iTzj8SYw/AfFrRwcvNoTgSfV0g3G874MnhHDHhZsIwysxvrCxyAR+CMJ4ltdoJl6+AB9sFY/muQmR+iyY03keystzaBnEDz5opsmXJJkN8AUsAHzvEd/tzvc6BHuYSH+ThHSysIXzQpEqJCRvIdhtHK59+O1OYn+Dq3pFevZwbUdyL4iFa968FLpx2XjtzrfmdXYaoNeb8NFHzdTFzg9N4V+feBzC5ZqMR6S48Ym+PwCiFqBmE8HCNQlL5CfDB1tp+dZ/Mv+VlubQ+e90Sbf8ohATEUbI+cElmcebN7Ztq6eeAOLtkEolePHF2wPGEgnDCN4sDODeExKGyt+IL9K9j+elCjcHVVTkUI9H6NgaUyLGI9wcF6wwn84zMRH48w2pJFRb2x4i3JJjgxOPg72EwQJ/JCUz2Hsfqa3HMxJOFKKcNjV1+3ccd9Ny3OHeATKOZDIxVq68iOb+kTDT081PpFAJiWgIJji8c9++VgwNmdHWNrYhWrCST4pLtLX1R1xDXnqpBkajFTt2HMLPf7465HpnY7Q7n2CKwgUA31oVzgVJCNbUg5OPCOGEiXCT2OkWA8K8eWlYsmQuXYTPltMJy+G+DzdJhSsByCfaBT2SKzbSghrJKh4N0U7+fM9BcNwqget/Aa69lrP+tbT0Y/nyoogJcuT/SaUkvts33H2RXAUSekbyQ4hgQuJMSX4BgR+yQwS0cBM3P98gPz8pRAmZKGTsDA9bYbe7YLW6IBb7Ahbj8bxg/Hvnu9gjnRNc4jESkSq8RJNjEHxuuOe4UNzrfIINKOTdIf2xbVs9tm2rQ2JibMgu15HakPxeuPClcEUhoiF4bo8OH90kbTyLerjw0XDPeLbeTQI/BJV/bf61yJxEStFO5PeDPyelRleuLAmoiHMmbN9eh9/9rhokUCB4nQ02kpHwzKEhCwCE7N0BRB8CGPy+RWMsI8dFuz5GOpe/gV04g0akcURKZQORq6zxw0WDQ1vDhfyR/YHWravEiRM6WK0O9PWNVf4LfmdNJgfa2gbC7jdEfpvvaZtoG80mmKJwQRC42UokoSZ44jiddSiSMBHud8ZjsgddtELbeItysCAcSZie6P2QZyVJf2di9Q13j+MpPOMxXtvz97MgVVsiWaf4QhAp38pfOPgTevC1iFDQ2zsSIJiEUzjI3+C8gnDPkZqq8u9obQhJ/D5T+IocPy73dO3O/368SlrREEkxINeJVsAAQtttomN3thGNt5GEXQBcOc9gYfp0bRhs2SR/I3nDIn3O/TuwXGak8/n/5htAwj0fYbx5MvgZT2dhjUZ53bnzEOrqTuDUKQPWr6+kChj/Wi+88CktpBAp1C96QjchOx2RvHU7dx7CwMAIUlPjT9uu5LP9+zsAjJXfDCbauTzcceHyEaK1gE/E01BeHrkc7ul+l4TokdA9ct/B81pJSXrI5oHB90fak+RgyeViZGUl4coriwLWbv75kTbl40Nyl7Zvr8Ott75Mw6XOxhtzPsIUhQuA4OTHaKzJ4zHZwkS4QXc2rr1wE2ekcKtIRArBIN+FW4Cjuc+xSXI4aqtvNPd4pn0w/oQXObl4vHsitfkj7QpNNiIKFsRIZSeycIw3kQffDxHg+fHiAwMmGocaHJpxpkxUETsXvxFJMZioRZF/zoWy4J2OaLyNkZTFaAlWDiZi1Q2el8KF/4Q7fzzr9uks79FwurmItBmp7Bauvdatq8SpUwYajhPOmxE8f0a6XjRMtCgAEFnhWbeuElqtEQKBgIa7jDf+ystDc0cmk3DK7WTnYfCZSHgt/9/Em0WUvkjz2uneV3578pW48Z6b77E9nWIenC82GevA+QRTFC4AJroYTZSzjdeLxiJytkzUwhLJazLeAhzpPkkFD1KzmX/9s6ksMxlC3niW/okupOGqaATf70cfNaOlpQ/bttWHFcRITHdtLZdAGU3oDfmN4HjxyQiPmImEUwzOdPycbsG70GJxSS5LuLh8fluMl0Q73nnhvDbhmIiVP1zfRLJqRxrLZ9vPp/t9Mj5J7gYQ6qXlx/VHmhf5Rq7g0MeJMhFhLzgGPvj+NmxYRIsz7Nx5CEuWzA1rFDnT60+UcMot/+9kEVxNjlw7WoKNRPy1Y6LtM97xp3tuvhEreFPKXbsOweXyBGxyeqHMh4TzXlHo6OjAW2+9haNHj8LpdCItLQ1XX301rr/+egBAc3MzfvGLX4Q99+mnn0ZxcXHAZy6XC//4xz+wZ88emM1m5OXl4fbbb0dlZeUZHTeTmazJI1qh5Fy5P6O5zkQtLKfzmkS7AHOEJt+d7SIxmQJcpLaY6D0SQYBfRYMP93tZdM+BcERqz2ieNxoB+kyZSQLz2QiaE2W2x+JGU9aZcKZtcSbnRWvln4j1drxrn20/T/SdPNs5Z6otuuR+IyUUA4GhLPPmpdFQGGK4mE7OtL34eSOR9uWJlKw/0SIe460dZ0q0zx0cukS8RfzPSaWu2TwfRuK8VhS+/vprPPbYYygoKMDNN98MuVwOrVYLg8EQcuzatWtRWBi4aKanp4cc97vf/Q6ff/45rr/+emRkZODTTz/Fb37zG2zevBnz58+f8HEzmcmabKMVSs61+3O860yWhWWiCzCAkJjgyWAyBbjJEiqj+Z3TtcXZeL/OpfBwJu09HcpFcCnJs2W2hyYFh8ON97xn2hbB54WrGjfdCujpFPRI5aYn8o6HG5/ny3sVTd8HFx84XZnvmUhwf/JLl4fbJDOS15a/GR9hoh78qZw/y8sjl1YP14/nU59OBuetomC1WvHb3/4Wl156KR555JGQfQmCmT9/PpYuXTruMW1tbdi3bx82btyI9evXAwCqqqpw33334bXXXsPTTz89oeMuFCaitfP/niuiuc65FCrPJNRgokxmW07W/UXzO2d6rfFCQqaCM2nv6bDGT/Y1p9pyO9XwLYYk3G2yFdHg8yLlP01nO0d6NhI2mZKiglgsoscSzvR9O5Own+lUps6k72fC2Jlo2wX3J3+vh3Dfj2fYOV2lIj783znbcKZonnkihUCi9eLNZs5bReGzzz6D0WjEd7/7XQiFQtjtdkgkknEVBqvVCqlUipiYmLDff/755xAKhbjmmmvoZxKJBKtWrcLWrVuh0+mQnJwc9XEzjXCDYyqtW1M1cU7lBB2pLOe5XvzP5hlnwsI7UcYLCZkKzqS9p8Maf6bXPB/fickgksXwXBIpz2BmwoUIZmTE013j+UzFOz6Tw9+iqU411fd8ut3DxyO4P6VSCVJT4yCVSsJ+H83vhPPkj8d44UzREM0zk2NI9cHT9dOFOj8SzltFoaGhAQqFAgaDAZs3b0Zvby9kMhlWrFiB73//+5BIJAHHP//887DZbBAKhZg/fz42btwYEop04sQJZGZmhmyGNm/ePABAZ2cnkpOToz5uphFuAE2ndet8G3zRKgVTKSCeSRuejwvv+RgCMx0WxTO95kx+J841U91P55OFcrL2kjkbZvJ8Gk11qqnuX/61J9p2pwvRjba/Jxqiy2/3SEpGtETzzOS7aKtnXcjzI3AeKwp9fX3weDx4/PHHsWrVKtxxxx1obm7Ge++9B4vFgoceeggAIBKJsGTJElxyySWIi4tDV1cXdu7ciUceeQRPPfUUCgoK6G8ODQ0hISEh5FrkM5L7EO1xkbBarVE9o1gshlgsjurYaBjPkjUd1q3zbfCFu99wITFTKXicSRue64X3bBTA8apTTUbM/XQzU5Xj81ERY5x7ZkL4zEyeTyONm2jG07maC4IF7bP57YkI+GdzHX67jxf+Fw0TCYGNtnrWhT4/nreKgt1uh8PhwOrVq3HPPfcAAJYsWQK3242PPvoIt912GzIyMlBSUoKSkhJ63mWXXYalS5fiJz/5CbZu3Yrf/OY39Dun0xlWMCfeCafTOaHjIrFx48aonvGWW27BrbfeGtWx0RBuAE2ndet8G3zhkhLJDsHTFRJzJm14rhfeiSy2p9sZ+HxTJk/HTH2emSAQMs4PZqqyOxmcrQX+dJ/zOVdzwUxWrCJxtrLAmb6TZ+ohudA4bxUFIpQvX7484PNvfOMb+Oijj3Ds2DFkZGSEPTcjIwOXX3459u/fD4/HQ3MWJBIJXC5XyPFE8CfXjPa4SLz66qshYUvhmExvwkzkfBt8wfdbW9uO7m4DvF5MW5LtTGzDiUz6p0uOO9+UydMx256HceExU5XdyWAq59PZMBdM1jOcbbvP5ndyJnDeKgqJiYno6uqCWq0O+Dw+Ph4AYDabxz1fo9HA7XbD4XBQoT0xMTFs2NDw8DAAICkpaULHRUKhUESlKDBmNvyKKdPlUZiJTGTSP91CMxMVobNhtj0P48JjNgi4M4HZMBecyTOcC48UeyfPLeetojB37lw0NDTAYDAgKyuLfj40NAQAiIuLG/f8/v5+SCQSyGQy+ll+fj6amppgtVoDBPnW1lb6/USOY8xupqNiymxjqhfL2Rw2wWBMBbNBwGVMH+fC+s/eyXPL+JsPzGCuuOIKAMAnn3wS8PnHH3+MmJgYlJZyu+iNjIyEnNvZ2Ym6ujpUVlYGlFNdunQpvF4vPvroI/qZy+VCdXU1ioqKaCWjaI9jzH7Ky3POOvmKMXWQRaq2tn26b4XBmDE0NnbhhRc+RWNj13TfCmOWs2xZ4RmVPWVMH+etR6GgoACrVq3CJ598Ao/Hg4svvhjNzc34/PPPsWHDBhr+89RTT0EikaC4uBhqtRpdXV3YvXs3pFIp7rzzzoDfLCoqwtKlS7F161aMjIwgPT0dNTU1GBwcxP333z/h4xgMxsyCuagZjFBYjDdjqmDW//MPgc/n8033TZwpbrcb27dvR3V1NYaGhpCcnIw1a9bgW9/6Fj1m165d+Oyzz6DVamG1WhEfH4+ysjLccsstYZOdnU4n3njjDezduxdmsxl5eXm4/fbbsWDBgjM6jo/VasXNN9+Mt99+m+UoMBgMxgzmQgpTu5CelcE4X5kuGfK8VhTON5iiwGAwGOcHL7zwKWpqWlBVVTIr9vBgMBjnN9MlQ563oUcMBoPBYJwrWJgag8FgMEWBwWAwGIwQWCw1g8FgnMdVjxgMBoPBYDAYDMa5g3kUpoEHH3wwoCwrAKxZswZr1qyZpjtiMBgMBoPBYDACYYrCNPDcc8+xZGYGg8FgMBgMxoyGhR4xGAwGg8FgMBiMEJiiwGAwGAwGg8FgMEJgigKDwWAwGAwGg8EIgSkKDAaDwWAwGAwGIwSmKDAYDAaDwWAwGIwQmKLAYDAYDAaDwWAwQmCKAoPBYDAYDAaDwQiBKQoMBoPBYDAYDAYjBKYoMBgMBoPBYDAYjBCYosBgMBgMBoPBYDBCEE33DVyIPPjggxAKA3W0NWvWYM2aNdN0RwwGg8FgMBgMRiBMUZgGnnvuOSgUium+DQaDwWAwGAwGIyIs9IjBYDAYDAaDwWCEwBQFBmMSaWzswgsvfIrGxq4JfcdgMBgMBoMx02ChRwzGJFJb246amhYAQHl5TtTfMRgMBoPBYMw0mKLAYEwiy5YVBvyN9jsGg8FgMBiMmQZTFBiMSaS8PCeit2C87xgMBoPBYDBmGixHgcFgMBgMBoPBYITAFAUGg8FgMBgMBoMRAlMUGAwGg8FgMBgMRghMUWAwGAwGg8FgMBghMEWBwWAwGAwGg8FghMCqHk0DDz74IITCQB1tzZo1WLNmzTTdEYPBYDAYDAaDEQhTFKaB5557DgqFYrpvg8FgMBiMWUljYxdqa9uxbFkhK0vNYJwFTFFgMBgMBoMxq6itbUdNTQsAMEWBwTgLmKLAYDAYDAZjVrFsWWHAXwaDcWYwRYHBYDAYDMasorw8h3kSGIxJgFU9usBwuVx488034XK5pvtWGFME6/MLC9bfFx6szy8sWH9fWEx3fzNF4QLD5XLhrbfeYhPMBQTr8wsL1t8XHqzPLyxYf19YTHd/M0WBwWAwGAwGg8FghMAUBQaDwWAwGAwGgxECUxQYDAaDwWAwGAxGCExRmGG8//77030Lk8JUPAe7xsxiNrTVbHiGqWK2tNVsuca5Zra002y5xlQwW9pqNqwb0wlTFGYYs+WFmw2DfzZdYyqYDW01G55hqpgtbTVbrnGumS3tNFuuMRXMlraaDevGdML2UZgGHnzwQQiFgTramjVrsGbNmmm6IwaDwWAwGAwGIxCmKEwDzz33HBQKxXTfBoPBYDAYDAaDEREWesRgMBgMBoPBYDBCYB6FKcTn8wEArFZrxGO8Xu+4358t5LfP5TWAc/8c7BrRw/p85vz+VFyD9feFd42p6PPZ0E6z5RpsjM+sa0xVf9tsNgBjsuRUIfBN9RUvYPR6PTZu3Djdt8FgMBgMBoPBOA959dVXodFopux6TFGYQrxeL4aGhiCXyyEQCKb7dhgMBoPBYDAY5wE+nw82mw2JiYkhBXHOJUxRYDAYDAaDwWAwGCGwZGYGg8FgMBgMBoMRAlMUGAwGg8FgMBgMRghMUWAwGAwGg8FgMBghsPKo5wltbW2oqalBU1MTBgcHoVKpUFRUhO9+97vIzMwMOLajowN///vf0dLSAgAoKirCxo0bMWfOnDM6DgBcLhf+8Y9/YM+ePTCbzcjLy8Ptt9+OysrKc/TEFzbT2d/Nzc34xS9+Efa+nn76aRQXF0/WYzJ4nDp1Cm+99RY6OjowPDwMqVSKnJwcrF+/HosWLQo4diLjMdpj2RifWqazv9kYn3rORX/bbDbs2LEDbW1taGtrg9lsxk9/+lOsXLky5PpsfE8909nnkznGWTLzecITTzyBlpYWLF26FHl5eTAajXjvvfdgt9vxzDPPIDc3FwAnDD788MPQaDS45ppr4PP58P7778NsNuPZZ59FVlbWhI4jPP300/j8889x/fXXIyMjA59++ina29uxefNmzJ8/f8rbY7Yznf1NJpi1a9eisLAw4L4WLFiA+Pj4qWuIC4ivvvoK7777LoqLi5GYmAiHw4H9+/fjyJEj+PGPf4xrrrmGHjuR8RjtsWyMTy3T2d9sjE8956K/BwYG8P3vfx/JyclIS0tDc3NzREWBje+pZzr7fFLHuI9xXnD06FGf0+kM+Ky3t9e3bt063zPPPEM/+/Wvf+37zne+4xsZGaGfGQwG34YNG3ybN2+e8HE+n8/X2trqu+6663zvvPMO/czhcPh+8IMf+P7P//k/k/aMjDGms7+bmpp81113ne/f//73ZD8WY4K43W7fT37yE98999xDP5vIeIz2WDbGZwZT1d9sjM8Mzra/nU6nb2hoyOfz+XxtbW2+6667zvfJJ5+EXIeN75nDVPX5ZI5xlqNwnlBSUgKxWBzwWUZGBnJyctDd3U0/O3LkCMrLyxEXF0c/S0xMxPz581FfX0939ov2OAD4/PPPIRQKA7RfiUSCVatW4dixY9DpdJP+vBc609nffKxWKzwez2Q+GmMCxMTEQKPRwGKx0M8mMh6jPZaN8ZnBVPU3HzbGp4+z7W+xWIyEhITTXoeN75nDVPU5n7Md4yxH4TzG5/PBaDQiJyeHfuZyuSCVSkOOlUqlcLvdOHXqFIqLi6M+DgBOnDiBzMxMKBSKgGPnzZsHAOjs7ERycvJkPhojDFPV34Tnn38eNpsNQqEQ8+fPx8aNG0NcmIzJx263w+FwwGq14ssvv8TBgwexbNky+v1ExmO0x7IxPn1MR38T2Bifeiazv6OFje/pZTr6nDAZY5wpCucxe/fuhcFgwG233UY/y8rKQmtrKzweD2JiYgBwwmRbWxsAwGAwTOg4ABgaGgqrwZLP+Mcyzh1T1d8ikQhLlizBJZdcgri4OHR1dWHnzp145JFH8NRTT6GgoGBKnvdC5ZVXXsFHH30EABAKhVi8eDF++MMf0u8nMh6jPZaN8eljOvqbjfHpYzL7O1rY+J5epqPPJ3OMM0XhPKW7uxt/+tOfUFxcjKqqKvr5tddeixdffBG///3v8e1vfxs+nw9vv/02hoeHAQBOp3NCx5H/Dw6DATjXWPCxjHPDVPZ3SUkJSkpK6L8vu+wyLF26FD/5yU+wdetW/OY3v5mKR75guf7667F06VIMDQ2htrYWXq8XLpeLfj+R8RjtsWyMTx/T0d9sjE8fk9nf0cLG9/QyHX0+mWOcKQrnIcPDw/iv//ovKBQKPPLII9RCDACrV6+GTqfDzp07UVNTAwCYO3cu1q9fj23btkEmk03oOIB7WfkvNYG8vORlZpwbprq/w5GRkYHLL78c+/fvD/BKMCaf7OxsZGdnAwCqqqrwq1/9Co899hieffZZCASCCY3HaI9lY3z6mI7+Dgcb41PDZPZ3tLDxPb1MR5+H40zHOFMUzjMsFgt+/etfw2Kx4Mknn0RSUlLIMXfccQfWr1+PU6dOITY2Fnl5edi6dSsABNTgj/a4xMTEsK4vYo0Odw+MyWE6+jsSGo0GbrcbDocjJJaSce5YunQp/vjHP6K3txdZWVkTGo/RHsvG+MxhKvo7EmyMTz1n09/Rwsb3zGIq+jwSZzLGWdWj8win04nHHnsMvb29+M///M+ApNZglEol5s+fj7y8PABAQ0MDNBpNyP4I0RyXn5+P3t5eWK3WgHNbW1vp94zJZ7r6OxL9/f2QSCSn9T4wJhdiVSLjbyLjMdpj2RifOUxFf0eCjfGp52z6O1rY+J5ZTEWfR+JMxjhTFM4TPB4PnnrqKRw7dgyPPPLIhHbVq62tRXt7O66//noIhZG7PNJxS5cuhdfrpck4AJcIW11djaKiIlYt4Rwwnf09MjIScmxnZyfq6upQWVk57m8yzhyj0RjymdvtRk1NDSQSCXVdT2Q8RnssG+NTz3T2NxvjU8+56O9oYeN7epjOPp/MMc5Cj84T/va3v+HLL7/EokWLYDKZsGfPnoDvV6xYAQA4fPgw/ud//geVlZVQqVRobW1FdXU1FixYgOuvv54eH+1xAFBUVISlS5di69atGBkZQXp6OmpqajA4OIj777//3D/8Bch09vdTTz0FiUSC4uJiqNVqdHV1Yffu3ZBKpbjzzjvP/cNfoPzxj3+E1WrFxRdfjMTERBiNRuzduxc9PT24++67IZfLAUxsPEZ7LBvjU8909jcb41PPuehvAHjvvfdgsVho6EpdXR39/+uuuw6xsbFsfE8T09nnkznGBT6fz3eWbcGYAh599FEcPnw44vfvvvsuAECr1eKll17C8ePHYbPZkJqaiqqqKtxwww0BWfXRHkdwOp144403sHfvXpjNZuTl5eH222/HggULJv9hGdPa37t27cJnn30GrVYLq9WK+Ph4lJWV4ZZbbkFGRsa5eWAG9u3bh08++QQnT56EyWSCXC7H3Llzcd111+Gyyy4LOHYi4zHaY9kYn1qms7/ZGJ96zlV/33333RgcHAx7zb/+9a9ITU2d8G8yJofp7PPJHONMUWAwGAwGg8FgMBghsEBEBoPBYDAYDAaDEQJTFBgMBoPBYDAYDEYITFFgMBgMBoPBYDAYITBFgcFgMBgMBoPBYITAFAUGg8FgMBgMBoMRAlMUGAwGg8FgMBgMRghMUWAwGAwGg8FgMBghMEWBwWAwGAwGg8FghCCa7htgMBjnP2vXrp3Q8SkpKXjllVfoDtT8HURnK3a7HYcOHUJ9fT2OHj2KwcFBCIVCpKenY8mSJbjhhhsgl8uj+q1f/vKXaGxsBAC8+uqr0Gg0Ad83NzfjF7/4RcTzi4qK8MwzzwR89uabb+Ktt9467bWfeOIJXHzxxQGfORwObN++HbW1tdDpdFCpVFiwYAFuv/12JCUlRfyt6upqfPDBB+ju7oZIJEJRURFuvvlmlJSURDzn6NGj2LZtG1pbW+F2u5GdnY3rrrsOVVVVp713PsG7m27cuBHr16+n/47UHjKZDOnp6Vi6dCm+9a1vQSaTATh9m4ejqqoKP/vZz1BdXY3nn3+e/ptAPucjlUoRGxuLjIwMFBUVYcWKFcjNzZ3QdU8HeZbg+5lp/Otf/8Jf//pX+m8yrzAYjMmDKQoMBuOsCSektbS0QKvVIj8/H/n5+QHfxcXFTdWtzRg+++wzvPDCCwCA7OxsLFq0CDabDS0tLXjzzTexb98+PPHEE1Cr1eP+TnV1NRobGyEQCODz+cY9Nj09PazQnZ6eHvJZfn5+RGF7aGgIDQ0NkEqlKCgoCPjO6XRi06ZNaG1tRWJiIi677DIMDg6iuroa9fX1eOaZZ5CWlhbym3/5y1+wa9cuSCQSVFZWwuVyoaGhAYcOHcIjjzyCxYsXh5zz+eef46mnnoLP58P8+fMRFxeHxsZG/Pa3v0VnZyfuvvvucdsjHOSZIwnb/PfX5/PBYDDg6NGjeOONN3DgwAE8+eSTkMlkUKvVYdtv//79sNvtWLBgQUjfXnTRRVHdI78f3W43RkdHceLECRw+fBjvvPMOrrzySvzoRz+CQqGIA/ayIwAAEt5JREFU9rFnBdnZ2bTNa2pqpvluGIzZCVMUGAzGWRPO6vjb3/4WWq0Wl19+OW699daI5zkcjnGtzrMFkUiEq6++Gt/61reQnZ1NPx8aGsJvfvMbnDhxAn/5y1/w0EMPRfyNkZER/O1vf0NlZSV6e3sDLOLhKCkpidoivHjx4rDCOQC89tpraGhowOLFi0O8Hm+//TZaW1tRXFyM//qv/6Lf//Of/8Qrr7yC559/Hk888UTAOQ0NDdi1axdUKhWeeeYZZGRkAACOHTuGRx99FM8//zxKS0uhVCrpOSaTCb///e/h9Xrx6KOPYsmSJQCA4eFhPPzww/jnP/+JRYsWobS0NKrnJZyufcK9v/39/XjooYdw/PhxfPTRR7jhhhuQnZ0d9rcOHz4Mu92OG2+8ccL3RgjXjz6fD/X19Xj55Zexd+9e6PV6PPbYYxCJLpxlfcGCBViwYAEApigwGOcKlqPAYDCmjZSUFGRnZ18Qws1VV12F++67L0BJAIDExET86Ec/AgAcOHAALpcr4m/85S9/gcPhoMdPBT6fD5999hkAYMWKFQHfuVwuvP/++wCAH/7whwFKxA033IC8vDwcPnwYHR0dAef985//BADcfPPNVEkAgOLiYqxevRoWiwWffPJJwDkff/wxrFYrLrvsMqokAEBCQgI2btwIANi5c+dZPm10pKWl4eqrrwbAKQLTgUAgwKJFi/Dss88iMTERhw8fxgcffDAt98JgMGYvs391ZjAYM5ZIOQpr165FSkoK/vznP2P79u2oqamBwWBASkoKvv3tb2PlypUAgMbGRrz99tvo6OiAUCjEokWL8P3vfz9saJPH48Hu3btRU1ODrq4ueDweZGZm4qqrrsJ1112HmJiYKXvuYPLy8gBwgrfJZEJiYmLIMQcPHsRnn32G22+/PWzo0LmiubkZer0eCQkJKC8vD/iupaUFFosF6enpISFJALB06VKcPHkSdXV1mDt3LgAun6GpqYl+H+6cd999F3V1dVi3bh39vL6+PuI5l1xyCSQSCRobG+F0OiGRSM78gaOEhBF5PJ5zfq3T3cdtt92GP/zhD3jvvfdw/fXXR33uqVOn8Pe//x2HDx+G1+tFfn4+brrppojtNzQ0hD179qC+vh5arRajo6NQKpUoKSnBjTfeiHnz5tFjXS4X7rzzTjgcDrz++usB3iFCS0sL/u///b+YP38+nnzySQBjiukHH3wArVYLi8WC+Ph4ZGZmYvHixVizZs0EW4jBYJwNzKPAYDBmLFu2bME///lP5ObmYv78+RgYGMDzzz+P6upqfP755/h//+//wePxYMGCBZDJZNizZw82b94cErvvcDjwn//5n3jppZfQ19eHoqIiVFRUYHh4GH/961/xxBNPwOv1TtNTAgMDAwC48CSVShXyvd1ux4svvoisrKyAhNvTodVq8frrr+OFF17A1q1b8dVXX034Offu3QsAWL58eYgy1dnZCQCYM2dO2HOJ8nDy5En6WW9vL1wuF+Lj40OSsCOdw/93OIVELBYjJycHTqcTvb29p32myaC9vR0AQjxE08EVV1wBoVAIrVYLvV4f1Tnt7e146KGH8OWXX0Kj0eDSSy+F0+nEb37zG/z73/8Oe86XX36J1157DUajEXl5ebj88suRmJiIAwcO4OGHH8bXX39NjxWLxbjqqqvgdDqpRyqY3bt3AwCuueYa+tmrr76KZ599Fh0dHcjLy8PixYuRkZGBkydPYseOHdE2CYPBmCSYR4HBYMxIBgcHIZfL8fLLLyM+Ph4A0NTUhE2bNuHvf/87XC4XNm3ahEsvvRQAYLVa8dBDD+Ho0aNobm5GWVkZ/a2//e1vaGpqwrJly/DjH/8YsbGx9Jynn34aX375JXbv3o3Vq1dP/YMC2LVrFwAu5losFod8/49//AODg4P47//+77DfR6KlpQUtLS0Bn+Xl5eHRRx8NCPmJhNPpxP79+wGEhh0BgE6nA4CwAj//c34uBTknUl6KTCZDbGwszGYzrFYrFAoFrFYrLBbLaa/V0dEBnU4Xkjw/WXi9XgwNDWHv3r3Yu3cvYmNjce21156Ta00EhUKB1NRUaLVadHV1RWwjgs/nw29/+1vYbDZ85zvfwW233Ua/e//99/GnP/0p7HklJSV44YUXQhK/v/76azz22GP405/+hJdffhkCgQAApwD861//wu7du0M8AVarFf/+97+hVCppKJnT6cR7770HuVyO3//+9wFJ8B6PB8eOHYu+URgMxqTAPAoMBmPG8oMf/IAqCQBQVlaGOXPmYGhoCAsXLqRKAsAJS+Hixo1GIz7++GNoNBr89Kc/pUoCOef++++HSCSatvjur776Cp988glEIhFuv/32kO87Ojqwa9cuVFVVRZ0Mq1AosH79ejzzzDN488038eabb+Lxxx9HUVERTp48iV/96ldU8B6PL7/8EhaLBTk5OWEt+Xa7HQBXsjMc5HObzUY/I/8f6RwAtOQoOZZ/fqTzyDlWqzXi754Jb731FtauXYu1a9fiW9/6FjZu3IjXX38d5eXlESs6TQck3C6afm1ubkZ3dzfS0tLwne98J+C7NWvWoKioKOx5eXl5YatDLViwAFdccQW0Wi1OnTpFP8/MzERpaSk6OzvR1tYWcM5nn30Gh8OBFStW0FAnq9UKl8uF9PT0kHaNiYnB/PnzT/tsDAZjcmEeBQaDMSMRiUQh9foBLpH0xIkTqKysDPsdwMVSE5qbm+F2u7Fw4cKwQmZCQgIyMjJw6tQpOByOcQXYyaa7uxvPPvssfD4fNm7cGGIJ93g8+MMf/oDY2FjcddddUf9uQUFBiGBfXl6Oiy++GJs2bcKRI0fwwQcfYMOGDeP+Dgk7CudNuFAILu9LSpM2NDTgjTfewAMPPECVlPOFI0eOAODyPcLl5ixfvhytra1hz3W5XDh48CDa2towOjpKk+9JaFhfXx/NuQGA1atXo6mpCR9//HFADgMJOyLKPcDlW2g0Gpw4cQKvvfYarrnmmhmjiDEYFypMUWAwGDMStVodVoghQlm40BVSdYdfOYiEvezevZsKJ5Ewm83jKgqkPGkw3/zmNyds7TQYDPj1r38Ns9mMG264IWwS6q5du3DixAncf//9AZ6VMyUmJgbf/va3ceTIEXz99dfjKgqjo6P4+uuvIRQKceWVV4Y9hvSFw+EI+z35nF8Nifx/pHOAMU8FOZZ/vsPhCLtfADlnsvcSCFce1eVy4aWXXsInn3wCiUSCBx98cFKveSaMjo4CQNgcl2CIIp2cnBz2+5SUlLCfnzx5Eo899ti4ZXn53h+Aa7+EhATs27cPd999N+RyOTo6OnD8+HEUFxeHeCgeeOABPP3003jnnXfwzjvvICUlBRdffDGWLVuGSy655LTPxmAwJhemKDAYjBmJUDh+ZOTpvieQ5N05c+YEWDrDcboyrXa7PWy99tLS0gkpCiaTCb/61a8wODiIlStXRvQW1NXVQSAQ4NNPPw257vDwMADgySefhFgsxo033oiFCxee9tokN4GcH4na2lq43W6UlZVFjHkngmakBFryOV/wJOcYDIaw59jtdlgsFiiVSir0KxQKxMbGwmKxQK/XIycnJ+K1Igm/k4lYLMb3v/99VFdX47PPPsMPfvCDqAT0c4XVakV/fz+Ac5dc7fP5sGXLFgwODmL16tVYvXo1UlNTIZfLIRAIsHXrVmzfvj2kkIBIJMLKlSuxfft27Nu3D1dffTU+/vhjAIHeBEJ5eTn+/Oc/o66uDl9//TWam5tRU1ODmpoaLFmyBI8++ug5eT4GgxEepigwGIxZDRFyL7roItxzzz1n9Vupqal49913z+o3bDYbfv3rX6O7uxuLFy/GfffdR5M/w+Hz+WioSDhIiMhVV10V1fXNZjOA8XMEgOjCjkhIzokTJ8J+f/z4cQAIUNAyMzMhFosxMjICg8EQ4hkKdw7595EjR3D8+PEQRcHtdqOrqwsSiQSZmZnjPtdkoVAoEBcXh5GREWi12mlVFGpra+Hz+ZCZmRnV5oWk/C5JLA8mnMegp6cHPT09mDt3Lu69996Q74miEo5rrrkG77zzDj7++GN84xvfwL59+6BQKHDFFVeEPV6hUODKK6+knqxjx45hy5Yt2L9/P7766ivmWWAwphCWzMxgMGY1ZWVlEAqFqKurg9vtntZ7cblcePzxx9HW1oYFCxbgoYceGnf/hieeeALvvvtu2P+Ilf7VV1/Fu+++S/eWOB2kilG45GRCf38/jh07BolEErC5WTAlJSWIjY2FVqsNqyx8/vnnAIBFixbRz6RSKa1IFa4MZ7hzANDEdfI9n/r6ejidTpSXl0/JHgoAZ8Un4T7Bu1VPJUajEW+++SYAbv+RaLjooosAcO9CuHK5tbW1IZ8RBTOcd8lsNqOhoSHi9VJSUrBgwQK0tbXhjTfegMViwTe+8Y2oczuKi4upwspPlmYwGOcepigwGIxZTVJSElatWoXBwUE8/fTTYUNu+vr6wgqgk4nH48HTTz+NpqYmzJ8/H48++uiESp1OhH/9618h1mKfz4cPP/wQ//rXvyAQCMYt67lnzx4AXHz5eDH/YrGYlr3805/+RPMEAG735ZMnT+Liiy+mm60RbrjhBgDA22+/jb6+Pvr5sWPH8NFHHyE2NharVq0KOOeb3/wmFAoFvvzyS6rsAJyg/OqrrwJAwAZt5xKXy4W//vWv8Pl8SE1NRVZW1pRcl4/P58NXX32Fn//85xgaGkJZWVnAfgTjUVpaiqysLGi1Wrz99tsB33344Ydhy5Cmp6dDKBSiqakpoM+cTif++Mc/wmQyjXtNUnr4X//6F4DwYUeDg4Oorq4OeI/INcgmfacr/cpgMCYXFnrEYDBmPT/4wQ8wMDCA/fv34+uvv0Z+fj6Sk5PhcDjQ1dUFrVaLyy67LOyuv5PF+++/jwMHDgDgSlm+9NJLYY+76667zjpxedeuXfjb3/6GgoICpKamwuVy4eTJkxgYGIBQKMR//Md/hAjvfMgGWdFUO7r55pvR2NiIlpYW3HPPPbjoooug0+nQ2tqK+Ph4/PSnPw05p6KiAtdffz127dqF+++/HxUVFXC73WhoaIDP58NPf/rTkJ18VSoV7r//fjz11FN48sknUVpaCpVKhYaGBlgsFtxwww1Rl4+dCF988QXdEA8Yq3o0NDQEqVSKn/70p+OGjk2ESHk3LS0t+O1vfwuAC7MymUw4fvw49WisWLECP/zhD6PeXVwoFOKBBx7AL3/5S7z55pvYv38/cnJyoNVq0dHRgWuvvTakXLBarcaqVauwe/du/OQnP0FZWRmkUimOHDkCr9eLq666Cp9++mnEay5cuBAajQZ6vR5z584N69Eym814/vnn8ac//Qlz586FRqOB3W7HsWPHMDIygrlz547r4WIwGJMPUxQYDMasRyqV4te//jU+++wzfPrpp+js7ER7ezvi4uKQkpKCFStWYPny5ef0HkjoBgCqMITj1ltvPWtF4YYbbsChQ4fQ1dWF7u5uuN1uJCYm4sorr8TatWsDylQG09bWht7eXqjV6rAlaIORSCTYvHkzTVb94osvoFKpcNVVV+H222+PaAH+wQ9+gPz8fLz//vtoaGiASCRCeXk5vvOd76CkpCTsOUuXLsUTTzyBt99+G62trXC73cjOzsZ1110XdY7GROns7KQ7UAOcF0Wj0eCaa67BunXrotq47nSQKl2RQnG0Wi20Wi0Arr2VSiWys7NpSE64vQ1OR1FREZ5++mn8/e9/x5EjR9Df34+8vDz86le/gkwmC7uvyI9+9CNkZWXh448/RlNTExQKBSoqKvDd734X1dXV414vJiYGF198Mfbu3RvWmwBw5Y3vvvtuNDY2oqurC+3t7ZBKpUhNTcWGDRtw9dVXnzMvHIPBCI/AF1yigMFgMBiMWc7dd9+NwcHBs05OnwxeffVV7NixAxs3bsT69eun+3bOCXa7Hd/73vfg9Xrx2muvTXoZ27Vr1yIlJQWvvPLKpP4ug3GhwzwKDAaDwbhgISE9y5cvj6q87GRjNBppUne4DQZnCx988AEsFgvWrFkzaUrC119/TcPkGAzGuYEpCgwGg8G4YCH7U+Tm5k6ponDgwAHU1NTg6NGjGB0dxSWXXDJuSNj5yOjoKF577TUYjUYcPHgQcrkcN95446T9fnd3d9h9TRgMxuTBQo8YDAaDwZhi3nzzTWzbtg0ajQZLly7FLbfcEnW50POFgYEBfP/734dIJEJeXh7uuuuuc5JwzmAwzh1MUWAwGAwGg8FgMBghsH0UGAwGg8FgMBgMRghMUWAwGAwGg8FgMBghMEWBwWAwGAwGg8FghMAUBQaDwWAwGAwGgxECUxQYDAaDwWAwGAxGCExRYDAYDAaDwWAwGCEwRYHBYDAYDAaDwWCEwBQFBoPBYDAYDAaDEQJTFBgMBoPBYDAYDEYI/x9v9BwJkC3cogAAAABJRU5ErkJggg==\n"},"metadata":{"image/png":{"width":778,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/5e7ba7d9-9f22-4e08-ba61-966153705863","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659778956,"execution_millis":232,"deepnote_to_be_reexecuted":false,"cell_id":"0eb0dc0df4c84d94b1b9f5610204197a","deepnote_cell_type":"code"},"source":"lc_stitched = lc.normalize()\nlc_stitched.plot(color = 'gold', lw = 0, marker = '.')","block_group":"1dcca1ff4eee4283ae88f636e661b365","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":28,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":765,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/728b7b3e-29a4-47a4-86b0-05b0109815a7","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722660043077,"execution_millis":36453,"deepnote_to_be_reexecuted":false,"cell_id":"e3a859c544ee4b1bba1a9f842469ec0f","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/120\nlc_collection_binned = lc_stitched.bin(bin_time)\nlc_collection_binned.plot(color = 'green', lw = 0, marker = '.')","block_group":"0a031db1504e4061a60bac017e3ba5fc","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":32,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":775,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/db4f3a3c-4639-4b1d-8887-d55a22c395f1","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659829167,"execution_millis":1478,"deepnote_to_be_reexecuted":false,"cell_id":"abee4b52c7184750af963a0a9a30d483","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/input_1/2\nlc_collection_binned = lc_stitched.bin(bin_time)\nlc_collection_binned.plot(color = 'red', lw = 0, marker = '.')","block_group":"701bbd1815574589bf38d6c920425e8c","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":30,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":785,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/f34d639b-7c98-4532-ad4c-543cdd0bca36","content_dependencies":null},{"cell_type":"markdown","metadata":{"formattedRanges":[],"cell_id":"e831e8bdc4aa495e9fb929be0795a465","deepnote_cell_type":"text-cell-h1"},"source":"# Kepler-442b","block_group":"4ce7505bc8a745b1a28db426ca40d0d8"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722660440275,"execution_millis":313,"deepnote_to_be_reexecuted":false,"cell_id":"b02b5c49ea2d4a999f5d0d59d307f9ca","deepnote_cell_type":"code"},"source":"TIC = 'Kepler-442'\navailable_data_all = lk.search_lightcurve(TIC)\navailable_data_all\nsector_data = lk.search_lightcurve(TIC)\nlc = sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)","block_group":"00b83e8e2631439d860cac4a666724e7","execution_count":null,"outputs":[{"name":"stderr","text":"/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 25 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n  warnings.warn(\n","output_type":"stream"},{"output_type":"execute_result","execution_count":42,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":769,"height":378}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/94fa1c97-cf60-4e44-ac66-7bfdbc74ce4e","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722660474079,"execution_millis":69,"deepnote_to_be_reexecuted":false,"cell_id":"34ea2ab166984a899ccd79b80da63dae","deepnote_cell_type":"code"},"source":"lc_stitched = lc.normalize()\nlc_stitched.plot(color = 'gold', lw = 0, marker = '.')","block_group":"cc375afe853b4f0093a2ceff69faa46a","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":43,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":756,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/ef4026f3-863d-446d-879c-224d5b661fcf","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722660495524,"execution_millis":9523,"deepnote_to_be_reexecuted":false,"cell_id":"efa04ec5e119436aaa186f7e985b4405","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/120\nlc_collection_binned = lc_stitched.bin(bin_time)\nlc_collection_binned.plot(color = 'green', lw = 0, marker = '.')","block_group":"faf5aa4fd27f4164a8e38b7a0e258d8b","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":44,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":756,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/10826c07-0eef-46ba-b718-c3b903721ee0","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722660505642,"execution_millis":1082,"deepnote_to_be_reexecuted":false,"cell_id":"b1201ff6d2274c7bb12db77c438315e3","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/input_1/2\nlc_collection_binned = lc_stitched.bin(bin_time)\nlc_collection_binned.plot(color = 'red', lw = 0, marker = '.')","block_group":"a706f3e3d1f0471d9d5c2df4635cba0a","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":45,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":791,"height":394}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/8d8db6e1-9ef9-440b-a4d7-04791c10f070","content_dependencies":null},{"cell_type":"markdown","metadata":{"formattedRanges":[],"cell_id":"a8419c6640a842ccaf67b2c7464366cf","deepnote_cell_type":"text-cell-h1"},"source":"# Kepler-186f","block_group":"6c0f8f3402fe475aa1fd1e48e60e6351"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722660794626,"execution_millis":510,"deepnote_to_be_reexecuted":false,"cell_id":"67d49401c7674dc79919a762c559f46e","deepnote_cell_type":"code"},"source":"TIC = 'KOI-571.05'\navailable_data_all = lk.search_lightcurve(TIC)\navailable_data_all\nsector_data = lk.search_lightcurve(TIC)\nlc = sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)","block_group":"e0db658663eb4e0b8a5c9002711fa4c3","execution_count":null,"outputs":[{"name":"stderr","text":"/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 66 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n  warnings.warn(\n","output_type":"stream"},{"output_type":"execute_result","execution_count":48,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":769,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/13e14897-084c-4450-b4cd-2fddbe4eb3d0","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722660819074,"execution_millis":33,"deepnote_to_be_reexecuted":false,"cell_id":"301bc1146eaa4580867a08ce453ee566","deepnote_cell_type":"code"},"source":"lc_stitched = lc.normalize()\nlc_stitched.plot(color = 'gold', lw = 0, marker = '.')","block_group":"515ed6a07a9f4f2eb8bd74dde1ee2f43","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":49,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":756,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/f529df90-e622-4ab6-9793-8674c8bd2915","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722660833083,"execution_millis":17144,"deepnote_to_be_reexecuted":false,"cell_id":"1d87e92b022e47808f13adbd50929390","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/120\nlc_collection_binned = lc_stitched.bin(bin_time)\nlc_collection_binned.plot(color = 'green', lw = 0, marker = '.')","block_group":"6bf496aa76ce47b39f330ff2f69ddcad","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":50,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":756,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/9a34d02d-9091-453d-8398-c1b11f498bc9","content_dependencies":null},{"cell_type":"code","metadata":{"allow_embed":true,"source_hash":null,"execution_start":1722660850632,"execution_millis":1774,"deepnote_to_be_reexecuted":false,"cell_id":"46391e251faa44919db57f75a1f05f18","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/input_1/2\nlc_collection_binned = lc_stitched.bin(bin_time)\nlc_collection_binned.plot(color = 'red', lw = 0, marker = '.')","block_group":"200bd98a466e4db8871ee7301f2987f7","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":51,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":756,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/79c93ecd-515b-457e-ab37-545f594ce00f","content_dependencies":null},{"cell_type":"markdown","metadata":{"formattedRanges":[],"cell_id":"992efbec97c8470d99f49b566b9872c0","deepnote_cell_type":"text-cell-h1"},"source":"# Test","block_group":"6ae683c7bfd44ba6a3359846bd511274"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659336502,"execution_millis":230,"deepnote_to_be_reexecuted":false,"cell_id":"e534f4997f584418bebde997cecde4a0","deepnote_cell_type":"code"},"source":"select_sector = available_data_all[0:1]\nselect_sector","block_group":"9b8aeb083b09479884446c4dfbfde21a","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":19,"data":{"text/plain":"SearchResult containing 1 data products.\n\n #     mission     year author exptime target_name distance\n                                  s                 arcsec \n--- -------------- ---- ------ ------- ----------- --------\n  0 TESS Sector 01 2018   SPOC     120   150428135      0.0","text/html":"SearchResult containing 1 data products.\n\n<table id=\"table140666769102640\">\n<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n<tr><td>0</td><td>TESS Sector 01</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>150428135</td><td>0.0</td></tr>\n</table>"},"metadata":{}}],"outputs_reference":"dbtable:cell_outputs/e1883a2d-09d4-4cd2-a162-6a11e693cff6","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659336526,"execution_millis":488,"deepnote_to_be_reexecuted":false,"cell_id":"79e5226e4d2e4ee391499239c3119d34","deepnote_cell_type":"code"},"source":"%matplotlib inline\nlc_collection = select_sector.download_all()\nlc_collection.plot(linewidth = 0, marker = '.')","block_group":"e1b67bed30374663b4a8755c145f35bf","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":20,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":759,"height":383}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/990adc7e-b34f-42e5-bd1e-609060204aa4","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722660648413,"execution_millis":145729,"deepnote_to_be_reexecuted":false,"cell_id":"b2c2089e510247bd8b13bba0925c5fb0","deepnote_cell_type":"code"},"source":"TIC = 'TOI-700d'\navailable_data_all = lk.search_lightcurve(TIC)\navailable_data_all\nsector_data = lk.search_lightcurve(TIC)\nlc = sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)","block_group":"88c7cefaf49d4bd7bdd1d3c53e9578da","execution_count":null,"outputs":[{"name":"stderr","text":"/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 144 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n  warnings.warn(\n","output_type":"stream"},{"output_type":"execute_result","execution_count":47,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":759,"height":383}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/b1bc1657-6b57-41db-84e5-00b1b3f4ee8f","content_dependencies":null},{"cell_type":"markdown","metadata":{"formattedRanges":[],"cell_id":"27dc279309474e029503eb76a5a95cc6","deepnote_cell_type":"text-cell-h2"},"source":"## Normalise the data (from multiple sectors) to fluctuate ~ 1","block_group":"83915d90425a4706b17a36c9c047227b"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659337553,"execution_millis":398,"deepnote_to_be_reexecuted":false,"cell_id":"bb07f7afcef546b0a261657325ffcdac","deepnote_cell_type":"code"},"source":"lc_collection_stitched = lc_collection.stitch()\nlc_collection_stitched.plot(linewidth = 0, marker = '.', color = 'red')","block_group":"b568f3b1b6fd42a4a07a813d7f65fdc6","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":21,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":756,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/cfaa9a12-fb88-4db8-8a2a-3fec95338030","content_dependencies":null},{"cell_type":"markdown","metadata":{"formattedRanges":[],"cell_id":"f966a66f50724beb83aefc15a3bab5b1","deepnote_cell_type":"text-cell-p"},"source":"You can use `collectionName.normalize().plot()` for single sector collections","block_group":"ef0f10954673455785e1c133e24e88cd"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659338116,"execution_millis":887,"deepnote_to_be_reexecuted":false,"cell_id":"48216ec681ff4dc8bee9ac5e2c69d828","deepnote_cell_type":"code"},"source":"TIC = 'TIC 284475976'\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 23)\nlc = sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)","block_group":"6992834a72b64d04b1656977dbbdb623","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":22,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":759,"height":379}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/7a635f84-1b88-40aa-80f4-f53b780e1641","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722659339845,"execution_millis":13070,"deepnote_to_be_reexecuted":false,"cell_id":"85222c526d284e0882aea6742b30c865","deepnote_cell_type":"code"},"source":"TIC = 'KIC 10593626'\navailable_data_all = lk.search_lightcurve(TIC, author=\"SPOC\")\navailable_data_all\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 5)\nlc = sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)","block_group":"f69ee2785bcf4e998c759c623ece63f6","execution_count":null,"outputs":[{"output_type":"error","ename":"KeyboardInterrupt","evalue":"","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mKeyboardInterrupt\u001b[0m                         Traceback (most recent call last)","Cell \u001b[0;32mIn [23], line 4\u001b[0m\n\u001b[1;32m      2\u001b[0m available_data_all \u001b[38;5;241m=\u001b[39m lk\u001b[38;5;241m.\u001b[39msearch_lightcurve(TIC, author\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSPOC\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m      3\u001b[0m available_data_all\n\u001b[0;32m----> 4\u001b[0m sector_data \u001b[38;5;241m=\u001b[39m \u001b[43mlk\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msearch_lightcurve\u001b[49m\u001b[43m(\u001b[49m\u001b[43mTIC\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mauthor\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43m \u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mSPOC\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43msector\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43m \u001b[49m\u001b[38;5;241;43m5\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[1;32m      5\u001b[0m lc \u001b[38;5;241m=\u001b[39m sector_data\u001b[38;5;241m.\u001b[39mdownload()\n\u001b[1;32m      6\u001b[0m lc\u001b[38;5;241m.\u001b[39mplot(linewidth \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m0\u001b[39m, marker \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124m.\u001b[39m\u001b[38;5;124m'\u001b[39m, color \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mmidnightblue\u001b[39m\u001b[38;5;124m'\u001b[39m, alpha \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m0.5\u001b[39m)\n","File \u001b[0;32m~/venv/lib/python3.9/site-packages/memoization/caching/plain_cache.py:42\u001b[0m, in \u001b[0;36mget_caching_wrapper.<locals>.wrapper\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m     40\u001b[0m \u001b[38;5;28;01mwith\u001b[39;00m lock:\n\u001b[1;32m     41\u001b[0m     misses \u001b[38;5;241m+\u001b[39m\u001b[38;5;241m=\u001b[39m \u001b[38;5;241m1\u001b[39m\n\u001b[0;32m---> 42\u001b[0m result \u001b[38;5;241m=\u001b[39m \u001b[43muser_function\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m     43\u001b[0m cache[key] \u001b[38;5;241m=\u001b[39m values_toolkit\u001b[38;5;241m.\u001b[39mmake_cache_value(result, ttl)\n\u001b[1;32m     44\u001b[0m key_argument_map[key] \u001b[38;5;241m=\u001b[39m (args, kwargs)\n","File \u001b[0;32m~/venv/lib/python3.9/site-packages/lightkurve/search.py:836\u001b[0m, in \u001b[0;36msearch_lightcurve\u001b[0;34m(target, radius, exptime, cadence, mission, author, quarter, month, campaign, sector, limit)\u001b[0m\n\u001b[1;32m    736\u001b[0m \u001b[38;5;124;03m\"\"\"Search the `MAST data archive <https://archive.stsci.edu>`_ for light curves.\u001b[39;00m\n\u001b[1;32m    737\u001b[0m \n\u001b[1;32m    738\u001b[0m \u001b[38;5;124;03mThis function fetches a data table that lists the Light Curve Files\u001b[39;00m\n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m    833\u001b[0m \u001b[38;5;124;03m    >>> search_lightcurve('Kepler-10', radius=100, quarter=4, exptime=1800).download_all()  # doctest: +SKIP\u001b[39;00m\n\u001b[1;32m    834\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m    835\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 836\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43m_search_products\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m    837\u001b[0m \u001b[43m        \u001b[49m\u001b[43mtarget\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    838\u001b[0m \u001b[43m        \u001b[49m\u001b[43mradius\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mradius\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    839\u001b[0m \u001b[43m        \u001b[49m\u001b[43mfiletype\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mLightcurve\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m    840\u001b[0m \u001b[43m        \u001b[49m\u001b[43mexptime\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mexptime\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01mor\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mcadence\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    841\u001b[0m \u001b[43m        \u001b[49m\u001b[43mmission\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mmission\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    842\u001b[0m \u001b[43m        \u001b[49m\u001b[43mprovenance_name\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mauthor\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    843\u001b[0m \u001b[43m        \u001b[49m\u001b[43mquarter\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mquarter\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    844\u001b[0m \u001b[43m        \u001b[49m\u001b[43mmonth\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mmonth\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    845\u001b[0m \u001b[43m        \u001b[49m\u001b[43mcampaign\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mcampaign\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    846\u001b[0m \u001b[43m        \u001b[49m\u001b[43msector\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43msector\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    847\u001b[0m \u001b[43m        \u001b[49m\u001b[43mlimit\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mlimit\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    848\u001b[0m \u001b[43m    \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    849\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m SearchError \u001b[38;5;28;01mas\u001b[39;00m exc:\n\u001b[1;32m    850\u001b[0m     log\u001b[38;5;241m.\u001b[39merror(exc)\n","File \u001b[0;32m~/venv/lib/python3.9/site-packages/lightkurve/search.py:984\u001b[0m, in \u001b[0;36m_search_products\u001b[0;34m(target, radius, filetype, mission, provenance_name, exptime, quarter, month, campaign, sector, limit, **extra_query_criteria)\u001b[0m\n\u001b[1;32m    982\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m filetype\u001b[38;5;241m.\u001b[39mlower() \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mffi\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;129;01mand\u001b[39;00m radius \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m    983\u001b[0m     radius \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m0.0001\u001b[39m \u001b[38;5;241m*\u001b[39m u\u001b[38;5;241m.\u001b[39marcsec\n\u001b[0;32m--> 984\u001b[0m observations \u001b[38;5;241m=\u001b[39m \u001b[43m_query_mast\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m    985\u001b[0m \u001b[43m    \u001b[49m\u001b[43mtarget\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    986\u001b[0m \u001b[43m    \u001b[49m\u001b[43mradius\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mradius\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    987\u001b[0m \u001b[43m    \u001b[49m\u001b[43mproject\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mmission\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    988\u001b[0m \u001b[43m    \u001b[49m\u001b[43mprovenance_name\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mprovenance_name\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    989\u001b[0m \u001b[43m    \u001b[49m\u001b[43mexptime\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mexptime\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    990\u001b[0m \u001b[43m    \u001b[49m\u001b[43msequence_number\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mcampaign\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01mor\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43msector\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    991\u001b[0m \u001b[43m    \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mextra_query_criteria\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    992\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    993\u001b[0m log\u001b[38;5;241m.\u001b[39mdebug(\n\u001b[1;32m    994\u001b[0m     \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mMAST found \u001b[39m\u001b[38;5;132;01m{}\u001b[39;00m\u001b[38;5;124m observations. \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    995\u001b[0m     \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mNow querying MAST for the corresponding data products.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    996\u001b[0m     \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;241m.\u001b[39mformat(\u001b[38;5;28mlen\u001b[39m(observations))\n\u001b[1;32m    997\u001b[0m )\n\u001b[1;32m    998\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(observations) \u001b[38;5;241m==\u001b[39m \u001b[38;5;241m0\u001b[39m:\n","File \u001b[0;32m~/venv/lib/python3.9/site-packages/lightkurve/search.py:1211\u001b[0m, in \u001b[0;36m_query_mast\u001b[0;34m(target, radius, project, provenance_name, exptime, sequence_number, **extra_query_criteria)\u001b[0m\n\u001b[1;32m   1209\u001b[0m     warnings\u001b[38;5;241m.\u001b[39mfilterwarnings(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mignore\u001b[39m\u001b[38;5;124m\"\u001b[39m, category\u001b[38;5;241m=\u001b[39mNoResultsWarning)\n\u001b[1;32m   1210\u001b[0m     warnings\u001b[38;5;241m.\u001b[39mfilterwarnings(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mignore\u001b[39m\u001b[38;5;124m\"\u001b[39m, message\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mt_exptime is continuous\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m-> 1211\u001b[0m     obs \u001b[38;5;241m=\u001b[39m \u001b[43mObservations\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mquery_criteria\u001b[49m\u001b[43m(\u001b[49m\u001b[43mobjectname\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mtarget\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mquery_criteria\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m   1212\u001b[0m obs\u001b[38;5;241m.\u001b[39msort(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mdistance\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m   1213\u001b[0m \u001b[38;5;66;03m# We use `exptime` as an alias for `t_exptime`\u001b[39;00m\n","File \u001b[0;32m~/venv/lib/python3.9/site-packages/astroquery/utils/class_or_instance.py:25\u001b[0m, in \u001b[0;36mclass_or_instance.__get__.<locals>.f\u001b[0;34m(*args, **kwds)\u001b[0m\n\u001b[1;32m     23\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mf\u001b[39m(\u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwds):\n\u001b[1;32m     24\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m obj \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[0;32m---> 25\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfn\u001b[49m\u001b[43m(\u001b[49m\u001b[43mobj\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwds\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m     26\u001b[0m     \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m     27\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mfn(\u001b[38;5;28mcls\u001b[39m, \u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwds)\n","File \u001b[0;32m~/venv/lib/python3.9/site-packages/astroquery/utils/process_asyncs.py:26\u001b[0m, in \u001b[0;36masync_to_sync.<locals>.create_method.<locals>.newmethod\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m     22\u001b[0m \u001b[38;5;129m@class_or_instance\u001b[39m\n\u001b[1;32m     23\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mnewmethod\u001b[39m(\u001b[38;5;28mself\u001b[39m, \u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[1;32m     24\u001b[0m     verbose \u001b[38;5;241m=\u001b[39m kwargs\u001b[38;5;241m.\u001b[39mpop(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mverbose\u001b[39m\u001b[38;5;124m'\u001b[39m, \u001b[38;5;28;01mFalse\u001b[39;00m)\n\u001b[0;32m---> 26\u001b[0m     response \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mgetattr\u001b[39;49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43masync_method_name\u001b[49m\u001b[43m)\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m     27\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m kwargs\u001b[38;5;241m.\u001b[39mget(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mget_query_payload\u001b[39m\u001b[38;5;124m'\u001b[39m) \u001b[38;5;129;01mor\u001b[39;00m kwargs\u001b[38;5;241m.\u001b[39mget(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mfield_help\u001b[39m\u001b[38;5;124m'\u001b[39m):\n\u001b[1;32m     28\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m response\n","File \u001b[0;32m~/venv/lib/python3.9/site-packages/astroquery/utils/class_or_instance.py:25\u001b[0m, in \u001b[0;36mclass_or_instance.__get__.<locals>.f\u001b[0;34m(*args, **kwds)\u001b[0m\n\u001b[1;32m     23\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mf\u001b[39m(\u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwds):\n\u001b[1;32m     24\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m obj \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[0;32m---> 25\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfn\u001b[49m\u001b[43m(\u001b[49m\u001b[43mobj\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwds\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m     26\u001b[0m     \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m     27\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mfn(\u001b[38;5;28mcls\u001b[39m, \u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwds)\n","File \u001b[0;32m~/venv/lib/python3.9/site-packages/astroquery/mast/observations.py:294\u001b[0m, in \u001b[0;36mObservationsClass.query_criteria_async\u001b[0;34m(self, pagesize, page, **criteria)\u001b[0m\n\u001b[1;32m    290\u001b[0m     service \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_caom_filtered\n\u001b[1;32m    291\u001b[0m     params \u001b[38;5;241m=\u001b[39m {\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mcolumns\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m*\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m    292\u001b[0m               \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mfilters\u001b[39m\u001b[38;5;124m\"\u001b[39m: mashup_filters}\n\u001b[0;32m--> 294\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_portal_api_connection\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mservice_request_async\u001b[49m\u001b[43m(\u001b[49m\u001b[43mservice\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mparams\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mpagesize\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mpagesize\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mpage\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mpage\u001b[49m\u001b[43m)\u001b[49m\n","File \u001b[0;32m~/venv/lib/python3.9/site-packages/astroquery/utils/class_or_instance.py:25\u001b[0m, in \u001b[0;36mclass_or_instance.__get__.<locals>.f\u001b[0;34m(*args, **kwds)\u001b[0m\n\u001b[1;32m     23\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mf\u001b[39m(\u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwds):\n\u001b[1;32m     24\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m obj \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[0;32m---> 25\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfn\u001b[49m\u001b[43m(\u001b[49m\u001b[43mobj\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwds\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m     26\u001b[0m     \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m     27\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mfn(\u001b[38;5;28mcls\u001b[39m, \u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwds)\n","File \u001b[0;32m~/venv/lib/python3.9/site-packages/astroquery/mast/discovery_portal.py:362\u001b[0m, in \u001b[0;36mPortalAPI.service_request_async\u001b[0;34m(self, service, params, pagesize, page, **kwargs)\u001b[0m\n\u001b[1;32m    359\u001b[0m     mashup_request[prop] \u001b[38;5;241m=\u001b[39m value\n\u001b[1;32m    361\u001b[0m req_string \u001b[38;5;241m=\u001b[39m _prepare_service_request_string(mashup_request)\n\u001b[0;32m--> 362\u001b[0m response \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_request\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mPOST\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mMAST_REQUEST_URL\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdata\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mreq_string\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mheaders\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mheaders\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    363\u001b[0m \u001b[43m                         \u001b[49m\u001b[43mretrieve_all\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mretrieve_all\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    365\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m response\n","File \u001b[0;32m~/venv/lib/python3.9/site-packages/astroquery/mast/discovery_portal.py:181\u001b[0m, in \u001b[0;36mPortalAPI._request\u001b[0;34m(self, method, url, params, data, headers, files, stream, auth, retrieve_all)\u001b[0m\n\u001b[1;32m    178\u001b[0m status \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mEXECUTING\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    180\u001b[0m \u001b[38;5;28;01mwhile\u001b[39;00m status \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mEXECUTING\u001b[39m\u001b[38;5;124m\"\u001b[39m:\n\u001b[0;32m--> 181\u001b[0m     response \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43msuper\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mPortalAPI\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m)\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_request\u001b[49m\u001b[43m(\u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43murl\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mparams\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mparams\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdata\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdata\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    182\u001b[0m \u001b[43m                                               \u001b[49m\u001b[43mheaders\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mheaders\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mfiles\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mfiles\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcache\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[1;32m    183\u001b[0m \u001b[43m                                               \u001b[49m\u001b[43mstream\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mstream\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mauth\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mauth\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    185\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m (time\u001b[38;5;241m.\u001b[39mtime() \u001b[38;5;241m-\u001b[39m start_time) \u001b[38;5;241m>\u001b[39m\u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mTIMEOUT:\n\u001b[1;32m    186\u001b[0m         \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mTimeoutError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mTimeout limit of \u001b[39m\u001b[38;5;132;01m{}\u001b[39;00m\u001b[38;5;124m exceeded.\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;241m.\u001b[39mformat(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mTIMEOUT))\n","File \u001b[0;32m~/venv/lib/python3.9/site-packages/astroquery/query.py:368\u001b[0m, in \u001b[0;36mBaseQuery._request\u001b[0;34m(self, method, url, params, data, headers, files, save, savedir, timeout, cache, stream, auth, continuation, verify, allow_redirects, json, return_response_on_save)\u001b[0m\n\u001b[1;32m    366\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m cache:\n\u001b[1;32m    367\u001b[0m     \u001b[38;5;28;01mwith\u001b[39;00m cache_conf\u001b[38;5;241m.\u001b[39mset_temp(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mcache_active\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;28;01mFalse\u001b[39;00m):\n\u001b[0;32m--> 368\u001b[0m         response \u001b[38;5;241m=\u001b[39m \u001b[43mquery\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mrequest\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_session\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mstream\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mstream\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    369\u001b[0m \u001b[43m                                 \u001b[49m\u001b[43mauth\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mauth\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mverify\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mverify\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    370\u001b[0m \u001b[43m                                 \u001b[49m\u001b[43mallow_redirects\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mallow_redirects\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    371\u001b[0m \u001b[43m                                 \u001b[49m\u001b[43mjson\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mjson\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    372\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m    373\u001b[0m     response \u001b[38;5;241m=\u001b[39m query\u001b[38;5;241m.\u001b[39mfrom_cache(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mcache_location, cache_conf\u001b[38;5;241m.\u001b[39mcache_timeout)\n","File \u001b[0;32m~/venv/lib/python3.9/site-packages/astroquery/query.py:77\u001b[0m, in \u001b[0;36mAstroQuery.request\u001b[0;34m(self, session, cache_location, stream, auth, verify, allow_redirects, json)\u001b[0m\n\u001b[1;32m     74\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mrequest\u001b[39m(\u001b[38;5;28mself\u001b[39m, session, cache_location\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m, stream\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mFalse\u001b[39;00m,\n\u001b[1;32m     75\u001b[0m             auth\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m, verify\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mTrue\u001b[39;00m, allow_redirects\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mTrue\u001b[39;00m,\n\u001b[1;32m     76\u001b[0m             json\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m):\n\u001b[0;32m---> 77\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43msession\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mrequest\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43murl\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mparams\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mparams\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     78\u001b[0m \u001b[43m                           \u001b[49m\u001b[43mdata\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdata\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mheaders\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mheaders\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     79\u001b[0m \u001b[43m                           \u001b[49m\u001b[43mfiles\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfiles\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mtimeout\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mtimeout\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     80\u001b[0m \u001b[43m                           \u001b[49m\u001b[43mstream\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mstream\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mauth\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mauth\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mverify\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mverify\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     81\u001b[0m \u001b[43m                           \u001b[49m\u001b[43mallow_redirects\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mallow_redirects\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m     82\u001b[0m \u001b[43m                           \u001b[49m\u001b[43mjson\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mjson\u001b[49m\u001b[43m)\u001b[49m\n","File \u001b[0;32m/shared-libs/python3.9/py/lib/python3.9/site-packages/requests/sessions.py:587\u001b[0m, in \u001b[0;36mSession.request\u001b[0;34m(self, method, url, params, data, headers, cookies, files, auth, timeout, allow_redirects, proxies, hooks, stream, verify, cert, json)\u001b[0m\n\u001b[1;32m    582\u001b[0m send_kwargs \u001b[38;5;241m=\u001b[39m {\n\u001b[1;32m    583\u001b[0m     \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtimeout\u001b[39m\u001b[38;5;124m\"\u001b[39m: timeout,\n\u001b[1;32m    584\u001b[0m     \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mallow_redirects\u001b[39m\u001b[38;5;124m\"\u001b[39m: allow_redirects,\n\u001b[1;32m    585\u001b[0m }\n\u001b[1;32m    586\u001b[0m send_kwargs\u001b[38;5;241m.\u001b[39mupdate(settings)\n\u001b[0;32m--> 587\u001b[0m resp \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msend\u001b[49m\u001b[43m(\u001b[49m\u001b[43mprep\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43msend_kwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    589\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m resp\n","File \u001b[0;32m/shared-libs/python3.9/py/lib/python3.9/site-packages/requests/sessions.py:701\u001b[0m, in \u001b[0;36mSession.send\u001b[0;34m(self, request, **kwargs)\u001b[0m\n\u001b[1;32m    698\u001b[0m start \u001b[38;5;241m=\u001b[39m preferred_clock()\n\u001b[1;32m    700\u001b[0m \u001b[38;5;66;03m# Send the request\u001b[39;00m\n\u001b[0;32m--> 701\u001b[0m r \u001b[38;5;241m=\u001b[39m \u001b[43madapter\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msend\u001b[49m\u001b[43m(\u001b[49m\u001b[43mrequest\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    703\u001b[0m \u001b[38;5;66;03m# Total elapsed time of the request (approximately)\u001b[39;00m\n\u001b[1;32m    704\u001b[0m elapsed \u001b[38;5;241m=\u001b[39m preferred_clock() \u001b[38;5;241m-\u001b[39m start\n","File \u001b[0;32m/shared-libs/python3.9/py/lib/python3.9/site-packages/requests/adapters.py:489\u001b[0m, in \u001b[0;36mHTTPAdapter.send\u001b[0;34m(self, request, stream, timeout, verify, cert, proxies)\u001b[0m\n\u001b[1;32m    487\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m    488\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m chunked:\n\u001b[0;32m--> 489\u001b[0m         resp \u001b[38;5;241m=\u001b[39m \u001b[43mconn\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43murlopen\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m    490\u001b[0m \u001b[43m            \u001b[49m\u001b[43mmethod\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mrequest\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    491\u001b[0m \u001b[43m            \u001b[49m\u001b[43murl\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43murl\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    492\u001b[0m \u001b[43m            \u001b[49m\u001b[43mbody\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mrequest\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mbody\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    493\u001b[0m \u001b[43m            \u001b[49m\u001b[43mheaders\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mrequest\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mheaders\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    494\u001b[0m \u001b[43m            \u001b[49m\u001b[43mredirect\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[1;32m    495\u001b[0m \u001b[43m            \u001b[49m\u001b[43massert_same_host\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[1;32m    496\u001b[0m \u001b[43m            \u001b[49m\u001b[43mpreload_content\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[1;32m    497\u001b[0m \u001b[43m            \u001b[49m\u001b[43mdecode_content\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[1;32m    498\u001b[0m \u001b[43m            \u001b[49m\u001b[43mretries\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmax_retries\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    499\u001b[0m \u001b[43m            \u001b[49m\u001b[43mtimeout\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mtimeout\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    500\u001b[0m \u001b[43m        \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    502\u001b[0m     \u001b[38;5;66;03m# Send the request.\u001b[39;00m\n\u001b[1;32m    503\u001b[0m     \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m    504\u001b[0m         \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mhasattr\u001b[39m(conn, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mproxy_pool\u001b[39m\u001b[38;5;124m\"\u001b[39m):\n","File \u001b[0;32m/shared-libs/python3.9/py/lib/python3.9/site-packages/urllib3/connectionpool.py:703\u001b[0m, in \u001b[0;36mHTTPConnectionPool.urlopen\u001b[0;34m(self, method, url, body, headers, retries, redirect, assert_same_host, timeout, pool_timeout, release_conn, chunked, body_pos, **response_kw)\u001b[0m\n\u001b[1;32m    700\u001b[0m     \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_prepare_proxy(conn)\n\u001b[1;32m    702\u001b[0m \u001b[38;5;66;03m# Make the request on the httplib connection object.\u001b[39;00m\n\u001b[0;32m--> 703\u001b[0m httplib_response \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_make_request\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m    704\u001b[0m \u001b[43m    \u001b[49m\u001b[43mconn\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    705\u001b[0m \u001b[43m    \u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    706\u001b[0m \u001b[43m    \u001b[49m\u001b[43murl\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    707\u001b[0m \u001b[43m    \u001b[49m\u001b[43mtimeout\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mtimeout_obj\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    708\u001b[0m \u001b[43m    \u001b[49m\u001b[43mbody\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mbody\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    709\u001b[0m \u001b[43m    \u001b[49m\u001b[43mheaders\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mheaders\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    710\u001b[0m \u001b[43m    \u001b[49m\u001b[43mchunked\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mchunked\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    711\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    713\u001b[0m \u001b[38;5;66;03m# If we're going to release the connection in ``finally:``, then\u001b[39;00m\n\u001b[1;32m    714\u001b[0m \u001b[38;5;66;03m# the response doesn't need to know about the connection. Otherwise\u001b[39;00m\n\u001b[1;32m    715\u001b[0m \u001b[38;5;66;03m# it will also try to release it and we'll have a double-release\u001b[39;00m\n\u001b[1;32m    716\u001b[0m \u001b[38;5;66;03m# mess.\u001b[39;00m\n\u001b[1;32m    717\u001b[0m response_conn \u001b[38;5;241m=\u001b[39m conn \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m release_conn \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m\n","File \u001b[0;32m/shared-libs/python3.9/py/lib/python3.9/site-packages/urllib3/connectionpool.py:449\u001b[0m, in \u001b[0;36mHTTPConnectionPool._make_request\u001b[0;34m(self, conn, method, url, timeout, chunked, **httplib_request_kw)\u001b[0m\n\u001b[1;32m    444\u001b[0m             httplib_response \u001b[38;5;241m=\u001b[39m conn\u001b[38;5;241m.\u001b[39mgetresponse()\n\u001b[1;32m    445\u001b[0m         \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mBaseException\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[1;32m    446\u001b[0m             \u001b[38;5;66;03m# Remove the TypeError from the exception chain in\u001b[39;00m\n\u001b[1;32m    447\u001b[0m             \u001b[38;5;66;03m# Python 3 (including for exceptions like SystemExit).\u001b[39;00m\n\u001b[1;32m    448\u001b[0m             \u001b[38;5;66;03m# Otherwise it looks like a bug in the code.\u001b[39;00m\n\u001b[0;32m--> 449\u001b[0m             \u001b[43msix\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mraise_from\u001b[49m\u001b[43m(\u001b[49m\u001b[43me\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m)\u001b[49m\n\u001b[1;32m    450\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m (SocketTimeout, BaseSSLError, SocketError) \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[1;32m    451\u001b[0m     \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_raise_timeout(err\u001b[38;5;241m=\u001b[39me, url\u001b[38;5;241m=\u001b[39murl, timeout_value\u001b[38;5;241m=\u001b[39mread_timeout)\n","File \u001b[0;32m<string>:3\u001b[0m, in \u001b[0;36mraise_from\u001b[0;34m(value, from_value)\u001b[0m\n","File \u001b[0;32m/shared-libs/python3.9/py/lib/python3.9/site-packages/urllib3/connectionpool.py:444\u001b[0m, in \u001b[0;36mHTTPConnectionPool._make_request\u001b[0;34m(self, conn, method, url, timeout, chunked, **httplib_request_kw)\u001b[0m\n\u001b[1;32m    441\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mTypeError\u001b[39;00m:\n\u001b[1;32m    442\u001b[0m     \u001b[38;5;66;03m# Python 3\u001b[39;00m\n\u001b[1;32m    443\u001b[0m     \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 444\u001b[0m         httplib_response \u001b[38;5;241m=\u001b[39m \u001b[43mconn\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mgetresponse\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    445\u001b[0m     \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mBaseException\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[1;32m    446\u001b[0m         \u001b[38;5;66;03m# Remove the TypeError from the exception chain in\u001b[39;00m\n\u001b[1;32m    447\u001b[0m         \u001b[38;5;66;03m# Python 3 (including for exceptions like SystemExit).\u001b[39;00m\n\u001b[1;32m    448\u001b[0m         \u001b[38;5;66;03m# Otherwise it looks like a bug in the code.\u001b[39;00m\n\u001b[1;32m    449\u001b[0m         six\u001b[38;5;241m.\u001b[39mraise_from(e, \u001b[38;5;28;01mNone\u001b[39;00m)\n","File \u001b[0;32m/usr/local/lib/python3.9/http/client.py:1377\u001b[0m, in \u001b[0;36mHTTPConnection.getresponse\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m   1375\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m   1376\u001b[0m     \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m-> 1377\u001b[0m         \u001b[43mresponse\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mbegin\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m   1378\u001b[0m     \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mConnectionError\u001b[39;00m:\n\u001b[1;32m   1379\u001b[0m         \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mclose()\n","File \u001b[0;32m/usr/local/lib/python3.9/http/client.py:320\u001b[0m, in \u001b[0;36mHTTPResponse.begin\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m    318\u001b[0m \u001b[38;5;66;03m# read until we get a non-100 response\u001b[39;00m\n\u001b[1;32m    319\u001b[0m \u001b[38;5;28;01mwhile\u001b[39;00m \u001b[38;5;28;01mTrue\u001b[39;00m:\n\u001b[0;32m--> 320\u001b[0m     version, status, reason \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_read_status\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    321\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m status \u001b[38;5;241m!=\u001b[39m CONTINUE:\n\u001b[1;32m    322\u001b[0m         \u001b[38;5;28;01mbreak\u001b[39;00m\n","File \u001b[0;32m/usr/local/lib/python3.9/http/client.py:281\u001b[0m, in \u001b[0;36mHTTPResponse._read_status\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m    280\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_read_status\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[0;32m--> 281\u001b[0m     line \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mstr\u001b[39m(\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mreadline\u001b[49m\u001b[43m(\u001b[49m\u001b[43m_MAXLINE\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m+\u001b[39;49m\u001b[43m \u001b[49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m)\u001b[49m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124miso-8859-1\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m    282\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(line) \u001b[38;5;241m>\u001b[39m _MAXLINE:\n\u001b[1;32m    283\u001b[0m         \u001b[38;5;28;01mraise\u001b[39;00m LineTooLong(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mstatus line\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n","File \u001b[0;32m/usr/local/lib/python3.9/socket.py:704\u001b[0m, in \u001b[0;36mSocketIO.readinto\u001b[0;34m(self, b)\u001b[0m\n\u001b[1;32m    702\u001b[0m \u001b[38;5;28;01mwhile\u001b[39;00m \u001b[38;5;28;01mTrue\u001b[39;00m:\n\u001b[1;32m    703\u001b[0m     \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 704\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_sock\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mrecv_into\u001b[49m\u001b[43m(\u001b[49m\u001b[43mb\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    705\u001b[0m     \u001b[38;5;28;01mexcept\u001b[39;00m timeout:\n\u001b[1;32m    706\u001b[0m         \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_timeout_occurred \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mTrue\u001b[39;00m\n","File \u001b[0;32m/usr/local/lib/python3.9/ssl.py:1242\u001b[0m, in \u001b[0;36mSSLSocket.recv_into\u001b[0;34m(self, buffer, nbytes, flags)\u001b[0m\n\u001b[1;32m   1238\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m flags \u001b[38;5;241m!=\u001b[39m \u001b[38;5;241m0\u001b[39m:\n\u001b[1;32m   1239\u001b[0m         \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\n\u001b[1;32m   1240\u001b[0m           \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mnon-zero flags not allowed in calls to recv_into() on \u001b[39m\u001b[38;5;132;01m%s\u001b[39;00m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;241m%\u001b[39m\n\u001b[1;32m   1241\u001b[0m           \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m\u001b[38;5;18m__class__\u001b[39m)\n\u001b[0;32m-> 1242\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mread\u001b[49m\u001b[43m(\u001b[49m\u001b[43mnbytes\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mbuffer\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m   1243\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m   1244\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28msuper\u001b[39m()\u001b[38;5;241m.\u001b[39mrecv_into(buffer, nbytes, flags)\n","File \u001b[0;32m/usr/local/lib/python3.9/ssl.py:1100\u001b[0m, in \u001b[0;36mSSLSocket.read\u001b[0;34m(self, len, buffer)\u001b[0m\n\u001b[1;32m   1098\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m   1099\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m buffer \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[0;32m-> 1100\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_sslobj\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mread\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mlen\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mbuffer\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m   1101\u001b[0m     \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m   1102\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_sslobj\u001b[38;5;241m.\u001b[39mread(\u001b[38;5;28mlen\u001b[39m)\n","\u001b[0;31mKeyboardInterrupt\u001b[0m: "]}],"outputs_reference":"s3:deepnote-cell-outputs-production/cba06d07-936c-46e9-8e49-145d15330c02","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722437838475,"execution_millis":60269,"deepnote_to_be_reexecuted":true,"cell_id":"c61c2b229f5a45f5b342eee34cd926ad","deepnote_cell_type":"code"},"source":"sector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 27)\nlc = sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 66)\nlc = sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)","block_group":"0d2a7b3e29a24682a75263981272cf73","execution_count":null,"outputs":[{"name":"stderr","text":"/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 2 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n  warnings.warn(\n/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 2 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n  warnings.warn(\n","output_type":"stream"},{"output_type":"execute_result","execution_count":19,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":769,"height":376}},"output_type":"display_data"},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":769,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/a611d66b-ec21-4031-ad9a-b11403b308ef","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722437650806,"execution_millis":417,"deepnote_to_be_reexecuted":true,"cell_id":"779ca0b848034b65b36e1d21c52667a3","deepnote_cell_type":"code"},"source":"TIC = 'TIC 284475976'\navailable_data_all = lk.search_lightcurve(TIC, author=\"SPOC\")\navailable_data_all","block_group":"b0a579bc3c024017b01a4bf29c3b57ff","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":13,"data":{"text/plain":"SearchResult containing 19 data products.\n\n #     mission     year author exptime target_name distance\n                                  s                 arcsec \n--- -------------- ---- ------ ------- ----------- --------\n  0 TESS Sector 23 2020   SPOC     120   284475976      0.0\n  1 TESS Sector 26 2020   SPOC     120   284475976      0.0\n  2 TESS Sector 40 2021   SPOC     120   284475976      0.0\n  3 TESS Sector 41 2021   SPOC     120   284475976      0.0\n  4 TESS Sector 56 2022   SPOC      20   284475976      0.0\n  5 TESS Sector 60 2022   SPOC      20   284475976      0.0\n  6 TESS Sector 55 2022   SPOC     120   284475976      0.0\n  7 TESS Sector 53 2022   SPOC     120   284475976      0.0\n  8 TESS Sector 56 2022   SPOC     120   284475976      0.0\n  9 TESS Sector 60 2022   SPOC     120   284475976      0.0\n 10 TESS Sector 54 2022   SPOC     120   284475976      0.0\n 11 TESS Sector 73 2023   SPOC      20   284475976      0.0\n 12 TESS Sector 73 2023   SPOC     120   284475976      0.0\n 13 TESS Sector 76 2024   SPOC      20   284475976      0.0\n 14 TESS Sector 74 2024   SPOC      20   284475976      0.0\n 15 TESS Sector 75 2024   SPOC      20   284475976      0.0\n 16 TESS Sector 74 2024   SPOC     120   284475976      0.0\n 17 TESS Sector 75 2024   SPOC     120   284475976      0.0\n 18 TESS Sector 76 2024   SPOC     120   284475976      0.0","text/html":"SearchResult containing 19 data products.\n\n<table id=\"table139838642041040\">\n<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n<tr><td>0</td><td>TESS Sector 23</td><td>2020</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>1</td><td>TESS Sector 26</td><td>2020</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>2</td><td>TESS Sector 40</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>3</td><td>TESS Sector 41</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>4</td><td>TESS Sector 56</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>5</td><td>TESS Sector 60</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>6</td><td>TESS Sector 55</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>7</td><td>TESS Sector 53</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>8</td><td>TESS Sector 56</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>9</td><td>TESS Sector 60</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>10</td><td>TESS Sector 54</td><td>2022</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>11</td><td>TESS Sector 73</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>12</td><td>TESS Sector 73</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>13</td><td>TESS Sector 76</td><td>2024</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>14</td><td>TESS Sector 74</td><td>2024</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>15</td><td>TESS Sector 75</td><td>2024</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>16</td><td>TESS Sector 74</td><td>2024</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>17</td><td>TESS Sector 75</td><td>2024</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n<tr><td>18</td><td>TESS Sector 76</td><td>2024</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n</table>"},"metadata":{}}],"outputs_reference":"s3:deepnote-cell-outputs-production/9b11c713-e2fd-426b-a9b0-c34217dca025","content_dependencies":null},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1722437719946,"execution_millis":1465,"deepnote_to_be_reexecuted":true,"cell_id":"7599a9db491940d2a0b05056c494f194","deepnote_cell_type":"code"},"source":"sector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 74)\nlc = sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 60)\nlc = sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)","block_group":"3612a4556e1f47a9b4ccb66396d364c2","execution_count":null,"outputs":[{"name":"stderr","text":"/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 2 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n  warnings.warn(\n/root/venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 2 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n  warnings.warn(\n","output_type":"stream"},{"output_type":"execute_result","execution_count":16,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":760,"height":376}},"output_type":"display_data"},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":759,"height":376}},"output_type":"display_data"}],"outputs_reference":"s3:deepnote-cell-outputs-production/73d59eb8-868c-45c7-a7f2-b6c19420e7da","content_dependencies":null},{"cell_type":"markdown","source":"<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=61632edc-a6fe-4211-98b5-be5875cc6dfd' target=\"_blank\">\n<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\nCreated in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>","metadata":{"created_in_deepnote_cell":true,"deepnote_cell_type":"markdown"}}],"nbformat":4,"nbformat_minor":0,"metadata":{"deepnote_notebook_id":"98c62aac207d434e8327bc29b8853747","deepnote_execution_queue":[]}}
\ No newline at end of file
diff --git a/data/Exoplanet Finder.ipynb b/data/Exoplanet Finder.ipynb
new file mode 100644
index 00000000..eb733edb
--- /dev/null
+++ b/data/Exoplanet Finder.ipynb	
@@ -0,0 +1 @@
+{"cells":[{"cell_type":"code","execution_count":1,"metadata":{"cell_id":"b1207273602f4084a25e8003567c6e27","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":28862,"execution_start":1703069701641,"source_hash":null},"outputs":[{"name":"stdout","output_type":"stream","text":["Requirement already satisfied: lightkurve in ./.venv/lib/python3.12/site-packages (2.4.2)\n","Requirement already satisfied: astropy>=5.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (6.1.2)\n","Requirement already satisfied: astroquery>=0.3.10 in ./.venv/lib/python3.12/site-packages (from lightkurve) (0.4.7)\n","Requirement already satisfied: beautifulsoup4>=4.6.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (4.12.3)\n","Requirement already satisfied: bokeh>=2.0.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (3.5.1)\n","Requirement already satisfied: fbpca>=1.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (1.0)\n","Requirement already satisfied: matplotlib>=3.1 in ./.venv/lib/python3.12/site-packages (from lightkurve) (3.9.1)\n","Requirement already satisfied: memoization>=0.3.1 in ./.venv/lib/python3.12/site-packages (from lightkurve) (0.4.0)\n","Requirement already satisfied: numpy>=1.18 in ./.venv/lib/python3.12/site-packages (from lightkurve) (2.0.1)\n","Requirement already satisfied: oktopus>=0.1.2 in ./.venv/lib/python3.12/site-packages (from lightkurve) (0.1.2)\n","Requirement already satisfied: pandas>=1.1.4 in ./.venv/lib/python3.12/site-packages (from lightkurve) (2.2.2)\n","Requirement already satisfied: patsy>=0.5.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (0.5.6)\n","Requirement already satisfied: requests>=2.22.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (2.32.3)\n","Requirement already satisfied: scikit-learn>=0.24.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (1.5.1)\n","Requirement already satisfied: tqdm>=4.25.0 in ./.venv/lib/python3.12/site-packages (from lightkurve) (4.66.4)\n","Requirement already satisfied: uncertainties>=3.1.4 in ./.venv/lib/python3.12/site-packages (from lightkurve) (3.2.2)\n","Requirement already satisfied: urllib3>=1.23 in ./.venv/lib/python3.12/site-packages (from lightkurve) (2.2.2)\n","Requirement already satisfied: pyerfa>=2.0.1.1 in ./.venv/lib/python3.12/site-packages (from astropy>=5.0->lightkurve) (2.0.1.4)\n","Requirement already satisfied: astropy-iers-data>=0.2024.7.1.0.34.3 in ./.venv/lib/python3.12/site-packages (from astropy>=5.0->lightkurve) (0.2024.7.22.0.34.13)\n","Requirement already satisfied: PyYAML>=3.13 in ./.venv/lib/python3.12/site-packages (from astropy>=5.0->lightkurve) (6.0.1)\n","Requirement already satisfied: packaging>=19.0 in ./.venv/lib/python3.12/site-packages (from astropy>=5.0->lightkurve) (24.1)\n","Requirement already satisfied: html5lib>=0.999 in ./.venv/lib/python3.12/site-packages (from astroquery>=0.3.10->lightkurve) (1.1)\n","Requirement already satisfied: keyring>=15.0 in ./.venv/lib/python3.12/site-packages (from astroquery>=0.3.10->lightkurve) (25.2.1)\n","Requirement already satisfied: pyvo>=1.1 in ./.venv/lib/python3.12/site-packages (from astroquery>=0.3.10->lightkurve) (1.5.2)\n","Requirement already satisfied: soupsieve>1.2 in ./.venv/lib/python3.12/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.5)\n","Requirement already satisfied: Jinja2>=2.9 in ./.venv/lib/python3.12/site-packages (from bokeh>=2.0.0->lightkurve) (3.1.4)\n","Requirement already satisfied: contourpy>=1.2 in ./.venv/lib/python3.12/site-packages (from bokeh>=2.0.0->lightkurve) (1.2.1)\n","Requirement already satisfied: pillow>=7.1.0 in ./.venv/lib/python3.12/site-packages (from bokeh>=2.0.0->lightkurve) (10.4.0)\n","Requirement already satisfied: tornado>=6.2 in ./.venv/lib/python3.12/site-packages (from bokeh>=2.0.0->lightkurve) (6.4.1)\n","Requirement already satisfied: xyzservices>=2021.09.1 in ./.venv/lib/python3.12/site-packages (from bokeh>=2.0.0->lightkurve) (2024.6.0)\n","Requirement already satisfied: cycler>=0.10 in ./.venv/lib/python3.12/site-packages (from matplotlib>=3.1->lightkurve) (0.12.1)\n","Requirement already satisfied: fonttools>=4.22.0 in ./.venv/lib/python3.12/site-packages (from matplotlib>=3.1->lightkurve) (4.53.1)\n","Requirement already satisfied: kiwisolver>=1.3.1 in ./.venv/lib/python3.12/site-packages (from matplotlib>=3.1->lightkurve) (1.4.5)\n","Requirement already satisfied: pyparsing>=2.3.1 in ./.venv/lib/python3.12/site-packages (from matplotlib>=3.1->lightkurve) (3.1.2)\n","Requirement already satisfied: python-dateutil>=2.7 in ./.venv/lib/python3.12/site-packages (from matplotlib>=3.1->lightkurve) (2.9.0.post0)\n","Requirement already satisfied: scipy in ./.venv/lib/python3.12/site-packages (from oktopus>=0.1.2->lightkurve) (1.14.0)\n","Requirement already satisfied: autograd in ./.venv/lib/python3.12/site-packages (from oktopus>=0.1.2->lightkurve) (1.6.2)\n","Requirement already satisfied: pytz>=2020.1 in ./.venv/lib/python3.12/site-packages (from pandas>=1.1.4->lightkurve) (2024.1)\n","Requirement already satisfied: tzdata>=2022.7 in ./.venv/lib/python3.12/site-packages (from pandas>=1.1.4->lightkurve) (2024.1)\n","Requirement already satisfied: six in ./.venv/lib/python3.12/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\n","Requirement already satisfied: charset-normalizer<4,>=2 in ./.venv/lib/python3.12/site-packages (from requests>=2.22.0->lightkurve) (3.3.2)\n","Requirement already satisfied: idna<4,>=2.5 in ./.venv/lib/python3.12/site-packages (from requests>=2.22.0->lightkurve) (3.7)\n","Requirement already satisfied: certifi>=2017.4.17 in ./.venv/lib/python3.12/site-packages (from requests>=2.22.0->lightkurve) (2024.7.4)\n","Requirement already satisfied: joblib>=1.2.0 in ./.venv/lib/python3.12/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.4.2)\n","Requirement already satisfied: threadpoolctl>=3.1.0 in ./.venv/lib/python3.12/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.5.0)\n","Requirement already satisfied: webencodings in ./.venv/lib/python3.12/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\n","Requirement already satisfied: MarkupSafe>=2.0 in ./.venv/lib/python3.12/site-packages (from Jinja2>=2.9->bokeh>=2.0.0->lightkurve) (2.1.5)\n","Requirement already satisfied: jaraco.classes in ./.venv/lib/python3.12/site-packages (from keyring>=15.0->astroquery>=0.3.10->lightkurve) (3.4.0)\n","Requirement already satisfied: jaraco.functools in ./.venv/lib/python3.12/site-packages (from keyring>=15.0->astroquery>=0.3.10->lightkurve) (4.0.1)\n","Requirement already satisfied: jaraco.context in ./.venv/lib/python3.12/site-packages (from keyring>=15.0->astroquery>=0.3.10->lightkurve) (5.3.0)\n","Requirement already satisfied: future>=0.15.2 in ./.venv/lib/python3.12/site-packages (from autograd->oktopus>=0.1.2->lightkurve) (1.0.0)\n","Requirement already satisfied: more-itertools in ./.venv/lib/python3.12/site-packages (from jaraco.classes->keyring>=15.0->astroquery>=0.3.10->lightkurve) (10.3.0)\n","\n","\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m24.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m24.1.2\u001b[0m\n","\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n","Collecting supabase\n","  Downloading supabase-2.6.0-py3-none-any.whl.metadata (9.3 kB)\n","Collecting gotrue<3.0,>=1.3 (from supabase)\n","  Downloading gotrue-2.6.1-py3-none-any.whl.metadata (6.0 kB)\n","Collecting httpx<0.28,>=0.24 (from supabase)\n","  Downloading httpx-0.27.0-py3-none-any.whl.metadata (7.2 kB)\n","Collecting postgrest<0.17.0,>=0.14 (from supabase)\n","  Downloading postgrest-0.16.9-py3-none-any.whl.metadata (5.1 kB)\n","Collecting realtime<2.0.0,>=1.0.0 (from supabase)\n","  Downloading realtime-1.0.6-py3-none-any.whl.metadata (2.6 kB)\n","Collecting storage3<0.8.0,>=0.5.3 (from supabase)\n","  Downloading storage3-0.7.7-py3-none-any.whl.metadata (1.9 kB)\n","Collecting supafunc<0.6.0,>=0.3.1 (from supabase)\n","  Downloading supafunc-0.5.1-py3-none-any.whl.metadata (1.2 kB)\n","Collecting pydantic<3,>=1.10 (from gotrue<3.0,>=1.3->supabase)\n","  Downloading pydantic-2.8.2-py3-none-any.whl.metadata (125 kB)\n","\u001b[2K     \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m125.2/125.2 kB\u001b[0m \u001b[31m1.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m[36m0:00:01\u001b[0mm eta \u001b[36m0:00:01\u001b[0m\n","\u001b[?25hCollecting anyio (from httpx<0.28,>=0.24->supabase)\n","  Downloading anyio-4.4.0-py3-none-any.whl.metadata (4.6 kB)\n","Requirement already satisfied: certifi in ./.venv/lib/python3.12/site-packages (from httpx<0.28,>=0.24->supabase) (2024.7.4)\n","Collecting httpcore==1.* (from httpx<0.28,>=0.24->supabase)\n","  Downloading httpcore-1.0.5-py3-none-any.whl.metadata (20 kB)\n","Requirement already satisfied: idna in ./.venv/lib/python3.12/site-packages (from httpx<0.28,>=0.24->supabase) (3.7)\n","Collecting sniffio (from httpx<0.28,>=0.24->supabase)\n","  Downloading sniffio-1.3.1-py3-none-any.whl.metadata (3.9 kB)\n","Collecting h11<0.15,>=0.13 (from httpcore==1.*->httpx<0.28,>=0.24->supabase)\n","  Downloading h11-0.14.0-py3-none-any.whl.metadata (8.2 kB)\n","Collecting deprecation<3.0.0,>=2.1.0 (from postgrest<0.17.0,>=0.14->supabase)\n","  Downloading deprecation-2.1.0-py2.py3-none-any.whl.metadata (4.6 kB)\n","Collecting strenum<0.5.0,>=0.4.9 (from postgrest<0.17.0,>=0.14->supabase)\n","  Downloading StrEnum-0.4.15-py3-none-any.whl.metadata (5.3 kB)\n","Requirement already satisfied: python-dateutil<3.0.0,>=2.8.1 in ./.venv/lib/python3.12/site-packages (from realtime<2.0.0,>=1.0.0->supabase) (2.9.0.post0)\n","Collecting typing-extensions<5.0.0,>=4.12.2 (from realtime<2.0.0,>=1.0.0->supabase)\n","  Downloading typing_extensions-4.12.2-py3-none-any.whl.metadata (3.0 kB)\n","Collecting websockets<13,>=11 (from realtime<2.0.0,>=1.0.0->supabase)\n","  Downloading websockets-12.0-cp312-cp312-macosx_11_0_arm64.whl.metadata (6.6 kB)\n","Requirement already satisfied: packaging in ./.venv/lib/python3.12/site-packages (from deprecation<3.0.0,>=2.1.0->postgrest<0.17.0,>=0.14->supabase) (24.1)\n","Collecting h2<5,>=3 (from httpx[http2]<0.28,>=0.24->gotrue<3.0,>=1.3->supabase)\n","  Downloading h2-4.1.0-py3-none-any.whl.metadata (3.6 kB)\n","Collecting annotated-types>=0.4.0 (from pydantic<3,>=1.10->gotrue<3.0,>=1.3->supabase)\n","  Downloading annotated_types-0.7.0-py3-none-any.whl.metadata (15 kB)\n","Collecting pydantic-core==2.20.1 (from pydantic<3,>=1.10->gotrue<3.0,>=1.3->supabase)\n","  Downloading pydantic_core-2.20.1-cp312-cp312-macosx_11_0_arm64.whl.metadata (6.6 kB)\n","Requirement already satisfied: six>=1.5 in ./.venv/lib/python3.12/site-packages (from python-dateutil<3.0.0,>=2.8.1->realtime<2.0.0,>=1.0.0->supabase) (1.16.0)\n","Collecting hyperframe<7,>=6.0 (from h2<5,>=3->httpx[http2]<0.28,>=0.24->gotrue<3.0,>=1.3->supabase)\n","  Downloading hyperframe-6.0.1-py3-none-any.whl.metadata (2.7 kB)\n","Collecting hpack<5,>=4.0 (from h2<5,>=3->httpx[http2]<0.28,>=0.24->gotrue<3.0,>=1.3->supabase)\n","  Downloading hpack-4.0.0-py3-none-any.whl.metadata (2.5 kB)\n","Downloading supabase-2.6.0-py3-none-any.whl (16 kB)\n","Downloading gotrue-2.6.1-py3-none-any.whl (45 kB)\n","\u001b[2K   \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m45.6/45.6 kB\u001b[0m \u001b[31m5.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n","\u001b[?25hDownloading httpx-0.27.0-py3-none-any.whl (75 kB)\n","\u001b[2K   \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m75.6/75.6 kB\u001b[0m \u001b[31m3.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n","\u001b[?25hDownloading httpcore-1.0.5-py3-none-any.whl (77 kB)\n","\u001b[2K   \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m77.9/77.9 kB\u001b[0m \u001b[31m3.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n","\u001b[?25hDownloading postgrest-0.16.9-py3-none-any.whl (21 kB)\n","Downloading realtime-1.0.6-py3-none-any.whl (9.0 kB)\n","Downloading storage3-0.7.7-py3-none-any.whl (16 kB)\n","Downloading supafunc-0.5.1-py3-none-any.whl (6.4 kB)\n","Downloading deprecation-2.1.0-py2.py3-none-any.whl (11 kB)\n","Downloading pydantic-2.8.2-py3-none-any.whl (423 kB)\n","\u001b[2K   \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m423.9/423.9 kB\u001b[0m \u001b[31m4.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m MB/s\u001b[0m eta \u001b[36m0:00:01\u001b[0m\n","\u001b[?25hDownloading pydantic_core-2.20.1-cp312-cp312-macosx_11_0_arm64.whl (1.8 MB)\n","\u001b[2K   \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.8/1.8 MB\u001b[0m \u001b[31m6.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m[31m6.5 MB/s\u001b[0m eta \u001b[36m0:00:01\u001b[0m\n","\u001b[?25hDownloading StrEnum-0.4.15-py3-none-any.whl (8.9 kB)\n","Downloading typing_extensions-4.12.2-py3-none-any.whl (37 kB)\n","Downloading websockets-12.0-cp312-cp312-macosx_11_0_arm64.whl (121 kB)\n","\u001b[2K   \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m121.3/121.3 kB\u001b[0m \u001b[31m5.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n","\u001b[?25hDownloading anyio-4.4.0-py3-none-any.whl (86 kB)\n","\u001b[2K   \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m86.8/86.8 kB\u001b[0m \u001b[31m5.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n","\u001b[?25hDownloading sniffio-1.3.1-py3-none-any.whl (10 kB)\n","Downloading annotated_types-0.7.0-py3-none-any.whl (13 kB)\n","Downloading h11-0.14.0-py3-none-any.whl (58 kB)\n","\u001b[2K   \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m58.3/58.3 kB\u001b[0m \u001b[31m3.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n","\u001b[?25hDownloading h2-4.1.0-py3-none-any.whl (57 kB)\n","\u001b[2K   \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m57.5/57.5 kB\u001b[0m \u001b[31m3.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n","\u001b[?25hDownloading hpack-4.0.0-py3-none-any.whl (32 kB)\n","Downloading hyperframe-6.0.1-py3-none-any.whl (12 kB)\n","Installing collected packages: strenum, websockets, typing-extensions, sniffio, hyperframe, hpack, h11, deprecation, annotated-types, realtime, pydantic-core, httpcore, h2, anyio, pydantic, httpx, supafunc, storage3, postgrest, gotrue, supabase\n","Successfully installed annotated-types-0.7.0 anyio-4.4.0 deprecation-2.1.0 gotrue-2.6.1 h11-0.14.0 h2-4.1.0 hpack-4.0.0 httpcore-1.0.5 httpx-0.27.0 hyperframe-6.0.1 postgrest-0.16.9 pydantic-2.8.2 pydantic-core-2.20.1 realtime-1.0.6 sniffio-1.3.1 storage3-0.7.7 strenum-0.4.15 supabase-2.6.0 supafunc-0.5.1 typing-extensions-4.12.2 websockets-12.0\n","\n","\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m24.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m24.1.2\u001b[0m\n","\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n"]}],"source":["!pip install lightkurve\n","!pip install supabase\n","%matplotlib inline"]},{"cell_type":"code","execution_count":2,"metadata":{"cell_id":"ef653c0826614fd0b4777758b0debf7c","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":2059,"execution_start":1703069730500,"source_hash":null},"outputs":[{"ename":"AttributeError","evalue":"module 'numpy' has no attribute 'msort'","output_type":"error","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)","Cell \u001b[0;32mIn[2], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mlightkurve\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mlk\u001b[39;00m\n\u001b[1;32m      2\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mmatplotlib\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpyplot\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mplt\u001b[39;00m\n\u001b[1;32m      3\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mlightkurve\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mlk\u001b[39;00m\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/__init__.py:109\u001b[0m\n\u001b[1;32m    107\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurve\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m    108\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurvefile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[0;32m--> 109\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcorrectors\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m    110\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtargetpixelfile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m    111\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/correctors/__init__.py:19\u001b[0m\n\u001b[1;32m     17\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpldcorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m     18\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01msffcorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[0;32m---> 19\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcbvcorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m     20\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mregressioncorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/correctors/cbvcorrector.py:30\u001b[0m\n\u001b[1;32m     28\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurve\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurve\n\u001b[1;32m     29\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m channel_to_module_output, validate_method, LightkurveDeprecationWarning\n\u001b[0;32m---> 30\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01msearch\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m search_lightcurve\n\u001b[1;32m     31\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mregressioncorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m RegressionCorrector\n\u001b[1;32m     32\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcollections\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurveCollection\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/search.py:21\u001b[0m\n\u001b[1;32m     18\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mrequests\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m HTTPError\n\u001b[1;32m     20\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m PACKAGEDIR, conf, config\n\u001b[0;32m---> 21\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcollections\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurveCollection, TargetPixelFileCollection\n\u001b[1;32m     22\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mio\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m read\n\u001b[1;32m     23\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtargetpixelfile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m TargetPixelFile\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/collections.py:12\u001b[0m\n\u001b[1;32m      9\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mastropy\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdecorators\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m deprecated\n\u001b[1;32m     11\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m MPLSTYLE\n\u001b[0;32m---> 12\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtargetpixelfile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m TargetPixelFile\n\u001b[1;32m     13\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightkurveWarning, LightkurveDeprecationWarning\n\u001b[1;32m     16\u001b[0m __all__ \u001b[38;5;241m=\u001b[39m [\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mLightCurveCollection\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mTargetPixelFileCollection\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/targetpixelfile.py:36\u001b[0m\n\u001b[1;32m     34\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m PACKAGEDIR, MPLSTYLE\n\u001b[1;32m     35\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurve\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurve, KeplerLightCurve, TessLightCurve\n\u001b[0;32m---> 36\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprf\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m KeplerPRF\n\u001b[1;32m     37\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m (\n\u001b[1;32m     38\u001b[0m     KeplerQualityFlags,\n\u001b[1;32m     39\u001b[0m     TessQualityFlags,\n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m     46\u001b[0m     finalize_notebook_url\n\u001b[1;32m     47\u001b[0m )\n\u001b[1;32m     48\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mio\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m detect_filetype\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/prf/__init__.py:2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprfmodel\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[0;32m----> 2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtpfmodel\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/prf/tpfmodel.py:48\u001b[0m\n\u001b[1;32m     45\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtqdm\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m tqdm\n\u001b[1;32m     46\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mwarnings\u001b[39;00m\n\u001b[0;32m---> 48\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01moktopus\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m Prior, GaussianPrior, UniformPrior, PoissonPosterior\n\u001b[1;32m     50\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprfmodel\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m KeplerPRF\n\u001b[1;32m     51\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m plot_image\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/oktopus/__init__.py:3\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mos\u001b[39;00m\n\u001b[1;32m      2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mversion\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m __version__\n\u001b[0;32m----> 3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mloss\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m      4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprior\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m      5\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlikelihood\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/oktopus/loss.py:2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mabc\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m abstractmethod\n\u001b[0;32m----> 2\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mnumpy\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mnp\u001b[39;00m\n\u001b[1;32m      3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m jacobian\n\u001b[1;32m      4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mscipy\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01moptimize\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m minimize, differential_evolution, basinhopping\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/__init__.py:2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m__future__\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m absolute_import\n\u001b[0;32m----> 2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdifferential_operators\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m (\n\u001b[1;32m      3\u001b[0m     make_vjp, grad, multigrad_dict, elementwise_grad, value_and_grad,\n\u001b[1;32m      4\u001b[0m     grad_and_aux, hessian_tensor_product, hessian_vector_product, hessian,\n\u001b[1;32m      5\u001b[0m     jacobian, tensor_jacobian_product, vector_jacobian_product, grad_named,\n\u001b[1;32m      6\u001b[0m     checkpoint, make_hvp, make_jvp, make_ggnvp, deriv, holomorphic_grad)\n\u001b[1;32m      7\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mbuiltins\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m, \u001b[38;5;28mtype\u001b[39m, \u001b[38;5;28mtuple\u001b[39m, \u001b[38;5;28mlist\u001b[39m, \u001b[38;5;28mdict\u001b[39m\n\u001b[1;32m      8\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcore\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m primitive_with_deprecation_warnings \u001b[38;5;28;01mas\u001b[39;00m primitive\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/differential_operators.py:16\u001b[0m\n\u001b[1;32m     13\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcore\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m make_vjp \u001b[38;5;28;01mas\u001b[39;00m _make_vjp, make_jvp \u001b[38;5;28;01mas\u001b[39;00m _make_jvp\n\u001b[1;32m     14\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mextend\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m primitive, defvjp_argnum, vspace\n\u001b[0;32m---> 16\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mnumpy\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mnp\u001b[39;00m\n\u001b[1;32m     18\u001b[0m make_vjp \u001b[38;5;241m=\u001b[39m unary_to_nary(_make_vjp)\n\u001b[1;32m     19\u001b[0m make_jvp \u001b[38;5;241m=\u001b[39m unary_to_nary(_make_jvp)\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/numpy/__init__.py:5\u001b[0m\n\u001b[1;32m      3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_boxes\n\u001b[1;32m      4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_vspaces\n\u001b[0;32m----> 5\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_vjps\n\u001b[1;32m      6\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_jvps\n\u001b[1;32m      7\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m linalg\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/numpy/numpy_vjps.py:563\u001b[0m\n\u001b[1;32m    561\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;01mlambda\u001b[39;00m g: unpermuter(g, sort_perm)\n\u001b[1;32m    562\u001b[0m defvjp(anp\u001b[38;5;241m.\u001b[39msort, grad_sort)\n\u001b[0;32m--> 563\u001b[0m defvjp(\u001b[43manp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmsort\u001b[49m, grad_sort)  \u001b[38;5;66;03m# Until multi-D is allowed, these are the same.\u001b[39;00m\n\u001b[1;32m    565\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mgrad_partition\u001b[39m(ans, x, kth, axis\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m, kind\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mintroselect\u001b[39m\u001b[38;5;124m'\u001b[39m, order\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m):\n\u001b[1;32m    566\u001b[0m     \u001b[38;5;66;03m#TODO: Cast input with np.asanyarray()\u001b[39;00m\n\u001b[1;32m    567\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(x\u001b[38;5;241m.\u001b[39mshape) \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m1\u001b[39m:\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/tracer.py:48\u001b[0m, in \u001b[0;36mprimitive.<locals>.f_wrapped\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m     46\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m new_box(ans, trace, node)\n\u001b[1;32m     47\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m---> 48\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mf_raw\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n","File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/numpy/__init__.py:410\u001b[0m, in \u001b[0;36m__getattr__\u001b[0;34m(attr)\u001b[0m\n\u001b[1;32m    407\u001b[0m     \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mnumpy\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mchar\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mchar\u001b[39;00m\n\u001b[1;32m    408\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m char\u001b[38;5;241m.\u001b[39mchararray\n\u001b[0;32m--> 410\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mAttributeError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmodule \u001b[39m\u001b[38;5;132;01m{!r}\u001b[39;00m\u001b[38;5;124m has no attribute \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    411\u001b[0m                      \u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m{!r}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;241m.\u001b[39mformat(\u001b[38;5;18m__name__\u001b[39m, attr))\n","\u001b[0;31mAttributeError\u001b[0m: module 'numpy' has no attribute 'msort'"]}],"source":["import lightkurve as lk\n","import matplotlib.pyplot as plt\n","import lightkurve as lk\n","import matplotlib.pyplot as plt\n","from io import BytesIO\n","from supabase import Client, create_client\n","import os\n","import requests"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"9a872bcf31674fcf8f46c75daf205168","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":556,"execution_start":1703069732557,"source_hash":null},"outputs":[{"data":{"text/html":["SearchResult containing 1 data products.\n","\n","<table id=\"table10812492864\">\n","<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n","<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n","<tr><td>0</td><td>TESS Sector 23</td><td>2020</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>284475976</td><td>0.0</td></tr>\n","</table>"],"text/plain":["SearchResult containing 1 data products.\n","\n"," #     mission     year author exptime target_name distance\n","                                  s                 arcsec \n","--- -------------- ---- ------ ------- ----------- --------\n","  0 TESS Sector 23 2020   SPOC     120   284475976      0.0"]},"execution_count":14,"metadata":{},"output_type":"execute_result"}],"source":["TIC = 'TIC 284475976'\n","sector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 23)\n","sector_data"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"9991f785e57042ec9ab07535841be3ae","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":544,"execution_start":1703069733122,"source_hash":null},"outputs":[{"data":{"text/plain":["<Axes: xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":15,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["lc = sector_data.download()\n","lc.plot(color = 'red')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"db557e2d8c6c410ba4d4b5861ef2f4ed","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":2758,"execution_start":1703071083652,"source_hash":null},"outputs":[{"data":{"text/html":["SearchResult containing 45 data products.\n","\n","<table id=\"table10863774592\">\n","<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n","<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n","<tr><td>0</td><td>Kepler Quarter 03</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>60</td><td>kplr008692861</td><td>0.0</td></tr>\n","<tr><td>1</td><td>Kepler Quarter 03</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>60</td><td>kplr008692861</td><td>0.0</td></tr>\n","<tr><td>2</td><td>Kepler Quarter 03</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>60</td><td>kplr008692861</td><td>0.0</td></tr>\n","<tr><td>3</td><td>Kepler Quarter 03</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008692861</td><td>0.0</td></tr>\n","<tr><td>4</td><td>Kepler Quarter 01</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008692861</td><td>0.0</td></tr>\n","<tr><td>5</td><td>Kepler Quarter 02</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008692861</td><td>0.0</td></tr>\n","<tr><td>6</td><td>Kepler Quarter 06</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>60</td><td>kplr008692861</td><td>0.0</td></tr>\n","<tr><td>7</td><td>Kepler Quarter 06</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>60</td><td>kplr008692861</td><td>0.0</td></tr>\n","<tr><td>8</td><td>Kepler Quarter 06</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>60</td><td>kplr008692861</td><td>0.0</td></tr>\n","<tr><td>9</td><td>Kepler Quarter 05</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>60</td><td>kplr008692861</td><td>0.0</td></tr>\n","<tr><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td></tr>\n","<tr><td>35</td><td>TESS Sector 14</td><td>2019</td><td><a href='https://archive.stsci.edu/hlsp/qlp'>QLP</a></td><td>1800</td><td>275573429</td><td>0.0</td></tr>\n","<tr><td>36</td><td>TESS Sector 41</td><td>2021</td><td><a href='https://archive.stsci.edu/hlsp/qlp'>QLP</a></td><td>600</td><td>275573429</td><td>0.0</td></tr>\n","<tr><td>37</td><td>TESS Sector 40</td><td>2021</td><td><a href='https://archive.stsci.edu/hlsp/qlp'>QLP</a></td><td>600</td><td>275573429</td><td>0.0</td></tr>\n","<tr><td>38</td><td>TESS Sector 55</td><td>2022</td><td><a href='https://archive.stsci.edu/hlsp/qlp'>QLP</a></td><td>600</td><td>275573429</td><td>0.0</td></tr>\n","<tr><td>39</td><td>TESS Sector 54</td><td>2022</td><td><a href='https://archive.stsci.edu/hlsp/qlp'>QLP</a></td><td>600</td><td>275573429</td><td>0.0</td></tr>\n","<tr><td>40</td><td>TESS Sector 15</td><td>2019</td><td><a href='https://archive.stsci.edu/hlsp/cdips'>CDIPS</a></td><td>1800</td><td>275573429</td><td>0.0</td></tr>\n","<tr><td>41</td><td>TESS Sector 14</td><td>2019</td><td><a href='https://archive.stsci.edu/hlsp/cdips'>CDIPS</a></td><td>1800</td><td>275573429</td><td>0.0</td></tr>\n","<tr><td>42</td><td>TESS Sector 41</td><td>2021</td><td><a href='https://archive.stsci.edu/hlsp/cdips'>CDIPS</a></td><td>1800</td><td>275573429</td><td>0.0</td></tr>\n","<tr><td>43</td><td>TESS Sector 40</td><td>2021</td><td><a href='https://archive.stsci.edu/hlsp/cdips'>CDIPS</a></td><td>1800</td><td>275573429</td><td>0.0</td></tr>\n","<tr><td>44</td><td>TESS Sector 54</td><td>2022</td><td><a href='https://archive.stsci.edu/hlsp/cdips'>CDIPS</a></td><td>1800</td><td>275573429</td><td>0.0</td></tr>\n","</table>\n","Length = 45 rows"],"text/plain":["SearchResult containing 45 data products.\n","\n"," #       mission      year author exptime  target_name  distance\n","                                     s                   arcsec \n","--- ----------------- ---- ------ ------- ------------- --------\n","  0 Kepler Quarter 03 2009 Kepler      60 kplr008692861      0.0\n","  1 Kepler Quarter 03 2009 Kepler      60 kplr008692861      0.0\n","  2 Kepler Quarter 03 2009 Kepler      60 kplr008692861      0.0\n","  3 Kepler Quarter 03 2009 Kepler    1800 kplr008692861      0.0\n","  4 Kepler Quarter 01 2009 Kepler    1800 kplr008692861      0.0\n","  5 Kepler Quarter 02 2009 Kepler    1800 kplr008692861      0.0\n","  6 Kepler Quarter 06 2010 Kepler      60 kplr008692861      0.0\n","  7 Kepler Quarter 06 2010 Kepler      60 kplr008692861      0.0\n","  8 Kepler Quarter 06 2010 Kepler      60 kplr008692861      0.0\n","  9 Kepler Quarter 05 2010 Kepler      60 kplr008692861      0.0\n","...               ...  ...    ...     ...           ...      ...\n"," 35    TESS Sector 14 2019    QLP    1800     275573429      0.0\n"," 36    TESS Sector 41 2021    QLP     600     275573429      0.0\n"," 37    TESS Sector 40 2021    QLP     600     275573429      0.0\n"," 38    TESS Sector 55 2022    QLP     600     275573429      0.0\n"," 39    TESS Sector 54 2022    QLP     600     275573429      0.0\n"," 40    TESS Sector 15 2019  CDIPS    1800     275573429      0.0\n"," 41    TESS Sector 14 2019  CDIPS    1800     275573429      0.0\n"," 42    TESS Sector 41 2021  CDIPS    1800     275573429      0.0\n"," 43    TESS Sector 40 2021  CDIPS    1800     275573429      0.0\n"," 44    TESS Sector 54 2022  CDIPS    1800     275573429      0.0\n","Length = 45 rows"]},"execution_count":46,"metadata":{},"output_type":"execute_result"}],"source":["TIC = 'Kepler-69'\n","sector_data = lk.search_lightcurve(TIC)#, author = 'SPOC', sector = 54)\n","sector_data"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"5cb5d9cd17d24fc6b5e19a07e4f3d560","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":585,"execution_start":1703071122464,"source_hash":null},"outputs":[{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 45 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"text/plain":["<Axes: xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":51,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["lc = sector_data.download()\n","lc.plot(color = 'blue', marker = '.', lw = 0)"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"3c0bfa828b154bd1b1a75db60f2b7702","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":10017,"execution_start":1703071109721,"source_hash":null},"outputs":[{"data":{"text/plain":["<Axes: xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":48,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/60\n","lc_collection_binned = lc.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"4cde44a1d1574b6eb043e9a553cfe76f","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":6,"execution_start":1703071183953,"source_hash":null},"outputs":[],"source":["period = 13\n","t0 = 303"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"9ab0cd005d3f4b03ba300afd0db7820b","deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":100,"execution_start":1703071196590,"source_hash":null},"outputs":[{"data":{"text/plain":["<Axes: xlabel='Phase [JD]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":54,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["lc_phased = lc.fold(period = period, epoch_time = t0)\n","%matplotlib inline\n","fig, ax = plt.subplots(figsize = (8, 4))\n","lc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'pink', markersize = 1, alpha = 0.8)"]},{"cell_type":"code","execution_count":null,"metadata":{},"outputs":[{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 45 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"name":"stdout","output_type":"stream","text":["Failed to upload phased.png to Supabase. Status code: 400\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["def upload_to_supabase(anomaly_id, image_bytes):\n","    supabase_url = 'https://hlufptwhzkpkkjztimzo.supabase.co'\n","    supabase_key = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImhsdWZwdHdoemtwa2tqenRpbXpvIiwicm9sZSI6ImFub24iLCJpYXQiOjE3MTYyOTk3NTUsImV4cCI6MjAzMTg3NTc1NX0.v_NDVWjIU_lJQSPbJ_Y6GkW3axrQWKXfXVsBEAbFv_I'\n","    bucket_name = 'anomalies'\n","    folder_name = str(anomaly_id)\n","    file_name = 'phased.png'\n","\n","    supabase: Client = create_client(supabase_url, supabase_key)\n","\n","    with open(filepath, 'rb') as f:\n","        supabase.storage.from_(\"anomalies\").upload(file=f,path=path_on_supastorage, file_options={\"content-type\": \"audio/mpeg\"})\n","\n","# Define TIC and anomalyId\n","TIC = 'Kepler-69'\n","anomalyId = 1  # Replace with your anomaly ID\n","\n","# Search and download lightcurve data\n","sector_data = lk.search_lightcurve(TIC)\n","lc = sector_data.download()\n","\n","# Plot original lightcurve\n","lc.plot(color='blue', marker='.', lw=0)\n","\n","# Bin the lightcurve data\n","bin_time = 15 / 24 / 60\n","lc_binned = lc.bin(bin_time)\n","lc_binned.plot(color='gold', lw=0, marker='.')\n","\n","# Fold the lightcurve\n","period = 13\n","t0 = 303\n","lc_phased = lc.fold(period=period, epoch_time=t0)\n","\n","# Plot phased lightcurve\n","fig, ax = plt.subplots(figsize=(8, 4))\n","lc_phased.plot(ax=ax, linewidth=0, marker='o', color='pink', markersize=1, alpha=0.8)\n","\n","# Save the phased plot to a BytesIO object\n","img_bytes = BytesIO()\n","plt.savefig(img_bytes, format='png')\n","img_bytes.seek(0)\n","\n","# Upload phased plot image to Supabase\n","upload_to_supabase(anomalyId, img_bytes)"]},{"cell_type":"code","execution_count":null,"metadata":{},"outputs":[{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 89 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAwwAAAF4CAYAAAD5U36FAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjkuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy80BEi2AAAACXBIWXMAAA9hAAAPYQGoP6dpAABgaElEQVR4nO3deVwU9f8H8Ncuh7J4gTfI4ZFoauaRmlSm5hWIRYdh9P1lalFfs9T6Rdrhkcc3lfRrJh2mmUda3h1eIWlqXh0qiqgoIpoQl8ByM78/9jfr7DGwu8yyLLyej8c+0JnPfOYzM5+Z+bxnPjOjEgRBABERERERkRlqRxeAiIiIiIhqLwYMREREREQkiwEDERERERHJYsBARERERESyGDAQEREREZEsBgxERERERCSLAQMREREREcliwEBERERERLJcHV0Aqp6KigpkZWXBw8MDKpXK0cUhIiIiIichCAIKCwvh7e0NtVr+PgIDBieXlZWF8ePHO7oYREREROSkVq9ejRYtWsiOZ8Dg5Dw8PADoNrRGo3FwaYiIiIjIWWi1WowfP17fnpTDgMHJid2QNBoNAwYiIiIislpV3dr50DMREREREcliwEBERERERLIYMBARERERkSw+w0BERERkJ1qtFtnZ2aioqHB0UageUavV8PLyUuz5VgYMRERERAqrqKjAt99+i99++83RRaF6bMCAAXjqqacq/caCJRgwEBERESlMDBZGjx6NDh06wMXFxdFFonqkvLwcycnJ2LVrFwBg7Nix1cqPAQMRERGRgrRarT5YGDJkiKOLQ/VUYGAgAGDXrl0YPXp0tbon8aFnIiIiIgVlZ2cDADp06ODgklB9J9ZBsU7aigEDERERkYLEB5zZDYkcTayD1X3ongEDERERERHJ4jMMdcS0adNMnoAPCQlBSEiIg0pERGS52Fhg4UIgOhqIinJ0aYiISIoBQx0RExOj2Lt2iYhq2sKFQEqK7i8DBqLaY8OGDdi2bRu+/fZbg+GrVq3Cjh07MHnyZAwfPlw2XW5uLr777jscP34cGRkZcHV1RYcOHTBkyBAMHTpUttvWjRs3sG3bNly4cAEpKSlo164dVqxYYTbt3r17sWXLFmRkZMDX1xfPPfcc+vXrpx9/69YtTJw40WS6oKAgLF682GDY/v378d133+HWrVto2bIlRo8ejdGjR5ss+6lTp/DPP/8AAHx9ffH444/joYceMplHamoq1q5dizNnzqCsrAy+vr54/vnn0atXLwDAn3/+ib179+LChQvIyclB69at8cgjjyAsLAyurobN9JKSEmzevBkHDhxAVlYWmjVrhgcffBAvvPCC2fWiJAYMRETkcNHRd+4wEFHttmbNGuzYsQOvvPIKhg8fLpvuxo0bmDlzJioqKjBmzBh06tQJpaWlOH36NL744gs0adIEAwYMMDvttWvXcPLkSXTu3BmCIMj2wT948CA+/vhjPP3007jnnntw6NAhzJ8/HwsXLkSXLl0M0v7rX/9Cjx499P/38PAwGH/o0CEsW7YMYWFh6Nu3LxISEvDFF19ApVIhNDRUn66oqAgjRoxAu3btoFKpcPjwYSxatAgVFRV4+OGH9elSUlLw1ltvoVevXpg+fTpcXV1x+fJlFBcX69Ps3r0bxcXFePbZZ9GyZUskJiZi/fr1uHbtGl5//XV9uoqKCnzwwQf4+++/ERERgdatWyMjIwPXr1+XXf9KYsBAREQOFxXFOwtEzuDrr7/Gli1b8PLLL2PkyJGVpl2yZAnKy8vx0UcfoXnz5vrhffr0QUhICLRarey0/fr10wcTH330ES5dumQ23YYNG/Dggw8iMjISAHDPPffg6tWr+OabbzBr1iyDtD4+PiZBhNT69etx//33Y9KkSQCAXr16oaCgABs2bMDIkSP1V/z//e9/G0zXu3dvpKam4ueffzYIGD755BP06tULb731ln6YeGdB9PLLL6Np06b6//fo0QOCIGDdunUYP368ftz+/fuRlJSETz75BN7e3rLLYC986JmIiIiIqrRhwwZs3rwZL730Eh599NFK0yYkJCApKQlPPfWUQbAgatWqlf47AeZY8mXiv//+G2lpaXjggQcMhj/44IP466+/UFpaWmUeoqKiIty4ccOkQd+rVy/k5eUhMTGx0ukbN26MsrIy/f9TU1Nx7tw5k+5MxqTBgqhDhw4QBMHgVah79+5FcHCwQ4IFgAEDEREREVVh06ZN2LhxIyZOnGjQPUfO2bNnAejuJtiL2B2nXbt2BsP9/PxQVlaGv//+22D4J598gjFjxiAyMhLLly9HXl6eflxZWRkEQYCbm5vBNOL/U1NTDYYLgoDy8nLk5+cjLi4Of/zxh8F6uXDhAgBdIPLaa69hzJgxGD9+PLZu3Vrlcp07dw5ubm5o3bq1vmyXL19Gq1atEBMTgyeffBJPP/00Fi5cWO3vK1iKAQMRERGRg8TGAoGBur9KpbUmT0sUFRVh3bp1GD58OMaMGWPRNJmZmQCAli1bKlMIM/Lz8wEAjRo1Mhgu/l8c7+bmhlGjRuHVV1/FBx98gMcffxy//vor3nnnHf1dgUaNGqFx48ZISkoyyEts+It5if766y889thjiIiIwH//+19MmjQJwcHB+vFiQ37x4sUYOHAg5s6di0GDBmHNmjX46aefZJfpxo0b2LVrF0aNGqV/xiIvLw9lZWXYsmUL8vLyMGPGDLzyyis4f/485s+fb91KsxGfYSAiIiJyEGveEGZpWqXfOubu7o677roLv/zyC4YOHYq77767+pnWIG9vb7zyyiv6//fo0QP+/v6YM2cOjh49igcffBAA8Oijj2Lbtm24++670bdvX5w7dw47d+40m2fnzp0RExMDrVaLU6dO4bPPPoOLi4v+IXBBEAAAQ4YMwdixYwHonq/IzMzE5s2bMWrUKJM8tVot5s+fj9atW+O5557TDxcf+Pbw8MCMGTP0dz2aNWuGd999F3/99Rd69uxZ3dVUKd5hICIiInKQ6GggIMCyN4RZmtaaPC2hVqvx7rvvwtfXF3PmzMHVq1ernEZ8biEjI0OZQpgh3kkoKCgwGC5350Gqb9++aNiwIS5fvqwf9tRTT+H+++9HTEwMIiIisGjRIjz77LMAYPLsgEajwV133YWePXvihRdewKOPPopVq1ahvLzcYN733HOPwXQ9e/bEP//8Y/LAd2lpKebNm4f8/Hy8//77aNiwoX6cp6cnVCoVunTpYtBlqkePHlCr1bh27Vola0kZDBiIiIiIHCQqCrh61bI7AZamtSZPS3l6emL27Nlo0qQJ3n//fZPnA4x1794dAPDHH38oVwgj4rMLxq8WvX79OlxdXdGmTRur8mvQoAHeeOMNfP3111i+fDm+/vpr3HXXXQB032yoTKdOnaDVanH79m0AgL+/f6XppQ9kV1RUYMmSJbh8+TJmzZpl0o2rYcOGaNWqlUV52QsDBiIiIiKqUrNmzTB37lwAwHvvvVfpA7fdunVD586dsXnzZmRlZZmMz8jIsOhORWXatGkDX19fHD582GD4oUOH0LNnT5MHmKVOnDiBoqIifUAg1bRpUwQGBqJhw4b44Ycf0K1bN5MHq42dO3cOGo0GTZo0AQB06dIFjRs3xl9//WWQ7o8//kDLli0N3o4UGxuL48ePY+bMmbJvjrrvvvtw/vx5lJSU6If99ddfqKioQMeOHSstmxL4DAMRERERWaR169aYM2cOoqOj8f7772PBggXw9PQ0m3b69OmYMWMGpk6discee0z/4bazZ8/ihx9+wNSpU2UbyEVFRTh16hQAXXCh1Wr1gUH37t31De6IiAgsWbIEbdq00X+4LSkpCQsXLtTntWrVKqhUKgQFBaFRo0ZISkrCt99+i06dOhl8OO7kyZO4efMm/P39kZ+fj/j4eJw5cwb/+c9/9GmuXLmCNWvW4IEHHkCrVq1QVFSEEydOYO/evfjXv/6l/3K1q6srxo0bhy+++AKNGjVC165dcerUKRw6dMjgOw6bN2/GTz/9hPDwcLi5uRm8vtXf3x8ajQYAEB4ejgMHDuCDDz5AWFgYcnNz8dVXX+Huu+826fZkDwwYiIiIiMhiAQEBeP/99/HOO+9gzpw5mDNnjtl0Pj4+WLp0KbZs2YKffvoJGRkZcHNzQ4cOHTBp0iTcd999svPIzc01aPQD0P9//vz5+i82Dxo0CMXFxfjuu+/w3XffoV27dpgxY4bBB9r8/Pzw448/Ys+ePSguLkbz5s0xbNgwPPvss/oGPgC4uLhg3759uHHjBlxdXdG9e3csWrQIfn5++jTNmjVDo0aN8M033yA7Oxuenp7w9fXFjBkzTL5aHRoaCkEQsHPnTmzevBmtW7fG5MmTDb6OLXbZ2rp1q8krV6XL2bJlS8yfPx+ff/45FixYgAYNGmDAgAF44YUXoFKpZNejUlSC+Bg3OSWtVouxY8di06ZN+iiUiIiIHCc1NRUxMTGYNm2aQWOTqKZVVRctbUfyGQYiIiIiIpLFgIGIiIiIiGQxYCAiIiIiIlkMGIiIiIiISBbfklRHTJs2DWq1YfwXEhKCkJAQB5WIiIiofhLPx+JXf4kcRayDxm1EazFgqCNiYmL4liQiIqJawMvLCwCQnJws+50BopqQnJwM4E6dtBUDBiIiIiIFaTQaDBgwALt27QIAdOjQweB9/0T2Vl5ejuTkZOzatQsDBgyo9kVlBgxERERECnvqqacAQB80EDnCgAED9HWxOhgwEBERESlMrVZj7NixGD16NLKzs1FRUeHoIlE9olar4eXlpVh3dQYMRERERHai0Wj4jCE5Pb5WlYiIiIiIZDFgICIiIiIiWQwYiIiIiIhIFgMGIiIiIiKSxYCBiIiIiIhkOe1bklJSUrBx40ZcunQJ2dnZaNCgAfz9/REeHo5+/frp0xUWFmLr1q1ISkpCUlIS8vPz8dprr+GRRx4xyTMpKQlxcXE4ffo00tPT0bhxYwQFBeG5556Dr6+vQdrS0lKsX78eBw4cQH5+PgIDAxEZGYlevXqZ5GtpWmvyJCIiIiKqCU57hyEjIwOFhYUYOnQoXnzxRTzzzDMAgLlz52L37t36dLdv38Y333yD1NRUtG/fvtI8t2zZgiNHjqBnz56YNGkSRo4ciYSEBLz++utISUkxSLt06VJs374dgwYNwqRJk6BWqzF79mwkJCSY5GtpWmvyJCIiIiKqCSpBEARHF0Ip5eXlmDp1KkpKShAbGwtAd9U+Pz8fXl5euHjxIqZNmyZ7h+H8+fPo1KkT3Nzc9MNu3LiByZMnIzg4GNOnTweguxMxffp0jB8/HuHh4QCAkpISTJ48GU2bNsWiRYv001ua1po8pbRaLcaOHYtNmzbxPc9EREREZDFL25FOe4fBHBcXF7Ro0QIFBQX6YW5ubvDy8rJo+q5duxoECwDg4+MDf39/pKam6ocdPnwYarUaI0eO1A9zd3fHsGHDkJiYiIyMDKvTWpMnEREREVFNcfqAoaioCLm5ubh58ya2b9+OU6dOoWfPnorlLwgCcnJy0KRJE/2w5ORk+Pr6mkRinTt3BgBcuXLF6rTW5ElEREREVFOc9qFn0apVq/TPLKjVatx///2IiopSLP/4+HhkZmbi2Wef1Q/Lysoye9dCHJaZmWl1WmvyNEer1Va1KAB0d1yM76IQEREREclx+oAhLCwMwcHByMrKwqFDh1BRUYHS0lJF8k5NTUVsbCy6dOmCIUOG6IeXlJSYbXS7u7vrx1ub1po8zRk/fnxViwMAiIiIwLhx4yxKS0RERETk9AGDn58f/Pz8AABDhgzBu+++i7lz52LJkiVQqVQ255udnY05c+ZAo9EgOjoaLi4u+nHu7u5mgxKxUS828q1Ja02e5qxevdqih555d4GIiIiIrOH0zzAYCw4OxsWLF5GWlmZzHgUFBZg1axYKCgowe/ZsNG/e3GC8t7c3srOzTaYTh0nTW5rWmjzN0Wg0Fv0YMBARERGRNepcwCBekbe0T7+56efOnYu0tDS899578Pf3N0nTvn17pKWlmczjwoUL+vHWprUmTyIiIiKimuK0AUNOTo7JsLKyMsTFxcHd3V3fTcka5eXl+PDDD5GYmIjo6Gh06dLFbLrg4GBUVFQYfCCutLQU+/fvR1BQEFq2bGl1WmvyJCIiIiKqKU77DMOKFSug1WrRvXt3eHt7IycnB/Hx8bh+/TomTJgADw8Pfdrvv/8eBQUF+jcNHT9+XP/v0NBQeHp6AgC+/PJLHDt2DP369UNeXh4OHDhgMM/BgwcDAIKCghAcHIy1a9ciNzcXbdu2RVxcHNLT0zFlyhSDaSxNa02eREREREQ1xWm/9Hzw4EHs27cPV69eRV5eHjw8PNCpUyeEhoaif//+BmknTJiA9PR0s/l88cUXaN26NQDg7bffxtmzZ2XnuWvXLv2/S0pKsG7dOsTHxyM/Px+BgYGIjIxE7969TaazNK01eYr4pWciIiIisoWl7UinDRhIhwEDEREREdnC0nak0z7DQERERERE9seAgYiIiIiIZDFgICIiIiIiWQwYiIiIiIhIFgMGIiIiIiKSxYCBiIiIiIhkMWAgIiIiIiJZDBiIiIiIiEgWAwYiIiIiIpLl6ugCkDKmTZsGtdow/gsJCUFISIiDSkREREREdQEDhjoiJiam0k96ExERERHZgl2SiIiIiIhIFgMGIiIiIiKSxYCBiIiIiIhkMWAgIiIiIiJZDBiIiIiIiEgWAwYiIiIiIpLFgIGIiIiIiGQxYCAiIiIiIlkMGIiIiIiISBYDBiIiIiIiksWAgYiIiIiIZDFgICIiIiIiWQwYiIiIiIhIFgMGIiIiIiKSxYCBiIiIiIhkuTq6AKSMadOmQa02jP9CQkIQEhLioBIRERERUV3AgKGOiImJgUajcXQxiIiIiKiOYZckIiIiIiKSxYCBiIiIiIhkMWAgIiIiIiJZDBiIiIiIiEgWAwYiIiIiIpLFgIGIiIiIiGQxYCAiIiIiIlkMGIiIiIiISJbNH26Li4tTrBBDhgxRLC8iIiIiIlKOzQHD0qVLoVKpFCkEAwYiIiIiotrJ5oABAAIDAzFgwACbp//tt99w9erV6hSBiIiIiIjsqFoBQ4cOHRAREWHz9Ldu3WLAQERERERUi9n80LNGo0GDBg2qNXN3d3d4eHhUKw8iIiIiIrIfm+8wfPPNN9We+SuvvIJXXnml2vkQEREREZF98LWqREREREQkq1rPMFDtMW3aNKjVhvFfSEgIQkJCHFQiIiIiIqoLGDDUETExMdBoNI4uBhERERHVMYp3STp16hQmTpyodLZEREREROQAigcMRUVFyMjIUDpbIiIiIiJyAIu7JK1bt86idNevX7e5MEREREREVLtYHDBs3rwZnp6eVfaTLykpqXahiIiIiIiodrA4YGjTpg26deuG1157rdJ0hw8fxocffljtghERERERkeNZ/AxDly5dcP78eYvSCoJgc4GIiIiIiKj2sPgOQ1hYGM6dO1dluu7du2PevHnVKhQREREREdUOFgcMnTp1QqdOnapM17RpU/To0aNahSIiIiIiotpB8deqEhERERFR3VHtLz1nZGRg6dKlNd4NKSUlBRs3bsSlS5eQnZ2NBg0awN/fH+Hh4ejXr58+XWFhIbZu3YqkpCQkJSUhPz8fr732Gh555BGz+ZaWlmL9+vU4cOAA8vPzERgYiMjISPTq1cumdPbKk4iIiIioJlT7DkNxcTHOnj2rRFmskpGRgcLCQgwdOhQvvvginnnmGQDA3LlzsXv3bn2627dv45tvvkFqairat29fZb5Lly7F9u3bMWjQIEyaNAlqtRqzZ89GQkKCTenslScRERERUU1w2i5Jffv2xezZsxEREYERI0YgLCwM8+bNQ/v27bF9+3Z9Om9vb6xduxZffvklxo8fX2meSUlJOHjwIP71r3/hhRdewMiRIzFv3jy0atUKa9assTqdvfIkIiIiIqopThswmOPi4oIWLVqgoKBAP8zNzQ1eXl4WTX/48GGo1WqMHDlSP8zd3R3Dhg1DYmIiMjIyrEpnrzyJiIiIiGqK0wcMRUVFyM3Nxc2bN7F9+3acOnUKPXv2tCmv5ORk+Pr6mnzNunPnzgCAK1euWJXOXnkSEREREdWUaj/07GirVq3SP7OgVqtx//33Iyoqyqa8srKyzN6NEIdlZmZalc5eeZqj1WorHS9yc3ODm5ubRWmJiIiIiJw+YAgLC0NwcDCysrJw6NAhVFRUoLS01Ka8SkpKzDam3d3d9eOtSWevPM2p6vkMUUREBMaNG2dRWiIiIiIipw8Y/Pz84OfnBwAYMmQI3n33XcydOxdLliyBSqWyKi93d3ezwYbYWBcb75ams1ee5qxevdqkO5M5vLtARERERNZQ5BkGQRCUyEYRwcHBuHjxItLS0qye1tvbG9nZ2SbDxWHNmze3Kp298jRHo9FY9GPAQERERETWqHbA4OXlhZdfflmJsihCvCJvaZ9+qfbt2yMtLc1k2gsXLujHW5POXnkSEREREdWUagcMnp6eGDVqlBJlsUpOTo7JsLKyMsTFxcHd3V3fTckawcHBqKioMPjwW2lpKfbv34+goCC0bNnSqnT2ypOIiIiIqKY47TMMK1asgFarRffu3eHt7Y2cnBzEx8fj+vXrmDBhAjw8PPRpv//+exQUFOjfNHT8+HH9v0NDQ+Hp6QkACAoKQnBwMNauXYvc3Fy0bdsWcXFxSE9Px5QpU/T5WZrOXnkSEREREdUUlaDQAwjZ2dlIS0uDr6+vwetBb968ia+//hopKSlo2bIlnnnmGXTp0qXa8zt48CD27duHq1evIi8vDx4eHujUqRNCQ0PRv39/g7QTJkxAenq62Xy++OILtG7dWv//kpISrFu3DvHx8cjPz0dgYCAiIyPRu3dvg+ksTWevPEVarRZjx47Fpk2bLHromYiIiIgIsLwdqVjA8Pnnn+P777/HJ598Al9fX30hoqKikJubq38w2t3dHf/973/h4+OjxGzrPQYMRERERGQLS9uRin3p+ezZs/Dz89MHCwCwf/9+5OTk4KGHHkJsbCwmTJiAkpISbNu2TanZEhERERGRHSkWMGRmZqJNmzYGw06ePAkXFxdMnDgRPj4+GDNmDNq3b4+zZ88qNVsiIiIiIrIjxQKGwsJCNGjQQP//8vJyJCYmomPHjmjatKl+eLt27fQPHBMRERERUe2mWMDg7e2N69ev6/9/7tw5FBUVoUePHgbpysvL4erqtC9nIiIiIiKqVxQLGLp06YKrV69ix44duHr1KtatWweVSoV+/foZpEtNTa3yq8VERERERFQ7KHap/8knn8SRI0fw5ZdfAgAEQUCPHj3QtWtXfZpbt24hNTUVw4YNU2q2RERERERkR4oFDAEBAfjPf/6DXbt24fbt2+jYsSPCw8MN0vz+++9o3749BgwYoNRsiYiIiIjIjhR9mKBTp06YOnWq7PhRo0Zh1KhRSs6SiIiIiIjsSLFnGIiIiIiIqO7h64rqiGnTpkGtNoz/QkJCEBIS4qASEREREVFdwIChjoiJian0k95ERERERLZglyQiIiIiIpLFgIGIiIiIiGRVO2DIyMjAzJkzlSgLERERERHVMtUOGIqLi3H27FklykJERERERLUMuyQREREREZEsBgxERERERCSLAQMREREREcliwEBERERERLIYMBARERERkSwGDEREREREJEuRgEEQBCWyISIiIiKiWqbaAYOXlxdefvllJcpCRERERES1TLUDBk9PT4waNUqJshARERERUS3DZxiIiIiIiEiWq9IZ3r59G/Hx8UhKSsLt27fRs2dPPPHEEwCAlJQU/P333+jZsycaNmyo9KyJiIiIiEhhigYMv/76K5YvX46ioiIIggCVSoXmzZvrx2dmZmL+/Pl4/fXXMXjwYCVnXe9NmzYNarXhDaOQkBCEhIQ4qEREREREVBcoFjAkJiZi8eLF0Gg0eOGFF3D33Xdj+vTpBml69uwJjUaDo0ePMmBQWExMDDQajaOLQURERER1jGIBw+bNm6FSqTBnzhx06tTJbBoXFxd07NgRKSkpSs2WiIiIiIjsSLGHnhMTE9GlSxfZYEHk5eWF7OxspWZLRERERER2pFjAUFxcjKZNm1aZLj8/X6lZEhERERGRnSkWMDRv3hzXrl2rNI0gCEhJSUHr1q2Vmi0REREREdmRYgFD7969kZaWhoMHD8qm2bt3L/755x/07dtXqdkSEREREZEdKfbQ85NPPolffvkFH330EZKTkzFgwAAAQFFRES5fvoyjR49i69ataNq0KcaMGaPUbImIiIiIyI4UCxhatGiB999/HwsWLMDWrVuxbds2qFQqHDlyBEeOHIEgCGjatCneeecdNGvWTKnZEhERERGRHSn64bYuXbpg5cqV2LdvH/7880/cunULgiCgRYsWuPfeezFy5Eh4enoqOUsiIqpjYmOBhQuB6GggKsrRpSEiIkUDBgDQaDQYM2YMux0REZFNFi4EUlJ0fxkwEBE5nmIPPRMRESkhOhoICND9JSIix7P5DkNeXh7c3NzQsGFDm2deVFSE0tJSNG7c2OY8iIiobomK4p0FIqLaxOY7DJGRkfjss8+qNfPY2FhERkZWKw8iIiIiIrIfmwMGQRAgCIKSZSEiIiIiolqmWg89nzt3DsuWLavW9EREREREVHtVK2C4efMmbt68Wa0CqFSqak1PRERERET2Y3PAMG/ePCXLQdU0bdo0qNWGPcxCQkIQEhLioBIRERERUV1gc8DQo0cPJctB1RQTEwONRuPoYhARERFRHcPvMBARERERkSwGDEREREREJIsBAxERERERyWLAQEREREREshgwEBERERGRLAYMREREREQkiwEDERERERHJUixgsOaLz7/99ptSsyUiIiIiIjtSLGB47bXXsH///krTFBcXY/ny5ViwYIFSsyUiIiIiIjtSLGAQBEEfDOTl5ZmMT0pKwmuvvYZ9+/ahbdu2Ss2WiIiIiIjsyFWpjJYuXYrFixfj6NGj+uDg3nvvhSAI2Lx5M7755huUl5dj+PDhmDhxYrXnl5KSgo0bN+LSpUvIzs5GgwYN4O/vj/DwcPTr188gbWlpKdavX48DBw4gPz8fgYGBiIyMRK9evUzyvXHjBtatW4dz584hLy8PLVu2xKBBg/D444+jYcOGNuVpaVpr8iQiIiIiqgkqQRAEpTIrLy/H+vXrsWXLFgDAqFGjkJycjMTERDRt2hSvvvqqSWPeVidPnsSuXbvQpUsXeHt7o7i4GEeOHEFCQgL+/e9/Y+TIkfq0ixYtwuHDhxEWFgYfHx/8/PPPuHjxIubNm4du3brp02VkZODVV1+Fp6cnRo4cicaNGyMxMRE///wz+vfvj3feecfqPK1Ja02eIq1Wi7Fjx2LTpk3QaDSKrFsiIiIiqvssbUcqGjCIEhISMHfuXBQWFgIAevbsiWnTpqFZs2ZKz8pAeXk5pk6dipKSEsTGxgLQdYWaPn06xo8fj/DwcABASUkJJk+ejKZNm2LRokX66Tdv3oyvv/4aH3/8MQICAvTDP/roI8TFxWHjxo1o1KiRVXlamtaaPKUYMBARERGRLSxtRyr+WtWCggL8+OOP0Gq1EAQBgiAgJSUFV65cUXpWJlxcXNCiRQsUFBTohx0+fBhqtdrgjoO7uzuGDRuGxMREZGRk6IdrtVoAMAlsvLy8oFar4erqanWelqa1Jk8iIiIiopqiaMBw5swZvPrqqzh06BDat2+P//73v3jyySeRm5uLWbNm4fPPP0dpaamSs0RRURFyc3Nx8+ZNbN++HadOnULPnj3145OTk+Hr62sSNXXu3BkADAKZHj16AACWL1+O5ORkZGRk4NChQ/jpp58QGhqqf4bBmjwtTWtNnuZotVqLfkqvfyIiIiKq2xR76HnNmjXYvn07BEFAeHg4IiMj4erqisDAQPTp0wcxMTH4/vvvcfr0aUyfPh2BgYGKzHfVqlXYvXs3AECtVuP+++9HVFSUfnxWVha8vLxMphOHZWZm6of16dMHkZGR2Lx5M44dO6Yf/vTTT+O5556zKU9L01qTpznjx4+vdLwoIiIC48aNsygtEREREZFiAcPWrVvRvHlzTJs2TX+lXtStWzcsX74csbGxiI+Px/Tp0/UPRldXWFgYgoODkZWVhUOHDqGiosLgKnpJSQnc3NxMpnN3d9ePl2rVqhW6d++OgQMHonHjxjh58iS+/fZbeHl5ITQ01Oo8LU1rbTmNrV692qJnGMzNg4iIiIhIjmIBwwMPPIBXXnkFjRo1Mjteo9Fg2rRp6NevHz755BOlZgs/Pz/4+fkBAIYMGYJ3330Xc+fOxZIlS6BSqeDu7m62G47YABcb5ABw8OBBfPzxx/j000/RokULAMDAgQNRUVGBNWvW4KGHHkKTJk2sytPStNbkaY5Go+FDz0RERESkOMWeYfjf//1f2WBB6oEHHsDy5cuVmq2J4OBgXLx4EWlpaQAAb29vZGdnm6QThzVv3lw/7Mcff0THjh31wYKof//+KC4uRnJystV5WprWmjyJyLnFxgKBgbq/REREtZ3ib0myhD0bv+IVefGNR+3bt0daWpr+/6ILFy7ox4tycnJQUVFhkmdZWRkA3Wtbrc3T0rTW5ElEzm3hQiAlRfeXiIiotnNIwKCEnJwck2FlZWWIi4uDu7u7vptScHAwKioq9A9GA7ovKu/fvx9BQUFo2bKlfriPjw8uX76svzshOnjwINRqtf5BbWvytDStNXkSkXOLjgYCAnR/iYiIajvFnmE4e/asVem7d+9erfmtWLECWq0W3bt3h7e3N3JychAfH4/r169jwoQJ8PDwAAAEBQUhODgYa9euRW5uLtq2bYu4uDikp6djypQpBnmGh4fj1KlTiI6ORkhICBo3bowTJ07g1KlTGD58uP7OiDV5WprWmjyJyLlFRel+REREzkCxLz2HhYVBpVJZnH7Hjh3Vmt/Bgwexb98+XL16FXl5efDw8ECnTp0QGhqK/v37G6QtKSnBunXrEB8fj/z8fAQGBiIyMhK9e/c2yTcpKQkbNmxAcnIy8vLy0Lp1awwZMgRPPPEEXFxcbMrT0rTW5Cnil56JiIiIyBaWtiMVCxg++ugjswGDIAj4559/cPnyZWi1WvTv3x+enp54/fXXlZhtvceAgYiIiIhsYWk7UrEuSVOnTq10fH5+PpYvX46UlBQsXrxYqdlSPRUbq3tgNDqaXTuIiIiI7KnGHnpu1KgRpk6dCq1Wi6+++qqmZkt1FN8yQ0RERFQzavQtSQ0bNkTnzp1x/Pjxmpwt1UF8ywwRERFRzVCsS5KlCgsLkZ+fX9OzpTqGb5khIiIiqhk1eofh+PHjSEhIgI+PT03OloiqwC8PExERkRzF7jAsW7ZMdlxhYSFu3LiBlJQUCIKAxx9/XKnZEpECpM+E8M4NERERSSkWMPz8889VpmnZsiUiIiIwZMgQpWZLRAqIjr7z1ikiIiIiKcUChnnz5smOc3Nzg5eXF1q3bq3U7IhIQXwmhGoLvjKZiKj2UezDbeQY4gc3fH19oVYbPpISEhKCkJAQB5WMiMh6gYG67nEBAcDVq44uDRFR3VbjH24jx4qJieGXnonI6bF7HBFR7WNzwDBx4kSbZ6pSqfD555/bPD0REdVN7B5HRFT72BwwpKenK1kOIiIiIiKqhWwOGHbu3KlkOYiIiIiIqBaq0Q+3ERERERGRc2HAQEREREREsmwOGGbOnIktW7aYHZeeno68vDybC0VERERERLWDzQHDmTNncP36dbPjJk2ahNWrV9tcKCIiIiIiqh3s0iVJEATwe3BERERERM6PzzAQEREREZEsBgxERERERCSLAQMREdUKsbFAYKDuLzkvbkeiuocBAxER1QoLFwIpKbq/5Ly4HYnqHpu/9AwAcXFxiIuLMxmuUqlkx4l27NhRnVkTEVEdEx2ta2RGRzu6JFQd3I5EdU+17jCIb0Oy5UdU3/A2PVHloqKAq1d1f8l5cTsS1T0232HYuXOnkuUgqvOkt+l5Iq2bYmPvXFnlNiYiorqCzzBQvWWvK/5y+UZHAwEBvE1fl7HvNhER1UUqgf2DnJpWq8XYsWPh6+sLtdow/gsJCUFISIiDSlb7BQbqGncBAbrb57U9X6r9eIeBiIicidiO3LRpEzQajWy6aj30TLVHTExMpRuaTNnrwTw+8Fd/RUUxUCAi2/GiA9VW7JJE9Za9HszjA39EVJfxBQ72w26NVFsxYKBqqYkTB09ORES1Bxu19sNn3ai2YsBA1VITJw6enIhqDwbwZG2jtj7XGWuXXXqHuj6vN6p9GDBQtdTE1RBecSGqPWpzAM8GVs2wtttlba4z9jZzpm7ZZ860ftr6vN5qEo8blmHAQNVSE/31nfGZAB6AqK5yRABv6f7EBlbt5KwXfRx9HB84EHBx0f0l++FxwzIMGIiqQe6E4swHIEefJKn2MFcXHBHAW7o/OWvDtC5z5rf+KHEcnzdPVyfnzbN+2iNHgPJy3V+yH0uOGzwvAhDIqRUUFAihoaFCQUGBQ+a/cqUgBATo/tZHAQGCAOj+ilauFARvb93PGdeLuWWi+qm21AW540x9P/44g9pSh2xhj/plTZ6s37WHM9fjqljajuQdBqoWZ76SDlT/qoG5KxMLFwJZWUDjxspeUaupKxy8SksiJeqCEvVW7q6Gsx9/6gNHHk+qW/csvZtmzXysqbPG8+dVbseR1uN6ux1qKIAhO+EdhsrLUVX5pFcNbF0W4+nstU7q8hWOukKJbV+dPKo7f3tcybe13loyz9py/KmrlF6/9t5e0vxXrhQEF5eaOWZaWsdXrhQEjUYQ1GpBiIiw33zsxdnvniulsu1gSx139HHM0nYkAwYn5+iAobaQ24HNBQQREYYnFek4Ww7GNXEQt/eBuiYOWPaahyMPtsbzVqIuVCcPuWktXUfe3rrp1WrDAFhseLm4yOcREaEbb9wQiogQBJVK11CyphuGWBZ77VeOPkk7ijXLrfSxzd7HSjF/FxddfTOuy6KqjqfWHm8tvWgk1umq9iVL51PTxPVb3y9cVbYdKjsGy9UpRweCDBjqidocMNiz37HxlSRvb90JwnhnlDZipCcTWxtV5tIodWeiMjV5orXHnRJ7Xu1z1MHW3DIpUT/MBbZV5SM3jTXlFIQ7jSzxFxFh2MipbL9Rq+/UIXPzrupOnnGg4O1t2XqztXFn74DE3DxrQ3Bizf5irzsM1tRt4+kr29YREYZ1FdDVaeP5Gzfcjcsj3Q+MLzZ5ewuCm5v5uwTG+atUd8q6cqXu/9KyeXtbv+5sCWCUGl/Z+q9Ndbw6ZanucsidA8Tjo7XBRE1gwFBP1NaAobIGorRBIKa1tkElzVt6VdR4ftJ5SQMLMbiIiLhzi7hvX8PbxeauGknnW90Di71O3JY0LMUTmPTf4slMXDfm1qclKltvYkBiTXBmrhFs6fJaW1Zr8jQXZFWWTq6xbm6biIGutK5Vtg7FeYiNbLFho9EYNlLEBo65MhkHBmKDR/p/FxfdfiKe3Pr2NT+N9OQo/YnTVnYXo6pAwXh9VXYirmx7iMtQ3ZO0NXVFieOGNfM1R3oRpbrHFbnjSVV5SIM1c9tebp+X1lGNxjCteCfLXL3z95cfV9VPrCPSi03Sui4tp7idze0DcvOXlt+4u5K0IWm8zioLuMSARxosSVVWH209z5k7nzkqiKjORSTjY6kSZRfzFOuBuTwdeZeBAUM94aiAoaoDgXFjSppePPCJB/zKrvRJG/liA1/acIqIuHNgFvPr21e3U7q5GR6kxUBBGlzI/VQqw4Om9MqVuEzGDQ9pICKuF7G80kaWeGKQlquyE650uHH3DuMrX8YnFkHQnSwBQfDyMjwxi+tGDNyMA6/KDm6VNR7EZRPzlR4svbx0f93dDU9I0oabcaPCkpOXtVdojOdhfHKQa1BLyyh3V0uaVrpdxIaB8fYx18gQl1m8QmncmJemlW53c41+48aPWF/c3O40powbQjX5M95PpWUSG7XShpR0v5OWWwxAjBvExvVCOt74goIYYJnrPiXWmb597+zTcscv4/1SWk+kxz/jslnTwDIXJJr7a7zc4r5nXC+M52+8PsT9Wtxe0mHS+lhZg1Fa18XpxW2vVpve4RIb1GJZHFVHq/qJ5wslyyi334t3N8R1LQ2axQtf0vRyddK4PhqfB8R1L24z8XjRt69pXZSel8T9QzqtRmO+u6K9WHrRzNwwuaBWuu9Ll0Pugo/xvmd8nLKmzPbGgKGecFTAID3IiAco8YApntylw4wbN9Jh0oOg8Une+IApbSBIG8DigczSA7alV5uMD8DSBo10WcxNa83JQ3ryNXcikpvO3MlfPLhLTyzGP2meYqNU2rgxHicN2Iwb2uKJxFw5xfUntwzSK87G681cICYtmzit8VV0uQOyufornuSMGzvGB37jLgzmghlBMO0SIR0vd+VKDKKM10tAwJ116+ZWuxtMNfmTHjek29Bc4GG8L0nrkEpleFfNXB2VNoDk1r+5K5HSCyZiOrGOmMvHeJxxNxrjoFPaoDe3nMblE4TKjyPixRbpvicN9Ctbp3L5Set1VRdo+LPt5+4ufw4Qf+I5VRqYidtOevwWt5sl8zUOrM1tX/HCmvGxUzyfurvbv3Fs7oKBNGitLIgXL7SZu6AivZAj3WeN04n7kfH6kV4oMz5uyV2ksycGDPWEowIGe16RNG78OfqgXFd+0hODpePlTkbWbBfx4CrXuDCXl3G3HGt/4slMDGjFq0LiycpcWaSBhnH3BuMGu/RkIb3rIM1P2oiVLqOX150ThrlgVCyfuf7Y/Dn+Z67uSC8gSO8ESre7WH/M1WmVyrQuGN+JlJu2ql9ljTr+6t/PkfXA+HwiBrNKMxdMiwGMuYs6VZ0bq1oOuZ+tF3nstV7kWNqOVAmCIDj61a5kO61Wi7Fjx8LX1xdqteFnNUJCQhASEmKX+apUdsmWyGJeXkBOju4QawkXF91XU6vi7w9cu2Z5XioV0KcPcPKkZeUgsoRaDVRU3Pm/SgX4+VVdN4mciUYDLFmizDeLYmOBf//bcL9xRt7eQGZmzc1PbEdu2rQJGo1GNp1rzRWJ7CkmJqbSDU1U12RnW5fekmABsKxBJs1LEBgskPKMGz2CwGCB6h6tFpg+XZmAYeZM5w8WAGDECEeXwDx+6ZmIiIiIHEKrVSYfay8i1VZHjji6BOYxYCAiIiIip1ZXOtgPHOjoEpjHgIGIiIiIqBbYs8fRJTCPAQMREREREcliwEBERERETk1dR1q0jRo5ugTm1ZHVS0RERET1VV14QxJQe9+GxoCBiIiIiByirtwZUIqbm6NLYB43ExERERE5hFJ3Bry8lMnH0Xr2dHQJzGPAQDbp29fRJSCimlLVl93d3Pj1d6pZVV2VVql0P43GsG66uem+pNu3r264m5sujbc3sHKl7t/mmBvOOl+7NGni6BIo448/HF0C85z2S88pKSnYuHEjLl26hOzsbDRo0AD+/v4IDw9Hv379DNKWlpZi/fr1OHDgAPLz8xEYGIjIyEj06tXLbN6XLl3Cxo0bce7cOZSUlKBNmzYYMWIEwsLCbMrT0rTWltORamuFri4XF8u/CEzkzFQqwN9f11/W3PvLVao7wyt7v7m3N9C4MZCSovu/iwvw9NPAN9/optNogIYNgaIi3fjSUqCsrOp8qX5ycdHVC2uvOms0hh8A++STO18PHjcO2LxZVy+PHNHV1caNzc/j4EFg40bD8kinE6lUQJ8+hl95V6sN8zQukzidSlV3+tsrQakLkAMHGm4jZ6RS6epbbeS0dxgyMjJQWFiIoUOH4sUXX8QzzzwDAJg7dy52795tkHbp0qXYvn07Bg0ahEmTJkGtVmP27NlISEgwyff333/Hm2++idzcXIwdOxYvvvgi7rvvPmRmZtqcp6VprcnT0RxVoV1c7lwNsoZKpZvGxaXydO3a6a4yVdaHULyaKr26FBBQdZnEq1nS6VSqqq+UqdWG03h56ebFq1t1m1wd7Nu38nqsVusCgarquocHcPUq8MwzurTi/DQaXX328DCcZ0CAYZnE/XDePCA6Wvdvb2/g44+BDRt0DbaAAGDJEiAzEygo0P1KSnTlszZYkLvyaylz+4uz70PVKb+S/aTVaiAi4s6xTKxD0m3m72/+WKfR3PmJ9WfsWF2dFOvdypW6/MVjqLe3Lo1Go8vT3V3XMBfXh7//nWAB0NXHsjLd3+hoXZ7R0eaXRfqV3YgIw+nEfUoMajIy7pRLDIzF9bFypa7ui9N4e+vm6+V1J1gQpxN/VRHPY+IxwNKGtrXPCFiTXol96MSJ6ucB1J4vJNu6Tvz9dXVjwwZly6MYoQ4pKysTXn31VeGll17SD7tw4YIQGhoqbNmyRT+suLhYmDRpkvDGG28YTF9QUCBERkYK8+bNE8rLy2XnY02elqa1Jk/jMoeGhgoFBQWyaewpIkIQXFwEoW9fQfD21v3c3ARBdzi981Op7vzb31+XTqO589c4vZjOxUX3Vzp85UrdvN3dzU8n/sR8XVzuTLNypSAEBOjKLf6VlkVM5+Jivvze3nfyMZ5u5UrD9CqVIKjVup84PzEP8SdOp1bfmVatNlxmjebO//v2vTN/6TTSn7he5Nar8a9vX11atVr3b+PtFxFhuLyW5Cn9ieV0d5efXqWyLe/K6pkz/IzrmbgMYv0wl1667xmPj4gw3D/FeuPvb1r3xbouEscb7yvSdCtX3ilzQIDtxw1zZRGPJcb7u3ReK1feqateXvL13tx69fa+M1ysk97e8nWmOnVJpTJ/HFTyp9Hofubm4+ZmWn+k6dzd76xLsbyVLa+Li+nxRqXSHS9cXO7UO3Ebiv83ri/idpdu44CAO8dGW+uUuKzi8bk6jJdBSm4fkh7bze0z5s450vONNK207orHRbl9VpzGeLtIj6UazZ3jt7QOSM9l4rZVq03LUNnP3HFKo7mzPszVS+N9S6Wq3vaqbF3Y+nNz09Vtc/uO3E9av42PzWJboKo8pG2VmmRpOxI1VJ4aM3v2bCEyMlL//y+//FIICwszWRGbN28WQkNDhfT0dP2wH3/8UQgNDRWuXbsmCIIgFBYWmg0crMnT0rTW5Cnl6IBBytxBQnrgktsZxIOZt7f8gVG6A4onFXMHKumJz9zB21LSQCggwPTEKHeCEw8YYtmk4801wKoaJ87HuJEmXdfiCcJcQ096opCmMz6RS5dHOk+58gCGgYZ4EhTXu9xJ13hbS4Mu6QG6sgaMGNhIpxXrja1Bh1zDq6ppqkpT1YlC3E7iNlKrDfMV14GbW9Xrs6ZONJXV4+owVwfF7S03L+O6bvxv48aZuQafuL6lDStp/fT2Nr04Id0OYp7SAEYss3R+5hph4n4p1pGqGu7i/iXmKz0mGNcFcw1Bc9OI5RIDLekFAmm9MrfujPMzd1yUqy9y284WlszDUrYEL5bMx9J8KzuHyImIMKw70u1jyToxDrjMXYxwcTHcV6TbTlq3pfVTOk682LFypWEdNxeYVYe547LxvqdWGx7vxfJIl0tcJ8b7jtzPeD1LL9YYXyys7FxTnQsxtqo3AUNhYaGQk5Mj3LhxQ9i2bZsQFhYmLFq0SD/+nXfeEV5++WWT6f78808hNDRUOHbsmH7Y/Pnzhaefflr4448/hJdeekkIDQ0VnnzySWHFihVCcXGxTXlamtaaPKVqU8Bg3PCRO/FYk19lVzzlrvbYo0Fj7kRb2TwsKYM1aeyxjFU1tiwJbKTrxdYyGQdFLi6mwaDxVXe5IMdcY0vaGJOe1KTzE6c3vjInbTRKG31iMCUNjIxPAuLdIHG9iQGtJVcMazoIqA3MBbpVrQOl9wNj0hO9NDiWTmt8BV3uDow4H2kdM9c4MG6syV1IseUYY26a6qxDS/J3JHs1/m1hbb62lMPWsldWL6R1r7IgRG5/Nb54VNkFKSVI2yHSfcjcsohlNr4gKAiGwZE0X+MLB8bTWbKPSY8T5oKVmlZvAoaPP/5YCA0NFUJDQ4WwsDBhwYIFQl5enn78K6+8IsyYMcNkupSUFCE0NFT48ccf9cMmT54sPPHEE8ITTzwhxMbGCocPHxZiY2OF0NBQ4cMPP7QpT0vTWpOnlLihMzIyhIKCgip/JSUlZvNRQmUnS1vYcrC3l5oIQpyRkg0248a5ua5iVQU5xnlITxLGV5vNdaerajmsCaaM1YXtXdvYe51auk3NdXus7GJCVfWtsm4xZLnaFsDUdUpdKKvJ8giC+eOIccAgqmrftOSYJD1uVHbxqKbUm4Dh2rVrwh9//CH8/PPPwqxZs4R58+YJWVlZ+vETJ04U3n//fZPpbt68KYSGhgrbt283SBsaGiqsWLHCIK0YlKSlpdmUpyVprclTStzQlv7Wr19vNh8lKH3loK4f7Ov68tnCEY3qmpont7fyHL1OHT3/2orrpX6qDRdFlLozY+tzMbUtaLKEpQGD075WVeTn5wc/Pz8AwJAhQ/Duu+9i7ty5WLJkCVQqFdzd3VFaWmoyXUlJCQDA3d1dP0z890MPPWSQdtCgQdi9ezcSExPh4+NjdZ6WpLUmT3NWr14NjQWvWXCz4ycEo6OBhQt1f6VvqLBVVJQy+dRWdX35bCGtQ3VtntzeynP0OnX0/GurhQt1r7dcuJDrpz5xxPHbmC11z9x+PG+ebctiyTHBWY8bTvtaVTnBwcG4ePEi0tLSAADe3t7Izs42SScOa968uX6Y9/+/F7NZs2YGaZs2bQoAyM/PtylPS9Jak6c5Go3Gop89A4aoKN1rGp1xR6DaQa4OxcYCgYG6vzU1TyKyTVWvLqW6qTYcS5Wqe9Yuiz3PUbVFnQsYxCvy2v//Wkr79u2Rlpam/7/owoUL+vGiTp06AYDJNxeysrIAAE3+/zOC1uRpaVpr8qTarz4cPGqS9KoREdVutaHhSPWTo+pefThHOW3AkJOTYzKsrKwMcXFxcHd313dTCg4ORkVFhcHH3EpLS7F//34EBQWhZcuW+uEPPPAAAGDfvn0G+e7duxcuLi7o0aOH1XlamtaaPKn2qw8Hj5qk1FUjBnK247ojImdSk8es+nBXzWmfYVixYgW0Wi26d+8Ob29v5OTkID4+HtevX8eECRPg8f+fKQ0KCkJwcDDWrl2L3NxctG3bFnFxcUhPT8eUKVMM8uzYsSOGDRuGffv2oby8HN27d8eZM2dw+PBhPPXUU/puQdbkaWlaa/Kk2q829OWsS5Tq88m+1bbjuiOqnWJjlX1+sK6oyWOWsz6XYA2VIAiCowthi4MHD2Lfvn24evUq8vLy4OHhgU6dOiE0NBT9+/c3SFtSUoJ169YhPj4e+fn5CAwMRGRkJHr37m2Sb1lZGb799lvs378fWVlZaNmyJUJCQjBmzBib87Q0rTV5irRaLcaOHYtNmzZZ9NAzUX3GE6vtuO6IaqfAQF3DOCBA1x2HdHjMsoyl7UinDRhIhwEDEfHESFR/cf93HrVxW1najnTaZxio9mJfZ6KaxWdmiOovPmTuPJz5WM2AgRTnzDsEkTOqDw/cERE5O2c+VjNgIMU58w5B5Ix4hZGIqPZz5mM1AwZSnDPvEETkfNgNkoiUxGOKKQYMRETk1NgNkoiUxGOKKQYMRETk1NgNkoiUxGOKKaf9cBsRERFQPz6aREQ1RzyeiHcYeHzhHQYiIiIiIgPslmSIAQMRERERkQS7JRlil6Q6Ytq0aVCrDeO/kJAQhISEOKhERERERM6JXR0NMWCoI2JiYir9pDcRERERkS3YJYmIiIiIiGQxYCAiIiIiIlkMGIiIiIiISBYDBiIiIiIiksWAgYiIiIioBsTGAoGBur/OhAEDEREREVENcNYPwjFgICIiIiKqAc76QTgGDERERERENSAqCrh6VffXmbonMWAgIiIiIqphztQ9iQEDEREREVENc6buSa6OLgARERERUX0TFaX7OQPeYSAiIiIiIlkMGIiIiIiISBYDBiIiIiIiksWAgYiIiIiIZPGh5zpi2rRpUKsN47+QkBCEhIQ4qEREREREVBcwYKgjYmJioNFoHF0MIiIiIqpj2CWJiIiIiIhkMWAgIiIiIqoBsbFAYKDurzNhwEBEREREVAMWLgRSUnR/nQkDBiIiIiKiGhAdDQQE6P46EwYMREREREQ1ICoKuHpV99eZuicxYCAiIiIiqmHO1D2JAQMRERERUQ1zpu5J/A4DEREREVENi4rS/ZwB7zAQOUBpaSk2bNiA0tJSRxeFrMDt5py43ZwXt51z4narexgwEDlAaWkpNm7cyIOpk+F2c07cbs6L2845cbvVPQwYiIiIiIhIFgMGIiIiIiKSxYCBiIiIiIhkMWAgs3744QenyteeeduzzPbgbOvB2fK1F2dbD86Wr70423pwxmOwvTjbOna2fO3F2daDs+UrhwEDmeWMFdwZy2wPzrYenC1fe3G29eBs+dqLs60HZzwG24uzrWNny9denG09OFu+cvgdhjpi2rRpUKsN47+QkBCEhIQ4qEREREREVBcwYKgjYmJioNFoHF0MIiIiIqpj2CWJiIiIiIhk8Q6DkxMEAQCg1WoVzbeiokLxPO2Zrz3ztke+Yn7OUl7mq8Pt5pz5crvZP1975c1t55z5crs5T75iHmJ7Uo5KqCoF1Wr//PMPxo8f7+hiEBEREZGTWr16NVq0aCE7ngGDk6uoqEBWVhY8PDygUqkcXRwiIiIichKCIKCwsBDe3t4mL8+RYsBARERERESy+NAzERERERHJYsBARERERESyGDAQEREREZEsvlaVqJqSkpIQFxeH06dPIz09HY0bN0ZQUBCee+45+Pr66tOlpKRg48aNuHTpErKzs9GgQQP4+/sjPDwc/fr1M8jzzJkzmDFjhtn5LVq0CF26dLHrMtUHlm43Y5s2bcK6devg7++PFStWmIwvLS3F+vXrceDAAeTn5yMwMBCRkZHo1auXPRen3rDHduP+Zn+WbjdrtwX3N/uzx7bjPud8GDAQVdOWLVtw/vx5BAcHIzAwEDk5Ofj+++/x+uuvY/HixQgICAAAZGRkoLCwEEOHDoW3tzeKi4tx5MgRzJ07F//+978xcuRIk7xHjx6Nu+66y2BY27Zta2S56jpLt5vUP//8g2+//RYNGzaUzXfp0qU4fPgwwsLC4OPjg59//hmzZ8/GvHnz0K1bN3suUr1gr+0GcH+zJ2u3m6Xbgvub/dlr21mblhxMIKJqOXfunFBSUmIwLC0tTXj88ceFxYsXVzptWVmZ8OqrrwovvfSSwfDTp08LoaGhwq+//qp4eUnHlu32n//8R5gxY4YQHR0tvPLKKybjL1y4IISGhgpbtmzRDysuLhYmTZokvPHGG8ouQD1lj+3G/c3+LN1u1mwL7m81wx7bjvuc8+EzDETV1LVrV7i5uRkM8/Hxgb+/P1JTUyud1sXFBS1atEBBQYFsGq1Wi/LyckXKSndYu93Onj2Lw4cPY9KkSbJ5Hj58GGq12uBukbu7O4YNG4bExERkZGQotwD1lD22mxT3N/uw5ThZ1bbg/lYz7LHtbE1LjsMuSUR2IAgCcnJy4O/vbzKuqKgIxcXF0Gq1OHbsGE6dOoUHH3zQbD7Lli1DYWEh1Go1unXrhvHjx5vcviXlyG238vJyfPrppxg+fDgCAwNlp09OToavry80Go3B8M6dOwMArly5gpYtWype7vquuttNxP2tZlV2nLRkW3B/c5zqbjtb0pJjMWAgsoP4+HhkZmbi2WefNRm3atUq7N69GwCgVqtx//33IyoqyiCNq6srBg4ciL59+6JJkya4du0atm3bhujoaHz44Yfo2LFjjSxHfSO33Xbv3o2MjAx88MEHlU6flZUFLy8vk+HisMzMTOUKS3rV3W7c3xzD3HazZltwf3Oc6m477nPOhwEDkcJSU1MRGxuLLl26YMiQISbjw8LCEBwcjKysLBw6dAgVFRUoLS01SNO1a1d07dpV///+/fsjODgYr776KtauXYvZs2fbfTnqG7ntdvv2baxfvx5jx45F06ZNK82jpKTE5NY9oOsmIY4nZSmx3bi/1Ty57WbNtuD+5hhKbDvuc86HzzAQKSg7Oxtz5syBRqNBdHQ0XFxcTNL4+fnh3nvvxZAhQ/D++++jsLAQc+fOhSAIlebt4+ODAQMG4PTp0+zvqbDKttu6devQqFEjhIaGVpmPu7u7SfAH3Gm4iA0ZUoZS280c7m/2Y8lxUkpuW3B/q3lKbbvqpqWax4CBSCEFBQWYNWsWCgoKMHv2bDRv3tyi6YKDg3Hx4kWkpaVVmbZFixYoKytDcXFxdYtL/6+y7Xbjxg3s2bMHo0ePRlZWFm7duoVbt26htLQU5eXluHXrFvLy8vTpvb29kZ2dbTIPcZildYKqpuR2k8P9TXm2HifNbQvubzVLyW2nRFqqWeySRKSAkpISzJ07F2lpafjggw/MPghW2bSA7k0RVfn777/h7u5e5fvkyTJVbbfMzExUVFTgs88+w2effWYy/cSJExEWFqZ/A0/79u1x+vRpaLVagwcxL1y4oB9P1af0dpPD/U1Z1TlOmtsW3N9qjtLbTom0VLMYMBBVU3l5OT788EMkJibinXfekf1CZU5ODpo1a2YwrKysDHFxcXB3d4efn59+eG5urkm/6ytXruD48ePo06cP1GreHKwuS7abv7+/2a+Rrlu3DoWFhZg0aZLBR4aCg4Oxbds27N69G+Hh4QB0X6Ldv38/goKC+MYWBdhju3F/sz9Lj5PWbAvubzXDHtuO+5zzYcBAVE1ffvkljh07hn79+iEvLw8HDhwwGD948GAAwIoVK6DVatG9e3d4e3sjJycH8fHxuH79OiZMmAAPDw/9NB9++CHc3d3RpUsXNGvWDNeuXcOePXvQoEED/M///E+NLl9dZcl2a9q0Ke6//36TaXfu3AkAJuOCgoIQHByMtWvXIjc3F23btkVcXBzS09MxZcoU+y1MPWKP7cb9zf4sPU5asy24v9UMe2w77nPOhwEDUTUlJycDAI4fP47jx4+bjBcPpg8++CD27duHH3/8EXl5efDw8ECnTp3w/PPPo3///gbT9O/fH7/88gt27NgBrVarbwBFRETAx8fH/gtVD1i63aw1bdo0rFu3DgcOHEB+fj4CAwPx3nvvoXv37tUqL+nYY7txf7M/S7ebtduC+5v92WPbcZ9zPiqhqlezEBERERFRvcVOYkREREREJIsBAxERERERyWLAQEREREREshgwEBERERGRLAYMREREREQkiwEDERERERHJYsBARERERESyGDAQEREREZEsfumZiGql0aNHW5W+VatWWLVqFd5++22cPXsWX3zxBVq3bm2n0tUORUVF+OOPP3DixAmcO3cO6enpUKvVaNu2LQYOHIjHHnsMHh4eFuX1zjvv4K+//gIArF69Gi1atDAYf+bMGcyYMUN2+qCgICxevLjK+Zw9exYzZsyAIAgYNmwYpkyZYjZdUlIStm7divPnzyM3NxcNGzZEQEAAhg0bhqFDh0KlUhmk379/P37//XdcuXIFOTk5KCoqQpMmTdClSxeMGTMGd999t9myHDhwAJcuXUJWVhby8/PRsGFDtG/fHo888ggGDx5sMp/KGNfZ6OhoBAcH6///0UcfIS4uzmQ6jUYDPz8/DBo0CI8++ihcXFxMlm3ZsmUYMmQIpk6dajL99evXMXPmTGRlZWHkyJF45ZVXoFKp9PvC/Pnz0aNHD316cbhIrVbDw8MDTZo0QWBgIHr27ImHH34Ynp6eFi+7JcTlNy5PbTNlyhRcuXJF//+IiAiMGzfOgSUicjwGDERUKw0ZMsRk2Pnz53Hz5k20b98e7du3NxjXpEmTmiparfHLL7/g448/BgD4+fmhX79+KCwsxPnz57FhwwYcPHgQCxYsQLNmzSrNZ//+/fjrr7+gUqkgCEKladu2bYuuXbuaHV6V0tJSfXkrc/jwYXz44YeoqKhAx44dcffdd+P27dtISEjAuXPn8Oeff+KNN94wmOaHH37AlStXEBAQgLvvvhtubm5IS0vDkSNHcPToUbz88ssYNWqUwTTHjh3D3r174evriw4dOqBRo0bIzMxEQkICzpw5g1OnTuHNN9+ssrxSDRs2xMCBAwHoglhzunbtql9fFRUVSE9PR2JiIi5cuIBTp07h/ffftzhQSU1NxcyZM5GdnY1HH30UUVFRFk/bu3dvfd0oLCzEP//8gxMnTuDo0aP46quv8OKLL+KRRx6xKK+6pF+/fmjfvj1u3ryJ8+fPO7o4RLUCAwYiqpXMXUn96KOPcPPmTQwYMED2it/UqVNRXFyM5s2b27uIDufq6ooRI0ZgzJgx8PPz0w/PysrC7NmzkZycjM8//7zSRm9ubi6+/PJL9OrVC2lpaUhPT690nl27djW7bSyxadMm3LhxA8OGDcPevXvNpikvL0dsbCwqKiowffp0PPzww/pxqampeOutt/DLL79g+PDhuOeee/TjoqKi4OfnB41GY5DfsWPHMH/+fHzxxRcYOHAgmjZtqh83bNgwPPbYYyZ15caNG3j77bdx8OBBDBo0CP369bN4GZs0aVLl+hk+fLhJQ/zixYuIjo7GqVOncPToUX3QUZlr165h5syZyMnJwejRo/Hiiy9aXE4AePLJJ02u9BcUFGDHjh3YtGkTli1bhvLycowYMcKqfJ1dZGQkAF0gzYCBSIfPMBBRndKqVSv4+fnB1bXuXw8ZOnQoJk+ebBAsAIC3tzdefvllAMDRo0dRWloqm8fnn3+O4uJifXp7SUlJwZYtWzBs2DCzdyhE169fR05ODnx9fQ2CBUB3F0UcdvHiRYNxQUFBJsECAPTv3x89evRASUkJEhMTDcb5+/ubDSx9fHzw6KOPAgBOnz5tyeJV21133aXvvpSQkFBl+pSUFH2w8Nhjj1kdLMjx9PTEuHHj8PrrrwMAPvvsM2RnZyuSNxE5r7p/RiWiekXuGYbRo0ejVatW+Oyzz/Dtt98iLi4OmZmZaNWqFZ544gn9Fd+//voLmzZtwqVLl6BWq9GvXz9MnDjRbJen8vJy7NmzB3Fxcbh27RrKy8vh6+uLoUOHIjQ01KQvek0KDAwEoOsGlJeXB29vb5M0p06dwi+//ILIyEiLuhTZShAErFixAp6ennj++edx7Ngx2bRubm4W5dm4cWOL5y9uB2uCSFumqS7x7kd5eXml6cRgITc3F+Hh4Rg/frziZRk8eDB2796Nc+fOYe/evRg7dqzF0+7btw+7du1CWloaNBoNevfujeeff142fUJCAg4dOoSEhARkZGSgtLQULVu2xIABA/Dkk0+iUaNG+rSHDx/GwoUL8dBDD8neOfv444+xZ88evPbaa/r9Ojc3F9u2bcPx48eRkZEBtVqNZs2aISgoCKGhoejcubPFy0dUHzFgIKJ65T//+Q9Onz6NHj16oE2bNjh79iyWLVsGAPDw8MCiRYsQFBSE3r17IzExEQcOHMCtW7ewcOFCg77hxcXFmDNnDk6fPo3GjRsjKCgI7u7uSEpKwhdffKF/SFitdsyN3Fu3bgHQNXjNNa6LiorwySefoF27dggPD7c435s3b+Krr75CXl4emjRpgrvvvhu9e/eudDl//PFHnD9/HlOnTq2yod+6dWu0bdsWaWlpiI+PN+mSFB8fj0aNGuH++++3qLx//fUXTp8+jUaNGiEoKMiiaTIyMvDTTz8BAPr27WvRNEq4dOkSAJjcMZK6cuUK3nnnHdy+fRtPPfUU/vWvf9mtPA899BDOnTuH06dPWxwwrFmzBlu2bIGrqyt69OgBjUaD33//HWfOnDF57ki0evVqXLlyRf/AdUlJCZKTk7FlyxacOHECixcv1j+8379/f3h5eeHo0aO4ffu2SSBfWFiIgwcPQqPR4IEHHgAAaLVaTJ8+Hbdu3UKLFi1w7733wsXFBRkZGTh06BDatGnDgIGoCgwYiKjeSE9Ph4eHBz799FP91dzTp09j5syZ+Prrr1FaWoqZM2fivvvuA6BraLz55ps4d+4czpw5Y9Bn/ssvv8Tp06fx4IMP4t///rf+jTJarRaLFi3CsWPHsGfPHpMHbWvKzp07AegebDV31X79+vVIT0/H/PnzLb6qD+gePDfu1x0YGIi3334bPj4+JukzMzOxdu1a3HPPPWYfZDfm4uKC119/HXPmzMGSJUuwfft2+Pj4IDc3FwkJCfDz88Prr78uG3js378fZ86cQWlpKW7evIlLly7B09MTb775psGVaqnExET89NNPqKioQFZWFs6dO4eKigpERkaie/fuFqwV25WXlyMjIwPff/89zp49ixYtWmDw4MFm06alpWHmzJnIy8vD2LFj9X3t7UVs4F+/ft2i9ImJidi6dSs8PT0xb948dOzYEYCuEf/BBx/g+PHjZqd75pln0LVrV4O3MpWWluLTTz/Fnj17sH37dkRERADQBcCPPPIIvv32Wxw4cABjxowxyOvgwYMoLCzEqFGj0LBhQwDAkSNHcOvWLfTv398kiM/NzUVOTo5lK4SoHuMzDERUr0yaNMngwdd77rkHHTp0QFZWFvr06aMPFgDd6y7FBz6lr6HMycnB3r170aJFC7z22msGDR2NRoMpU6bA1dUVP/74Yw0skamTJ09i3759cHV1NduovHTpEnbu3IkhQ4ZY/HpLjUaD8PBwLF68GBs2bMCGDRvwwQcfICgoCFevXsW7776LgoICk+liY2NRUlJi1TMSd999NxYsWIA2bdrg8uXLOHToEE6fPg2VSoV7770Xbdq0kZ323LlziIuLw6FDh3Dp0iU0btwYU6ZMQe/evWWnuXnzJuLi4hAfH4/Tp0+joqIC48aNs+rOizWWLVuG0aNHY/To0XjssccwadIk7NixA4MGDcLixYvNPosBABcuXEBeXh46d+5s92ABuPPmsfz8fIvS//TTTxAEAaNHj9YHC4Duzt1LL70k+/amvn37mrzC1c3NDZMmTYKLi4tJF7aRI0dCrVZjz549Jnnt27cPAAwe1M7NzQWg29eN74Q1bdoUAQEBFi0fUX3GOwxEVG+4urqavWLcpk0bJCcno1evXmbHAbo3D4nOnDmDsrIy9OnTBw0aNDCZxsvLCz4+PkhJSUFxcbHZNPaSmpqKJUuWQBAEjB8/3qQbSHl5OZYvXw5PT0+88MILFufbsWNHg0YgAPTs2RPdu3fHzJkzkZCQgB9//BFPPfWUfvyRI0fw22+/4ZlnnkG7du0sntcvv/yCZcuWISgoCG+++Sb8/f2RlZWFrVu3Yvv27Thz5gwWLVpk9s7IlClTMGXKFBQWFiItLQ1btmzBggULMGLECEyePNns/AYPHozBgwejtLQU6enpiIuLwzfffIMTJ05g1qxZsncmbCV9rSoAZGdn49KlS/j111/RqFEjfUPZWIcOHXDjxg0kJSVhzZo1lT4XoISqXrFrTHxY+6GHHjIZ5+/vj/bt2yM5OdnstJmZmTh+/DiuX78OrVaLiooKALp99saNGwZpW7Vqhd69e+PkyZM4f/68/iH6q1ev4sKFC+jUqZNBXe3UqRMAYOvWrWjWrBn69u0rG5QRkXkMGIio3mjWrJnZhpjYdcHcG3PEvtPSNw2Jrx7ds2eP2aucUvn5+ZUGDOJrTY0NHz4c3bp1qzRvY5mZmZg1axby8/Px2GOPISwszCTNzp07kZycjClTphjcabGVi4sLnnjiCSQkJOD333/XBwxarRaffvopfHx88PTTT1uc340bN7B06VI0bdoU7733nn79+/j4YPLkycjKysKJEyewb98+/ZuMzPHw8ECnTp3w1ltvobS0FHv27EGvXr0MPqRmzM3NDb6+vnjuuefQuHFjrFq1CuvXr8dLL71kcfktYe61qmJXth9++AGNGjUyewchMDAQ48ePx5w5c7BlyxZ4eHhY9TCytW7fvg3A8gfMxaC6ZcuWZse3atXKbMCwfft2fPXVVygrK7O4bKNGjcLJkyexZ88efcAg7ovGr4Ht2bMnxowZg507d2LRokVwcXFBx44dce+992LYsGGV3rEiIh0GDERUb1T1ALKlDyiLVz87dOigfxuRnKreslNUVGT26789evSwKmDIy8vDu+++i/T0dDzyyCOydw+OHz8OlUqFn3/+2WS+4uszFy5cCDc3Nzz55JPo06dPlfMWn12Qvn7z8uXLyMrKQqtWrfDee++Znc/Jkyfx9ttvw8vLC//7v/8LQNcHvaysDL179zb7leoHHngAJ06cQEJCQqUBg9TDDz+MY8eO4dixY5UGDFKDBw/GqlWr8NtvvykeMJij0Wjw/PPP4+TJk/j+++9luxzde++9eOutt7BgwQKsW7cOHh4eZgNDJYiN+8oewq6uxMRErFq1Cp6enpg8eTJ69OgBLy8v/d2j//mf/zG4uyfq06cPWrRogV9//RUvvvgiXF1dER8fDw8PD7N3OCZOnIiRI0fi2LFj+PPPP3H+/Hn918TfeOMNi+sFUX3FgIGIyEotWrQAoOtrX93GZOvWrbFr165q5VFYWIhZs2YhNTUV999/PyZPnlzp134FQaj0Xf8XLlwAoPvOgyXEPu7m7qSkp6fLfgwuOzsb2dnZBl9E/ueffwDApE+7SBxuab964E5ffLEvuyUaNWoEtVqtv8peE8TXABcUFCA3N1f2DlD//v0xdepUxMTE4IsvvoBGo7HLF5kPHToEAAYP+1fGy8sL6enpyMjIMBtkmKsHv/32GwDgueeeM6lvxcXFst+AcHFxwYgRI7B+/XrEx8dDo9EgPz8fw4cPl+1u1K5dO7Rr1w5PPPEESkpK8P3332P16tVYuXIlAwaiKjBgICKykvjw5PHjxzFhwgSHfiSutLQUH3zwAZKSktC7d2+8+eablX7/YcGCBbLjJkyYgPT0dKxevVofFFniyJEjAGDQb7xHjx6ygdD+/fuxbNkyDBs2DFOmTDEY5+XlBcD0w2wicbg0yKiK+MC6Nd+aEN+UVJPdVcRX4apUqiqfexk0aBCKiorw8ccfY/ny5WjYsKH+NaJKiIuLw/nz59GgQQMMHz7comm6deuG9PR0/Prrr/q3GolSU1Nx5coVk2nEwM9cd8DDhw9X+hzF8OHD8c0332DPnj36IMHSr1K7u7sjPDwcO3bsQFZWFnJyctCsWTOLpiWqj/iWJCIiKzVv3hzDhg1Deno6Fi1aZPYq6I0bN3D48GG7lqO8vByLFi3C6dOn0a1bN7z99ttWvSLVGjt27EBGRobBMEEQ8NNPP2HHjh1QqVQWdxGqTP/+/QFA/xC1VGJiInbs2AEABleEU1NTcejQIZMvWguCgIMHD2LLli1QqVQmr3XdunWr2TsVSUlJWL58OQDY5cq9OVqtFqtXrwYAdO/eXf9cTWVGjBiBiRMnoqKiAkuWLMHJkyerXY6CggJs3LhR/22SqKgoi591EV8hvGPHDoPgoKioCJ999pnZxr/YnW3fvn0GzzBcu3YNa9asqXR+3t7e6NevH5KTk3H27FkEBgaa/Z7C0aNHTb7yDejeFpaTkwMPDw/ZO1pEpMM7DERENpg0aRJu3bqFI0eO4Pfff0f79u3RsmVLFBcX49q1a7h58yb69+9v164OP/zwA44ePQpA1+1m5cqVZtO98MIL1X7AeefOnfjyyy/RsWNHtG7dGqWlpbh69Spu3boFtVqNF198Uf82muro1KkTHn/8cWzbtg0rV67EDz/8AD8/P2RlZeHChQuoqKjAiBEjcO+99+qnycnJwYcffghPT0907NgRXl5eKCgowLVr15Ceng61Wo0JEyaYNCZXr16Nr7/+Gh07dkSrVq1QVlaGv//+W9/YfeCBB+zyfMDevXtx5swZg/JfvHhR/zG8qKgoi/MaM2YMCgsLsX79eixYsACzZs0yeVWuXPe07777Dvv37wega9RnZmbi8uXLKCsrg0ajwUsvvWTRtzNEXbt21W+7adOm4Z577oFGo8HZs2fh5uaGfv36mXyL4ZFHHsH27dtx/PhxREVF4a677kJ+fj7Onj2L/v374+LFi7Jd2gBdkCLuAyNHjjSb5uzZs9i5cyeaN2+ODh06QKPRICsrCwkJCfpX6Nor0CaqKxgwEBHZoEGDBpg1axZ++eUX/Pzzz7hy5QouXryIJk2aoFWrVhg8eLDZhy+VJL06LjaazBk3bly1A4bHHnsMf/zxB65du4bU1FSUlZXB29sbDz/8MEaPHq3ol3JfeOEFdO3aFT/99BMuXbqEtLQ0eHh4oHv37hg+fDgGDRpkkN7f3x/PPvsszpw5gxs3buD8+fNQqVRo0aIFhg0bhkcffdRsMPPSSy/h9OnTuHLlClJSUlBWVoamTZuif//+GDp0qMVfk7aW8cfv3N3d0bp1awwdOhTh4eH6blmWeuaZZ1BYWIitW7di7ty5mDt3LoKCgvR3XOTuVvz+++8AdA/7e3h4oHHjxrjvvvvQs2dPDB482KZXj77wwgvw9fXF999/jzNnzsDT0xP33nsvnn/+eaxdu9YkfZMmTRATE4M1a9bg7NmzOH78OFq3bo1nn30Wjz/+OF588cVK59etWze4urpCrVab1AvR0KFDoVarkZCQgIsXL6KgoABeXl7o27cvwsLC0LNnT6uXk6i+UQnWvmiZiIiITIwePRqtWrXCqlWrHF0UALoHiXNycrBu3TpFXqFbG/3yyy9YvHgxhgwZgqlTpyqat/isTUREBMaNG6do3kTOhncYiIiIFHL79m189NFHAIDQ0FDcddddDinHoUOHkJOTAz8/vzobLJSVlWHLli0AgJCQEMXyXbduHTIyMnDz5k3F8iRydgwYiIiIFCL9rka/fv1qPGBYtWoVLl26hHPnzgGAyduK6oJjx47ht99+Q1JSEq5du4YBAwYo2iXu+PHjZt/oRFSfsUsSERFRHTFhwgTk5uYiMDAQ4eHhGDhwoKOLpLgNGzZg48aNaNSoEfr06YOXXnrJ4q9RE5FtGDAQEREREZEsfoeBiIiIiIhkMWAgIiIiIiJZDBiIiIiIiEgWAwYiIiIiIpLFgIGIiIiIiGQxYCAiIiIiIlkMGIiIiIiISBYDBiIiIiIiksWAgYiIiIiIZP0fn04bjFjiakQAAAAASUVORK5CYII=","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["# Define TIC and other parameters\n","TIC = 'Kepler-22'\n","period = 13\n","t0 = 303\n","anomalyId = 2\n","\n","# Search and download lightcurve data\n","sector_data = lk.search_lightcurve(TIC)\n","lc = sector_data.download()\n","\n","# Plot original lightcurve\n","# lc.plot(color='blue', marker='.', lw=0)\n","\n","# Bin the lightcurve data\n","bin_time = 15 / 24 / 60\n","lc_binned = lc.bin(bin_time)\n","# lc_binned.plot(color='gold', lw=0, marker='.')\n","\n","# Fold the lightcurve\n","lc_phased = lc.fold(period=period, epoch_time=t0)\n","\n","# Plot phased lightcurve\n","fig, ax = plt.subplots(figsize=(8, 4))\n","lc_phased.plot(ax=ax, linewidth=0, marker='o', color='pink', markersize=1, alpha=0.8)\n","\n","# Save the phased plot as 'phased.png' in the current directory\n","resp = supabase.storage.from_(\"anomalies\").upload(f\"{anomalyId}/phased.png\", \"phased.png\", {\"content-type\": \"image/jpeg\"})"]},{"cell_type":"markdown","metadata":{"created_in_deepnote_cell":true,"deepnote_cell_type":"markdown"},"source":["<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=f8de697b-ba49-4014-b2b2-fe5f4cc3c026' target=\"_blank\">\n","<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\n","Created in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>"]},{"cell_type":"code","execution_count":null,"metadata":{},"outputs":[{"data":{"text/plain":["APIResponse[~_ReturnT](data=[{'configuration': {'mass': 9.1, 'ticId': 'KOI-87.01', 'radius': 2.1, 'smaxis': 0.812, 'density': 5.2, 'temperature': 295, 'orbital_period': 289.86, 'temperature_eq': 279}}, {'configuration': {'mass': 1.72, 'ticId': 'TOI-700.02', 'radius': 1.073, 'smaxis': 0.1633, 'orbital_period': 37.42, 'temperature_eq': 268.85}}, {'configuration': {'mass': 1.039, 'ticId': 'TOI 6838.05', 'radius': 1.045, 'smaxis': 0.03749, 'density': 5.009, 'orbital_period': 9.21, 'temperature_eq': 217.65}}, {'configuration': {'mass': 2.14, 'ticId': 'KOI 172.02', 'radius': 1.71, 'smaxis': 0.64, 'density': 2.36, 'gravity': 0.73, 'lightkurve': 'https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825', 'temperature': 325.15, 'orbital_period': 242.47, 'temperature_eq': 548.15}}, {'configuration': {'mass': 1.44, 'ticId': 'KOI 571.05', 'radius': 1.17, 'smaxis': 0.432, 'gravity': 1.17, 'lightkurve': 'https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825', 'temperature': -85, 'orbital_period': 129.95}}, {'configuration': {'mass': 2.3, 'ticId': 'KOI-4742.01', 'radius': 1.34, 'smaxis': 0.409, 'lightkurve': 'https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710159536497', 'orbital_period': 112.3, 'temperature_eq': 233}}], count=None)"]},"execution_count":75,"metadata":{},"output_type":"execute_result"}],"source":["supabase_url = 'https://hlufptwhzkpkkjztimzo.supabase.co'\n","supabase_key = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImhsdWZwdHdoemtwa2tqenRpbXpvIiwicm9sZSI6ImFub24iLCJpYXQiOjE3MTYyOTk3NTUsImV4cCI6MjAzMTg3NTc1NX0.v_NDVWjIU_lJQSPbJ_Y6GkW3axrQWKXfXVsBEAbFv_I'\n","supabase: Client = create_client(supabase_url, supabase_key)\n","\n","anomaliesList = supabase.table(\"anomalies\").select(\"configuration\").eq(\"anomalytype\", \"planet\").execute()\n","anomaliesList"]},{"cell_type":"code","execution_count":null,"metadata":{},"outputs":[{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 9 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 143 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 46 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAwEAAAF4CAYAAAAMrfU1AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjkuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy80BEi2AAAACXBIWXMAAA9hAAAPYQGoP6dpAACqiUlEQVR4nO2deXwURfr/P5kckECAEAKSrBIOSRAQQRZY4k8EBUEuxUUWRF1UVvSLuKKuEVwFFWUBRVZXcVeFRVBB0QUvUOQUFFRUQAgIQcBwxSTEhISc/ftjqE5PT58zPZOZ5PN+vfKC6a6u+3ieqqeqIiRJkkAIIYQQQgipN7hqOwKEEEIIIYSQ4EIlgBBCCCGEkHoGlQBCCCGEEELqGVQCCCGEEEIIqWdQCSCEEEIIIaSeQSWAEEIIIYSQegaVAEIIIYQQQuoZVAIIIYQQQgipZ0TVdgSIN9XV1cjPz0dsbCwiIiJqOzqEEEIIISRMkCQJpaWlaN68OVwu/fl+KgEhSH5+PiZMmFDb0SCEEEIIIWHKokWL0KJFC933VAJCkNjYWADuwouLi6vl2BBCCCGEkHChpKQEEyZMkOVJPagEhCDCBCguLo5KACGEEEIIsY2ZSTk3BhNCCCGEEFLPoBJACCGEEEJIPYPmQCHM1KlTvXZ1Dx06FEOHDq2lGBFCCCGEkLoAlYAQ5rnnnuOeAEIIISSMKSkpQUFBAaqrq2s7KiTMcblcSEhIcEw2pBJACCGEEOIw1dXVeOedd/DVV1/VdlRIHaNPnz4YPXq04R0AVqASQAghhBDiMEIBGD58ONq1a4fIyMjajhIJc6qqqpCdnY0PPvgAADBmzBi//KMSQAghhBDiICUlJbICMGDAgNqODqlDpKamAgA++OADDB8+3C/TIJ4ORAghhBDiIAUFBQCAdu3a1XJMSF1E1CtRz3yFSgAhhBBCiIOITcA0ASKBQNQrfzebUwkghBBCCCGknsE9ASEM7wkgJIQoWAjkzQYSM4GESbUdG0IIIcQvqASEMLwngJAQIm82UHnE/S+VAEJIPeDNN9/E+++/j3feecfj+WuvvYZVq1Zh8uTJGDRokK67wsJCvPvuu9ixYwdyc3MRFRWFdu3aYcCAAbj66qsNzaW2b9+OFStW4NixY2jYsCEuueQS/PnPf8YFF1zg4a64uBjLli3Dtm3bUFRUhMTERFx33XW44YYbZDd5eXl49dVXsXPnTkiShK5du2LixIkefn3//ff49NNPsX//fpw5cwatWrXCNddcgxEjRiAqqkZcrqqqwv/+9z989tlnyM3NRUJCAvr27YuxY8ciNjbWI27Hjh3DkiVLsHv3blRWViIlJQV//vOf0b17dzl/li9fjv379yM7OxtRUVFeeRhIqAQQQogVEjNrVgIIIaSesnjxYqxatQr33HMPBg0apOvu+PHjmD59OqqrqzFy5Eh06NABFRUV2LVrF1599VU0adIEffr00fx29+7dePrpp9G/f3/ccsstKCoqwrJly/DYY4/hhRdeQIMGDQAA586dw7Rp0xAZGYk777wTzZo1Q05ODkpKSmS/qqqqMGPGDJw7dw6TJ09GVFQU3n77bUyfPh0vvviiLLivWbMGZWVluPnmm5GUlISsrCwsW7YMR48exV//+lfZvxUrVmD58uW4+eabkZaWhiNHjuCNN95Afn4+HnzwQdndkSNH8PDDD6N79+544IEHEBUVhUOHDqGsrEx2k5eXhy1btuDiiy/GxRdfjMOHD/tUJr5CJYAQQqyQMIkrAISQes0bb7yBlStX4u6778bgwYMN3T777LOoqqrC/PnzkZiYKD+//PLLMXToUA9BXc3mzZuRlJSE++67DxEREQCApk2bYvr06Th48CA6d+4MAHj33XdRWlqKF154AQ0bNgQAdO3a1cOvrVu34ueff8Y///lPtG3bFgDQsWNHTJw4EWvXrsX1118PALj77rvRtGlT+buuXbtCkiQsXboUEyZMkN9t2rQJ/fr1w+jRowEAl156KX777TesXLkSVVVV8urGSy+9hO7du+Phhx+W/RQrAILU1FS88cYbANyrLsFWArgxmBBCCCGEGPLmm29ixYoVuOuuu3DdddcZuv3xxx9x4MABjB492kMBELRs2VI+716LqqoqxMbGygoAANk8WpIk+dmnn36Ka665RlYAtMjOzkZCQoKsAABAYmIi2rRpg6+//lp+plQABO3atYMkSR5HcVZVVaFRo0Ye7ho1auQRr2PHjmHv3r0YPny4brwA+H3jr79QCSCEEEIIIbosX74cb731Fu68804MGzbM1P2ePXsAuGf9feHqq6/GsWPH8NFHH+Hs2bM4efIk3njjDbRr1w6dOnUCAJw6dQoFBQVo0qQJnnzySdxwww0YO3YsXnjhBZSWlsp+lZeXIzo62iuM6OhoHDt2zDAee/fuRXR0NFq1aiU/GzRoEDZs2IAffvgBpaWlOHDgAD744AMMHjxYXgXYv38/ALe50n333YeRI0diwoQJeO+993zKj0BBcyBCCCGEkNrAzqljgXJrwrlz57B06VIMGjQII0eOtPRNXl4eACApKcmnMDt37oxp06Zh3rx5WLhwIQD3rPyMGTNkQVvMzi9atAh/+MMfMGPGDBw/fhz//e9/ce7cOTz00EMAgOTkZPz666/Iy8uTVyVKS0tx9OhRD/t8NcePH8cHH3yAIUOGeGz4HT16NCoqKvD3v/9dnv2/6qqrMHHiRNmNiNu8efMwcuRI3HHHHdi5cycWL16M2NhYDBkyxKd8cRquBBBCCCGE1AbKU8dqy60JMTEx6Ny5MzZt2oS9e/f67Z8V9u3bh+eeew7XXnstZs2ahczMTFRXV+OJJ56QBXchgCcnJ+P+++9Ht27dMGTIEEyYMAGbN2/GyZMnAQD9+vVDbGwsFixYgJMnT+LXX3+VVwuU5kZKSkpK8PTTT6NVq1a45ZZbPN59+OGHWL16Ne68804888wzuPvuu/Htt9/ilVdekd2IuA0YMABjxozBpZdeij//+c/o168fVqxY4Xh++QqVgBBm6tSpuOeeezz+Pvroo9qOFiGEEEKcIDETiGpj7dSxQLk1weVy4e9//ztSUlLwxBNP4OeffzYP/vyMe25urk9h/vvf/8all16KO+64A5deeikyMjLw+OOP49ChQ9iwYQMAoHHjxgC8NwJ369YNAHD06FEAQHx8PP72t7/hyJEjmDhxIiZMmID8/HxcffXVSEhI8Aq7oqICs2bNQnFxMR5//HGP/Qa//fYbXn/9ddx8880YMWIEunTpguuuuw5/+ctf8PHHHyMnJ8cjbpdeeqlX3H799VfDTdHBhOZAIQzvCSCEEELqMHZOHQuUWws0atQIM2fOxN/+9jc8/vjj+Mc//uF1Xr+SLl26AAC+++47JCcn2w7v6NGj6N27t8ezFi1aoEmTJvIM/wUXXKBp6y8oLy+X/9+jRw+8/vrrOH78OKKjo3HBBRdg5syZSE9P9/imuroazz77LA4dOoTZs2d7mTOdPHkSFRUVaNeuncdz8fvEiRNISUnBRRddZJi+iooKw/fBImyVgN27d2PatGma7+bOnetRsBUVFVi2bBk2bNiA4uJipKamYvz48V5HNQFuG7ClS5di7969KCoqQlJSEvr164cbbrhB1gYPHDiA9evXY9euXTh9+jTi4+ORlpaGW265BSkpKT7HkxBCCCEkFGnWrBmefPJJ/O1vf8Njjz2Gf/zjH5oz6YDbpr9jx45YsWIF/vCHP6B58+Ye73Nzc3H27FndE4JatmyJQ4cOeTw7ffo0fvvtN7Rs2RKAe2Nv9+7dsWvXLg9333//PQCgffv2Hs8jIyNx4YUXAnCf3vP9999jxowZHm4WLlyIHTt2YObMmZpxE0rBoUOH5GNKAeDgwYMAIG8gTk9PR3x8PH744Qf06tVLdvfdd98hKSlJ8ySi2iBslQDB8OHDcfHFF3s8a926tcfv559/Hlu3bsWIESOQnJyMzz//HDNnzsSsWbM8CjE3NxdTp05Fo0aNMHToUMTHxyMrKwtvvvkmDh06hEcffRQAsHLlSuzbtw8ZGRlITU3FmTNn8OGHH+Kvf/0r5s2bhzZt2vgUT0IIIYSQUKVVq1Z44oknkJmZiccffxzPPPOM13GZggceeADTpk3D/fffj+uvv16+LGzPnj346KOPcP/99+sqAUOGDMF//vMf/Pvf/0avXr1QVFSE5cuXo2nTprjiiitkd2PHjsVDDz2EefPmYcCAAThx4gT++9//4qqrrvKQsRYvXoy0tDTExcXh8OHDWLFiBQYMGCCbDgHuS8A++eQTjBo1CtHR0cjKypLfXXTRRYiLi0NCQgL69OmDpUuXoqqqCu3bt8fRo0fx5ptv4rLLLpOVjKioKIwbNw6vvvoqGjdujE6dOuHbb7/Fli1b8H//938ead26dSsA9+pHdXW1/Pviiy+WFZ5AEfZKQOfOnZGRkaH7/sCBA9i8eTMmTJiAUaNGAXBv1Jg8eTIWL16MuXPnym43bNiAs2fP4h//+IcsyA8ePBiSJGH9+vUoLi5G48aNcf311+PBBx/0WIb6f//v/2Hy5Ml499138cADD9iOJyGEEEJIqNOmTRs8/vjjePTRR/HEE0/giSee0HSXnJyM559/HitXrsQnn3yC3NxcREdHo127dpg4cSJ+//vf64YxfPhwREdH4+OPP8Znn32G2NhYpKen4+GHH0aTJk1kdx06dMCMGTOwePFiPPXUU2jcuDGuvfZa3HrrrR7+/frrr/j8889RXFyMVq1a4aabbvI6w/+7774DALz33nteR3k+/fTT8t6D+++/H2+//TY++eQT5OXlISEhAf369cPNN9/s8c2wYcMgSRJWr16NFStWoFWrVpg8ebLXLcuzZ8/W/H3ffffhmmuu0c0jJwh7JQBw7+Ju0KCBfGyUkq1bt8LlcnncbBcTE4OBAwdiyZIlyM3NlZd3xEaNZs2aefiRkJAAl8uFqCh3dokzapUkJyfjoosuMjxz1iiehBBCCCGhxLhx4zBu3Div5+np6Xj33XdN3TVr1gx33HEH7rjjDlvhRkREYMiQIZaO0uzWrRvmz59v6ObBBx809eeZZ56xFLe4uDjcfvvtuP32203dDh8+3PTCsA8++MBSuIEg7JWABQsWoLS0FC6XC507d8aECRM8zG6ys7ORkpLitcG2Y8eOAIDDhw/LSkDXrl2xcuVKvPDCCxg3bpxsDvTJJ59g2LBhhjfSSZKEM2fO6G4GMYsnIYQQQgghwSJslYCoqCj07dsXPXv2RJMmTXD06FG8//77yMzMxJw5c+QNIfn5+ZobV8QzcaEF4L7Zbvz48VixYgW2b98uP7/pppu8zolVs3HjRuTl5XktB1mNpxZWj5CKjo423CFPCCGEEEKIkrBVAjp16uRhltO7d29kZGTg3nvvxZIlSzBz5kwA+tdFx8TEyO+VtGzZEl26dEHfvn0RHx+Pb775Bu+88w4SEhJ0r8o+duwYFi5ciPT0dAwYMMCneGoxYcIEk1xwM3bsWM1lOEIIIYQQQrQIWyVAi+TkZPTp0wfbtm1DVVUVIiMjERMTo3keqxD+hTIAAJs3b8aLL76IV155BS1atAAA9O3bF9XV1Vi8eDGuvPJKjw0pgPtq6CeeeAJxcXHIzMy0ZO+vFU8tFi1aZOmeAK4CEEIIIYQQO9S5G4NbtGiByspK+Vrp5s2bo6CgwMudeCZutQOAjz/+GO3bt5cVAEHv3r1RVlaG7Oxsj+dnz57FjBkzcPbsWcycOdPDL7vx1CIuLs7SH5UAQgghJHRwudziVVVVVS3HhNRFRL0S9cxX6pwScPLkScTExMibeNu2bYucnBwv+/r9+/fL7wVnzpxBdXW1l5+VlZUAPBtzeXk5nnzySeTk5OCxxx4zvR3OLJ6EEEIIqRuIfYfqyUNCnEDUK73L2qwStuZAhYWFXjeuHT58GDt27MDll18ua0cZGRl4//33sWbNGvmegIqKCqxbtw5paWkeV0InJyfju+++Q05OjsfNv5s3b4bL5ZIvtaiqqsKcOXOQlZWFRx991PDWX6vxJIQQQkjdIC4uDn369JGPf2zXrh2PByd+U1VVhezsbHzwwQfo06ePJZNxI8JWCZgzZw5iYmKQnp6OZs2a4ejRo1i7di0aNGiA2267TXaXlpaGjIwMLFmyBIWFhWjdujXWr1+P06dPY8qUKR5+jho1Ct9++y0yMzPlG4O//vprfPvttxg0aJBs7vP6669j+/bt8i12GzZs8PCnf//+tuNJCCGEkLrD6NGjAdTuOfCkbtKnTx+5fvlDhCRJkgPxCTqrV6/Gpk2bcOLECZSUlKBp06a49NJLMXbsWCQnJ3u4LS8vx9KlS7Fx40YUFxcjNTUV48ePR48ePbz8PXDgAN58801kZ2ejqKgIrVq1woABA3DjjTfKWvwjjzyCPXv26MZN2eDtxFNQUlKCMWPGYPny5X5reYQQQgipPUpKSlBQUKBpbkyIHVwuFxISEkxlQ6tyZNgqAXUZUXgpKSle5kJDhw7F0KFDaylmhBBCCCEklLGqBIStOVB94LnnnuNKACGEEEIIcRzuSiWEEEIIIaSeQSWAEEIIIYSQegaVAEIIIYQQQuoZVAIIIYQQQgipZ1AJIIQQQgghpJ5BJYAQQgghhJB6Bo8IDWGmTp3KewIIIYQQQojjUAkIYXhPACGEEEIICQQ0ByKEEEIIIaSeQSWAEEIIIYSQegaVAEIIIYQQQuoZVAIIIYQQQgipZ1AJIIQQQgghpJ5BJYAQQgghhJB6Bo8IDWF4TwAhhBBCCAkEVAJCGN4TQAghhBBCAgHNgQghhBBCCKlnUAkghBBCCCGknkElgBBCCCGEkHoGlQBCCCGEEELqGVQCCCGEEEIIqWdQCSCEEEIIIaSewSNCQxjeE0AIIYQQQgIBlYAQhvcEEEIIIYSQQBC2SsDu3bsxbdo0zXdz585Fenq6/LuiogLLli3Dhg0bUFxcjNTUVIwfPx7du3f3+vb48eNYunQp9u7di6KiIiQlJaFfv3644YYb0LBhQ5/8tOOWEEIIIYSQQBO2SoBg+PDhuPjiiz2etW7d2uP3888/j61bt2LEiBFITk7G559/jpkzZ2LWrFno3Lmz7C43NxdTp05Fo0aNMHToUMTHxyMrKwtvvvkmDh06hEcffdS2n3bdEkIIIYQQEmjCXgno3LkzMjIydN8fOHAAmzdvxoQJEzBq1CgAwIABAzB58mQsXrwYc+fOld1u2LABZ8+exT/+8Q+0adMGADB48GBIkoT169ejuLgYjRs3tuWnHbeEEEIIIYQEgzpxOlBJSQmqqqo0323duhUulwuDBw+Wn8XExGDgwIHIyspCbm6uhz8A0KxZMw8/EhIS4HK5EBUVZdtPO24JIYQQQggJBmGvBCxYsABjxozBqFGjMG3aNPz0008e77Ozs5GSkuK1wbZjx44AgMOHD8vPunbtCgB44YUXkJ2djdzcXGzZsgWffPIJhg0bJu8JsOOnHbeEEEIIIYQEg7A1B4qKikLfvn3Rs2dPNGnSBEePHsX777+PzMxMzJkzB+3btwcA5OfnIyEhwet78SwvL09+dvnll2P8+PFYsWIFtm/fLj+/6aabcMstt8i/7fhpx60asTJhRnR0NKKjoy25JYQQQgghJGyVgE6dOqFTp07y7969eyMjIwP33nsvlixZgpkzZwIAysvLNQXkmJgY+b2Sli1bokuXLujbty/i4+PxzTff4J133kFCQgKGDRtm20+74SuZMGGC7jslY8eOxbhx4yy5JYQQQgghJGyVAC2Sk5PRp08fbNu2DVVVVYiMjERMTAwqKiq83ArhWwjjALB582a8+OKLeOWVV9CiRQsAQN++fVFdXY3FixfjyiuvRJMmTWz5acetmkWLFlm6J4CrAKTeUbAQyJsNJGYCCZNqOzaEEEJI2BH2ewLUtGjRApWVlSgrKwMANG/eHAUFBV7uxLPExET52ccff4z27dvLCoCgd+/eKCsrQ3Z2tm0/7bhVExcXZ+kvKEpAwULgYKr7X0Jqm7zZQOUR97+EEEIIsU2dUwJOnjyJmJgYeRNv27ZtkZOT42Vfv3//fvm94MyZM6iurvbys7KyEgDkE4js+GnHbUhDoYuEEomZQFQb97+EEEIIsU3YKgGFhYVezw4fPowdO3age/fucLncScvIyEB1dTXWrFkju6uoqMC6deuQlpaGpKQk+XlycjIOHTqEnJwcD383b94Ml8uF1NRU237acRvSUOgioUTCJKDDzzQFIoQQQnwkbPcEzJkzBzExMUhPT0ezZs1w9OhRrF27Fg0aNMBtt90mu0tLS0NGRgaWLFmCwsJCtG7dGuvXr8fp06cxZcoUDz9HjRqFb7/9FpmZmfKNwV9//TW+/fZbDBo0SDbdseOnHbchTcIkClyEEEIIIXWECEmSpNqOhC+sXr0amzZtwokTJ1BSUoKmTZvi0ksvxdixY5GcnOzhtry8HEuXLsXGjRtRXFyM1NRUjB8/Hj169PDy98CBA3jzzTeRnZ2NoqIitGrVCgMGDMCNN96IyMhIn/y04xZwHw06ZswYLF++3NLGYEIIIYQQQgDrcmTYKgF1GVF4KSkpslmTYOjQoRg6dGgtxYwQQgghhIQyVpWAsDUHqg8899xzXAkghBBCCCGOE7YbgwkhhBBCCCG+QSWAEEIIIYSQegaVAEIIIYQQQuoZVAIIIYQQQgipZ1AJIIQQQgghpJ5BJYAQQgghhJB6Bo8IDWGmTp3KewIIIYQQQojjUAkIYXhPACGEEEIICQQ0ByKEEEIIIaSeQSWAEEIIIYSQegaVAEIIIYQQQuoZVAIIIYQQQgipZ1AJIIQQQgghpJ5BJYAQQgghhJB6Bo8IDWF4TwAhhBBCCAkEPisB69evdywSAwYMcMyvugTvCSCEEEIIIYHAZyXg+eefR0REhCORoBJACCGEEEJI8PDLHCg1NRV9+vTx+fuvvvoKP//8sz9RIIQQQgghhNjELyWgXbt2GDt2rM/fnzp1ikoAIYQQQgghQcbn04Hi4uLQoEEDvwKPiYlBbGysX34QQgghhBBC7OHzSsDbb7/td+D33HMP7rnnHr/9IYQQQgghhFiH9wQQQgghhBBSz+A9ASEM7wkghBBCCCGBgEpACMN7AgghhBBCSCBwXAn49ttv8fLLL+PVV1912msPdu/ejWnTpmm+mzt3LtLT0+XfFRUVWLZsGTZs2IDi4mKkpqZi/Pjx6N69u8d38+fPN7wEbfHixUhMTLTszm48CSGEEEIICQaOKwHnzp1Dbm6u097qMnz4cFx88cUez1q3bu3x+/nnn8fWrVsxYsQIJCcn4/PPP8fMmTMxa9YsdO7cWXY3ZMgQXHbZZR7fSpKEl156CS1btpQFe6vu7MaTEEIIIYSQYGBZCVi6dKkld7/88ovPkfGFzp07IyMjQ/f9gQMHsHnzZkyYMAGjRo0C4L6hePLkyVi8eDHmzp0ru01PT/eamf/xxx9RVlaGq666yrY7O/EkhBBCCCEkWFhWAlasWIFGjRqZ2qiXl5f7HSm7lJSUoEGDBoiMjPR6t3XrVrhcLgwePFh+FhMTg4EDB2LJkiXIzc1FUlKSrt+bNm1CREQE+vXrZxgHK+6M4kkIIYQQQkiwsKwEXHDBBejcuTPuu+8+Q3dbt27FnDlz/I6YVRYsWIDS0lK4XC507twZEyZM8DC7yc7ORkpKipfy0rFjRwDA4cOHdZWAyspKfPHFF0hPT0erVq1042DFnVk8CSGEEEIICRaWlYD09HTs27fPkltJknyOkFWioqLQt29f9OzZE02aNMHRo0fx/vvvIzMzE3PmzEH79u0BAPn5+UhISPD6XjzLy8vTDWPnzp0oKirSNfGx4s5qPLUoKSkxDFcQHR2N6OhoS24JIYQQQgixrASMGDECe/fuNXXXpUsXzJo1y69IWaFTp07o1KmT/Lt3797IyMjAvffeiyVLlmDmzJkA3OZJWgJyTEyM/F6PTZs2ISoqCldccYVhXIzcWY2nFhMmTDAMVzB27FiMGzfOkltCCCGEEEIsKwEdOnRAhw4dTN01bdoUXbt29StSvpKcnIw+ffpg27ZtqKqqQmRkJGJiYlBRUeHlVgj/QhlQU1paiu3bt6N79+5o0qSJbphW3ZnFU4tFixZZuieAqwCEEEIIIcQOde6ysBYtWqCyshJlZWWIi4tD8+bNNU1+CgoKAEDzOE8A+OqrrwxP+7HrziyeWsTFxfGyMEIIIYQQ4jgufz3Izc3F9OnTnYiLI5w8eRIxMTFo2LAhAKBt27bIycnxsq/fv3+//F6LjRs3IjY2Fr169TIMz6o7s3gSQgghhBASLPxWAsrKyrBnzx4n4mKLwsJCr2eHDx/Gjh070L17d7hc7qRlZGSguroaa9askd1VVFRg3bp1SEtL0zwZqLCwED/88AP69OljKKRbcWc1noQQQgghhASLsDUHmjNnDmJiYpCeno5mzZrh6NGjWLt2LRo0aIDbbrtNdpeWloaMjAwsWbIEhYWFaN26NdavX4/Tp09jypQpmn5v2bIFVVVVpiY+VtxZjSchhBBCCCHBImyVgN69e2PTpk1YtWoVSkpK0LRpU/zhD3/A2LFjkZyc7OF26tSpWLp0KTZs2IDi4mKkpqbiscceQ5cuXTT93rhxI5o1a4Zu3boZxsGKOzvxJIQQQgghJBhESH4e6v/LL7/g//7v/7Bq1Sqn4lTvKSkpwZgxY7B8+XJuDCaEEEIIIZaxKkeG7UpAfWDq1KleewaGDh2KoUOH1lKMCCGEEEJIXYBKQAjz3HPPcSWAEEIIIYQ4Do+mIYQQQgghpJ7hiBLg57YCQgghhBBCSBDxWwlISEjA3Xff7URcCCGEEEIIIUHAbyWgUaNGGDJkiBNxIYQQQgghhAQB7gkghBBCCCGknuHY6UAFBQXIyclBSkoKEhIS5OcnTpzAG2+8gSNHjiApKQl/+tOfkJ6e7lSwdRoeEUoIIYQQQgKBY0rAu+++iw8//BAvvfSSrASUlJTg4YcfRmFhISRJwrFjx7Bnzx7885//5G25FuARoYQQQgghJBA4Zg60Z88eXHjhhUhJSZGfrVu3DmfOnMGVV16JhQsX4o477kB5eTnef/99p4IlhBBCCCGE2MQxJSAvLw8XXHCBx7NvvvkGkZGRuPPOO5GcnIyRI0eibdu22LNnj1PBEkJI3aJgIXAw1f0vIYSQ0KAO9s2OKQGlpaVo0KCB/LuqqgpZWVlo3749mjZtKj//3e9+h7y8PKeCJYSQukXebKDyiPtfQgghoUEd7JsdUwKaN2+OX375Rf69d+9enDt3Dl27dvVwV1VVhagox7YiEEJI3SIxE4hq4/6XEEJIaFAH+2bHpPH09HRs3rwZq1atQrdu3bB06VJERESgV69eHu6OHTuGxMREp4IlhJC6RcIk9x8hhJDQoQ72zY4pAX/84x+xbds2vP766wAASZLQtWtXdOrUSXZz6tQpHDt2DAMHDnQqWEIIIYQQQohNHFMC2rRpg3/84x/44IMP8Ntvv6F9+/YYNWqUh5udO3eibdu26NOnj1PB1ml4TwAhhBBCCAkEEZIkSbUdCeJJSUkJxowZg+XLl/OeAEIIIYQQYhmrcqRjG4MJIYQQQggh4QGVAEIIIYQQQuoZVAIIIYQQQgipZ1AJIIQQQgghpJ5BJYAQQgghhJB6ht9KQG5uLqZPn+5EXAghhBBCCCFBwO97AsrKyrBnzx4n4kJU8J4AQgghhBASCBy7LIw4z3PPPcd7AgghhBBCiOOErRKwe/duTJs2TfPd3LlzkZ6eLv+uqKjAsmXLsGHDBhQXFyM1NRXjx49H9+7dPb6bP38+1q9frxvm4sWLkZiYaCtsO+ETQgghhBASDMJWCRAMHz4cF198scez1q1be/x+/vnnsXXrVowYMQLJycn4/PPPMXPmTMyaNQudO3eW3Q0ZMgSXXXaZx7eSJOGll15Cy5YtkZiYaDtsO+ETQgghhBASDMJeCejcuTMyMjJ03x84cACbN2/GhAkTMGrUKADAgAEDMHnyZCxevBhz586V3aanp3vN4v/4448oKyvDVVddZTtsu+ETQgghhBASDOrEEaElJSWoqqrSfLd161a4XC4MHjxYfhYTE4OBAwciKysLubm5hn5v2rQJERER6Nevn+2wnQifEEIIIYQQpwn7lYAFCxagtLQULpcLnTt3xoQJEzxMdLKzs5GSkuK1wbZjx44AgMOHDyMpKUnT78rKSnzxxRdIT09Hq1atbIftb/iEEEIIIYQEAkeUAEmSnPDGFlFRUejbty969uyJJk2a4OjRo3j//feRmZmJOXPmoH379gCA/Px8JCQkeH0vnuXl5emGsXPnThQVFXmZAlkN29/wS0pK9DNAQXR0NKKjoy25JYQQQgghxG8lICEhAXfffbcTcbFFp06d0KlTJ/l37969kZGRgXvvvRdLlizBzJkzAQDl5eWaAnJMTIz8Xo9NmzYhKioKV1xxhU9h+xv+hAkTdN8pGTt2LMaNG2fJLSGEEEIIIX4rAY0aNcKQIUOciIvfJCcno0+fPti2bRuqqqoQGRmJmJgYVFRUeLkVwrcQxtWUlpZi+/bt6N69O5o0aeJT2MJ/X8IHgEWLFlm6J4CrAIQQQgghxA5hvydATYsWLVBZWYmysjLExcWhefPmmiY3BQUFAOB17Kfgq6++0j0VyGrYAHwOHwDi4uJ4WRghhBBCCHEcx5WA3377DRs3bsSBAwfw22+/oVu3brjxxhsBAEeOHMHJkyfRrVs3NGzY0OmgAQAnT55ETEyM7H/btm2xa9culJSUeAjU+/fvl99rsXHjRsTGxqJXr14+h+1P+IQQQgghhAQKR48I/eKLLzBx4kS89tpr2Lx5M3744Qf88ssv8vu8vDw8/fTT+PLLL/0Oq7Cw0OvZ4cOHsWPHDnTv3h0ulztpGRkZqK6uxpo1a2R3FRUVWLduHdLS0jRP5iksLMQPP/yAPn36aCorVsP2NXxCCCGEEEICiWMrAVlZWZg3bx7i4uJw++2345JLLsEDDzzg4aZbt26Ii4vDl19+if79+/sV3pw5cxATE4P09HQ0a9YMR48exdq1a9GgQQPcdtttsru0tDRkZGRgyZIlKCwsROvWrbF+/XqcPn0aU6ZM0fR7y5YtqKqq0jUFshq2r+ETQgghhBASSBxTAlasWIGIiAg88cQT6NChg6abyMhItG/fHkeOHPE7vN69e2PTpk1YtWoVSkpK0LRpU/zhD3/A2LFjkZyc7OF26tSpWLp0KTZs2IDi4mKkpqbiscceQ5cuXTT93rhxI5o1a4Zu3br5HbYv4RNCCCGEEBJIHF0JSE9P11UABAkJCThw4IDf4Y0YMQIjRoyw5DYmJga33347br/9dkvu582b51jYvoRPCCGEEEJIIHFMCSgrK0PTpk1N3RUXFzsVZJ1n6tSpHvsLAGDo0KEYOnRoLcWIEEIIIYTUBRxTAhITE3H06FFDN5Ik4ciRI2jVqpVTwdZpnnvuOR4RSgghJDgULATyZgOJmUDCpNqODSEkwDh2OlCPHj2Qk5ODzZs367r59NNP8euvv6Jnz55OBUsIIXWHgoXAwVT3v4QEm7zZQOUR97+EkDqPY0rAH//4R8TFxWH+/PlYvHgxsrKyAADnzp3DoUOHsHTpUrzyyito2rQpRo4c6VSwhBBSd6AQRmqTxEwgqo37X0JInccxJaBFixZ4/PHH0aRJE7z33nt4+OGHERERgW3btmHq1KlYsWIFGjVqhEcffRTNmjVzKlhCSH2gvsyQUwgjtUnCJKDDzzQFIqSe4OiNwenp6Xj55Zfx2Wef4fvvv8epU6cgSRJatGiByy67DIMHD0ajRo2cDJIQUh9QzpDXZQElYVLdTh8hhJCQwVElAADi4uIwcuRImvwQQpwjMbNmwyIhhBBSW9ShDfSOKwHEOXhEKCHn4Qw5IYSQUKAOrUz7rAQUFRUhOjoaDRs29Dnwc+fOoaKiAvHx8T77UZcJqyNC65BmTPyEdYEQQkhdpQ6tTPu8MXj8+PH497//7VfgCxcuxPjx4/3yg4QIPNWkbuLLhlzWBUIIIXWVOrSB3mclQJIkSJLkZFxIOMNTTeomvgj0rAuEEEJIyOPXnoC9e/diwYIFfn1P6gi02bZGuJnK+LLs6XRdCLc8I+EF6xchpJ7ilxJw4sQJnDhxwq8IRERE+PU9IWFFuG0oCgXlLtzyjIQXrF+EhAdU2B3HZyVg1qxZTsaDkPpBHdpQFDSYZySQsH4REh5QYXccn5WArl27OhkPQuoHoTCzbmc2JRRmXnzJs1CId6jCvPEkFNokIcQcKuyOEyFxd2/IUVJSgjFjxiAlJYX3BBDnOZjqnk2JauM+4cApt6FEuMY7GDBvCCGkTiPkyOXLlxseNc/LwkKYsLongIQPdmZTwnXmJVzjHQyYN4SQUICrkrUOVwJCEKsaHCGEEEJIWMJVyYBhVY70+Z4AQuoMvlyIVZv+ktCE5U0IIdapa3fKhOEYQCWAkEDdcCv8PTXZuFMIw46DaMCbkgkhxDp16OZdAGE5BlAJICRQsxGJmQAiAVQZdwph2HEQDUJ1VotKJiGEBJ5QHQMMoBJASKBmIxImAa1eNO4UChYC1UWAq7l5x0FhLrSpzVkto7pBJZMQQgJPGK5sOKYE2Lk5+KuvvnIqWEJCG7NOIW82UJ0PuOLNOw4Kc/UTK8qfUd3wd3aKyichhNRJHFMC7rvvPqxbt87QTVlZGV544QU888wzTgVbp5k6dSruuecej7+PPvqotqNVPwiW4GNHQAvDpUbiAFaUP6O64e/sFJVPQogWoTBBEApxCGMcOyJ09OjRKC8vR58+fTB58mTEx8d7vD9w4ACee+45HD9+HMnJyVi4kAWmB48IDQF4dBnRI9hnW9f2Wdq1HT4hJDSxOk4Gsg8xi4OVsOtgH2dVjnRMCcjJycG8efNw6NAhJCYm4r777sNll10GSZKwYsUKvP3226iqqsKgQYNw5513omHDhn6Ft3v3bkybNk3z3dy5c5Geni7/rqiowLJly7BhwwYUFxcjNTUV48ePR/fu3T2+mz9/PtavX68b5uLFi5GYmIgDBw5g/fr12LVrF06fPo34+HikpaXhlltuQUpKis/xFFAJCAHqYKdAHIIKIiGEWB8nA9lnmsXBSth1sE8P+o3BKSkpmDdvHpYtW4aVK1fi8ccfx5AhQ5CdnY2srCw0bdoU9957L3r16uVUkACA4cOH4+KLL/Z41rp1a4/fzz//PLZu3YoRI0YgOTkZn3/+OWbOnIlZs2ahc+fOsrshQ4bgsssu8/hWkiS89NJLaNmyJRITEwEAK1euxL59+5CRkYHU1FScOXMGH374If76179i3rx5aNOmjU/xJCFEwiT/hP+ChUDudPf/k2ZRkQh17Ch9RjfuBkN5pIJKiHOwPfmO1XEykLeUm8XBLGw7h3PURaQAsGfPHmnMmDHSiBEjpBEjRkh///vfpYKCAkfD2LVrlzRs2DDpiy++MHS3f/9+adiwYdLKlSvlZ2VlZdLEiROlBx980DScPXv2SMOGDZOWL18uP9u7d69UXl7u4S4nJ0e64YYbpHnz5vkUTyVnz56Vhg0bJp09e9byNyFJ/suS9FMb97/1LR4/tZGkfXD//dRG312o5FF9R5SXUVkF05/aDoOQ+gLbU/3Gl/IPg3Hbqhzp+BGhZ8+exccff4ySkhJIkgRJknDkyBEcPnzY6aBkSkpKUFVVpflu69atcLlcGDx4sPwsJiYGAwcORFZWFnJzcw393rRpEyIiItCvXz/5WadOnRAdHe3hLjk5GRdddBGOHTvmUzxDAqc32NTGhkKtNNRGPBIz3TMLZrML3HQZGjh1gk5sX2c2bxu1RW4QJ8Q56nN74qZae+Uv8it3ep0Ztx1VAnbv3o17770XW7ZsQdu2bfHPf/4Tf/zjH1FYWIgZM2bgP//5DyoqKpwMEgsWLMCYMWMwatQoTJs2DT/99JPH++zsbKSkpHjZRHXs2BEADJWTyspKfPHFF0hPT0erVq0M4yFJEs6cOYMmTZr4FM+QwGmBtDY6V6001EY8EiYBHfPcf2ZLlfV1ANLC10HJ38HMqRN0Src5c060UVsMw7OoCQlZ6nN74iSUvfIX+QXUmXHbMSVg8eLF+Pvf/468vDyMGjUKzz77LFJTU3Hrrbdi1qxZaNGiBT788ENMnToVP//8s9/hRUVFoW/fvpg4cSIeffRRjB8/Hj///DMyMzNx6NAh2V1+fj4SEhK8vhfP8vLydMPYuXMnioqKcNVVV5nGZ+PGjcjLy8P/+3//z6d4alFSUmLpzzHFymmBtDY6V3UaQt3e0588qouzOGaDkl6ald/puQlkfjnddqgc+kZdbBMk9AnXeheofqY28sNKmP7GS+RX0izzcTtM6oRjpwONGDECiYmJmDp1Krp27er1vqSkBAsXLsTGjRsRHR2NlStXOhGsB8ePH8e9996LLl26YObMmQCAiRMnIiUlBTNmzPBwe/LkSUycOBF33nknRo4cqenf3LlzsW3bNvz3v//VneEHgGPHjuHBBx/ERRddhNmzZyMyMtJ2PJWIXd1WGTt2LMaNG2fZfb0iFHf9O6WYhGLa/MXqSQ+IdN/GLNwovxMKgTpfavOEilBXRusKdbFNkNCH9c6T2siP2joFSNm3A+bjUJCwejqQYysBV1xxBV544QVNBQAA4uLiMHXqVPztb39DgwYNnArWg+TkZPTp0we7du2Sbe9jYmI0Z8rLy8vl91qUlpZi+/bt6N69u6ECUFBQgCeeeAJxcXHIzMw0VQD04qnFokWLsHz5ctO/0aNHm4ZZbwnFGVVflmC1ZhX00hYmMxCamK2MJGYCiARQ5Zl/yu/08sUX20+reWhWpk4tu9uJVzjXA1+pSzObJHwIxXHGKXyp+7WRH1bCDES8lH278v9hUiccUwL+9re/oXHjxqbuhLIQKFq0aIHKykqUlZUBAJo3b46CggIvd+KZOPZTzVdffYWysjJDU6CzZ89ixowZOHv2LGbOnKnrl5V4ahEXF2fpT71Juc7gxMAbivaevnQOWkKkXtrsCpzhJOAkTHKvAKhNvg6mAjnj3P8C2vnii+2n1Tw0K1OnBgSteFkxkfKHYNaP2t7boQdtp4kRoTjOOIVe3ddqq+IZEPz8sFIGgSgnZd+u/H+Y1AnHTweygh1h2S4nT55ETEyMfBlZ27ZtkZOTg5KSEg93+/fvl99rsXHjRsTGxurea1BeXo4nn3wSOTk5eOyxx3DRRRf5Fc+QIxQEw7o68Co7B6v5bEeItLtCYKeTDwXUnauIf9EK59JhV2g36/CdGhC04qVXfoFUPAJFqLb5MJnVAxC67ZaEJ3p1X2sfVjifmqNuN1bbkbJvDxPBX0mtKAFOUFhY6PXs8OHD2LFjB7p37w6Xy520jIwMVFdXY82aNbK7iooKrFu3DmlpaUhKStL0+4cffkCfPn00hfSqqirMmTMHWVlZyMzM1Lz11248Q45QGIzDaeD1Faszu3Y6F7srBFqbqZ3o0IMljMT2BRAJNOhuPlhZxdfOPNCbkrXipddOnFQ8XM3dF+oEuixDtc2H0+AeCn03qTvo1X1lW60Lp+ao2009aUeO3Ri8Z88eW+67dOniV3hz5sxBTEwM0tPT0axZMxw9ehRr165FgwYNcNttt8nu0tLSkJGRgSVLlqCwsBCtW7fG+vXrcfr0aUyZMkXT7y1btqCqqkrXFOj111/H9u3b0atXLxQVFWHDhg0e7/v37287niFHIG/4s4q/t/aGA1r5rOx8rKTf6qbU2L5AKbSFReV3InxXc/0VBSubXI3Sod5MZXa7slGYpdsAVAFVudobsIJ5w69emu2WqR0C3U4SJgU2/uqw6mqbD9bm8FDou8MVbuA3R5lHyv5WnW/hlpfqdmOlHdWBAyEcPR0oIiLCsvtVq1b5Fd7q1auxadMmnDhxAiUlJWjatCkuvfRSjB07FsnJyR5uy8vLsXTpUmzcuBHFxcVITU3F+PHj0aNHD02/H3zwQZw6dQqLFy/W3Oj7yCOPGCo9H3zwgU/xFFjd1U3qKFY6Dq3TcFzNAVe893d2T0SwekKPmX96/hQsBE5NBlDl9gOomUVSn/pjJUx/Olq904aMMArPKM2yIrYtpAcFTezWybqWNidw6mQSp+IbLuUVzHjW91N+rOS11TxSuwtUOdZmPTYbl5TjXJDrk1U50jElYP78+ZpKgCRJ+PXXX3Ho0CGUlJSgd+/eaNSoEf761786EWydhEoAMUXZ+cT2ddvDRzQApBLvDkerk7TTcard+tvpqgVvwL0SUH0GQLXzgr4RVjpqddj+DG61eUxpoP0JVwEqWPEOtaOBw6W8ghnPcFGMAoWVvLY6Hpj1m8GMc6Awqi8HEoHqfAAuoNW/gl6fLMuRUpAoKiqSnn76aemuu+6SioqKghVsWHL27Flp2LBh0l133SXdfffdHn8ffvhh8COU/7Ik/dTG/W9dJZBp9MfvX8ZK0r5I9796fv7URpL2QZL2N695Zham+OanNuZx2N+8xn8n0Iub8rkVN05h5Gf+y5K0L8Iz/Wr3dvIy/2W3P/ub64dnFBd/ytSq33bSYyd+/mDmtz9hh1v/ZjW+gcyzYBIu8Qw2gewLfxlr3W+r/YVZ32clXr70i06E40sYTo+bNhFy5NmzZw3dBU0JkCRJKi0tlW655RbpxRdfDGawYYfVwgsaWpW5tjrmQIUrOrJ9kb51AEZujPw2+35fZM23dsI26pjtdsbB7szyX65Jtzr+vgqoviKXnUH6rQ5QQqHbF6Pvn1H61O/U4fqjJCjL2N/6HgjMyt3peuGLMBQKOKHMkfAgkOVrZ0LBqC8QfV52T7cb0c+o/XVy0sof9MLxJfxaVl6typFBPZqmYcOG6NixI3bs2BHMYEkgCMTOeSsnqFgN1+5pLMpLqE5N9vzOSphGbhIz4T6Iq6pmA6w6nuIkntzpnvGOvwnyyTd66RGnNwA1boxOWcmb7V6mdMVbW6JMmlVzVXowyJsNoApApPGFX0bnVNs5xcbIn9i+5/daNNdPv9HJMcp6UbTifLrK9cM3OolHXabqOmflojVhPmaUR1ZOwgn2yRnBuodBYHbsrJpQOZYzDC8rchyjox5DpZycIJCXH5r5rT4oQK+/EH1e2Tdu99UF7v7N7gluwarLeuH4En64nCgWJKVEZtq0adKoUaOCHWxYEXIrAVozx4FYaraibVv111fNXWsG2omZ0aw4t79ZcdrxFKY8ejMleunxZeYv1JfXrdYtkVfKFRa9PFCbVZnlm1MmMVorAWJWTB1nkQ6ny9GK+ZLdOhHqdchf7K4EhMqse10vFyuoy0LZxyr799rOq2CGb2U12g5W++jsnjV9nt7qrtJ9MFfegmW+WEv1LCTNgbZv3y6NHDlSmjx5cjCDDTtqTQnQqqxqgcvqIOfP8pm6I/ClEfna8ALVYPVMavSERqt5oMzn2h7UfMWuQqk3qBv5pTarUuab1r4LX/PSCeXTaQVbLQD4U0/CtY4FEuUkiV0hhvnpjb95oteniomYfa7gmEvVtomLWhC1IoQ7pSDYmUwzm5DR2xfnL8Eyp6qlCYKgKwHPP/+87t8zzzwj3XvvvdKIESOk4cOHS59//rlTwdZJak0JUFdWZWNWbjq1gj+dilpg1oqXXWWhtjVzO2Eq891s5saJVYraxqyTVL9XDgrKumC0z0E9C6+sO0520sFQPu3G10wAsBOP2pzxrq16bCdPzPLHjmBWX3F61lqgHlecrk9WVtzU7n3dKGsFO+l1cjJJq/yMxl+zsPX2xekpe4GWUawoJbUtb0i1oAQMHz7c9O/222+XPvvsM6eCrLOEzEqAr52xv5XerPNSxsuKKY3ym1rUzE0R6ZTNXGA9nkazLE4IGoHsyMxWQ9TKnlb5yXXCZAOz1reBSJtTfmr5Y9Vvo4FIzw+9AVlP8XYKK/7bEbCdxK5gb1dh8FXYDXXl3lcCpRwFOr/0JquMwgvkWGTnQAez2Xg7aKVb6af6EAIzRUhvpVZdR4I1rltRSkKgbQZdCdi1a5fu3759+6STJ086FVSdJ2T2BPhakQPRiWi9FwKDslOxsxLgtEBjZFaiFZaeciPSYSV+asVBnedOzaoFqoM1GjD0TGT0BGP1UZ5Ww3Mq3kp8yS8t5ccfYchohk2vXugJA2aze3awWuZ63+mtANo1WfRFmfIXpwQFpRBktW2HgGBimXCKq8BoIsbKuORkmOKdmYDtzySDr/FUj9e+9G9O9kdacTRCbyVAq7+0a0HhICG5J4BYI6TuCbAqkNvtRNSDoV5nZUWINjMF0cOqgGy1c9eaITASbqzOHBnlp7Kz0coDXxQefwcGtVsjwUdrEBCd7E8X1XS2VgaLYAoOdmaHzeKnFmKV9chMUNdD3aa06pqewK3VrtQKyS9jra9UWSlzLQXIrM6rZwDtDrjBmjkMBHK/YmO1MJzTG844ne96irqVsNXtzNcjO61g5Y4bK2608CV+vk7cWFXitP5vd2LCQagEhDEhsxIgSfY7GYGdBqcc0NQDuVUhWvl/OzN8VjaW6i2rqtOe3dP9O7undz5YWQnQi7eRsqAU9qyaQ5lhx61WnPWEtH2R3nFUC6vqGU51mfqzeuPkjJwvg5Bevsr5E+G5uVRLuTUS3o3CsqOUWGlXchnBPA+sKrvKeNnZxOirwBJMpdEqdvouJ5R7fwl2HoZimZnhdJztjHV6CrjZXj+7Y8D+5u6N18r+a5/Le1JM/V0w74Mx81OrTZn1RVb9rIX6GnAl4I477vD578477/Q12HpBSCkBvmjkVgQVq4KscCeOGBObQfc3l6R90e6ORrlB1MrsiFH8tTpYcaqEUAJMj3qEd5ysIL5Xd8xmM6l63xml0+i9FbdGiofWcZzKQScrrqbc1PFXKgBaAo5yELNjLqVVL+zUGSc6c7XCo3xudTBUpt+onPXyxko6rNQFLYXXin9Wnpul0W56nPgmWARC+AkkVvoeJ7Fi5x4K5avX1o3cB0OZs6o8+jIGyH+iD4827iOM2rmeou/PyYFW3WpNgmidrKZXxoE6zcgmVuXICEmSJF/uFxgxYoRf9xOsXr3ar+/rMiUlJRgzZgyWL1+OuLi42o6OfQ6mui/+QCTQ6kV7l2UULKy56CZhkvt37nSg+gyAaveFHcB5/wWqcNR+2EH5rbjAxNXcfbGW8C8rCvJlVumVnt+eursmTlG/c38f1abmMi+lW3FxWNIst78549yXq0Q0AKQSz+9EvGL7AmfXen6njDNgnnat/BFlJsLUciOeVRe5LxsDgIg4IDJJ3y+Rj7F9gdJt7t+nJnvmn5e/BvWmYKHn96jSz1+ln8q4iLhqxVMv39Ru1WVnlQOJ5y9qaw50zPOOrzKf1GWr9dsonuo8MXpvt82YhaOXHqfjYhYPp75xCrO0+dN3OYWVslO7VbazQOapXvtRxkf0D0ZxcSKfjfpdeQyEtTypzTrpC8r0uZq7/60uAlAFNOgBVOWa9+daY6B4rjc+qft88Vw9Rmsh/I1MAsq+c1/EmfKmfh8bmQSUfQtExAItn3W/E/UvIg6QytxxsSofBBnLcmRQVBJii5BaCfAFJ5fnlbPrSm1cnlG2sBlUCyNtXb28qU6H3kqA2l+jfFDOnujN6GsdY2m2wmJlJlHLjdlqgzp+It/Vl5+p/dLyRy//zOqN0TGfeuFqzVBanQ1Tp0nM+sjnjVu0h1fOFpnNZNqdCdabMTOb4bNy4pKVcPXyUK++WplJ8yd8K34GclXHDKPVKCOCObtopa+xW+/sYjQTbJTvyrZpdLmlEysuWjPGynJ1eiUgECsc/ozV6vRp5YG8KhChnRda/bTR+OTLoQBqN0p5QhkH9YqE1h4/2Q+FqZP60sowWwmgEhCChK0S4G8npdf41Tbjys5AfQGM1bjIjdilHw+rnYovApuyM7EyUDmxjKvlh5VlVi03WsKsVthWFCGrCpze0WwCrfzSiovZgKE3eMv1IkK7zhnFSStedvJL77kVhU7ruVVh1Kwd6QlTVpUNuf1G2+s79MI1a7tmaTN65nFqU0RNOHZMYXwVRs3qvt2+124/IZ5b2X/kBOp80RK4tcxI5H5dZ4LFrvJlhDI/gnHTrROKi0CrL7Tbf2v5abSHyaifUMfDbr4axVOtaChNi9VxVOaD2p0yHKN9A4FQ1nyASkAYEzZKgBOzK0ZCkVZjUg4AYiZaq4Mxi4v4Tj2TLTqgrDj9lQCt2QsrKOOkN6utPpHFrmCmzk+jE2IkyXt2RCu/jJQzZR7ZHWiNlACtAcXsZl+rAqtyVkqdDq0VGnVYWkqUXlkYrSgZCTN6cTeLk9axokYDvtkga1WxMhKajdzrCW1mGCktVmdgtfLU6JnXqU3nFUG9fUy+KAV6mM0u2u17femrlW1Dr+9zSgAyGguUQpc6Hr6uMlqNhxqnBHMr8fMnb/XGarMZeH/rlVYfaKUfUbc5vfCt9GN289asz9NC2T4DoXD6QMCVgGnTpknvvvuu5rtTp05Jv/32m69e13tC6ohQPdTar3hmd4ncSBDU6qjUjV69FKeMn1HD0+s8lA1YrzOwIniaCUdax0B6LDMaDLRGnZSy81QLtFpx8lACdDZomc6MW4iL3c5Z6beRsmVnkFLWWREnZTgiLPGnNROk558d5UlLmDHbHGdZwdHwT5RxVpy3H1bKSD37a6b8Wh3AJcnYtM7IvS8b79X4qtSoTVLs1nurcQvkxlL15nwraK1eqnFKKBbxNBPs/FmNtYJZevxR+PQET6dR91PySla0scmUWZytpNFMsTAbP80mEqz0NVbbuZH/ZuWidKdW2ANZtgYEXAkYPny49Pzzz2u+GzFihLRgwQJfva731OpKgNVOTW9AsFLhlWEYmZVYuQzMX/s7I63dSmegJ+hZEQ6VMwda5k16A5xRvJRhK4U3o05bawlXq5O1oyBIkr2z5I3ipafoqeNq1V/10q3eyo/anlV3mVvH3lUMtllx+gKiUV2xq+DozbgpV720BkOj4wK13psJXkYDuFH8rbhVKjkif+yuyDmFkQBj55I3LX/UCraT+Oq3lTLyVzFTYncsccpPf/y3E7ay/vq6N8ZOuKLP8VjJMhlf1M+0zHb0VjrFd1bGFzv1UCkPWJlEUMsY+S9L8mSbmSmqVl+m90zPVM7JOmQDq3KkKxC7kiW3chEIr0mgESfinJrs3iWvpmChe0e+dM7929XMczd+YmbNCSpmYeTNdp8KENXG/a/6fek29wkAwg1Q852gdBuAKvepOlrxNUMd34RJ7jDVJwyo3Yl8iO3rnd682e44IcJ9QoKIl/qbVi+6Tyfo8HPNvy2fPf/uXzXpVuelMo5a8W/1Yk2edsxz/+mdmJAwyduNsg7E9oV8IoMy3wWueM+THXLGuU9HOPx7d5kA7u9j+7rTbrWMlPFKmuUdB5GXgHd5iXfqfBe/XU3dJzqI0xw65gFpZ92nQVTn14QRf5M73IhY9/Pq/JrTLJRljAjP70R4Z9cCkNwnPYl3iZk1acmd7n4ef5O7vEQe5YzTr1tG+eWKd4flinf/FuUY0dCdXulcTftR5p+oL4B3+5LTCaDRtTVxEflXsNB9YsaBxJp4izKJu1I/vuoyUfYJRu4bdHfnX/xNNXVfK95q/7Wei/+LeNvtP/TirGyDVspOy5/EzPOnjjT39EMvXXZQ+23VT72+0a4bO/E0y0PRB4o6bcVPV3PtflnrezvpUbYFLb+U6SlY6I6DfLJOfk27tYKVMlOON67m7n4PqOnXGvTUzl9RH3On14QhnlUX1NSbvNnueEslnv2fEtEvKd/rjV/q9milXYrxvyrXvJyqzyhOJKr2fKaXf+LUoNJtNW1U5EXRipp8EmkTp+ZZkSlCBV+1DKOVAKN3xJxaXwmwMostNF71BSF2Z/20tGStGVT1d1biazZTbYbWLLjejIjWkql6RsBoGdTKMquWCYJdW0irs3ley8cm16QL1LNMarMbX9Ku5cZoBkn9TmkOY3fZWM4PsRFUdaGX0pxK5I8yPK2ZMr06ZDRDpyxvrT0jyvrxy9iak7NEG1LXZa3y0Ft6V+aZ3mym1pK80SqS0QqcFkblrY6/1r4IgXpV0YrZklG9MKrHVldE9PopLf+MzMfsxF2JVt4afefLSk8gsVI3tFZZtPplK9+bxUPpl9mdMlr9oVYc1PXDygy60o2dGXcRZ3lVOlJ/r5HZSoBwZyUP1e1Rb2+T1T1ZyvCVM/9W9sEp25pIo+j/RVkKc1HlPUKh0B7OU6srASSMUc5iqWdvlbMXSbNqZh6r82u0Yr2ZPDXVRcCpKe5z9TVn91UzqCJuao3aaNZNzFRU5+uvbBihnLUV3+dOd8dXOud5vrxy5gTwXMEQ8RKzHrF93f4p0603qyhmR3Kn16TFYzbi7Zqw1Yi4Kt+ZzbgC3nmqXG1Rzs6IVYLYvjXfqmeZxPnQyhkf5UpDzjjvvNCLk7LsjWYJteIFnF+9qoLuyoTejE3CJKDVS+7vILnL4OzamjJGpNtd6TbP7yIaulcZxAqDsn4kZp6Pj8sdF+WMu0c6zqOcfRL1QLS5U5Nr6ocr3h0PqcQdV6m05sz3qDbu8lH+VpZH0dvnz/pWp11RF9T5npjpPjMbLvcsvfqd3iqS1RU4PffqOHb4uWa2rmgFNFfitPx0NXffy6GecVeibjPqVaiSze7Vr9MPeLoT7a/oLf36rbwHRT2bqg7Xo47orMzZXWER+aC1mqn3nXom1GqfHyiM6oZW2YkxTN0vG31vZfzQWr0RdbHsG894KMM0q/vKcUz9vdEKqzIMrRUQLQoW1sQ5oiHk9lu6raZvV/ZLrnj36rV6tVm5KgJYmwkX8RUro2LVT4SnthBImGR9dcrVrOa3GJcb9PROj0Bua+f7dqnk/AvJfcdAh5/dqw8in8TKeyjP+OtAJYB4ox5UlYOQctlSHkTjtAdSvSVL4Q8qap4pv9NbCtdC79IX0dlHxMFtslHlHqS1zESMlh1dTeFuJqpBN6JhzaUuVbluN2pzC3W8lPkqOhiRPi3BVVx8o7yUReSJ6DAjYt3vjJY1lSjDEaY7OeM886NgofeSrRgMhECTO/28uUtVzeVlgNusKb0SaPu1Z4eo9E9OY5V1gc0ofmo3wk8hlItOP35MjWKirttadVVZP4TZDiI8w9NSmqPbufOr0bVuN2qzFSG0SyUAqt1xie173m9Fl6xUKpTvI+Jq2pyom4DngC8E84hYz4FTpFs5kMrlK3kLokJJi+2rPegmTDovLFQDFdne7/QUdLtL5Gr3WiZfQrgTQoQrwTs9SvNDLRMqJTnjgCwXUHncsy9SK/1Fy91lIJUamK8o2rpSQBLKG6rhpZxqKVxCKNFTZNVCr1WTGnXeir5Tq02qhTUrJk+BxKguqdOvHsPE92JiRvSFyu+NzCHV8VCbVkalnH8Z4VmH7NR/rfFQb4wWqMcfEU51PnDq//T7WaXwmzRLfzJIaSKk1YdqKS5miDQJ01ghZIt+0Epd1pM51O1ey38lYpyMv+n8hGdzANEAXOfHAUV8wlT4F1AJIPpoDULq2Tsx06k1kOrNJolOTW5UY71n90VnCtQIYgcSgf2NPG0u5Zmae2qeC+G5Ot8dN1eC261U6jkzbjajJQ8Yzdzpjkxy20RGxNXsYcibXSPMCdvr6qKaWUCtDlDZwYh0iw727FrPjlTZISsHGNGRtXzW/R7VnrbeBQvPC6EKYVQZTtGKGuFF2O6LOCvzUpRHqxdRI4DYRMTp8O/dSkfxqvMvIr0FNqUdqhqz1RJ1nhkNFlrCgZY9vHImt3Sbe0VAvYdFPSCXfQePwVK8V+5tAGoEdXEzKyQA1e46pB7s5PcV7noo2pyYrWt0refsWNpZIL2qZo+JlrIp8q1ks1vZjYjzVryFQiXv7zBBPQiLtAPetvj+2LWrZ2hlYRo1QoQY+GP7es9KivgY7bsoWgE5z5V9m1qpE2UQ/ydPYUAID67mnjemKgUkwNONUqjTUriEUKZ2KxSLqlxP4d0Xe2TZ1rtMW4hTC2uBFn6M6ovZRI66/umVt149t7O/Q2tPQGXO+ZdSTR1Su9Pap6JeoRQr72r0BGPDFaBqz35WGR/lfjXRlwgFKTIJHgqRUR9qZyJPD73VQsD+GKGn6OrFT4yTpdtq5JH0cnefmvKmtp9hSoQk+baDd8SIEYiIiDB3qMOqVavMHdVTLF/3XFuoZxmMZuO1ntsJQ7563AV5Mw8A+SpyoOaaeMBzcEaEW7hsdK27MVflnldWzl85L8IQQphZ/OXrwCOAqItqOo/TD7hXAeLH1AzMYsMX4LlxFtC+Il6dXtH5aV2rrpdXStMOZT6ow1HmF1zueKe8WXMlukB9hb28qQqeSpAy39RuEiZ5XjEP1JSL0o1W+pVha5WHOj1C4CtaUXMlvDK/1VfOa/kd29etpEjngAY9agR6Ud+M6rHSDyFUKE1ulIOluqzMylov7+X2cT5PjeqJMi882olBvuSM885PvXSr06T0S9QtV3O3MKPlxgxlHjS6tiaPXc3dyjmkmratlWagJkytNqgmZ5zbRCoi1q1MaZWJL/1bwULPPkOZr3b8FPkhnTtvWib6R4Py1PJD3Zcr81isUmn1j77E2Qwtv0RZibqj9U4vzV7jiE47Pvx7t8lOg57uVUy7cfSIC2rioa5DgP54pddnK/02KlNlvEo2e7dbZdkCNf2sCBPQzmN53Dufd3pjplE98KWOaI0lyryIiHMrqg26u8d2df9qpR/USi9grd8LcazKkX4pAf6wevVqv76vy4jCS0lJgcvluVgzdOhQDB06NPCRMGq0eh2SmVBtB3UjFQK8OI0F1TXhKwfDiIbuwevsWreJjJhZdcW7ZzLKvjNv2Mq0AzX/P/Oae6BADIBybYFCKfDpCUR2Oksrnb9R3NWdqNIGWZmH4ttTU+A204oBWi2wJohoxReArqIWEecuJy1h32od8hrc4V5R0lLC1MKMkd/q+MffpD8YGMVVb8BVp/X0A+4VKj1B0wwvpc5EWdGq2+r4myn5Vuuv8F8oOEIJSJrlWz+hLBtl+QL6Ap66bxAKlBXlOlCoFVetdq2Xj16CyluKjxSTHsJET50+s/5Fq79RCtoif7UUPz2Byg5WJ0jU75TKu1KxUo4j1YWQlUZdZUI1cWR3/DOrV+pw1JMpgLYfekKpngIu8ioizj3u6Qm5Dbq7zfhE+5DOeU6U6YVtJgPoKUhW6ogIDy7IJsPKsVWM4+o9VHYmFcwmnczi67TCEwAsTyYHYZMysUlI3Bjsy4kJ/p62oXynd2W9OM9d60QCZfgeJwBE6MdLKzwtf5QnLKjPhbd6eojVd0b5YOVbpRu9E4rESQbqi4+UJzNYQeuUl/3Na05jUJ/soHXng9ZpUWYXUynToXVlu/qiNKM4K+Mnn6zj0r79Ucsfs3CMTo1Qnghk5eQOLeTLfyI880F9QpBVPNLlqjn9wuw0FaMTnIzK2Gq6laekKE/kMGoPWm3WzkkpWmHbbYu6cTI44cfKyS7KuqPXF5rVfSsndalPiFL742t5auFPn6nVdykvxlLfCq7ugzxO59LoU+ycZmYlfVp1Sn0qjXpMMipPpd/Ke3y06preWK11b49ZOvTio+XeyoWDXifMuVQXbEao3kfblyfM3hvVafVpQ2r/7J7gFSDq/OlAu3fvxvDhwzX/srKyPNxWVFRg8eLFuO2223DjjTfigQcewHfffefl5/z583X9HD58OPLy8mz7addtyKBlayjsFQHjs/SNNowVLHRvTFLa5qttutUbFwHPTXxSibe9qrDxU26UlG3YJXjYnyvjpbb7lmdkFLbbyg2XYgOlemOZiKsyLUY2g2qbZr336nxQvtPbcCVmGsUpRkobcOXpTomZnqfNyJtfI2s2P+n5r9y8qDx1QthPxo+pCVfkkch3V3PPfQrK9Ij/i3wXm63Vpx8pN2UpT61QhiM20Ko3N2rVbRHu2bXumaZW/3LPehltRkvMRM22Kpf3Rk1lHMUslrqsxWbjiDj7trOiHMR9BK4Ezxkz+YSgEu+6YmRnnZiJmg3Q1d4bXs3skIW9sbAvFqcfiZkxsfdEnDkemeS5QV29YV0g6lajaxWndcC7/Sn3Dsn3XEg1e06MbIH10NvoaNYWtdDaE6RE2U5j++rHV26rY71PZ1GWkbq9KjexA/ob+AXCLl7ZzrUOMmh0rf8bhbXKUtjOm9mEa/Vdyr00Yt+a2KtRfcZz/4WyLSrHCmUZyyupqlO0fEmfVp1S7mkCPMckrbxVPlf6rTwMQX3CnfI75Qk84p0YH6ymQ1m/xAEGVbmeexwA8zt/ALf7iAZuPxB9fqP/GMUBEpE1h2GIzdat/qnfv+rt+1PHS6wgm53wJ5eR0jRZQe50mJ7gFWoESSlxnF27dknDhg2TXnnlFWn9+vUef2fOnPFwO2fOHGnkyJHSa6+9Jn3yySfSgw8+KI0cOVLas2ePh7t9+/Z5+fX5559LN954o3T33Xf75Kddt5IUAisBVrR8X2dDlDO0QotW+mt0A7By5kSc0au+mls9u2N0W6H4raW5+zK7r06LFsqZB7ObWvXOQjabLfOYSVHMDqvjpjVLKvxW568yXOUsrF6atZ7pndGuPvteefa0OiwreW5lFlUr35QrGGZlYpYmddko3SnrpfrGaDuzWcryU9/Xkd2zpg5orQSYzUZr3X+gFy+92TPht3p2UT5z+3y5qGdwzVajlPVb7+4Kpf/K/LYyE6mFckbZyiqgEWaz8Xr112pY6n7PSvvUW+lQolXX7bQxu+it5inv4TDKD5EmrZVjrfpvZYVLWb/M+ni75aR+5tQ9DForOQI75ajuh9R3pSj9EHmrtzpkpe/Q8vOXsdoz8XorGHrjmV4b1Jv5V8dVr4ys1s0gYFWODHsl4IsvvjB0t3//fmnYsGHSypUr5WdlZWXSxIkTpQcffNA0nD179kjDhg2Tli9f7pOfvoRf+5eFGSx1eXWGKiHCrANULlNqDaRWBxS1OyPlQRmGlUZuB6MOQss/rUHdTNBVC5BWlBD1X3ZPc4VI73stoVMZXy1/tMpDOaiLTllrAFLGQSm8GQ32WoOTlgJlhLJOa9UT9WCkTvsvYz3jrURTWVAMdlYu6FO6ze4peZgAqf2xYpLny8VpWvFSD6SywIwakyStAVv0AeoLlbQUUKX/SgVHLRwrBT/1IK1sm0ZtzrBdmOSrlbxT11dlXVP3H0q/tPpOI/+U7Ufvwjqvtm3Qz+j1Q2Z9r13ktEbUpFc5USArkS7jsjAaS7TSp6dsa8VNrz8ya1dGabYzBurFQ0+4NjOH0eordeuIqo/RmngzmkwRiHYsxial8Kxut+o8FXUgK87928yMSS2v6OWLVl3WGrP1FEd/ZAmHqfPmQEpKSkpQVVWl+W7r1q1wuVwYPHiw/CwmJgYDBw5EVlYWcnNzDf3etGkTIiIi0K9fP5/89Df8oKO31KVeBlWazGgtj+uZuSiXKfNmu5f81f5aOQtYvUSuPNJLC61LvszMm6ygXioWeaF1tJ7ZsWR2w1MiTCgik87n79jzmyfPN/GynTUbaI3MmIQJR4OeNX6LspTNvf7keUymlgmBVnkol5jLvvO+hEqYG8jX3J83G6ouND5vWoSvdQa+MA/Kne55dJ+WOYxIX6sXtZeBlf8veqvm/gDxXOsYTRGOMJVImlWzZK40OzAyoVOa2Yk2V/YN3GYOkufZ+GJ5X31xl9rExujoQ7ONbeq6ItqSMEEr3aY4lvccZHO8RtfW5IWrec0FPuJuiapc9/dVue7f6o3You5X5QKtXtY21xAmQy2fdZt+nF1b806+cO8MIFUo4gftcJT1Tct8Qg8zEyF1fQU801Kdf34TK7TbljgOWJSFyHdxcaA4LQrRNZeQCfNJ0ZZFuxD9ltK0rfqM9hHHWmetA57Ha2r1+XYoWOg+org6H+56E+GuJ2fXeh6rqrz3Q68vNRpL9MyejM7eF27UdwGIeItLHa0cUaxGWWesjIF65mnqCyLFb3G5obo9K8tR3ebV9VjdBkQfozR3BNx50+pfxmfoFyw834eh5l+g5v4dcfysiIe6f4xo6Pmvsm5qoZZX9Mpa6+4bZXno5YmIVxgeGxr2SsCCBQswZswYjBo1CtOmTcNPP/3k8T47OxspKSleu6M7duwIADh8+LCu35WVlfjiiy+Qnp6OVq1a+eSnP+HXCkIYE3aBys5N2enINpSKAbFg4fkLOABdezh141PbpJvZfQI1HaDW2d16HadysBeNWdlh+npuuVYHAWjfzqiOt3CvvHFQC+V5/2qbXuG/fDPlt+7fcVd6dsais9RDvQeh7dduQUur47RyPriWTTLgVk6U9tBKYR1w50/R8pp7EbQuVrMSJqBfd5Xp1VNW9YSE+LE1v4Wdae50xQk9EZ42tVp7O4SdcmRSTV4a5aky34XgHnVRzXtXvPcFO1W5nv5pnYOuN2CZCbFaaVLaMov+QNjzCgVG5JeIgygPtVKhdwuq2v5ZtDmts99FHMW+g8RMRR9QjZqTqs63Cy27eaV/Iq9E/p5d630mvEDvxmq14qncM6J1MZ+ybop/1Xc5KPNdtpUG5DsnxCVkSgVS3QZE2271L8h3jgD6eQBo3MuB83G+RztPrJI7/XzcAcBVc3+I+C2oLnKXgYifv/dOKLEihKtR72UyO05YjdKWHtC2twc824ov5/BrTX5o7dMDPPNBeWmgVh+j7jP09gwIlH1L1EWeQrzWHkH1bebCvZhYUOaZFnqTHurxVGtSQJkW9bgmJjDPvOa9j0m9pyVECVslICoqCn379sXEiRPx6KOPYvz48fj555+RmZmJQ4cOye7y8/ORkJDg9b14ptzsq2bnzp0oKirCVVdd5fHcjp/+hF9SUmLpr6KiQtcP2yhnOgDVBlPVBkb1bK+8GRGwfFlT/E2elyYJ1DPsygthtAZ9M+VBKQQrb+HV2qSk11EaXUaj7CDExS7qy6/Ug4uWEKAVnvriEq0ZDOVttkrhVrhv+WzNsYp6m0G1Bj5XU99WLtQb4ERcxayv4dnLiplOs02UemECngOzqGORSTWXKqlvgtYTfpWdedyVNbPQYnYKQI0CkOB5tJ9Wvqo3Uxtt0tVLo7xxN1J7UNPdRGqw4dvID2UbVK5mqYWSiAZuJa463y2AC0FNVuZQ869aeRZHMupd3qdu40KJV2+e9zgkQLGJX+4DXDXKiRAi5IvyJrudmN1AC3grlh4btTVWJc0EJXGDsJ7ALi4/VM5CJ2aer9sSEHMJ5BvcXc1rZmzF0Y5qIUgt0ChnXI1uQdWatY4fW5Pfdm6J1cXlVkqUwqFyQkPkvbh9W6u++LJpGzCezdVrq0Z9udH3h38PZEXUXEyn3sSvHgfF2FW8yr1a1Ohaz7DUM+Lq31p5orf6r8wH5SSCXp+mpzjprazJB3dE6I8XsjvJeyVLOQ7qTebopUf9TPhjNiGnt7G77Bt4TbIo31uJXy0RtkpAp06d8Mgjj2DgwIHo3bs3Ro8ejXnz5gEAlixZIrsrLy9HdHS01/cxMTHyez02bdqEqKgoXHHFFR7P7fjpT/gTJkzAmDFjTP/eeecdXT/8Qn1SASR3I9ETcJSrCPE3ae/WFyhnNyOTAFR7DprK2TT1Dn+tE3OUcdbq+EVnGNEQssAm4qw2/ZAFAsX16mp/tbR8LYUA8Jxts7pUaLY8rD6FIe7K8y/ELJpqJSZhUo1iYrRCo5y5kc92j7cWZy30TKC0BlPlDatqRVOYGugNwmpFUal0Jc2qqWNl3503jyip6fC1hCKln1qrYMrZe/la+QhvoVDLrEZdFqKs9VaktNKmpxzp1TGl8qWXh8JkqGSz/olUYuVO3F7qYQIUX3N7NgAPgVApLArhW6BeTTNa+VEKQoD+KUXV+efbegRQedzdToVJVqt/1bQXYS5UXQAvpVCrDADPMlfPyhvFS28VTxnn6vzzN1O/6OlW76bbhEluUx9RtzvmuW+L7pjnuWphdhKQ1uqOHuoVGdEWhHkXXPYnDQSiL271r5oVQrVpH1Cj1KPKc7VHHU+tFVmBHeVb2Reoxxd1Ozfqo0TdFd/LpjAKc+bIJO2JI2XbkM7B8k3e4gZ7tQIvEPkUEVcTTzXKSQQjYVor/Xora+o6rjXJJ9zJpq2q9qk287GK0aqc0kxOOc6LG+/FbL88aRlxfmVWNcki8tWoXwkFgrRHIWjMmTNHuv7666XKykpJkiTpnnvukaZNm+bl7siRI9KwYcOkjz/+WNOfkpIS6cYbb5Rmzpzp9c6On76ELzZ05ObmSmfPnjX9Ky8v188Qf9DalGblRAa9Dbh67rU2OGltxjE7LcFoU506fkYbA9WnUuS/7Hl2vJ4bvY1XehvJ7G5c0/pWazOtXhlpbaDUOuFA+GX3BBWjeKrTqPVcr7z0NhBr5odqs5p6s/AvY2s2rZnVZWU+mG3CU288U3+vVw+V9VRv07rWZl8rmwf10IuX+lQerTjq3achb+BTbAhWtxkrmx8t13uNk7z0Ti1RthN1nu5vrkh3hP6GTyv5rd7gbLbBUl3ORv2guqy8NuZq3AehrlfKDe1qtPoDO3eUmG2YdQr1uGC2Cdeo3MzKVKu+qjfBarVbvc2iWuWg3OSuPixAHS/lRlqtDaxa+aEcF/zJKz206oPdcU3ddxuVh1k/bHVjrtH4o3vakSIfPeLt50EBAaJebQxW0qJFC1RWVqKsrAwA0Lx5cxQUFHi5E88SExM1/fnqq69QVlbmZQpk109fwweAuLg4S39aKw2Oo5xJt2IvDFizq1TayQPaMyBWbdH1bO7VM+Idfja2kU+a5WmiJJs5nV+tKFh4/sZdQJ71Mlp6Vm5sVc4s6M3uKeOpl1bZDOB8HJWrMC2fNd4Epl7KVJtfWF3aFhjNfOlthBbxrzxWM7Oil4fCJEl5ZrremfzCBELcLyDufxAznClvepoVGNVlZT5obQZUxlc9M69MO2Bt/4F6RUrMHIrZP+XmOKt2y1o2xep4iRUIpfmIOn1iFlZ5i6o6zQmTgFYvuePVeGTNDLVY4VOusEUmwWOWXms1zahMxE3UytlZ5Z4DscKnNI/RsqNPmnXeL2FyUGgcrtIESl2WYtWq7DvPeiXy8fQDnpv31TOjHfNqblNW12tRVsJP5X6mlDfdM5FqUxJlvRKIFbWDqZ4zm8rVKWU+qtuHeuMpUFNP/V01tIJ6XFDPJmuZ6eitBpi1IeUKXXVRzUy5GBNOP3B+FemM+3lkknafpxwTxaq6KAex90q5ShZ/U02clat/Zd+5vy37TtusUmsVTb0678tGaiPzWJEHensJ9PJUPZtvdjgC4LlvTBmess/Qqp96aVXXC3kfUT40x9UGPSFviLazL8OOBUAtUOeUgJMnTyImJgYNG7qFvLZt2yInJwclJSUe7vbv3y+/12Ljxo2IjY1Fr169vN7Z8dPX8EMCtRCgd3mGErsCpHq5047pjLJz0up8jTojo9MEEiZ5migpOwJ5Wfb8hrtW/3J/oyecqjdMisFSLPurbZnt2IYr46jcy2G0JC0wGhzM8l5tnqJnkyvMaISf6vgLIVEsaWuVl1KxK93m+X+ty12ECUREQ9SYsalMS9RmBXq2+crNp2b7KNT7Y5Qn0YiN3Vr7D5QmQOoldaUC0OpFTyXY6sCiHhSV+am+uEd9Ko+6PESchTKjdQKU0sZW16znvOmKuMRJ2MwqBR49tExYgBohQr2RXZiCae3TEJs3hTBpZFagZ7OstVdC3Z5EeMKEo+w7/RNT1OYidvtdPSVFTBjE31RTJ2Q75rc8JyXUJ1ZpCdjVZ7T7OF/NgNT5oFcP1PVeb4+U0r1QbtR1zKrCCXiesCSUI3n/23nzt7LvFJMrhZ7+CKVba7+HiIcwUYu70lshE/s1lEKoWigX9U+5KVk5Lqgn0bT6OysHBSjrqdZGWiO0hG+rk3xaKNvfgcSa8UYvXkqzPmW9EBOP8pihMa62/drzFLPSbdqTQ4D+hYchSNgqAYWF3jM2hw8fxo4dO9C9e3e4XO6kZWRkoLq6GmvWrJHdVVRUYN26dUhLS0NSUpKm3z/88AP69OkjKxNK7PjpS/ghg54tnxBmtSq4Xa1Xy47e6kCi7Jy0VhQA8xNXtN4pO1Qx6yNmg5XxbPWi23761N01Hb+wMVbemupq7p7NFhsGxQkyWrbMdjay2Z1xUadfb3DQQjlgqPdoAPZP0wA87Uz17OeVaVTuE1HPkKpvqRUzvHondYj6orx5Wm/TnJUyUQth8kpRtaeNt1owFPHX2tSoVADMFDKrm87Udaa6yD1gatVHdRtR29/KqzlH3Tf0KuOgnN0TwrJyha1Bd4Ud8nmbWb0NwXppVpa1+vQkteKip2wp06p12pnRySzC1lq9V0LcNC3SLcJr0MPtT4Pu2unSE6a12oZ6EkNPSRH+SiVA1IWqDfmKFWQxKaFc7RH9grJPS5oF+QQh5cqh6OOcQK1sWsGoL1TWW72bY4VyIITJA4nuvh2o2UuiVI6UEwxihjj+JoWdeJXnJlYhcGr1Bep0e+yhUawKxF3p/rbs25ry8Nq3pLOSpURrf4PRPqHKo54Hgijrqdhgr5xMU5ef0m+zvWla8VTvG1OeIiQfj7tCcYoUtE/9AjwnRRIzIfc9YpLE1dR75VCNFTlF6zS2UCVI5kmOM23aNGnGjBnS22+/La1Zs0b697//Ld14443SmDFjpKNHj3q4feaZZ6SRI0dKr7/+uvTJJ59IDz30kDRy5Ehp9+7dmn5/8MEH0rBhw6Rvv/1WN3w7ftoNv9ZvDJYkYxtPsxs97YRh11ZOz/7P6mUrattX9R4C5UUnattrrfh63M6rsBlV2hXa3U+hZ0tsB3/zVo2WfbydS3Ws2nor81lvr4KZHaeZLbvyO6OLxczsnE33JxjYmKvjr7d/w+ziMzt2zXrxN9vXYuSfsv6b2V1r2Swr81h5SZiVeJvZLiv9Nru5VHmDtyi7fdE1dV4drtpGXG8/gtKG3G5Z6dmcm9VLs7antCdXu1W3c63L3pS26XbLxAp6tv52LiXTy0t1n6/eN2LFNl/tn1YfpbUPxaxv0Yuzcv+aR3wjJI/9TVbs05VxNKub+S97hmXV7l5dfnp7JMz6WeVeAcP+S3HrvPpSPPUlYka/9eLpy83NTl+g5wN1/sbgVatWSVOnTpXGjh0rjRw5Urr11lulefPmSTk5OV5uy8rKpNdee0265ZZbpBtuuEG6//77DQX8Bx54QBo/fry8uVgLO37aDT8klABlZ6belKau4Hob0/TQG9zsxMvKRhwtwc9joFcJMB4d+PmOR5lWrbC1NgOqOzWz2wz9SatZHtgR6Iw6a7tlpvZLa+DRi4uyczcaPMy+9yhTH2569VXA9lWZMxLy9W4xViu1ZoOz0eBrlF69NJi1fb1y1cpjowFZz0+j/yvLXC/+slDl0hcGRbvVC0uJup4rBTir9UDPL60Nz3pKjdHBB2rFzEjxUP4JpUG9QVKdN06gqbjYCNeo/mjVOa+/80qgkaKlVWeVyqCVCQSj/kUdNyHgaikr8vNI/QkPo/7IsO+BZ33S+tZIodHbxOzVL6j6hvyXJY+bh9XfWRkPlLdLa30j4i4OMlCmQT12OHFQRhCp80pAXSYklABl4zC7nl2+3l1DQDEaYNQdpx0FwoqgoyeIik5NbyVAqyMwEiTUqL+xe2qGPzMQWnGw6sZICFbWBytpMSt7X5Q4q2gNFHp+GdUXpwQbq8qclrv8lxXtS2dlwaqi46tSo/WtXUVHT1DQU5at5r2e4qClcGjFSX1SlNdpLarvzdqzlyKiUC60VjjU/il/G53apXdKivKkI7USoGwLVlZItPp/ZR8azFlO5YSNMly9Om0k6CrTn92zRok1UrL0FMysOPf/ZWFTR8FVY1SP5LYQ4V2WyjSIssnuaazM+zoJpV4x0uu/9YR49Xutb5Rji9xWFH6o4263L93f3FOIN1xxUI3zeqt7VsauEFAUqASEMaLw7rrrLunuu+/2+Pvwww8DHwFNLV1nMFULKR5avM5xZWqN2qgjtytAGwngWnEyCsuX8MV3eoKl3TQY+W9mjmPWGfmiUFlJi9Fsja+dpN53/na6vgiedrEadz13RjO/yu/srATYKXut33oKth0FxAmlSwhfYiVCmT6zFRKjvk0vr/QERK2+Q20quC9SP9+0hGxl27NSZsr0aKVZU0k6P0tqdnTovugagdPptm2E8FNpKqb1Pv9lfRMMLQHWSHHWKk/NvFOY4yiFdbP6bJZPXrP90dqTL3ppUPsv/FObo1qtT+q80VKulEK8FYVMS8FQmuTpTRBarWNa7UavH1WXtx3F0kqe1RJUAsKYWl8JUAvSRoKmcn+A0o2ywWmdE678bTpI68zIaX2jNs9RL4vrxUEZX/Wsg9Fsohm+DIxmaVPOOgWrw8l/ucY+2MzsS2vA9DeOegKjLyZlStQzTcG05bSaN74qo/6EbVURFfHROyNfz73eMz30+go9AUeZBiPF34qArcwLpfmQmFFWCoIiDNmd2Fvg8hZ4xL/KFTb16qQdRcmOYuelpLiM067sh7XyReu3E+j1wVptQm+vmvBDOfmkLAcrKztKd3r3UCgnE5TfqpVS9eqV2r3Svl+Z72Yz1Xr7h/T6SrO6Zbeu2WnPWm1KWeeVcXVKudTrR51SZgPRT/sBlYAwptaVAKuNXzlAqAVDs9lLSbImaOjNMOh9qx74tZbFtdwrw1EqDL5sDnMCrTJQpslOuHqDkV1BQlneerNDav/Fb6tmRFbSoIyL3oyRWVr03OgJEoEoa6cGN1/CsyMwWsFM4PYXPf/VgpPaZMJqmWn1J1p1V6//U5tqKZUFo37KTCBTC3a+7pPRepb/sqRryql2rzUT75TwpIeV/l8pKKovp1P6YdT3KPNer5/R2pMjFN+fLtLOQ6W/yviKPkutDKh/qxUPMxMurfC06rNWXVZ/r1ce6rqvrIdm+ax0o6zXWkqA1qWETvcpAqf899XsKkBQCQhjal0JMELdYeqdDmJF67YySNkV8OwIAOpOycosgVZeWLnp0O7gqNUxiU2YRhvWtFAPLnqrK3rhKtNhZFOpN/joKQ++oFcnDMPVuF1WL+/UKwHqmalgrr5Yia8WeqsZeoKBE4KbslzstiMrfgthXE+Z1Krj6jKyIzAb9W3Kb9STDFb7HzMBWkvJ1Vp1VbvTapdGdupWhDcrBEIBUN4+bWaqqSfIWxHwzIRbvY2hRsqD0l/Zfl+1iqruW7TKUImyHxX+6I2nehv2zfp3S+FrmJtZ6eP13CjzSc88y+m6FQjllUoAcYpaVQLMBjGtBqQ306vVuMw6ZTOBUs9fo+d6WAlLD71ZDaNwzDp5tf9a+W5lhUWNeqZFObsmNrbpmWxZwUyxs3t6lBF26oRyABfu7ZazljBmplw6gbqc7CgdZqsZRu3RibZlpJAZCR96eWtF2Targ1bj4BWmyTGvut/5YUIo/FWbGikFMNH3iBl6sRKiFp7UioOeEm2WLjVqRdNuuzJDLfDamWgxE87V7o2e57+svcJg5IckaZ8q56vwrXSnrAeSpJ/vZgK3V/9sssojh29jT50as3HASMkwwp9x30ms5m2QoBIQxtSqEqAecK3OfFod+M0arD+DudXGrTUQWh0c9cIySpdagPel81EKJUYzolpoddDyYOnyHFSsYie/nOx0rQw2WvH0ddbHF4HSCZSDuF2B0s7AoyfE6goVFuKiJ0Do5btZn6NX15wqS630GfURRm1cPZtpJ466CoWqHqjrhtEEg57gZlZ/zd6rFU1fJg+MULZz5SqcVtmr/68ntCv9tapcawnTVsYo9WlGev2v3fzSWqnUWyWxOkaoFUWjscqfcjarU3qKnL/+GoWj9dtXtPzRm5AJAlQCwpiQXgkw+87qwO9Pw7M7u6PGqNPQe2fWcVjpiPxNs9YFLFYFRKWNshMzFWrBzUq67ZxmZEVgC5QAboVA1W2lH7WxycyobQXKFEqvz7G6wmY3Pnp9lZmwbDSpobeR0U6/oBa89NqNckbVSv+s9Mdo9VLLnV57NNsI7iRa5aVVLvubewrfRv27kVKhDludF2Z1QpLO54+FeDjRlpR+Keux1ZVnZVla+dbX/s0fhdgpt1rfOmWCpFWmXAkgvhDSewKsYKUBBVKQMwvfFwHOTOi22mk4pfzYFcqUZkRWFQcr+WRn2daqEKXn1kq8QoFQUFKsYkf5CsaApqxXgdhrI0nWFH2t+q2VfqUAandiQl33rfrha/1SCsCGArKNlYNA2EFrlYO6fmqt0Mh9nIEJl1qo1+t/fI2fljv1SVBGJqS+1GmRJuWdDlobmc1Qlr/RqUnh1L+ZoTeu+5LGEBuXqASEMbV+T4Aau5XbSgNS2wc62YAC0Uk5NRNqNmjqzYqaKR5WFB+7NuZOd4RGM3pqASjQHWog/Q+xwcAQdRkblbmZwCvwJ/1qQdRf23oRH6NTUYziYSYIWxFY9ZQKqwqE3gqB3XzRs8k26nOMlP38lyXT09d8QZnPVuqnUgi2ayZopIA51Y696rQfZlimYWiYtFmNv9K9kcIYTv2brxOCtTiD7xRUAsKYkFsJUHdMeg3HzuywupNRXvrjL742fH/9teJOSwnQ7Hwd2JNhFDcr9tW+5JPdQcyfztafb8NhNsupwdaOYmaUp8Kt+u4NtT9W+wstvwOx8dpIoNGLi9aMrVk61OlWtnWlOZ6W2ZCRf0oB1VfBTrmyYnTKjfo7o9lkvVlUf1ErT2YKnC/la8XsxYn0qeuSmYmfnYkddRj+HsMcKP/shOu0cuGvUmW1PoWgUkQlIIwJOSVAXcn1GojdhqPsEOVlTJf2eycJtABo5L/RIKYUDJzYk2EnjnbzxEwR9DUedjDadGVHEQzRTtyReqoUeKzURythaimy6hOo7PrpdJvUEyTtbmT3RxjQUgK0LjWz6p86blbwmlRQ3HKrp6RZFZKD1W7M0mx3rLAq3Bu1HauTJv70q1bj6bRJVqDGR7tKdKDDtPIu2AdfOAiVgDAm5JQANXpHihl1xGYdgN6Rc8HojJwezHydrQumEGpnBlgLpzo+f9JuFGcr8bMy2+kktVEvzAQJdT75Mmsv2r6eIGLHT7tp1ftOaxZd+dzoGEKnFETlt2bty86sry91SKRV66QdNXIe2TweNVD9mNMKvRX/9FaC1CcWKfsMrT7HTp6olQ4zBV6gXGXy5WhNo1VhO3lvhhVlLpjjoFOTEyE6iUQlIIypdSVAr3NXDyTKGQuzI8XMBC11GFaWTp0iRDX5oOLPjFUoYiV+eoKiP34aEegZNl+OIvRHkFOmR+87pwRqK3HQClfLnt6uqV0g42n1va9o9atWBWCzPlvdfoKlTOvF46c2zuSj3gSU8nkg9hBoKexWZ6vVddpIyZOVdpd5OzBr43byO9TGDF8nPMIEKgFhTK0rAeqGreycxAyR8hZHI0HK6jK4Ogw7nbi/sxXKgS/QgmBt+e1U2KHWkfuD3bT4K2AEKu+82qcfcfRlUDcaIJVxc2qDq1Yc7LR9JwZ2PX/1+hGnVgLsYrVf1VKarOat2RgQaMwUTbt5q1eOdsYJo3g6dTKQUglTrlyYlbVSmTG7mEsZJ62+IdTGg0AJ7WE4UUglIIypdSXAaCVAPeNg1vFbtVf0p/GqG6g6/lYasNVGbsWdrx2jU34HsmMOw87QMYI54NkJy2glwK7fvrRDozqhnHm3siHVX5wqIzN/tOKuN4Os5d5fgdJqfK2Wp3pW346AGmqCoCSZC69a7gIdH19XoMzKVq1cW1E47dS9UJkNt6KUKidCArXHKEygEhDGhNwRoUrsdgjBaDxmQr+TgrMV23lfhRsrcXBSofGFMOwMw5JAlqEVv+1sNvRlNt7Kd77gVL7p+WPU/xkJV3p9lFMbOv1Nt1m/Fizl39e6pMZoo7oS5UqJU/VQKzxlOHZPZjPLe18mveykIRB55Atm6fJY4QhifEN0TKQSEMbU+kqAHv5U9mDOYNf2THggw6/tlQASHGq7Djl94kiwCHQf4pQwnP+y5OgZ+1bT7Wu6/PXfKlYFPaWAqhWWnRVop01QtdJg173VdFqNm10/1OEHc/+MHlYVxGCvWARLQbYJlYAwJiSUAKPZDF8qu68z2KEm0IbK0mggCLW8Dgfqap6FUrpqOy7K8J2Mi78KvS+z5mYrHP6my1+ByEqarGxc1jvBzqkVKaN0Oim0OzXO2C0XdZxquw2GMiGaN1QCwpiQUAKcFsitdGpOKx6BJFTj5Q91MU2BJlTMJILtTzAJZr0MhT7IqqBrZ9Zc6Xcgyz8Y9Uuky+gSNXXarcxmW1H2/BXO/ZmR94dwbPdG1LX0BACrcqQLhGiRmAlEtXH/K0iYBHT42f2vXcS3pduAyiNA3mx9N0r/teLhCwULgYOp7n+dwKl4hRJ1MU2+ULAQOJDo/jOrL8HKs7zZ7naTO92/eiz80Wp/oUow66VW/gS7XeTNBqrz3X+Afthm8XK6D7dCoP0H3OlxNa/5f8Ik73JTpz1vNoAqAJH6+aX0Q+2fGD9yp7ufl27zLZ12259IR2xf/9p9MMrFDv6Ox3bz0enxvw5BJYBoE4hOo2AhUF3k7sCNBlRlgxXxAEJL+Am1TtUJ6mKafCF3eo0QZlZfgpVnQhgA/KvH4ajoOZHHVoWA2L4AIs//62D4dhBCrqs5kDRLP2yzeAWqD69tYSphEuCK92yf6nqtTrt43+pF/fwQZR+Z5B6nIuLc/xYsrBk/AP/ajyhb4a+VtJpNnoUj/o7HdvuxcJz8CBJUAkjwEDNcrnjjgUmrwTrVafg7o6IkFAbEQFGX02YZV+gIy0IYSJrlnxBSXxU9q/1H6TYAVef/rSUSJgEd89x/oVZOoSJMGQn9Wn2XlXovyr7sO/c4JZXVKBoiPCOlTGDUd2opML6kN9zxNz1G5amV/7WRf2EyhlIJIIFF2RCsNkQtd051Gk7OqDg1IIZiZxEqg31tIATtVv8KPSHMTNipKwTLfE8djpV+xp+4Wfm2tsrVSrihIowaCYG+9l0ibfE3ef4rTI6srkibhe9LHtY15T2Q6REmW7nTgxOeHmEyhkZIkiTVdiSIJyUlJRgzZgxSUlLgcnnqaUOHDsXQoUNrKWY+cDDV3RCi2tR0orWJWNoVHXso+BVqeQQ4m0/1mUDmYyjWG6cQaUOksQmHU+HYyUN/8t3Kt776r6xrgL16V7AQODUZQFX416dAtDnhZ3WRexZf5JFWWOw7a5cDie4yiohzm3bVVjnUcj0QcuTy5csRFxen7zAo25SJLULidCCnsHK5Vn0nHE46CIc4hiKBPFnGyRODnLy91gmCdTa5L3noxClpvh4LaoSoa/sijU8VMvtWfVRlqNWN2kDOnwjPvAhU+2Z/6zsi7+y2gToGTwcioYGwsyxaUTfNFpwgHJZ6w2RpM+QIpPmEU/VGeRpNqJRvwiT3CkCgTU98yUN/T0lLzHSbKhxIBHLG+Wa/rkViJoBIuE/Bgb2809s4G4p1IxhomYkhEoDkuactUO2b/a3viPbT6Fp4bfInXkTVdgR8Zffu3Zg2bZrmu7lz5yI9PV3+XVFRgWXLlmHDhg0oLi5Gamoqxo8fj+7du2t+f/DgQbz11lvYu3cvysvLccEFF+Daa6/FiBEjAADz58/H+vXrdeO2ePFiJCYm2o5n2KO1/JWYWbPMnDc7tAVdok9ipqepAbFGwqTQr/NCKBX/FwRzObs+mVAIwRpwT4441TeK733JR716qlc3QgV/6o3Rt0ohXJk36j4wUO2b/a3/hMIm/zAgbJUAwfDhw3HxxRd7PGvdurXH7+effx5bt27FiBEjkJycjM8//xwzZ87ErFmz0LlzZw+3O3fuxJNPPon27dtjzJgxiI2NxYkTJ5CXlye7GTJkCC677DKP7yRJwksvvYSWLVvKCoDdeIYE/nSq6o4T0O88azuuxB7hIMwS39ArW632HCi0wlLPhtaVtq4UrBtd6xZSnOobnW6nod7u/amjRt+qhfCChZ4bTQNNqOd7OEBFyhrBsU5ynl27dknDhg2TvvjiC0N3+/fvl4YNGyatXLlSflZWViZNnDhRevDBBz3cnj17Vho/frw0a9YsqaqqylZ89uzZIw0bNkxavny5T/FUx6PW9gT4Y+PoyzX2/sAbbgkJHMG0S9YKS/mMbZ1oYVRHnRyP5D0BrINhTT3aa1Gv9gSUlJSgqqpK893WrVvhcrkwePBg+VlMTAwGDhyIrKws5Obmys83bdqEM2fO4JZbboHL5cK5c+dQXV1tKQ6bNm1CREQE+vXr51M8QwZ/bBzNbFmdtnMMlePqCKmLBHOvilZYymfBbOuBPgI0EN/WV/w5KtRO/VZe4BbO4019r2Pca+FF2JsDLViwAKWlpXC5XOjcuTMmTJjgYXaTnZ2NlJQUryOSOnbsCAA4fPgwkpKSAADff/894uLikJeXh1mzZiEnJwcNGzZE//79ceeddyImJkYzDpWVlfjiiy+Qnp6OVq1a+RRPLUpKSizlQXR0NKKjoy25NSWQy5BOL89xyZSQ+kEw27oTJia50+2bLwXT/Ko+4OR4U1fGmvpSx/RMhWki5EXYKgFRUVHo27cvevbsiSZNmuDo0aN4//33kZmZiTlz5qB9+/YAgPz8fCQkJHh9L54pbf2PHz+OqqoqPPXUUxg4cCBuvfVW7N69Gx9++CHOnj2Lhx56SDMuO3fuRFFREa666iqf46nFhAkTLOXF2LFjMW7cOEtuaw3a7xNC7FIb/YY/goL4trrIvrBFAcVZ6org7iT1pY7pKTusE16ErRLQqVMndOrUSf7du3dvZGRk4N5778WSJUswc+ZMAEB5ebnmLLmY1S8vL5efnTt3DmVlZRgyZAjuuusuAEDfvn1RWVmJNWvW4Oabb0ZycrKXX5s2bUJUVBSuuOIKn+OpxaJFi4wveTiPY6sAgaS+zEAQQpwjGP2GWtHwR1AQ3yr95AQIsUqg60ooCMHBaA9i831Vrvso3qRZtZ/uEKVO7AkQJCcno0+fPti1a5dsex8TE4OKigovt0L4V5r4iP9feeWVHm6FnX9WVpaXP6Wlpdi+fTu6d++OJk2a+BxPLeLi4iz9hbQSIGwQY/vSfp8QYo/Yvgj4Wd+BsBNW2ptb9T/U7ZXruz15MAhmHait8gxGGhMmue9zkErq3x0XNqlTSgAAtGjRApWVlSgrKwMANG/eHAUFBV7uxDPlcZ7NmzcHADRr1szDbdOmTQEAxcXFXv589dVXKCsr0zQFshPPOoto8KXbQv9CLEJIaBGMs74DvenYqv+hftBBqCspdYFg1oHaKs9gpbGubOYOMHVOCTh58iRiYmLQsGFDAEDbtm2Rk5Pjtcl2//798ntBhw4dAHjuEwDc+woAaM70b9y4EbGxsejVq5df8ayziIZYXaR9OyYJHTjTR0KJgoXufiMizv1voOploE9Bsup/qN8cHgzhzck+KBz7s2DWgdpSOoOZRlc8TYFMCFsloLCw0OvZ4cOHsWPHDnTv3h0ulztpGRkZqK6uxpo1a2R3FRUVWLduHdLS0uSTgQDINv2fffaZh7+ffvopIiMj0bVrV684/PDDD+jTp4+uMG81nnUWsSxXne++HZMzSf4RyIGNM30klBA363JJPzQIhvDmZB9Un/ozX8aFUFc6/aU+lb8fhO3G4Dlz5iAmJgbp6elo1qwZjh49irVr16JBgwa47bbbZHdpaWnIyMjAkiVLUFhYiNatW2P9+vU4ffo0pkyZ4uFn+/btMXDgQHz22WeoqqpCly5dsHv3bmzduhWjR4/2ugl4y5YtqKqqMjQFshrPOo04kSC2r7O3Y9ZHArlRsr6cHEFCH7EKABeAagCRrJf1ASf7oPrUn/HgDW/qU/n7QdgqAb1798amTZuwatUqlJSUoGnTpvjDH/6AsWPHep3gM3XqVCxduhQbNmxAcXExUlNT8dhjj6FLly5e/t5zzz1ISkrCunXr8NVXXyEpKQl33nknRo4c6eV248aNaNasGbp16+ZIPOssyhMzAmnbWx8IZMcWCidHEALUrAK4mrtXEnmyTugRiFNenOyD6lN/RoHXE57IZZkISZKk2o4E8aSkpARjxoxBSkqKl7nQ0KFDMXTo0FqKmZ8cTHXPVkS1cS9DEkKIFspBHOCAHoqwPyehCuumLEcuX77c8Kj5sF0JqA8899xzlu4JCBs4W0EIsYJyFlcM6DR1CC3Yn5NQhXXTMnV8VyoJGbg8RwjxBeUJY+F00ktdp65vLCXhC+umZagEkODAnfqEELuIyQOAJwQRQojDUAkgwSHUL8IhhIQeYvIAYP9BCDGnYCFwINH9x5VDU6gEEEIICU3E5EHSLC7vE0LMyZ3uXjXkyqElqASQ4EBzIEKIXWjbSwjxiQjuI7IAlQASHGgORAghhJBAkjTLLWu4ErgaYAEeERrCTJ06te7cE1CfLm4hhBBCSPBRXk7KY0JNoRIQwtS5ewIIIcQOBQvdNr6Ae4aPEwmEECtw4tESNAcigadgofvCH9rmEULskDebm/wIISRAUAkggYebggkhviAuCnM157I+CTycsCL1DCoBJPBwUzAhxBcSJgEd89x/XNongYYTVqSeQSWABB4e80cIISTU4YQVqWdwYzAhhBBCCDeTknoGVwIIIYQQQgipZ3AlIISpU/cEEEIIIYSQkIFKQAjDewJIWKC8lIVL6YQQQkhYQHMgQoh/8EQNQgghJOygEkAI8Q+eqEEIIYSEHVQCCCH+wSNgSSDgxU2EEBJQqASQwMPBnBBiF5qZEUJIQKESQAJP7nT3YJ47vbZjQggJF2hmRgghAYWnA4UwPCKUEFJv4cVNhBASUKgEhDB15ojQpFk1R0gSQgghhJBah0oACTyc0SOEEEIICSnCVgnYvXs3pk2bpvlu7ty5SE9Pl39XVFRg2bJl2LBhA4qLi5Gamorx48eje/fumt8fPHgQb731Fvbu3Yvy8nJccMEFuPbaazFixAjbYfsSfrCoqKjAO++8g9GjRyM6OrpW41KfYTmEDiyL0IFlERqwHEIHlkVoUJfKIWyVAMHw4cNx8cUXezxr3bq1x+/nn38eW7duxYgRI5CcnIzPP/8cM2fOxKxZs9C5c2cPtzt37sSTTz6J9u3bY8yYMYiNjcWJEyeQl5fnU9h2ww8mFRUVeOutt3D99deHfUUOZ1gOoQPLInRgWYQGLIfQgWURGtSlcgh7JaBz587IyMjQfX/gwAFs3rwZEyZMwKhRowAAAwYMwOTJk7F48WLMnTtXdltSUoL58+fj97//PTIzM7025doN2274hBBCCCGEBIM6cURoSUkJqqqqNN9t3boVLpcLgwcPlp/FxMRg4MCByMrKQm5urvx806ZNOHPmDG655Ra4XC6cO3cO1dXVPodtN3xCCCGEEEKCQdivBCxYsAClpaVwuVzo3LkzJkyY4GGik52djZSUFK9Tdjp27AgAOHz4MJKSkgAA33//PeLi4pCXl4dZs2YhJycHDRs2RP/+/XHnnXciJibGVth2w1dTUlJiKQ+io6PDfkmKEEIIIYQEj7BdCYiKikLfvn0xceJEPProoxg/fjx+/vlnZGZm4tChQ7K7/Px8JCQkeH0vnilt/Y8fP46qqio89dRT6N69Ox555BFcc801+OSTT7BgwQLbYdsNX82ECRMwZswY07933nnHYq4Fno8++igk/QoH/5wk1NMayvXEaUI5raHun5OEelpDuZ44TX3Ku1Aui1BPayiXq9M4Hb+1a9dache2SkCnTp3wyCOPYODAgejduzdGjx6NefPmAQCWLFkiuysvL9ecJRez+uXl5fKzc+fOoaysDAMGDMBdd92Fvn374q677sLgwYOxefNmHD9+3FbYdsNXs2jRIixfvtzjLyUlxevZ6NGjLeVZMAjlRhvq/jlJqKc1lOuJ04RyWkPdPycJ9bSGcj1xmvqUd6FcFqGe1lAuV6ehEuAAycnJ6NOnD3bt2iXb6cfExKCiosLLrRC+lSY+4v9XXnmlh9t+/foBALKysmyFbTd8NXFxcV5/LpfL6xlNgQghhBBCiB3qlBIAAC1atEBlZSXKysoAAM2bN0dBQYGXO/EsMTFRfta8eXMAQLNmzTzcNm3aFABQXFxsK2y74RNCCCGEEBIM6pwScPLkScTExKBhw4YAgLZt2yInJ8drk+3+/fvl94IOHToA8LbTz8/PBwA0adLEVth2wyeEEEIIISQYhO3pQIWFhfIMveDw4cPYsWMHLr/8cvmM/4yMDLz//vtYs2aNfE5/RUUF1q1bh7S0NI+Tea644gq8++67+Oyzz9CtWzf5+aefforIyEh07drVVth2wxdIkgRA+3Sg6upqy6cGmSH8cco/wNn4OelXKPsX6uUQ6v6xTdRN/5wui1BOq9P+hXI5APUn75z2j20iNPwKlzYB1MiTekRIZi5ClOnTpyMmJgbp6elo1qwZjh49irVr1yIqKgpz587FhRdeKLudPXs2vvrqK4wcORKtW7fG+vXrceDAATz11FPo0qWLh7///Oc/8dlnn+GKK65Aly5dsHv3bmzduhWjR4/Grbfeajtsu+EDwK+//ooJEyYEINcIIYQQQkh9YNGiRWjRooXu+7BVAlavXo1NmzbhxIkTKCkpQdOmTXHppZdi7NixSE5O9nBbXl6OpUuXYuPGjSguLkZqairGjx+PHj16ePlbWVmJd955B+vWrUN+fj6SkpIwdOhQjBw50qew7YYPuDW4/Px8xMbGIiIiws+cIoQQQggh9QVJklBaWormzZt7WKeoCVslgBBCCCGEEOIbdW5jMCGEEEIIIcQYKgGEEEIIIYTUM6gEEEIIIYQQUs8I2yNCiScHDhzA+vXrsWvXLpw+fRrx8fFIS0vDLbfcgpSUFC/3Bw8exFtvvYW9e/eivLwcF1xwAa699lqMGDHCw11FRQWWLVuGDRs2eGxq7t69e7CSFlYEohx2796NadOmaYY3d+5cpKenByw94YzVspg/fz7Wr1+v68/ixYs9LvVjm7BHIMqBbcI37PRPx48fx9KlS7F3714UFRUhKSkJ/fr1ww033OBxFw7ANuELgSgLtgv72CmHgwcP4o033sC+ffsAAGlpaZgwYQLatWvn4S6c2gM3BtcRnnnmGezbtw8ZGRlITU3FmTNn8OGHH+LcuXOYN28e2rRpI7vduXMnnnzySbRv3x5XXHEFYmNjceLECUiS5HU06dy5c7F161aMGDECycnJ+Pzzz/HTTz9h1qxZ6Ny5c7CTGfIEohxExz58+HBcfPHFHuH16NHD684K4sZqWWRlZeHEiRMe30qShJdeegktW7bESy+95PGObcIegSgHtgnfsFoWubm5uPfee9GoUSMMHjwY8fHxyMrKwueff47evXvj0Ucf9fCXbcI+gSgLtgv7WC2HgwcP4uGHH0aLFi0wePBgSJKEjz76CMXFxXj22Wfxu9/9TvYzrNqDROoEe/fulcrLyz2e5eTkSDfccIM0b948+dnZs2el8ePHS7NmzZKqqqoM/dy/f780bNgwaeXKlfKzsrIyaeLEidKDDz7obALqCIEoh127dknDhg2Tvvjii4DEua5itSy02LNnjzRs2DBp+fLlHs/ZJuwTiHJgm/ANq2WxfPlyadiwYdLPP//s4fa5556Thg0bJhUVFcnP2CZ8IxBlwXZhH6vlMGPGDOlPf/qTVFhYKD/Ly8uTRo8eLc2aNUt+Fm7tgXsC6gidOnVCdHS0x7Pk5GRcdNFFOHbsmPxs06ZNOHPmDG655Ra4XC6cO3dOvllOzdatW+FyuTB48GD5WUxMDAYOHIisrCzk5uYGJjFhTCDKQUlJSQmqqqocj3ddxGpZaLFp0yZERESgX79+Hs/ZJuwTiHJQwjZhHatlIW4ubdasmYfbhIQEuFwuREXVWBKzTfhGIMpCCduFNayWw48//ohu3bqhSZMm8rPmzZujc+fO+Prrr1FaWgog/NoD9wTUYSRJwpkzZ3DRRRfJz77//nvExcUhLy8Ps2bNQk5ODho2bIj+/fvjzjvvRExMjOw2OzsbKSkpiIuL8/C3Y8eOAIDDhw8jKSkpOIkJY/wtB8GCBQtQWloKl8uFzp07Y8KECV5LvsQYrbJQU1lZiS+++ALp6elo1aqVxzu2CWfwtxwEbBP+o1UWXbt2xcqVK/HCCy9g3LhxsgnKJ598gmHDhnnYobNNOIe/ZSFgu/APrXKoqKhAgwYNvNw2aNAAlZWVOHLkCNLT08OuPVAJqMNs3LgReXl5uPnmm+Vnx48fR1VVFZ566ikMHDgQt956K3bv3o0PP/wQZ8+exUMPPSS7zc/PR0JCgpe/4lleXl7gE1EH8LccoqKi0LdvX/Ts2RNNmjTB0aNH8f777yMzMxNz5sxB+/btayNZYYlWWajZuXMnioqKcNVVV3m9Y5twBn/LgW3CObTK4vLLL8f48eOxYsUKbN++XX5+00034ZZbbvH4nm3COfwtC7YLZ9Aqh9/97nfYv38/qqqqEBkZCcCtGBw4cABATT0Pt/ZAJaCOcuzYMSxcuBDp6ekYMGCA/PzcuXMoKyvDkCFDcNdddwEA+vbti8rKSqxZswY333wzkpOTAQDl5eVey2QA5Fnq8vLyIKQkvHGiHDp16oROnTrJ3/bu3RsZGRm49957sWTJEsycOTO4iQpT9MpCzaZNmxAVFYUrrrjC6x3bhP84UQ5sE85gVBYtW7ZEly5d0LdvX8THx+Obb77BO++8g4SEBAwbNkx2xzbhDE6UBduF/+iVw3XXXYeXXnoJ//znP3HjjTdCkiQsX74cBQUFAGrqebi1ByoBdZCCggI88cQTiIuLQ2Zmpqy1AjUV8corr/T4pl+/flizZg2ysrJk4TMmJgYVFRVe/otKrGWyQmpwqhy0SE5ORp8+fbBt2zaPmQmijVFZKCktLcX27dvRvXt3D9tPAduEfzhVDlqwTdjDqCw2b96MF198Ea+88gpatGgBwD1JUV1djcWLF+PKK6+Uy4Vtwn+cKgst2C6sY1QOQ4YMQW5uLt5//335KOMOHTpg1KhRWLFihWyWFW7tgRuD6xhnz57FjBkzcPbsWcycOdPjfHPAvZEF8N5kJI4OKy4u9nArtFwl4pnab1KDk+WgR4sWLVBZWYmysjJnIl1HMSsLJV999RXKyso0TVAAtgl/cLIc9GCbsIZZWXz88cdo3769LHQKevfujbKyMmRnZ8vP2Cb8w8my0IPtwhwr/dOtt96KN954A7Nnz8YLL7yA+fPnQzp/yr64UyDc2gOVgDpEeXk5nnzySeTk5OCxxx7T3HTXoUMHAN52afn5+QDgMaPQtm1b5OTkyKcTCPbv3y+/J944XQ56nDx5EjExMZobw4gbK2WhZOPGjYiNjUWvXr0037NN+IbT5aAH24Q5VsrizJkzmqeVVVZWAoDHqTNsE77jdFnowXZhjJ3+qXHjxujcuTNSU1MBuA/5aNGihXxPQLi1ByoBdYSqqirMmTMHWVlZyMzM1L0ZUNjXfvbZZx7PP/30U0RGRqJr167ys4yMDFRXV2PNmjXys4qKCqxbtw5paWkhtcM9VAhEORQWFnp9f/jwYezYsQPdu3eHy8VmrIXVshAUFhbihx9+QJ8+fXQHS7YJ+wSiHNgmfMNqWSQnJ+PQoUPIycnxeL5582a4XC5ZAALYJnwlEGXBdmEfu/2Tki1btuCnn37CiBEj5LwNt/bAPQF1hNdffx3bt29Hr169UFRUhA0bNni879+/PwCgffv2GDhwID777DNUVVWhS5cu2L17N7Zu3YrRo0d7LFWlpaUhIyMDS5YsQWFhIVq3bo3169fj9OnTmDJlSlDTFy4EohzmzJmDmJgYpKeno1mzZjh69CjWrl2LBg0a4Lbbbgtq+sIJq2Uh2LJlC6qqqgxNUNgm7BOIcmCb8A2rZTFq1Ch8++23yMzMxNChQxEfH4+vv/4a3377LQYNGsRxwgECURZsF/axWg579uzB22+/je7duyM+Ph779+/HunXr0KNHD4wYMUJ2H27tIUISBk0krHnkkUewZ88e3fcffPCB/P/Kykq88847WLduHfLz85GUlIShQ4di5MiRXt+Vl5dj6dKl2LhxI4qLi5Gamorx48ejR48eAUlHuBOIcli9ejU2bdqEEydOoKSkBE2bNsWll16KsWPHGm4eru/YKQsAePDBB3Hq1CksXrzYcPMc24Q9AlEObBO+YacsDhw4gDfffBPZ2dkoKipCq1atMGDAANx4441e5cI2YZ9AlAXbhX2slsOJEyfw8ssv49ChQygtLZXL4Prrr/c6DSic2gOVAEIIIYQQQuoZNBAjhBBCCCGknkElgBBCCCGEkHoGlQBCCCGEEELqGVQCCCGEEEIIqWdQCSCEEEIIIaSeQSWAEEIIIYSQegaVAEIIIYQQQuoZVAIIIYQQQgipZ0TVdgQIIfWL4cOH23LfsmVLvPbaa/LNjq+++ipatWoVoNiFBufOncN3332Hr7/+Gnv37sXp06fhcrnQunVr9O3bF9dffz1iY2Mt+fXoo4/ihx9+AAAsWrQILVq08Hi/e/duTJs2Tff7tLQ0zJs3zzScPXv2YNq0aZAkCQMHDsSUKVM03R04cADvvfce9u3bh8LCQjRs2BBt2rTBwIEDcfXVVyMiIsLD/bp167Bz504cPnwYZ86cwblz59CkSROkp6dj5MiRuOSSSzTjsmHDBhw8eBD5+fkoLi5Gw4YN0bZtW1xzzTXo37+/VzhGqOtsZmYmMjIy5N/z58/H+vXrvb6Li4vDhRdeiH79+uG6667zuml33bp1WLBgAQYMGID777/f6/tffvkF06dPR35+PgYPHox77rkHERERclt4+umn0bVrV9m9+vZTl8uF2NhYNGnSBKmpqejWrRuuuuoqNGrUyHLarSDSr45PqDFlyhQcPnxY/j127FiMGzeuFmNESO1CJYAQElQGDBjg9Wzfvn04ceIE2rZti7Zt23q8a9KkSbCiFjJs2rQJL774IgDgwgsvRK9evVBaWop9+/bhzTffxObNm/HMM8+gWbNmhv6sW7cOP/zwAyIiImB2OXzr1q3RqVMnzedmVFRUyPE1YuvWrZgzZw6qq6vRvn17XHLJJfjtt9/w448/Yu/evfj+++/x4IMPenzz0Ucf4fDhw2jTpg0uueQSREdHIycnB9u2bcOXX36Ju+++G0OGDPH4Zvv27fj000+RkpKCdu3aoXHjxsjLy8OPP/6I3bt349tvv8VDDz1kGl8lDRs2RN++fQG4FVMtOnXqJOdXdXU1Tp8+jaysLOzfvx/ffvstHn/8ccvKx7FjxzB9+nQUFBTguuuuw6RJkyx/26NHD7lulJaW4tdff8XXX3+NL7/8Ev/973/xl7/8Bddcc40lv+oSvXr1Qtu2bXHixAns27evtqNDSK1DJYAQElS0Zjznz5+PEydOoE+fProzc/fffz/KysqQmJgY6CjWOlFRUbj22msxcuRIXHjhhfLz/Px8zJw5E9nZ2fjPf/5jKMgWFhbi9ddfR/fu3ZGTk4PTp08bhtmpUyfNsrHC8uXLcfz4cQwcOBCffvqpppuqqiosXLgQ1dXVeOCBB3DVVVfJ744dO4aHH34YmzZtwqBBg3DppZfK7yZNmoQLL7wQcXFxHv5t374dTz/9NF599VX07dsXTZs2ld8NHDgQ119/vVddOX78OB555BFs3rwZ/fr1Q69evSynsUmTJqb5M2jQIC/h+qeffkJmZia+/fZbfPnll7IiYcTRo0cxffp0nDlzBsOHD8df/vIXy/EEgD/+8Y9eM/Jnz57FqlWrsHz5cixYsABVVVW49tprbfkb7owfPx6AWzmmEkAI9wQQQsKEli1b4sILL0RUVN2fu7j66qsxefJkDwUAAJo3b467774bAPDll1+ioqJC14///Oc/KCsrk90HiiNHjmDlypUYOHCg5kqC4JdffsGZM2eQkpLioQAA7tUO8eynn37yeJeWlualAABA79690bVrV5SXlyMrK8vj3UUXXaSpLCYnJ+O6664DAOzatctK8vzm4osvlk2HfvzxR1P3R44ckRWA66+/3rYCoEejRo0wbtw4/PWvfwUA/Pvf/0ZBQYEjfhNCwpO6P5oSQuoEensChg8fjpYtW+Lf//433nnnHaxfvx55eXlo2bIlbrzxRnlm9ocffsDy5ctx8OBBuFwu9OrVC3feeaemuVFVVRXWrl2L9evX4+jRo6iqqkJKSgquvvpqDBs2zMu2O5ikpqYCcJvgFBUVoXnz5l5uvv32W2zatAnjx4+3ZM7jK5Ik4V//+hcaNWqEP//5z9i+fbuu2+joaEt+xsfHWw5flIMdxdCXb/xFrFJUVVUZuhMKQGFhIUaNGoUJEyY4Hpf+/ftjzZo12Lt3Lz799FOMGTPG8refffYZPvjgA+Tk5CAuLg49evTAn//8Z133P/74I7Zs2YIff/wRubm5qKioQFJSEvr06YM//vGPaNy4sex269atmD17Nq688krdFa4XX3wRa9euxX333Se368LCQrz//vvYsWMHcnNz4XK50KxZM6SlpWHYsGHo2LGj5fQRUt+gEkAIqRP84x//wK5du9C1a1dccMEF2LNnDxYsWAAAiI2Nxdy5c5GWloYePXogKysLGzZswKlTpzB79mwPW+uysjI88cQT2LVrF+Lj45GWloaYmBgcOHAAr776qryR1uWqnYXUU6dOAXALsVoC87lz5/DSSy/hd7/7HUaNGmXZ3xMnTuC///0vioqK0KRJE1xyySXo0aOHYTo//vhj7Nu3D/fff7+p8N6qVSu0bt0aOTk52Lhxo5c50MaNG9G4cWP84Q9/sBTfH374Abt27ULjxo2RlpZm6Zvc3Fx88sknAICePXta+sYJDh48CABeKztKDh8+jEcffRS//fYbRo8ejVtvvTVg8bnyyiuxd+9e7Nq1y7ISsHjxYqxcuRJRUVHo2rUr4uLisHPnTuzevdtrH49g0aJFOHz4sLwpuby8HNnZ2Vi5ciW+/vprzJs3T97g3rt3byQkJODLL7/Eb7/95qWcl5aWYvPmzYiLi8MVV1wBACgpKcEDDzyAU6dOoUWLFrjssssQGRmJ3NxcbNmyBRdccAGVAEIMoBJACAl7Tp8+jdjYWLzyyivyrOuuXbswffp0vPHGG6ioqMD06dPx+9//HoBbeHjooYewd+9e7N6928MG/fXXX8euXbvw//7f/8P//d//ySeplJSUYO7cudi+fTvWrl3rtRk1WKxevRqAe/On1uz6smXLcPr0aTz99NOWZ98B9+ZstZ10amoqHnnkESQnJ3u5z8vLw5IlS3DppZdqbvZWExkZib/+9a944okn8Oyzz+J///sfkpOTUVhYiB9//BEXXngh/vrXv+oqE+vWrcPu3btRUVGBEydO4ODBg2jUqBEeeughjxllJVlZWfjkk09QXV2N/Px87N27F9XV1Rg/fjy6dOliIVd8p6qqCrm5ufjwww+xZ88etGjRAv3799d0m5OTg+nTp6OoqAhjxoyRbdcDhRDaf/nlF0vus7Ky8N5776FRo0aYNWsW2rdvD8AtmD/11FPYsWOH5nd/+tOf0KlTJ4/TiCoqKvDKK69g7dq1+N///oexY8cCcCu111xzDd555x1s2LABI0eO9PBr8+bNKC0txZAhQ9CwYUMAwLZt23Dq1Cn07t3bSzEvLCzEmTNnrGUIIfUU7gkghNQJJk6c6LE59NJLL0W7du2Qn5+Pyy+/XFYAAPfRjWJTpPJIxTNnzuDTTz9FixYtcN9993kIL3FxcZgyZQqioqLw8ccfByFF3nzzzTf47LPPEBUVpSkoHjx4EKtXr8aAAQMsH9UYFxeHUaNGYd68eXjzzTfx5ptv4qmnnkJaWhp+/vln/P3vf8fZs2e9vlu4cCHKy8tt7Tm45JJL8Mwzz+CCCy7AoUOHsGXLFuzatQsRERG47LLLcMEFF+h+u3fvXqxfvx5btmzBwYMHER8fjylTpqBHjx6635w4cQLr16/Hxo0bsWvXLlRXV2PcuHG2VkjssGDBAgwfPhzDhw/H9ddfj4kTJ2LVqlXo168f5s2bp7m3AQD279+PoqIidOzYMeAKAFBz4lZxcbEl95988gkkScLw4cNlBQBwr7DddddduqcW9ezZ0+s40ujoaEycOBGRkZFe5mODBw+Gy+XC2rVrvfz67LPPAMBjM3NhYSEAd1tXr1g1bdoUbdq0sZQ+QuorXAkghIQ9UVFRmjO7F1xwAbKzs9G9e3fNd4D7xB3B7t27UVlZicsvvxwNGjTw+iYhIQHJyck4cuQIysrKNN0EimPHjuHZZ5+FJEmYMGGClwlGVVUVXnjhBTRq1Ai33367ZX/bt2/vIdgBQLdu3dClSxdMnz4dP/74Iz7++GOMHj1afr9t2zZ89dVX+NOf/oTf/e53lsPatGkTFixYgLS0NDz00EO46KKLkJ+fj/feew//+9//sHv3bsydO1dzBWPKlCmYMmUKSktLkZOTg5UrV+KZZ57Btddei8mTJ2uG179/f/Tv3x8VFRU4ffo01q9fj7fffhtff/01ZsyYobuC4CvKI0IBoKCgAAcPHsQXX3yBxo0by8Kvmnbt2uH48eM4cOAAFi9ebGhn7wRmx8WqERuar7zySq93F110Edq2bYvs7GzNb/Py8rBjxw788ssvKCkpQXV1NQB3mz1+/LiH25YtW6JHjx745ptvsG/fPnmj+c8//4z9+/ejQ4cOHnW1Q4cOAID33nsPzZo1Q8+ePXUVLUKIN1QCCCFhT7NmzTSFK2E2oHVSjLBFVp6wI47RXLt2reZspJLi4mJDJUAc0alm0KBB6Ny5s6HfavLy8jBjxgwUFxfj+uuvx4gRI7zcrF69GtnZ2ZgyZYrHioivREZG4sYbb8SPP/6InTt3ykpASUkJXnnlFSQnJ+Omm26y7N/x48fx/PPPo2nTpnjsscfk/E9OTsbkyZORn5+Pr7/+Gp999pl8go8WsbGx6NChAx5++GFUVFRg7dq16N69u8flXWqio6ORkpKCW265BfHx8XjttdewbNky3HXXXZbjbwWtI0KFGdlHH32Exo0ba870p6amYsKECXjiiSewcuVKxMbG2tqwa5fffvsNgPVN2EJRTkpK0nzfsmVLTSXgf//7H/773/+isrLSctyGDBmCb775BmvXrpWVANEW1UeaduvWDSNHjsTq1asxd+5cREZGon379rjsssswcOBAw5UlQgiVAEJIHcBsk67VTbxilrJdu3byKTx6mJ0uc+7cOc1bZLt27WpLCSgqKsLf//53nD59Gtdcc43uLP+OHTsQERGBzz//3CtccRTk7NmzER0djT/+8Y+4/PLLTcMWewGUR0keOnQI+fn5aNmyJR577DHNcL755hs88sgjSEhIwN/+9jcAbpvuyspK9OjRQ/O24yuuuAJff/01fvzxR0MlQMlVV12F7du3Y/v27YZKgJL+/fvjtddew1dffeW4EqBFXFwc/vznP+Obb77Bhx9+qGvuc9lll+Hhhx/GM888g6VLlyI2NlZT2XMCIbAbbVT2l6ysLLz22mto1KgRJk+ejK5duyIhIUFe5bnttts8VuEEl19+OVq0aIEvvvgCf/nLXxAVFYWNGzciNjZWcyXizjvvxODBg7F9+3Z8//332Ldvn3wr9YMPPmi5XhBSH6ESQAgh52nRogUAt+26vwJiq1at8MEHH/jlR2lpKWbMmIFjx47hD3/4AyZPnmx4a6wkSYZn0e/fvx+A+x4CKwibca0Vj9OnT+teQFZQUICCggKPm3V//fVXAPCyEReI51bt1IEa23ZhG26Fxo0bw+VyybPhwUAcaXv27FkUFhbqrtT07t0b999/P5577jm8+uqriIuLC8jNvlu2bAEAjw3xRiQkJOD06dPIzc3VVBy06sFXX30FALjlllu86ltZWZnuHQWRkZG49tprsWzZMmzcuBFxcXEoLi7GoEGDdE19fve73+F3v/sdbrzxRpSXl+PDDz/EokWL8PLLL1MJIMQAKgGEEHIescFwx44duOOOO2r1YrKKigo89dRTOHDgAHr06IGHHnrI8H6CZ555RvfdHXfcgdOnT2PRokWyomOFbdu2AYCHHXbXrl11lZt169ZhwYIFGDhwIKZMmeLxLiEhAYD3ZWAC8VypOJghNnXbuQtBnBAUTFMRcaxrRESE6T6Sfv364dy5c3jxxRfxwgsvoGHDhvKRmE6wfv167Nu3Dw0aNMCgQYMsfdO5c2ecPn0aX3zxhXyaj+DYsWM4fPiw1zdCmdMyxdu6davhvoRBgwbh7bffxtq1a2XB3+rtxjExMRg1ahRWrVqF/Px8nDlzBs2aNbP0LSH1DZ4ORAgh50lMTMTAgQNx+vRpzJ07V3O28vjx49i6dWtA41FVVYW5c+di165d6Ny5Mx555BFbx33aYdWqVcjNzfV4JkkSPvnkE6xatQoRERGWzXOM6N27NwDIG42VZGVlYdWqVQDgMXN77NgxbNmyxetmZEmSsHnzZqxcuRIRERFeR5S+9957misKBw4cwAsvvAAAAZlh16KkpASLFi0CAHTp0kXep2LEtddeizvvvBPV1dV49tln8c033/gdj7Nnz+Ktt96S786YNGmS5b0j4jjcVatWeQj8586dw7///W9NgV6Ykn322WceewKOHj2KxYsXG4bXvHlz9OrVC9nZ2dizZw9SU1M1z/v/8ssvvW6LBtynZJ05cwaxsbG6K0+EEK4EEEKIBxMnTsSpU6ewbds27Ny5E23btkVSUhLKyspw9OhRnDhxAr179w6omcFHH32EL7/8EoDb5OXll1/WdHf77bf7vQl49erVeP3119G+fXu0atUKFRUV+Pnnn3Hq1Cm4XC785S9/kU9h8YcOHTrghhtuwPvvv4+XX34ZH330ES688ELk5+dj//79qK6uxrXXXovLLrtM/ubMmTOYM2cOGjVqhPbt2yMhIQFnz57F0aNHcfr0abhcLtxxxx1eAuKiRYvwxhtvoH379mjZsiUqKytx8uRJWYC94oorAmJv/+mnn2L37t0e8f/pp5/kC9gmTZpk2a+RI0eitLQUy5YtwzPPPIMZM2Z4HfuqZxr27rvvYt26dQDcgnpeXh4OHTqEyspKxMXF4a677rJ0t4OgU6dOctlNnToVl156KeLi4rBnzx5ER0ejV69eXncFXHPNNfjf//6HHTt2YNKkSbj44otRXFyMPXv2oHfv3vjpp590zckAt+Ih2sDgwYM13ezZswerV69GYmIi2rVrh7i4OOTn5+PHH3+Uj4MNlPJMSF2ASgAhhCho0KABZsyYgU2bNuHzzz/H4cOH8dNPP6FJkyZo2bIl+vfvr7lB0UmUs9hCENJi3LhxfisB119/Pb777jscPXoUx44dQ2VlJZo3b46rrroKw4cPd/TG1dtvvx2dOnXCJ598goMHDyInJwexsbHo0qULBg0ahH79+nm4v+iii3DzzTdj9+7dOH78OPbt24eIiAi0aNECAwcOxHXXXaepoNx1113YtWsXDh8+jCNHjqCyshJNmzZF7969cfXVV1u+ldgu6gvXYmJi0KpVK1x99dUYNWqUbBJllT/96U8oLS3Fe++9hyeffBJPPvkk0tLS5JURvVWFnTt3AnBviI+NjUV8fDx+//vfo1u3bujfv79Px2jefvvtSElJwYcffojdu3ejUaNGuOyyy/DnP/8ZS5Ys8XLfpEkTPPfcc1i8eDH27NmDHTt2oFWrVrj55ptxww034C9/+YtheJ07d0ZUVBRcLpdXvRBcffXVcLlc+PHHH/HTTz/h7NmzSEhIQM+ePTFixAh069bNdjoJqU9ESHYPDCaEEELqEcOHD0fLli3x2muv1XZUALg32545cwZLly515DjYUGTTpk2YN28eBgwYgPvvv99Rv8XelbFjx2LcuHGO+k1IOMGVAEIIIcSE3377DfPnzwcADBs2DBdffHGtxGPLli04c+YMLrzwwjqrAFRWVmLlypUAgKFDhzrm79KlS5Gbm4sTJ0445ich4QyVAEIIIcQE5b0PvXr1CroS8Nprr+HgwYPYu3cvAHid0lMX2L59O7766iscOHAAR48eRZ8+fRw1R9uxY4fmSUaE1FdoDkQIIYSEOHfccQcKCwuRmpqKUaNGoW/fvrUdJcd588038dZbb6Fx48a4/PLLcdddd1m+1ZgQYh8qAYQQQgghhNQzeE8AIYQQQggh9QwqAYQQQgghhNQzqAQQQgghhBBSz6ASQAghhBBCSD2DSgAhhBBCCCH1DCoBhBBCCCGE1DOoBBBCCCGEEFLPoBJACCGEEEJIPYNKACGEEEIIIfWM/w8tblfVeUENyAAAAABJRU5ErkJggg==","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 65 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 25 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 89 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["import lightkurve as lk\n","import matplotlib.pyplot as plt\n","import requests\n","from io import BytesIO\n","from supabase import create_client, Client\n","\n","# Initialize Supabase client\n","supabase_url = 'https://hlufptwhzkpkkjztimzo.supabase.co'\n","supabase_key = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImhsdWZwdHdoemtwa2tqenRpbXpvIiwicm9sZSI6ImFub24iLCJpYXQiOjE3MTYyOTk3NTUsImV4cCI6MjAzMTg3NTc1NX0.v_NDVWjIU_lJQSPbJ_Y6GkW3axrQWKXfXVsBEAbFv_I'\n","supabase: Client = create_client(supabase_url, supabase_key)\n","\n","# Fetch anomalies with anomalytype 'planet'\n","anomalies_list = supabase.table(\"anomalies\").select(\"id, configuration\").eq(\"anomalytype\", \"planet\").execute()\n","\n","# Define a function to upload image to Supabase storage\n","def upload_to_supabase(filepath, bucket_name, folder_name, file_name):\n","    with open(filepath, 'rb') as f:\n","        supabase.storage.from_(bucket_name).upload(f\"{folder_name}/{file_name}\", f.read(), file_options={\"content-type\": \"image/png\"})\n","\n","# Process each anomaly\n","for anomaly in anomalies_list.data:\n","    anomaly_id = anomaly['id']\n","    config = anomaly['configuration']\n","    tic_id = config['ticId']\n","\n","    # Define TIC and other parameters from the configuration\n","    TIC = tic_id\n","    period = config.get('orbital_period', 13)\n","    t0 = 303  # You may need to adjust this value as per your requirements\n","\n","    # Search and download lightcurve data\n","    sector_data = lk.search_lightcurve(TIC)\n","    lc = sector_data.download()\n","\n","    # Plot original lightcurve\n","    lc.plot(color='blue', marker='.', lw=0)\n","\n","    # Bin the lightcurve data\n","    bin_time = 15 / 24 / 60\n","    lc_binned = lc.bin(bin_time)\n","    lc_binned.plot(color='gold', lw=0, marker='.')\n","\n","    # Fold the lightcurve\n","    lc_phased = lc.fold(period=period, epoch_time=t0)\n","\n","    # Plot phased lightcurve\n","    fig, ax = plt.subplots(figsize=(8, 4))\n","    lc_phased.plot(ax=ax, linewidth=0, marker='o', color='pink', markersize=1, alpha=0.8)\n","\n","    # Save the phased plot as 'phased.png' in the current directory\n","    plt.savefig('phased.png', format='png')\n","\n","    # Upload phased.png file to Supabase storage\n","    upload_to_supabase('phased.png', 'anomalies', str(anomaly_id), 'phased.png')\n","\n","    # Display the plot in Jupyter Notebook\n","    plt.show()\n"]},{"cell_type":"code","execution_count":null,"metadata":{},"outputs":[{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 9 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAjAAAAHACAYAAAC8i1LrAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjkuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy80BEi2AAAACXBIWXMAAA9hAAAPYQGoP6dpAABONUlEQVR4nO3deXgT1f4/8HfSlpaudKEUpLTsiiwiILS4gCKLgiBeUJBNka9FEL2ACnJVXIB6EUG8QAEVAUEWFVFBcWOVHVq0yGKRlq0UZGlpC91yfn/kl5C9mSZpZibv1/PkmXZyMvM5k8nMZ86cmdEIIQSIiIiIFETr7QCIiIiIpGICQ0RERIrDBIaIiIgUhwkMERERKQ4TGCIiIlIcJjBERESkOExgiIiISHGYwBAREZHiMIEhIiIixWECQ0RERIqj+gRm27Zt6NOnD+rVqweNRoOvv/5a0uenTp0KjUZj9QoJCfFMwERERFQp1ScwRUVFaNOmDebNm1elz0+cOBG5ublmrxYtWmDAgAFujpSIiIicpfoEplevXnjnnXfw6KOP2ny/pKQEEydOxC233IKQkBB07NgRW7ZsMb4fGhqKuLg44ysvLw9//vknRo4cWU01ICIiIkuqT2AqM3bsWOzatQurVq3C77//jgEDBqBnz57466+/bJb/6KOP0KxZM9xzzz3VHCkREREZ+HQCc+rUKSxZsgRr167FPffcg8aNG2PixIm4++67sWTJEqvyN27cwIoVK9j6QkRE5GX+3g7Am/744w9UVFSgWbNmZuNLSkoQHR1tVX7dunW4du0ahg8fXl0hEhERkQ0+ncAUFhbCz88PBw4cgJ+fn9l7oaGhVuU/+ugj9O7dG3Xq1KmuEImIiMgGn05g2rZti4qKCly4cKHSPi0nT57E5s2b8c0331RTdERERGSP6hOYwsJCZGVlGf8/efIkMjIyEBUVhWbNmuHJJ5/EsGHDMGvWLLRt2xYXL17EL7/8gtatW+Phhx82fu6TTz5B3bp10atXL29Ug4iIiExohBDC20F40pYtW9C1a1er8cOHD8enn36KsrIyvPPOO1i2bBnOnj2LmJgYdOrUCW+++SZatWoFANDpdEhISMCwYcMwbdq06q4CERERWVB9AkNERETq49OXURMREZEyMYEhIiIixVFlJ16dTodz584hLCwMGo3G2+EQERGRE4QQuHbtGurVqwet1nEbiyoTmHPnziE+Pt7bYRAREVEVnD59GvXr13dYRpUJTFhYGAD9AggPD/dyNEREROSMgoICxMfHG/fjjqgygTGcNgoPD2cCQ0REpDDOdP9gJ14iIiJSHCYwREREpDhMYIiIiEhxmMAQERGR4qiyE68UxcXFuHLlCnQ6nbdDIZJEq9UiLCwMoaGhld4vgYhIbXw2gdHpdFi7di12797t7VCIXBIaGoqHHnoIHTt2ZCJDRD7DZxMYQ/LSp08fNGrUCH5+ft4OiUgSnU6Ha9euISMjA2vWrMGpU6fw+OOPezssIqJq4ZMJTHFxsTF5uf/++70dDpFLWrZsibi4OPzwww/o06cPgoODvR0SEZHH+WR785UrVwAAjRo18nIkRO7RtGlTVFRUGNdtIiK188kExtBhl6eNSC0MfV/YGZ2IfIVPJjBERESkbD7ZB0ZNVq5cic8//9zme8OGDcOAAQMAACNHjsSFCxcA6I/Wa9eujTvvvBNPPvkkIiIiAACzZ89GVlYW5s2bZzadvLw8rF27FgcPHsSVK1cQFBSEZs2aoXv37ujcubPd2L7//nvs3LkT2dnZKCkpQYMGDfCvf/0LnTp1svuZ9evX46OPPkL79u3xxhtvWL2/b98+rFmzBidPnoS/vz8aNWqE8ePHIyYmBgDw119/YcOGDTh27BjOnj2Ldu3a2ZxOUVERlixZgp07d6KkpATNmjXDqFGjrE4rnj59Gh9//DEyMzPh7++PDh064JlnnjEuM9NyixYtwpEjR1CzZk3cf//9GDJkCAICAoxlbty4gdWrV2P79u24cuUKYmJi8MADD+Cxxx4ztgY6+j579uyJMWPG2F12RES+hAmMCtSoUQPTpk2zGl+7dm2z/zt37ox+/fqhoqICx44dw8qVK5GdnY3U1FS7l98ePXoUU6dORXh4OP71r38hPj4e169fx/79+/Hee++hXr16aNiwoc3PrlmzBnfeeSceeughBAUF4bfffsO0adPw4osv4oEHHrAqf+XKFXz++eeoVauWzelt3rwZc+fOxaOPPoqhQ4fi+vXrOHz4MEpLS41ljhw5gj///BPNmjUzG29p5syZyMrKwlNPPYVatWph/fr1mDJlCubOnWtcbsXFxZgyZQqio6MxceJElJSUYNmyZXjrrbcwc+ZM4zIrLCzEf/7zH9StWxevvvoqLl26hI8//hglJSVISUkxznPhwoXYuXMnhg0bhvj4eBw9ehQrVqzAjRs3MGzYMABA9+7dceedd5rFevjwYXz66ado166d3foQEfkaJjAqoNVqceutt1ZarlatWsZyt99+O0pLS7FixQqcOHECTZs2tSpfWlqKd999F9HR0Zg5c6bZ1S133XUXevXqhZCQELvzmzNnjllLRdu2bZGXl4d169bZTGCWLFmCjh07GluKTF27dg1paWkYNWoUHnroIeP4jh07mpXr3bs3HnnkEQDA5MmTbcZ19OhRHDhwAK+99hruuusuAECrVq0watQorFu3Dv/3f/8HANiwYQOKiorwwQcfIDIyEgBQr149jB8/Hnv27EFSUhIAfUuTIdkxPAK+oqICCxYswIABAxAdHQ2dToft27ejf//+ePjhhwEArVu3xtmzZ7F9+3ZjAhMTE2NsTTL4/vvvERoaygSGiJySlgakpgKTJgEmx1Cqwz4wPqxJkyYA9KeIbNmxYwf++ecfDB8+3OaluQ0bNkRsbKzd6VueZgGAxo0b4/Lly1bjDx8+jN27d2P48OF2Y9HpdHjwwQftzg+AUzdy+/vvv6HRaHDHHXcYxwUFBaFFixbYu3evWbmGDRsakxdAf7VPWFiYWbkDBw6gTZs2xuQFAO6++24IIZCeng4AEEKgoqLCajkGBwdDCGE31tLSUuzevRudO3c2Ox1FRGRPaiqQk6MfqhkTGJWoqKiwelXGkLhERUXZfD8zMxNarRZt2rRxW5x//vkn6tevbzauoqICCxcuxMCBA+3GcvToUdSvXx+//vornn76afTt2xfjxo3D/v37JcdQWloKjUZjdRVaQEAALly4gJKSEgBAWVmZzaQhICAAp0+fNv5/5swZqzqFhoYiMjISZ86cAaC/4u2BBx7Ahg0bcPz4cVy/fh0ZGRnYvHkzevfubTfWffv2obi4GPfdd5/kehKRb5o0CUhI0A/VjKeQVODGjRvo16+f1fjU1FTcfvvtxv8NrQDl5eU4fvw41qxZg7i4ODRu3NjmdC9duoSIiAgEBga6Jc4tW7bgyJEjePXVV83Gb9y4ETdu3EDfvn3tfvbq1as4e/YsPvvsMzz11FOIjIzEhg0b8M477+CDDz5AQkKC03HUq1cPOp0OJ06cQLNmzQDoLz/+66+/IIRAUVERAgMDUbduXfzyyy8oKSkxLoMLFy7gypUrqFmzpnF6hYWFNk+lhYaGorCw0Pj/6NGjMX/+fEyYMME4bsCAATa/O4OtW7ciOjra7HskInIkJUXdp44MmMA4IOU8oqfKOqNGjRpItdFWaNkqsHHjRmzcuNH4f9OmTTF27FiHCYpGo3E9QAAnT57E/Pnz0a1bN2PfEUCfmKxYsQLjx493eIpEp9Ph+vXrmDBhgrHfS6tWrfDss8/iyy+/xPjx452OpW3btqhbty7mzZuH8ePHIyIiAl988QXOnz8P4Gade/TogW+//Rbz5s3D8OHDUVJSgnnz5lV5mSxduhT79+/H888/j3r16uHYsWP4/PPPERoaiv79+1uVLywsxP79+/Hwww/zGUdERBaYwDhgeh6xskTDU2WdodVqbXbCtXT33Xejf//+8Pf3R0xMjFmfDVuio6Nx6NAhlJaWokaNGlWO78KFC5g6dSqaNWtmdRnwihUrkJiYiBYtWhhbKyoqKqDT6VBYWIiaNWvCz88PoaGhAPQdXw38/f3RsmVL5OTkSIonICAAL7/8MmbOnImxY8cCABITE/HII4/gu+++My6X+vXrY9y4cVi0aBE2b94MAEhKSkL79u1x/fp14/RCQ0NRXFxsNZ/CwkJj3Dk5OVi3bp1Zx+GWLVuivLwcn332GXr27GnVP2bnzp0oKytDly5dJNWPiMgXMIFxYNKkmy0l3irrThEREU4lOgatWrXCTz/9hEOHDqFDhw5Vmmd+fj5ef/111KpVC6+++ir8/c1XuTNnzuDw4cMYNGiQ1WcHDRqEqVOnol27dmjQoIHdeTi6XNqeJk2aIC0tDbm5uRBCoF69ekhLS0Pjxo3NYrz//vtxzz334Ny5cwgNDUV0dDSee+45s6uf6tevb+zrYlBUVIQrV64YW8FOnToFAFaXnDdu3BhlZWW4dOmSVQKzdetW1K9f3+4pPiIiX8YExgEp5xE9VdabOnfujGXLlmHZsmW4/fbbrXaw2dnZCAkJsbrfjMH169cxdepUlJeXY/r06TavZBo1ahSKiorMxi1evBg1atTA8OHDkZiYCADo0KEDVq5ciYyMDOMpqLKyMmRmZla5f4hGo0G9evUA6BOt7du346mnnrIqFxAQYOxjc+jQIZw7d87sMvB27dph7dq1Zi0uO3bsgEajQdu2bQHAeLXWiRMnzJZXVlYWNBqN1TK8fPkyMjMzbSZ2RETEBEYVdDodjh49ajW+Vq1aiIuLq/J0a9SogVdeeQVTp07F+PHj0bdvX8THx6O4uBjp6enYtGkTZs2aZTeBmT59Ok6ePIlx48bhwoULZvd3MdyPxtYDNUNCQhAUFIRWrVoZxzVp0gTJycmYN28eCgsLjZ14r169atZ/JD8/H5mZmca/b9y4gd9++w2APtEICgoCAKxevRr16tVDrVq1cObMGaxduxZNmjQxS0xu3LiBlStXomXLlggICMCxY8ewdu1aDBo0yKx/Ua9evfDdd99h2rRpGDBgAC5fvowlS5agV69eiI6ONsbfpEkTzJs3D1evXkXdunVx/PhxrF27Ft26dTPGZbBt2zbodDpefUREZAcTGBUoLS3FSy+9ZDX+wQcfxLhx41ya9q233oo5c+bgiy++wJo1a3D16lXjowReeuklu3fhBYCMjAwA+kcUWPr2228lx/Lvf/8bS5cuxdKlS1FcXIwmTZrg7bffNrbSAPpTNZYdmg3/f/TRR8ZEobCwEJ988gmuXr2KqKgodO3aFY8//rhZZ1mNRoOcnBz8/PPPuHHjBurXr4/Ro0ejW7duZtMPDQ3FO++8g4ULF2LatGkIDg5G9+7dMXToUGMZPz8/vP766/jss8+wdu1aXL16FbVr18Zjjz2Gxx57zKquW7duRbNmzVC3bl3Jy4mIyBdohKO7aClUQUEBIiIikJ+fj/DwcKv3T58+jffffx/jx49HfHy8FyIkci+u00SkBpXtv03x2kwiIiJSHCYwREREpDhMYIiIiEhxmMAQERGR4jCBISIiIsXxyQTGcKmsM09sJlICnU4HAHxmEhH5DJ/c2kVGRgIA/v77by9HQuQef/31F/z8/IzrNhGR2vnkjeyCg4PRqVMn483UGjVqBD8/Py9HRSSNTqdDQUEBMjIycPDgQXTq1Mnm4xqIiNTIJxMYABgwYACAqt0RlkhOQkND8fjjjxufck1E5At88k68poqLi3HlyhVjHwIipdBqtQgPD0dISAj7vhCRKkjZf/tsC4xBcHAwm92JiIgUhodtREREpDhMYIiIiEhxmMAQERGpSFoakJioH6oZExgiIiIVSU0FcnL0QzVjAkNERKQikyYBCQn6oZr5/GXUREREJA9S9t9sgSEiIiLFYQJDREREisMEhoiIiBSHCQwREREpDhMYIiIiUhwmMERERKQ4TGCIiIhIcZjAEBERkeIwgSEiIiLFYQJDREREisMEhoiIiBSHCQwREREpDhMYIiIiUhwmMERERKQ4TGCIiIhIcWSZwCxYsACtW7dGeHg4wsPDkZSUhO+//97bYREREZFMyDKBqV+/PlJTU3HgwAHs378f999/P/r27YvDhw97OzQiIiKSAY0QQng7CGdERUVh5syZGDlyZKVlCwoKEBERgfz8fISHh1dDdEREROQqKftv/2qKqcoqKiqwdu1aFBUVISkpydvhEBERkQzINoH5448/kJSUhBs3biA0NBTr1q1DixYtbJYtKSlBSUmJ8f+CgoLqCpOIiIi8QJZ9YACgefPmyMjIwJ49ezB69GgMHz4cf/75p82yM2bMQEREhPEVHx9fzdESERFRdVJMH5hu3bqhcePGWLhwodV7tlpg4uPj2QeGiIhIQVTVB8ZAp9OZJSmmAgMDERgYWM0RERERkbfIMoGZPHkyevXqhQYNGuDatWtYuXIltmzZgk2bNnk7NCIiIpIBWSYwFy5cwLBhw5Cbm4uIiAi0bt0amzZtwoMPPujt0IiIiEgGZJnAfPzxx94OgYiIiGRMtlchEREREdnDBIaIiIgUhwkMERERKQ4TGCIiIlIcJjBERESkOExgiIiISHGYwBAREZHiMIEhIiIixWECQ0RERIrDBIaIiIgUhwkMERERKQ4TGCIiIlIcJjBERESkOExgiIiISHGYwBAREZHiMIEhIiIixWECQ0RERIrDBIaIiIgUhwkMERERKQ4TGCIiIlIcJjBERESkOExgiIiISHGYwBAREZHiMIEhIiIixWECQ0RERIrDBIaIiIgUhwkMERERKQ4TGCIiIlIcJjBERESkOExgiIiISHGYwBAREZHiMIEhIiIixWECQ0RERIrDBIaIiIgUhwkMERERKQ4TGCIiIlIcJjBERESkOExgiIiISHGYwBAREZHiMIEhIiIixWECQ0REpCJpaUBion6oZkxgiIiIVCQ1FcjJ0Q/VjAkMERGRikyaBCQk6IdqxgSGiIiIFIcJDBERkYrwFBIREREpTnIy4OenH6oZExgiIiIV2bkTqKjQD9WMCQwREZGK+EonXo0QQng7CHcrKChAREQE8vPzER4e7u1wiIiIyAlS9t9sgSEiIiLFYQJDREREisMEhoiIiBSHCQwREREpDhMYIiIiUhwmMERERKQ4TGCIiIhIcZjAEBERkeIwgSEiIiLFYQJDREREisMEhoiIiBSHCQwREREpDhMYIiIiUhwmMERERKQ4TGCIiIhIcZjAEBERkeIwgSEiIiLFYQJDREREiiPLBGbGjBno0KEDwsLCEBsbi379+uHYsWPeDouIiIhkQpYJzNatWzFmzBjs3r0bP/30E8rKytC9e3cUFRV5OzQiIiKSAY0QQng7iMpcvHgRsbGx2Lp1K+69995KyxcUFCAiIgL5+fkIDw+vhgiJiIjIVVL237JsgbGUn58PAIiKivJyJERERCQH/t4OoDI6nQ4vvvgiOnfujJYtW9osU1JSgpKSEuP/BQUF1RUeEREReYHsW2DGjBmDzMxMrFq1ym6ZGTNmICIiwviKj4+vxgiJiIioulWpD8w333wjeUYPPvggatasKekzY8eOxfr167Ft2zY0bNjQbjlbLTDx8fHsA0NERKQgUvrAVOkUUr9+/SSV12g0+Ouvv9CoUSOnygsh8Pzzz2PdunXYsmWLw+QFAAIDAxEYGCgpJiIiIlKuKveBOX/+PGJjY50qGxYWJmnaY8aMwcqVK7F+/XqEhYXh/PnzAICIiAjJrThERESkPlXqAzN8+HBJicSQIUMkncpZsGAB8vPz0aVLF9StW9f4Wr16dVXCJSIiIpVRxH1gpOJ9YIiIiJRHdfeBISIiIjLltgRmz5497poUERERkUNuS2AGDBjgrkkREREROSTpKqSBAwfaHC+EwOXLl90SEBEREVFlJCUwP//8M5YvX47Q0FCz8UIIbNu2za2BEREREdkjKYHp0qULwsLCbD4RunXr1m4LioiIiMgRXkZNREREslBtl1Eb7pBLREREVJ1cSmC6d+/urjiIiIiInOZSAqPCs09ERESkAC4lMBqNxl1xEBERETmNjxIgIiIixWECQ0RERIrjUgLj5+fnrjiIiIiInOZSApOenu6uOIiIiMgN0tKAxET9UM1cPoV0/fp1FBcXG//PycnBnDlz8OOPP7o6aSIiIpIoNRXIydEP1czlBKZv375YtmwZAODq1avo2LEjZs2ahb59+2LBggUuB0hERETOS04G/Pz0QzVzOYE5ePAg7rnnHgDAF198gTp16iAnJwfLli3D3LlzXQ6QiIiInLdzJ1BRoR+qmcsJTHFxMcLCwgAAP/74I/r37w+tVotOnTohJyfH5QCJiIjIeZMmAQkJ+qGauZzANGnSBF9//TVOnz6NTZs2GR8vcOHCBT5IkYiIqJqlpADZ2fqhmrmcwLz++uuYOHEiEhMT0bFjRyQlJQHQt8a0bdvW5QCJiIiILGmEGx5odP78eeTm5qJNmzbQavU50d69exEeHo5bb73V5SClkvI4biIiIpIHKftvf3fMMC4uDnFxcWbj7rrrLndMmoiIiMgKHyVAREREisMEhoiIiBTHpQTm/Pnz7oqDiIiIyGkuJTCGS6aJiIiIqpNLCYwbLmAiIiIiksylBEaj0bgrDiIiIiKnsRMvERERKQ4TGCIiIlIclxIYPz8/d8VBRERE5DSXEpj09HR3xUFERETkNJ5CIiIiIsVxSwKzfft2DBkyBElJSTh79iwAYPny5dixY4c7Jk9ERERkxuUE5ssvv0SPHj1Qs2ZNpKeno6SkBACQn5+P6dOnuxwgERERkSWXE5h33nkHaWlpWLx4MQICAozjO3fujIMHD7o6eSIiIiIrLicwx44dw7333ms1PiIiAlevXnV18kRERERWXE5g4uLikJWVZTV+x44daNSokauTJyIiIrLicgIzatQovPDCC9izZw80Gg3OnTuHFStWYOLEiRg9erQ7YiQiIiInpaUBiYn6oZpphItPZBRCYPr06ZgxYwaKi4sBAIGBgZg4cSLefvtttwQpVUFBASIiIpCfn4/w8HCvxEBEROQNiYlATg6QkABkZ3s7Gmmk7L9dTmAMSktLkZWVhcLCQrRo0QKhoaHumGyVMIEhIiJflZYGpKYCkyYBKSnejkYajycwv//+O1q2bAmt1rkzUIcPH0bz5s3h7+8vdVZVwgSGiIhIeaTsv6vUB6Zt27a4dOmS0+WTkpJw6tSpqsyKiIiIyEqVmkSEEHjttdcQHBzsVPnS0tKqzIaIiIjIpiolMPfeey+OHTvmdPmkpCTUrFmzKrMiIiIislKlBGbLli1uDoOIiIjIeXwaNRERkYoMHgz4++uHasYEhoiISEXWrAEqKvRDNWMCQ0REpCIDBwJ+fvqhmrntRnZywvvAEBERKY/H7wNDRERE5E0uJzCbN2+2+97ChQtdnTwRERGRFZcTmJ49e+Kll15CWVmZcdw///yDPn36YNKkSa5OnoiIiCTwladRu6UFZt26dejQoQP+/PNPbNiwAS1btkRBQQEyMjLcECIRERE5KzVV/zTq1FRvR+JZLicwycnJyMjIQMuWLXHnnXfi0Ucfxb///W9s2bIFCQkJ7oiRiIiInDRpEpCQoB+qmVs68R4/fhz79+9H/fr14e/vj2PHjqG4uNgdkyYiIiIJUlKA7Gz9UM1cTmBSU1ORlJSEBx98EJmZmdi7dy/S09PRunVr7Nq1yx0xEhEREZlxOYH54IMP8PXXX+PDDz9EUFAQWrZsib1796J///7o0qWLG0IkIiIiMlelhzma+uOPPxATE2M2LiAgADNnzkTv3r1dnTwRERGRFZdbYCyTF1P33Xefq5MnIiIisuJyC8xbb73l8P3XX3/d1VkQERERmXE5gVm3bp3Z/2VlZTh58iT8/f3RuHFjJjBERETkdi4nMOnp6VbjCgoKMGLECDz66KOuTp6IiIjIikce5hgeHo4333wTr732micmT0RERD7OY0+jzs/PR35+vqcmT0RERD7M5VNIc+fONftfCIHc3FwsX74cvXr1cnXyRERERFZcTmBmz55t9r9Wq0Xt2rUxfPhwTJ48uUrT3LZtG2bOnIkDBw4gNzcX69atQ79+/VwNlYiIiFTC5QTm5MmT7ojDTFFREdq0aYOnn34a/fv3d/v0iYiISNlcTmA8oVevXjz9REREVAWDBwNr1gADBwIrV3o7Gs+pUgIzfvx4p8u+//77VZkFERERVcGaNUBFhX7IBMaCrXu/2KLRaKoyeclKSkpQUlJi/L+goKBa5ktERCQ3AwfebIFRsyolMJs3b8bff/+NxMREaLUeuxLbaTNmzMCbb77p7TCIiIi8buVKdbe8GFQ5+2jatCn++ecf4/+PP/448vLy3BKUVJMnTzbedyY/Px+nT5/2ShxERETelpYGJCbqh2pW5QRGCGH2/8aNG1FUVORyQFURGBiI8PBwsxcREZEvSk0FcnL0QzWT5VVIhYWFyMrKMv5/8uRJZGRkICoqCg0aNPBiZERERPKWnAycOaMfqlmVExiNRmPVSdddnXb379+Prl27Gv83XPU0fPhwfPrpp26ZBxERkRrt3Km/CmnnTm9H4llVTmCEEBgxYgQCAwMBADdu3EBKSgpCQkLMyn311VeSp92lSxerU1RERERyk5amP1UzaRKQkuLtaPQmTboZk5pVOYEZPny42f9DhgxxORgiIiIlMe1vIpcExldohAqbOgoKChAREYH8/Hx26CUiIo+RYwtMYqI+qUpIALKzvR2NNFL2396/iQsREZFCpaTokwS5JC+APplKSFD/KSQmMERERKQ4TGCIiIhUxFfuA8MEhoiISEWSkwE/P/XfB4YJDBERkYr4yn1gmMAQERGpiK904uVl1ERERCQLvIyaiIjIR/Fp1ERERKQ4vAqJiIiIFId9YBSMfWCIiIiUh31giIiISNWYwBAREZHiMIEhIiIixWECQ0Sy4iuXgBKRa5jAEJGs+MoloESe4isHAUxgiEhWfOUSUCJP8ZWDACYwRCQrKSlAdrZ+SCR3cmzt8JWDAN4HhoiIqIoSE/WtHQkJ+sSbXMP7wBAREVUDX2ntkCMmMERERFUkx1Oecjyt5Qk8hURERKQi0dHA5ctAVBRw6ZK3o5GGp5CIiIhI1ZjAEBERqUijRuZDtWICQ0REpCLp6eZDtWICQ0REpCIDBwJ+fvqhmjGBISIiIsVhAkNERKQia9YAFRX6oZoxgSEiIlIRnkIiIiIixbn3XqB+ff2wMkq+6R1vZEdERKQiUp7PJLdnOfFGdj5IyVk0EZGvqI5ttZTnMyn5WU5sgVEJuWXRRERkjdtqx9gC44OUnEUTEfkKbqvdhy0w5DPS0oDUVP2GQ05PjiUiIj22wBDZkJqqb7pNTfV2JESkFnLsfyjHmDyBCUw18ZUVSs7YdEtEBu7aJsvtwCgtDRg7Vl4xeQpPIVUTdtwiIpIPd22T5XZq2lAvAGjfHti3z6vhSMZTSDLEo38iIvlw1zY5JUWfAMkheQHM63PggPfiqA5sgSEiIlKRGjWAsjIgIAAoLfV2NNKwBYbIx3iqjxX7bpFaSV233flb8PTvKiDAfKhWbIEhUgFnzudX5Vw9+26RWkldt935W/D07yo6Grh8GYiKAi5dcv/0PYktMEQqIOUozZnz+VW5WoJ9t0itpK7b7vwtODMtV1ppDM0S6mueMMcWGCIv69AB2L/f+ooBd5/HltoCYy8uIl9k7/fjqauQXGml0Whu/q20PTxbYHwQ+ypYU8oy2b/ffGhQVmY+dJXUqyVM45L7MiTyNHstmJ66D4wrLT6+0geGCYxKyO1mSnIwZox+mYwZ4/xnTJMepSRAgOdjVdJ6paTvjZTDXkLhqdOszh5w2Frf3X3wI1dMYFTCW30V5Lyz0OnMh86YMkWf9EyZoqyk0NOxKqkPzLhx+mUxbpy3I9H/JjUa/ZCUybCNA+R1vxcDW7/9Bg3Mh6olVCg/P18AEPn5+d4ORfUSEoQA9ENPW7BAP58FC5wrrz/7q385KypKXz4qStr8Bg0Sws9PP5TKXpxS4pe6bFyJy53at9dPv337m+NcrUt1xK3EWAw8sa6oWWXbONNthjfY+j6Dg/UxBQdX7fPeJGX/LaOflfv4YgLjrZWwOudr2JBY7vDsqcrOwzQRMdStQQPb8zStu0ajL6PRSKjQ/2fvs5bxG+Lw86ue5V2VOlWWyBnq0KCB/n9b35Hp9+zsd21KTkmDnGIxqM6DDjWobBtnL1nwZmIgZb3zdgJmiQmMDyYwUjJuOXKmBWPBgsp/mKYbDdOy9jYkhhYAQD9vw48ZEKJGDfNpWM7TdAcvdfmb1td0+qbLwHK+pv9rtc7NxyAgQP+5gADnylsuP2dblvz8btbDFkd1Mp23YTrObIQtdxSWn3OldcyZ+TkitwRmwQL9Om5oYfRlpt+jK8mGvd+WNxNFJjAK5osJjFZbtR2bM6rjSMKZH5zlzl4I6yN606TCMvmw1ZJgq4zlOHuxWe7gLXeSli04DRrYTq5svWy16jiKxV3L11AH00ROyvxsnRJyFIe95MKZZNXA0XKy/F/qumyrvJQdk9wSGEPsUVH2l4PcTim4i2W9THfczn6ntpaNvZZKby5He/sDWzHJ7ftmAuODCYzljrwyUlZaKRvsyEh92chI5+IwcLShN20lMX0ZWj3s7azsJSCmy6qy8rYSC1tJiK0WGMv4DC9byYHly/I0imG52ltOlX2fzuxInVl2Qjhu0ajstJPp9Bo0cDwtZ3f+jtYBy/+lHhVbljd8pxqNc0fucktgDPEa1kFby8GTLQfVtbN0JvGsSn83W8umslZHb7C33tmKnwmMzKg5gbG3stnacThaMaVspNzVZO7oNIajzzmbXDhTVsr0bL0ctfCYJjn25pOQcPPoyNFLShnDcjW82re3/r7ckcAYdtj2lomtRNMyka1sHsHBN9c3W+9VFretVjrLOhiWjelys9diVNnpqcqa351Z7t7g6Dft7O/dUG7QIM8cDLnCmR21ZWuhM/V21AJj+tuvDo7itbfeOUrsqqtvXWWYwKg4gbG3AbDVZOhoY2FrRXZHXwFbO3Jb7wlhvgFxtKF3JeGwlUC4c3pS5+Pu+jh6abU3v1NndqTO1Kkqy89eAlCVl2mCYkhoHJW3fN9RLI76RNhKqoKDb+68tFppOxI5cHQ6wZCUOEpOTHd8psvW0SkKe8u1Kqf0nEnCHNXDNPGorFXK3rwsE+bq6kdi2k/MVpLm7Hpn6BNl2H/IoWM3ExgZJjDuOvdo7zO2Vlh7/RGkTENqLJY7C0fTd7TTsfc5ub4q6ztjutPzdqym359ph0531tPyFRVlvbF3V12q8r6t8aYJv+UBgTOn/WztvGwtd7kwra/ht2z5/Rr+t1U3Wy0wtg6a7C0DezthZ2L287vZgmbaame5TbNMsoCbB2iWdbXXL8hRnJYHB6athJa/L2c5s1+w12oipe+aab0c9YmqbkxgqjGBqeyIwFGGa5opV3apqNRz7aY7JMuOXPZWfkcbmuDgm0f0Braaz02n4ShBcrTDtJyXu3d6fOnXN9NTKNXVMuXuV2WJlxD2+w/ZKm/o2+JMWctk1HLnJeVI2BtMW1ztff+GnXxwsOOdsaPTSZbfl+F9w/bDXuuVrenaalE0XX8tEwzDQZzlOmAZl2XdTA/+LJdNjRo3y1km5Ya6mCYHhulX9j0Y5mVYr5z5jOVFA/Z+A7aYJjuGJFAOmMBUUwJja8NouiLb2jBoNPodh60jUiFu/mDtdVw1nbYpexse0x/QggX2p2vZj8JgwQLraRnqZeuHZlquQQP9e8HBVW958MRRO19czo7qa7ke29sxWE4jIMC6JcL0ZatvkrdYtirY2y7YanEzbL9sHe0HBDjedtmatiHxMyQ1wcH66Wi1tvuC2druGpat6bwr66fm7LpiqK/lOGfqZrle2foenInB3vbbNPlzdNra9HOGg2V763RlPH3LDin7bz6NugrS0oAJE4DiYrdPmoh8RHVveRMSgFOnqneepA4aDfDEE8Dnn5uPDwgASkvdOy8p+29/985a/UwfU05EpATcbpErhLBOXgDvPyySD3MkIiIixWECQ0RERIrDBMZLFizQN8stWKA/N71gge1yNWrcLFvZo9GjomzPw/LVvr3+/fbtzcc7Ehx8M97gYOfqaJiPPTVqAJGR1uMN42y9R9XDctkHB99cTytbD00FBLg3Lnex93uzp317wM/PfJyt5eBsfaXO31XO9LcRAhg0SF/PQYNubhdMt1FCAFqTvUZAQOW/c2e7y9pbdraWlSEWR/O2fM/yf63W9jbRslxkpPkysfxt2NvOGpab5XpTmYAA57axzpwWTEgw/740Gue334rgmX7E3uXJq5Bs9WavbvY2AZbvSSX1cQS25uXoVvKOYnP0nmmvd1ceA+DMy9ZN3yx76RsuXzS9hbitaUVG2n/P1ZejK+Cq8hLC+jEQla1LpldamD7B29HyM31pNDeXo+ldhQ1X6piWdfYy70GDrC8xtbdem65Xzv5uLK88quzmj4MG3XzYZ/v27n2opCuk/tYtVXZbh6rc48r0c6Y3CDSoytPRLeNw94M9qxKDsyyfoWb4HQhR+WXjzjzB3dmriRzdFdwTeBm1DG9k506mP0LLlbA6f6COHmBo68fqaKMp5YfnaF727u5r62VZxnB/B8P/hkce2Puhm87fcrq26mZ4OXNJuWWCZjoPZ54zZBmzvZ29o3Wlsg2Vvc87SmBMn/Bd2QbdULZGDfPl2L69+byrsu5YkrJzlLIBr65b55O6uXoHY3ewtf3wBCYwKk9gyDmWOyVbD5o07PxMb05leYM+ZzYWljtbS6atNQsW3LyPRPv2tlsyhLDeUVaWcDjaCZsmDs7ufKtyxCuEdUJhmYg5u+Gtzo20lMRfyjL0xhE/qY8c1qPqaH0RQiUJzP/+9z+RkJAgAgMDxV133SX27Nnj9GeZwJAQ1j96Z4+G3fmIB2fet7dRkLqxcObZV1IevOeujWZ1bPRcJaWlpLIHOFZ1ukrijRYAX2brWXfVTcqpVlcoPoFZtWqVqFGjhvjkk0/E4cOHxahRo0StWrVEXl6eU59nAkO2yHWja+8UiNQ7Xsq1fkpIYDzVMuSO01typNbETK48ffdbZ1XH+qz4O/F27NgRHTp0wP/+9z8AgE6nQ3x8PJ5//nlMmjSp0s97+k68RNUhLQ1ITQUmTQJSUrwdTdX5+wMVFfqrMcrLvR1N9VJr3dWybiqFLy1vKftv2V1GXVpaigMHDqBbt27GcVqtFt26dcOuXbu8GBlR9UpJAbKzlb/BiogwH8pRWhqQmKgfutPAgfrkZeBA907X29SybioFl7dtsktg/vnnH1RUVKBOnTpm4+vUqYPz58/b/ExJSQkKCgrMXkQkD9Om6e9HMW2atyOxLzUVyMnRD91p5Up9y8vKle6dLhHJMIGpihkzZiAiIsL4io+P93ZIRPT/KeHocdIkfZLlxBlqIpIJ2SUwMTEx8PPzQ15entn4vLw8xMXF2fzM5MmTkZ+fb3ydPn26OkIlIpWQkmR56nQTkTcoeX2WXQJTo0YNtGvXDr/88otxnE6nwy+//IKkpCSbnwkMDER4eLjZi4jIEzx1uonIG5S8PssugQGA8ePHY/HixVi6dCmOHDmC0aNHo6ioCE899ZS3QyNSDSUfeXmTlNNNXMYkd8nJ+o7mycnejkQ6WV5GDQD/+9//MHPmTJw/fx533HEH5s6di44dOzr1WblcRu1Ll76R8iQm6o+8EhL0p0/I/biMSe5CQoDiYv1DHouKvB2Nwi+jNhg7dixycnJQUlKCPXv2OJ28yMXgwcDo0fqN15Qp3o6GyJqSj7yUgp2DSe6uXzcfKolsExilW7365t+XL3svDiJ71q/X32Rt/XpvR0JE3qLVmg+VRIEhK0NQkLcjIHKsuNh8KHdpaUB0tP7lTJ8SKf1PPNVXZcoUtsKSvFVUmA+VhAmMh8ya5e0IiNRl9Gh9a+bly85dMSHl6gopZdkxl9QkONh8qCRMYDwkJQUICND/bRgSyYlGYz5UEmf67UjpfyKlrJRkp0cPfT+jHj0qL0vkDbNm6dd9JR50M4HxoLlz9SvG3LnejoTI2vz5+vVz/nxvR+Ic0wOBTZsqLy/l5nRSykpJdnbu1DfN79xZeVmlYouUsinhTtn2yPYyalfI5TJqInKftDTguecAIYCoKODSJW9HVDlfuJUCLxUnd1LFZdTkHoMHA/7++iGRkqWm6pMXPz/3PxjSU60ISj66dRYvFSdvYQuMyvn5ATqd/hI5JfYyJzLwZGuGp1oRfKEFhsidpOy/mcConFarP2rVaPSJDBFZ81SiwdMrRNLwFBIZGdJT9aWpRO7jqVM9vnB6hZ14yVuYwJARN0Tyw++E5G7cOH0r07hx3o6EfA1PIamc6T0+Kvum2dwtP9HR+hu3OXPVzeDBwJo1wMCBwMqV1RMfOeYLvykp2xiiyvAUEhlFRpoPHfGF5m6luXbNfOjI6tX6jtqmz+Ei7+JvqurY+kiVYQuMykk5OuIRvPxI+f54xRl5g6daYHyh9YqssQWGjBo0MB86smaNfse3Zo1nYyKqDp46gmfLgDkpz9KRsuzYekWVYQuMyknpQ5GQAJw6pU92cnKqJz5yTMpl8GxBMydl3ZeCLQPmOnQA9u8H2rcH9u1zXJbLjirDFhgyunHDfOjI6dPmQ/I+KX2YVq4EysuZvBhI6T8kBVsGzB08aD50hMuO3IkJjMoFBZkPHeHTs0lNysvNh97gC6ebpGxjfOHRClR9mMCo3LRp+iMeZ54dExpqPiTvk/L9kTlP3cQxNVV/GiQ11b1llcQ0MZs1S7+OzprluXkoYbpU/dgHhoz43BZSE09dHSPld6LW31R19GUJCQGKi/Wdg4uK3Ddd9sORN/aBoSph8y75KilH5VJ+J2r9TVVHX5biYvOhu7AfjnqwBYaIvMaTLRRyuAu1WltgqgMfROub2AJDRIoglz4iUo7KpbTW8DlB5gYPBvz99cPKPPGE/uaMTzzh3hjk0gdGLnEoGVtgiMhr5NICI4WU1ho+J8icHO4W7am+NVKx1c82tsAoELNx8kWe7CMi5Q6xUkhpreGtCcz5+ZkPvcFTfWuk8lRfHLm0alYHJjAyMWWKfqWbMsXbkRCpQ9+++h1l376Vl+3QQd9a0qFD5WWlJF1z5+p3UnPnVl7WF4SFmQ99maeSd6mJkZIPnnkKSSY8ddtzIl/FUz3yI4fTGzVqAGVl+lax0lLvxCAncrusnKeQFIg3LJMfJR+ZKIWUTp1SSTkS9dTpJjInh8vK5dIKJJfti5IvK2cLDJEdcjsyUSO5tHzIJQ7yPDm0AgHy6UwsN2yBIXIDJR+ZkDSGBMY0kSF1kkMrEABcv24+JOmYwBCRz/PUc5OI7KlZ03xI0jGBIbLDly5H9Jb27c2H3sI+MFTdPPUQTE/2K5MbJjAyIZcOXXQTTyF53r59+laPffu8G4eUS675WyV38NSprM8/198k8PPP3TtdOWICIxNqP9pX4kZfLufKyfN27tRv9HfurLyslN+qEtd7IqVgAiMTaj/aV2KCxp2P75Dy+5NSVonrPZFS8DJqqhZSLl2Uy2WOvLkguUou6zL5DqXfEkDK/psJDMmOXO6/otXqNwAajf4BdEREctehA7B/v75jvLf7llUF7wOjQDxdcZNcTqfx0loiUhq5dIyvDmyBkQm1P59j8GBgzRpg4EBg5UpvR+McpTfFEhEpDVtgFKiszHyoNkq8tE8u9ygheWFrKZE8MIGRCe4s5ceXmmLJebyyiEgemMDIhNp3lpGR5kMipZJLHy2qHmxxky/2gSEiVVJivyuSH7lcFekr2AeGiHyeHPpd8ehd+djiJl9MYEh2QkL0VwCFhHg7EvIVUhINKWXZX0b5+EgR+eIpJJIdXr5M7iDlhl4hIUBxsf5p1EVFjstKOaUQFQVcuaLv+3X5spToiXwTTyGRogUHmw+JqkJKx/gbN8yHjkg5pXDlivmQqCr8/PQHdn5+3o5EXpjAkOwUFel3PJUdCRO5i2HH4MwO4tVX9S0wr75aedkGDcyHRFVheJQJH2lizt/bARAReZuUG0lKaVXJyal6TEQGWq0+edGyycEMExgiIgk0mpsP+SSqDhUV3o5AnpjPEZHPGzRIf/po0KDKy86fr+8DM3++5+MiIvt4FRIRERHJAq9CIiIiIlVjAkNERESKwwSGiIiIFIcJDBERESkOExgiIiJSHCYwREREpDhMYIiIiEhxmMAQERGR4jCBISIiIsVhAkNERESKwwSGiIiIFIcJDBERESkOExgiIiJSHH9vB+AJhgdsFxQUeDkSIiIicpZhv23YjzuiygTm2rVrAID4+HgvR0JERERSXbt2DREREQ7LaIQzaY7C6HQ6nDt3DmFhYdBoNN4Op0oKCgoQHx+P06dPIzw83NvheATrqA6+UEfAN+rJOqqDkusohMC1a9dQr149aLWOe7mosgVGq9Wifv363g7DLcLDwxW3AkrFOqqDL9QR8I16so7qoNQ6VtbyYsBOvERERKQ4TGCIiIhIcZjAyFRgYCDeeOMNBAYGejsUj2Ed1cEX6gj4Rj1ZR3XwhToCKu3ES0REROrGFhgiIiJSHCYwREREpDhMYIiIiEhxmMB4yIwZM9ChQweEhYUhNjYW/fr1w7Fjx8zKnDhxAo8++ihq166N8PBwDBw4EHl5eWZlpk2bhuTkZAQHB6NWrVo253Xq1Ck8/PDDCA4ORmxsLF566SWUl5d7qmpm3FHP7OxsjBw5Eg0bNkTNmjXRuHFjvPHGGygtLTWbzu+//4577rkHQUFBiI+Px3//+1/F1BEAHnnkETRo0ABBQUGoW7cuhg4dinPnzpmVUXodDUpKSnDHHXdAo9EgIyPD7D2l1zExMREajcbslZqaalZG6XUEgA0bNqBjx46oWbMmIiMj0a9fP7P3vbXdcUcdt2zZYvUdGl779u0zllP693j8+HH07dsXMTExCA8Px913343NmzeblfHm/sNlgjyiR48eYsmSJSIzM1NkZGSIhx56SDRo0EAUFhYKIYQoLCwUjRo1Eo8++qj4/fffxe+//y769u0rOnToICoqKozTef3118X7778vxo8fLyIiIqzmU15eLlq2bCm6desm0tPTxcaNG0VMTIyYPHmyYur5/fffixEjRohNmzaJEydOiPXr14vY2FgxYcIE43zy8/NFnTp1xJNPPikyMzPF559/LmrWrCkWLlyoiDoKIcT7778vdu3aJbKzs8Vvv/0mkpKSRFJSkqrqaDBu3DjRq1cvAUCkp6erqo4JCQnirbfeErm5ucaXYRpqqeMXX3whIiMjxYIFC8SxY8fE4cOHxerVq43ve3O74446lpSUmH1/ubm54plnnhENGzYUOp1OCKGO77Fp06bioYceEocOHRLHjx8Xzz33nAgODha5ublCCO/vP1zFBKaaXLhwQQAQW7duFUIIsWnTJqHVakV+fr6xzNWrV4VGoxE//fST1eeXLFliM4HZuHGj0Gq14vz588ZxCxYsEOHh4aKkpMT9FamEq/U0+O9//ysaNmxo/H/+/PkiMjLSrE6vvPKKaN68uQdq4Zi76rh+/Xqh0WhEaWmpEEI9ddy4caO49dZbxeHDh60SGDXUMSEhQcyePdvudJVex7KyMnHLLbeIjz76yO505bTdccfvsbS0VNSuXVu89dZbxnFK/x4vXrwoAIht27YZyxQUFAgAxjJy+h6rgqeQqkl+fj4AICoqCoC+iV2j0Zhdpx8UFAStVosdO3Y4Pd1du3ahVatWqFOnjnFcjx49UFBQgMOHD7speue5q575+fnGaQD6et57772oUaOGcVyPHj1w7NgxXLlyxd3VcMgddbx8+TJWrFiB5ORkBAQEAFBHHfPy8jBq1CgsX74cwcHBVtNVQx0BIDU1FdHR0Wjbti1mzpxp1uSu9DoePHgQZ8+ehVarRdu2bVG3bl306tULmZmZxs/Iabvjjt/jN998g0uXLuGpp54yjlP69xgdHY3mzZtj2bJlKCoqQnl5ORYuXIjY2Fi0a9cOgLy+x6pgAlMNdDodXnzxRXTu3BktW7YEAHTq1AkhISF45ZVXUFxcjKKiIkycOBEVFRXIzc11etrnz583W/kAGP8/f/68+yrhBHfVMysrCx9++CGeffZZ4zi51NPVOr7yyisICQlBdHQ0Tp06hfXr1xvfU3odhRAYMWIEUlJS0L59e5vTVnodAWDcuHFYtWoVNm/ejGeffRbTp0/Hyy+/bHxf6XX8+++/AQBTp07Ff/7zH3z33XeIjIxEly5dcPnyZWM9lFxHSx9//DF69Ohh9gw9pddRo9Hg559/Rnp6OsLCwhAUFIT3338fP/zwAyIjI2VVx6piAlMNxowZg8zMTKxatco4rnbt2li7di2+/fZbhIaGIiIiAlevXsWdd95Z6RM45cod9Tx79ix69uyJAQMGYNSoUdUZvlNcreNLL72E9PR0/Pjjj/Dz88OwYcMgZHYvyarW8cMPP8S1a9cwefJkb4XuNFe+x/Hjx6NLly5o3bo1UlJSMGvWLHz44YcoKSnxRlXsqmoddTodAGDKlCl47LHH0K5dOyxZsgQajQZr1671Sl3sccc258yZM9i0aRNGjhxZnaE7rap1FEJgzJgxiI2Nxfbt27F3717069cPffr0kXSQLGeqfBq1nIwdOxbfffcdtm3bZvWE7O7du+PEiRP4559/4O/vj1q1aiEuLg6NGjVyevpxcXHYu3ev2ThDT/S4uDjXK+Akd9Tz3Llz6Nq1K5KTk7Fo0SKz9+Li4qx62Fd3Pd1Rx5iYGMTExKBZs2a47bbbEB8fj927dyMpKUnxdfz111+xa9cuq9uXt2/fHk8++SSWLl2q+Dra0rFjR5SXlyM7OxvNmzdXfB3r1q0LAGjRooXxM4GBgWjUqBFOnTplrIe3tzvu+h6XLFmC6OhoPPLII2bjlf49/vrrr/juu+9w5coV4xOp58+fj59++glLly7FpEmTZPE9usTLfXBUS6fTiTFjxoh69eqJ48ePO/WZX375RWg0GnH06FGr9yrrxJuXl2cct3DhQhEeHi5u3LhR5fid5a56njlzRjRt2lQ88cQTory83Oozhg51hg6vQggxefLkaulQ5+7v0iAnJ0cAEJs3bxZCKL+OOTk54o8//jC+Nm3aJACIL774Qpw+fVoIofw62vLZZ58JrVYrLl++LIRQfh3z8/NFYGCgWSfe0tJSERsba7wCx5vbHXd+jzqdTjRs2NDsikcDpX+P33zzjdBqteLatWtm5Zo1ayamTZsmhPD+/sNVTGA8ZPTo0SIiIkJs2bLF7FK94uJiY5lPPvlE7Nq1S2RlZYnly5eLqKgoMX78eLPp5OTkiPT0dPHmm2+K0NBQkZ6eLtLT040rpeEyuO7du4uMjAzxww8/iNq1a1fbZXDuqOeZM2dEkyZNxAMPPCDOnDljNh2Dq1evijp16oihQ4eKzMxMsWrVKhEcHFwtlzS6o467d+8WH374oUhPTxfZ2dnil19+EcnJyaJx48bGDYXS62jp5MmTVlchKb2OO3fuFLNnzxYZGRnixIkT4rPPPhO1a9cWw4YNU00dhRDihRdeELfccovYtGmTOHr0qBg5cqSIjY01Jmne3O64c139+eefBQBx5MgRq/eU/j1evHhRREdHi/79+4uMjAxx7NgxMXHiRBEQECAyMjKEEN7ff7iKCYyHALD5WrJkibHMK6+8IurUqSMCAgJE06ZNxaxZs4z3IDAYPny4zekYjtqFECI7O1v06tVL1KxZU8TExIgJEyaIsrIyxdRzyZIldqdj6tChQ+Luu+8WgYGB4pZbbhGpqamKqePvv/8uunbtKqKiokRgYKBITEwUKSkp4syZM6qpoyVbCYwQyq7jgQMHRMeOHUVERIQICgoSt912m5g+fbrV0aqS6yiEvsVlwoQJIjY2VoSFhYlu3bqJzMxMszLe2u64c10dNGiQSE5OtjsvpX+P+/btE927dxdRUVEiLCxMdOrUSWzcuNGsjDf3H67i06iJiIhIcZR5uQsRERH5NCYwREREpDhMYIiIiEhxmMAQERGR4jCBISIiIsVhAkNERESKwwSGiIiIFIcJDBERESkOExgiDxgxYgT69evn7TDIgU8//RQajQYajQYvvviit8ORLDs7GxqNBhkZGdU6P41GgzvuuKNa5knkCBMYIokMG3F7r6lTp+KDDz7Ap59+6u1QbcrOzsbIkSPRsGFD1KxZE40bN8Ybb7yB0tJSm+WzsrIQFhaGWrVqmY03TQAMr6CgILvzTUlJgUajwZw5c8zGHz9+HH379kVMTAzCw8Nx9913Y/Pmzcb3L126hJ49e6JevXoIDAxEfHw8xo4di4KCAmOZHTt2oHPnzoiOjkbNmjVx6623Yvbs2ZUui/DwcOTm5uLtt982juvSpYtZnerUqYMBAwYgJyfHbBlaJg/Xrl1D165d0aJFC5w5c8aqjGkCoNFoEBYWhttvvx1jxozBX3/9VWms3hYfH4/c3FxMmDDB26EQAWACQyRZbm6u8TVnzhzjTtDwmjhxIiIiIqx2+HJx9OhR6HQ6LFy4EIcPH8bs2bORlpaGV1991apsWVkZBg0ahHvuucfmtCzrbrqTN7Vu3Trs3r0b9erVs3qvd+/eKC8vx6+//ooDBw6gTZs26N27N86fPw8A0Gq16Nu3L7755hscP34cn376KX7++WekpKQYpxESEoKxY8di27ZtOHLkCP7zn//gP//5DxYtWuRwWWg0GsTFxSEsLMxs/KhRo5Cbm4tz585h/fr1OH36NIYMGWJ3OhcvXkTXrl1RVFSE7du3o379+nbL/vzzz8jNzcWhQ4cwffp0HDlyBG3atMEvv/ziMFZv8/PzQ1xcHEJDQ70dCpGetx/GRKRkS5YsEREREVbjhw8fLvr27Wv8/7777hNjx44VL7zwgqhVq5aIjY0VixYtEoWFhWLEiBEiNDRUNG7c2OpBa3/88Yfo2bOnCAkJEbGxsWLIkCHi4sWLbq/Hf//7X9GwYUOr8S+//LIYMmSIzXraq7ulM2fOiFtuuUVkZmaKhIQEMXv2bON7Fy9eFADEtm3bjOMKCgoEAPHTTz/ZneYHH3wg6tev73C+jz76qBgyZIjd9+3Ff99994kXXnjBbNzy5ctFcHCw8X/TB1WeOnVKNG/eXNx///3Gp8RblrH1v0FFRYXo0qWLSEhIEOXl5Xbj3bNnj7jjjjtEYGCgaNeunfjqq6/MpldeXi6efvppkZiYKIKCgkSzZs3EnDlzjJ/funWr8Pf3N3vKuxD6J0/ffffdQgj9g/169+4tatWqJYKDg0WLFi3Ehg0bzMq/8cYbok2bNnbjJKoubIEhqiZLly5FTEwM9u7di+effx6jR4/GgAEDkJycjIMHD6J79+4YOnQoiouLAQBXr17F/fffj7Zt22L//v344YcfkJeXh4EDB7o9tvz8fERFRZmN+/XXX7F27VrMmzfP7ucKCwuRkJCA+Ph49O3bF4cPHzZ7X6fTYejQoXjppZdw++23W30+OjoazZs3x7Jly1BUVITy8nIsXLgQsbGxaNeunc15njt3Dl999RXuu+8+u3Glp6dj586dDss46/Lly1izZg06duxo9d6xY8fQuXNntGjRAhs3bqxS64RWq8ULL7yAnJwcHDhwwGaZwsJC9O7dGy1atMCBAwcwdepUTJw40ayMTqdD/fr1sXbtWvz55594/fXX8eqrr2LNmjUAgHvvvReNGjXC8uXLjZ8pKyvDihUr8PTTTwMAxowZg5KSEmzbtg1//PEH3n33Xba4kHx5O4MiUjIpLTCGo1wh9EfLISEhYujQocZxubm5AoDYtWuXEEKIt99+W3Tv3t1suqdPnxYAxLFjx9xWh7/++kuEh4eLRYsWGcf9888/Ij4+XmzdulUIYbueO3fuFEuXLhXp6eliy5Ytonfv3iI8PFycPn3aWGb69OniwQcfFDqdTgghrFpgDHVq166d0Gg0ws/PT9StW1ccPHjQKs4nnnhC1KxZUwAQffr0EdevX7cqc8stt4gaNWoIrVYr3nrrLYf1dtQCExAQIEJCQkRwcLAAIJo1ayZOnjxpLGNoTalRo4bo2rWrzZYTZ1tghBDiyJEjAoBYvXq1zVgXLlwooqOjzeq8YMECu9MzGDNmjHjssceM/7/77rvitttuM/7/5ZdfitDQUFFYWCiEEKJVq1Zi6tSpdqcnBFtgSD7YAkNUTVq3bm3828/PD9HR0WjVqpVxXJ06dQAAFy5cAAAcOnQImzdvRmhoqPF16623AgBOnDhhcx6mZU37iNhz9uxZ9OzZEwMGDMCoUaOM40eNGoXBgwfj3nvvtfvZpKQkDBs2DHfccQfuu+8+fPXVV6hduzYWLlwIADhw4ICxM7NGo7E5DSEExowZg9jYWGzfvh179+5Fv3790KdPH+Tm5pqVnT17Ng4ePIj169fjxIkTGD9+vNX0tm/fjv379yMtLQ1z5szB559/XukysOXJJ59ERkYGDh06hB07dqBJkybo3r07rl27ZlbukUcewfbt2/HVV19VaT4GQggAsLucjhw5gtatW5t1kk5KSrIqN2/ePLRr1w61a9dGaGgoFi1ahFOnThnfHzFiBLKysrB7924A+o7YAwcOREhICABg3LhxeOedd9C5c2e88cYb+P33312qF5En+Xs7ACJfERAQYPa/RqMxG2fYeel0OgD60wZ9+vTBu+++azWtunXr2pyH6VUx4eHhDuM5d+4cunbtiuTkZKvOrr/++iu++eYbvPfeewD0O1idTgd/f38sWrTIeMrBsn5t27ZFVlYWAH0yceHCBTRo0MBYpqKiAhMmTMCcOXOQnZ2NX3/9Fd999x2uXLlijHf+/Pn46aefsHTpUkyaNMn42bi4OMTFxeHWW29FVFQU7rnnHrz22mtmy6Jhw4YAgFatWiEvLw9Tp07FoEGDHC4HWyIiItCkSRMAQJMmTfDxxx+jbt26WL16NZ555hljuSlTpqB169YYPHgwhBBVPr135MgRs/irYtWqVZg4cSJmzZqFpKQkhIWFYebMmdizZ4+xTGxsLPr06YMlS5agYcOG+P7777Flyxbj+8888wx69OiBDRs24Mcff8SMGTMwa9YsPP/881WOi8hTmMAQydSdd96JL7/8EomJifD3d+6natjpVubs2bPo2rUr2rVrhyVLlkCrNW+M3bVrFyoqKoz/r1+/Hu+++y527tyJW265xeY0Kyoq8Mcff+Chhx4CAAwdOhTdunUzK9OjRw8MHToUTz31FAAY+/tYzl+r1RoTOVsM75WUlDgs4+h9Kfz8/AAA169ft3rvtddeg1arxZNPPgkhBB5//HFJ09bpdJg7dy4aNmyItm3b2ixz2223Yfny5bhx44axFcbQimLw22+/ITk5Gc8995xxnK2WumeeeQaDBg1C/fr10bhxY3Tu3Nns/fj4eKSkpCAlJQWTJ0/G4sWLmcCQLDGBIZKpMWPGYPHixRg0aBBefvllREVFISsrC6tWrcJHH31k3KlKdfbsWXTp0gUJCQl47733cPHiReN7cXFxAPQ7TFP79++HVqtFy5YtjePeeustdOrUCU2aNMHVq1cxc+ZM5OTkGFsooqOjER0dbTadgIAAxMXFoXnz5gD0p0EiIyMxfPhwvP7666hZsyYWL16MkydP4uGHHwYAbNy4EXl5eejQoQNCQ0Nx+PBhvPTSS+jcuTMSExMB6E+dNGjQwHiKbdu2bXjvvfcwbty4Ki2j4uJi42XceXl5ePvttxEUFITu3bvbLD9lyhT4+fnhySefhE6nc9jqc+nSJZw/fx7FxcXIzMzEnDlzsHfvXmzYsMHudzp48GBMmTIFo0aNwuTJk5GdnW1sHTNo2rQpli1bhk2bNqFhw4ZYvnw59u3bZ9Wq06NHD4SHh+Odd97BW2+9Zfbeiy++iF69eqFZs2a4cuUKNm/ebLUuEMkFExgimapXrx5+++03vPLKK+jevTtKSkqQkJCAnj17WrVYSPHTTz8hKysLWVlZVvcrMfTFcMaVK1cwatQonD9/HpGRkWjXrh127tyJFi1aOD2NmJgY/PDDD5gyZQruv/9+lJWV4fbbb8f69evRpk0bADAmNf/+979RUlKC+Ph49O/f3+z0kk6nw+TJk3Hy5En4+/ujcePGePfdd/Hss886HYupxYsXY/HixQCAyMhItG7dGhs3bjQmXrZMmjQJWq0WQ4cOhRACnTp1AgCr1jNDq1RwcDASEhLQtWtXLFq0yGHrWWhoKL799lukpKSgbdu2aNGiBd5991089thjxjLPPvss0tPT8fjjj0Oj0WDQoEF47rnn8P3335tNS6vVYsSIEZg+fTqGDRtm9l5FRQXGjBmDM2fOIDw8HD179nTqhoBE3qARUrZYREQq8emnn+LFF1/E1atXPTL93bt3IykpCRcvXkRMTIxH5lFVI0eOxMWLF/HNN99I/uzUqVPx9ddfV9sjDIjs4VVIROSz8vPzERoaildeecVt0ywvL0dWVhZmzpyJNm3ayCp5yc/Px44dO7By5UrJ/VpOnTqF0NBQTJ8+3UPREUnDFhgi8knXrl1DXl4eAKBWrVpuSzQyMjKQnJyMO+64A2lpaWaXz3tbly5dsHfvXjz77LOSTw2Vl5cjOzsbAIzPpCLyJiYwREREpDg8hURERESKwwSGiIiIFIcJDBERESkOExgiIiJSHCYwREREpDhMYIiIiEhxmMAQERGR4jCBISIiIsVhAkNERESK8/8APAY7yVgozJIAAAAASUVORK5CYII=","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 143 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 46 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 65 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 25 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stderr","output_type":"stream","text":["/Users/buyer/Desci/sailorsComponents/api/.venv/lib/python3.9/site-packages/lightkurve/search.py:424: LightkurveWarning: Warning: 89 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n","  warnings.warn(\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAtcAAAFzCAYAAAD16yU4AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjkuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy80BEi2AAAACXBIWXMAAA9hAAAPYQGoP6dpAABRWklEQVR4nO3de3wU1f3/8fduLpuEsEnAkAQIyB1BUIQKkYsXIgFRobZe8IbKF6+1XltEixdqkYrIF/v9CVr9gpciX9BCtV4AqaitKQJyRwFRhEqCUUMChISQzO+PcfaS6yY7ye6S1/PxyGOzM2fOnpk5c+YzZ87OOgzDMAQAAAAgaM5QFwAAAAA4WRBcAwAAADYhuAYAAABsQnANAAAA2ITgGgAAALAJwTUAAABgE4JrAAAAwCYE1wAAAIBNokNdAEiVlZU6cOCAWrduLYfDEeriAAAAoArDMHT48GG1b99eTmft/dME12HgwIEDyszMDHUxAAAAUI/9+/erY8eOtc4nuA4DrVu3lmTuLLfbHeLSAAAAoKri4mJlZmZ64rbaEFyHAWsoiNvtJrgGAAAIY/UN4eULjQAAAIBNCK4BAAAAmxBcAwAAADZhzDUAAAgbJSUlKiwsVGVlZaiLghbC6XQqJSVFCQkJtuRHcA0AAEKusrJSS5cu1b///e9QFwUt1JAhQ3T55ZfX+QzrQBBcAwCAkLMC60suuURdu3ZVVFRUqIuEFqKiokJfffWV3nrrLUnSlVdeGVR+BNcAACCkSkpKPIH1BRdcEOrioAU69dRTJUlvvfWWLrnkkqCGiPCFRgAAEFKFhYWSpK5du4a4JGjJrPpn1cfGIrgGAAAhZX15kaEgCCWr/gX7ZVqCawAAAMAmBNcA0NIVFEpbdpmvAICg8IVGAGjp8gqkoiPm/6kpoS0LEOEWLVqkZcuWaenSpX7TX3zxRf3tb3/Tr371K40aNarWdEVFRXr99df16aefqqCgQNHR0eratasuuOACjRw5stahMwcOHNCyZcu0c+dOffPNN+rYsaP+3//7fzWmXblypd544w0VFBSoQ4cOuu6663T22Wd75h88eFD/9V//VW25Xr166amnnvKb9v777+v111/XwYMHlZqaqksuuUSXXHJJtXXfsGGDvv/+e0lShw4d9POf/1wjRoyo9hn79+/Xyy+/rK1bt+rEiRPq0KGDbrjhBg0YMECStGnTJq1cuVI7d+7UoUOHlJaWpuzsbF166aWKjvYPa48fP64lS5bogw8+0I8//qjk5GQNHz5cN910U43bxS4E1wDQ0mWk+r8CsNXChQv1t7/9TbfffrtGjRpVa7oDBw7ooYceUmVlpcaNG6fu3burvLxcW7Zs0QsvvCC3260hQ4bUuOy+ffu0fv169ezZU4Zh1Dpu+KOPPtL//M//6IorrlD//v318ccfa8aMGZo5c6Z69+7tl/b6669Xv379PO/j4+P95n/88ceaO3euLr30Ug0aNEjbt2/XCy+8IIfDoYsvvtiTrrS0VDk5OerYsaMcDof+9a9/adasWaqsrNR5553nSffNN99oypQpGjBggO677z5FR0drz549Kisr86R57733VFZWpmuuuUapqan64osv9Je//EX79u3T3Xff7UlXWVmpxx9/XPn5+ZowYYLS0tJUUFCg//znP7Vuf7sQXANAS5eaQo810EReeeUVvfHGG7rttts0evToOtPOnj1bFRUVmjNnjtq2beuZPnDgQI0dO1YlJSW1Lnv22Wd7Au85c+boyy+/rDHdokWLNHz4cF177bWSpP79+2vv3r1avHixHn30Ub+07du3rxZw+/rLX/6irKwsTZ48WZI0YMAAHT16VIsWLdLo0aM9Pcl33HGH33JnnXWW9u/fr9WrV/sF188++6wGDBigKVOmeKZZPdaW2267TUlJSZ73/fr1k2EYevXVV3XjjTd65r3//vvatWuXnn32WbVp06bWdWgKjLkGAABoAosWLdKSJUt0yy236KKLLqoz7fbt27Vr1y5dfvnlfoG1pV27dp5nMdckkF8VzM/P17fffqthw4b5TR8+fLg2b96s8vLyevOwlJaW6sCBA9WC3wEDBujw4cP64osv6ly+devWOnHihOf9/v37tWPHjmpDSqryDawtXbt2lWEYfo/QW7lypYYOHdrsgbVEcA0AAGC7//u//9Nrr72m//qv//IbIlGbbdu2STJ7qZuKNSSiY8eOftMzMzN14sQJ5efn+01/9tlnNW7cOF177bX605/+pMOHD3vmnThxQoZhKCYmxm8Z6/3+/fv9phuGoYqKCh05ckT/+Mc/tHHjRr/tsnPnTklm0H7XXXdp3LhxuvHGG/XXv/613vXasWOHYmJilJaW5inbnj171K5dOz399NP65S9/qSuuuEIzZ84M+hnWgWBYCAAAiAwFheYXcDNS6x/K1FRpA1BaWqpXX31Vo0aN0rhx4wJa5ocffpAkpaY23Xcfjhwxv7icmJjoN916b82PiYnRmDFjdNZZZ6lVq1batWuXlixZoi+//FKzZ89WdHS0EhMT1bp1a+3atUvZ2dmevKwg2crLsnnzZk2bNk2S+TzpW265RUOHDvXMt4Lep556SuPGjdOkSZP02WefaeHChYqPj9eYMWNqXKcDBw7orbfe0pgxYzxjwg8fPqwTJ07ojTfeUN++ffXggw+quLhYCxYs0IwZMzRr1qzGbcAAEVwDAIDI0JAn2zRV2gDExsaqR48e+vDDDzVy5Ej16dMn6DybU5s2bXT77bd73vfr10+dOnXS9OnTlZubq+HDh0uSLrroIi1btkx9+vTRoEGDtGPHDr355ps15tmzZ089/fTTKikp0YYNG/T8888rKirK8wVPwzAkSRdccIGuvPJKSeZ48B9++EFLliypMbguKSnRjBkzlJaWpuuuu84z3foyZ3x8vB588EFPb3pycrKmTZumzZs364wzzgh2M9WKYSEAACAyZKRKSYmBPdmmqdIGwOl0atq0aerQoYOmT5+uvXv31ruMNc66oKDAljLUxOqhPnr0qN/02nq0fQ0aNEhxcXHas2ePZ9rll1+urKwsPf3005owYYJmzZqla665RpKqjXVOSEhQjx49dMYZZ+imm27SRRddpBdffFEVFRV+n92/f3+/5c444wx9//331b7MWV5erj/84Q86cuSIHnnkEcXFxXnmtWrVSg6HQ7179/YbttKvXz85nU7t27evjq0UPIJrAAAQGVJTpP49A+tdbqq0AWrVqpUee+wxud1uPfLII9XGM1d1+umnS5I2btxoWxmqssZaV30c3X/+8x9FR0crPT29Qfm5XC7df//9euWVV/SnP/1Jr7zyinr06CHJfCZ2Xbp3766SkhIVFxdLkjp16lRnet8vW1ZWVmr27Nnas2ePHn300WpDaeLi4tSuXbuA8moKBNcAAABNIDk5Wb///e8lSQ8//HCdX6br27evevbsqSVLlujHH3+sNr+goCCgHvC6pKenq0OHDvrXv/7lN/3jjz/WGWecUe3Lib7WrVun0tJST/DsKykpSaeeeqri4uL09ttvq2/fvtW+NFnVjh07lJCQILfbLUnq3bu3Wrdurc2bN/ul27hxo1JTU/2eEjJ//nx9+umneuihh2p9gsrPfvYzff755zp+/Lhn2ubNm1VZWalu3brVWbZgMeYaAACgiaSlpWn69Ol64IEH9Mgjj+iJJ55Qq1atakx733336cEHH9Q999yj8ePHe35EZtu2bXr77bd1zz331BpMlpaWasOGDZLMQLykpMQTRJ9++ume4HTChAmaPXu20tPTPT8is2vXLs2cOdOT14svviiHw6FevXopMTFRu3bt0tKlS9W9e3e/H7FZv3698vLy1KlTJx05ckRr1qzR1q1b9cc//tGT5uuvv9bChQs1bNgwtWvXTqWlpVq3bp1Wrlyp66+/3vOLk9HR0br66qv1wgsvKDExUaeddpo2bNigjz/+2O852UuWLNG7776ryy67TDExMX6P/OvUqZMSEhIkSZdddpk++OADPf7447r00ktVVFSkl156SX369Kk29MRuBNcAAABNqHPnznrkkUf0u9/9TtOnT9f06dNrTNe+fXv993//t9544w29++67KigoUExMjLp27arJkyfrZz/7Wa2fUVRU5BcgS/K8nzFjhueXFs8991yVlZXp9ddf1+uvv66OHTvqwQcf9PuxmMzMTL3zzjtasWKFysrK1LZtW1144YW65ppr/H5+PSoqSqtWrdKBAwcUHR2t008/XbNmzVJmZqYnTXJyshITE7V48WIVFhaqVatW6tChgx588MFqvzZ58cUXyzAMvfnmm1qyZInS0tI8PxdvsYbN/PWvf632mD7f9UxNTdWMGTP05z//WU888YRcLpeGDBmim266SQ6Ho9btaAeHYX09EyFTXFyspKQkFRUVeW6PAADQUuzfv19PP/207r33Xr/ADGhO9dXDQOM1xlwDAAAANiG4BgAAAGxCcA0AAADYhOAaAAAAsAnBNQAAAGATgmsAABBSTqcZjlg/hQ2EglX/rPrYWATXAAAgpFJSzJ8d/+qrr0JcErRkVv2z6mNj8SMyAAAgpBISEjRkyBC99dZbkqSuXbv6/VgJ0JQqKir01Vdf6a233tKQIUM8v/LYWATXAAAg5C6//HJJ8gTYQHMbMmSIpx4Gg19oDAP8QiMAAKaSkhIVFhaqsrIy1EVBC+F0OpWSklJvj3Wg8Ro91wAAIGwkJCQEfVseCCW+0AgAAADYhOAaAAAAsAnBNQAAAGATgmsAAADAJgTXAAAAgE0IrgEAAACbhF1wPW/ePPXv319ut1tut1tZWVl69913PfOff/55nXfeeXK73XI4HDp06JDf8nv37tWkSZPUpUsXxcfHq1u3bnrkkUd0/Phxv3RbtmzR8OHDFRcXp8zMTD355JPVyrJ06VL17t1bcXFx6tevn9555x2/+YZh6OGHH1ZGRobi4+OVnZ2t3bt327cxAAAAEFHCLrju2LGjZs6cqQ0bNmj9+vW64IILNG7cOG3fvl2S+XD50aNH68EHH6xx+S+++EKVlZV67rnntH37ds2ZM0fz58/3S19cXKxRo0apc+fO2rBhg2bNmqVHH31Uzz//vCfNJ598ogkTJmjSpEnauHGjxo8fr/Hjx2vbtm2eNE8++aSeeeYZzZ8/X2vXrlWrVq2Uk5Oj0tLSJto6AAAACGcR8QuNbdq00axZszRp0iTPtDVr1uj8889XYWGhkpOT61x+1qxZmjdvnr766itJZu/4Qw89pPz8fMXGxkqSHnjgAS1fvlxffPGFJOnKK6/U0aNH9fe//92Tz5AhQ3TmmWdq/vz5MgxD7du313333af7779fklRUVKS0tDQtXLhQV111VcDrxy80AgAAhLdA47Ww67n2VVFRocWLF+vo0aPKyspqdD5FRUVq06aN531ubq5GjBjhCawlKScnRzt37lRhYaEnTXZ2tl8+OTk5ys3NlSR9/fXXys/P90uTlJSkwYMHe9LUpqysTMXFxX5/AAAAiHxhGVxv3bpViYmJcrlcuvXWW7Vs2TL16dOnUXl9+eWX+tOf/qRbbrnFMy0/P19paWl+6az3+fn5dabxne+7XE1pavPEE08oKSnJ85eZmdmINQMAAEC4CcvgulevXtq0aZPWrl2r2267TRMnTtSOHTsanM+3336r0aNH6/LLL9fkyZOboKSNM3XqVBUVFXn+9u/fH+oiAQAAwAbRoS5ATWJjY9W9e3dJ0sCBA7Vu3TrNnTtXzz33XMB5HDhwQOeff77OOeccvy8qSlJ6eroOHjzoN816n56eXmca3/nWtIyMDL80Z555Zp1lc7lccrlcAa8LAAAAIkNY9lxXVVlZqbKysoDTf/vttzrvvPM0cOBALViwQE6n/2pmZWXpo48+Unl5uWfaqlWr1KtXL6WkpHjSrF692m+5VatWecZ+d+nSRenp6X5piouLtXbt2qDGhwMAACByhV3P9dSpUzVmzBh16tRJhw8f1qJFi7RmzRqtWLFCkjnWOT8/X19++aUkc3x269at1alTJ7Vp08YTWHfu3FlPPfWUCgoKPHlbvc1XX321HnvsMU2aNElTpkzRtm3bNHfuXM2ZM8eT9q677tK5556r2bNna+zYsVq8eLHWr1/v6QV3OBy6++679fjjj6tHjx7q0qWLpk2bpvbt22v8+PHNtLUAAAAQVowwc9NNNxmdO3c2YmNjjdTUVGPkyJHGypUrPfMfeeQRQ1K1vwULFhiGYRgLFiyocX7VVd28ebMxbNgww+VyGR06dDBmzpxZrSxLliwxevbsacTGxhp9+/Y13n77bb/5lZWVxrRp04y0tDTD5XIZI0eONHbu3NngdS4qKjIkGUVFRQ1eFgAAAE0v0HgtIp5zfbLjOdcAAADh7aR4zjUAAAAQSQiuAQAAAJsQXAMAAAA2IbgGAAAAbEJwDQAAANiE4BoAAACwCcE1AAAAYBOCawAAAMAmBNcAAACATQiuAQAAAJsQXAMAAAA2IbgGAAAAbEJwDQAAANiE4BoAAACwCcE1AAAAYBOCawAAAMAmBNcAAACATQiuAQAAAJsQXAMAAAA2IbgGAAAAbEJwDQAAANiE4BoAAACwCcE1AAAAYBOCawAAAMAmBNcAAACATQiuAQAAAJsQXAMAAAA2IbgGAAAAbEJwDQAAANiE4BoAAACwCcE1AAAAYBOCawAAAMAmBNcAAACATQiuAQAAAJsQXAMAAAA2IbgGAAAAbEJwDQAAANiE4BoAAACwCcE1AAAAYBOCawAAAMAmBNcAAACATQiuAQAAAJsQXAMAAAA2IbgGAAAAbEJwDQAAANiE4BoAAACwCcE1AAAAYBOCawAAAMAmBNcAAACATQiuAQAAAJsQXAMAAAA2IbgGAAAAbEJwDQAAANiE4BoAAACwCcE1AAAAYBOCawAAAMAmBNcAAACATRoVXL/55psN/jt27FhAec+bN0/9+/eX2+2W2+1WVlaW3n33Xc/8559/Xuedd57cbrccDocOHTpULY8ff/xR11xzjdxut5KTkzVp0iQdOXLEL82WLVs0fPhwxcXFKTMzU08++WS1fJYuXarevXsrLi5O/fr10zvvvOM33zAMPfzww8rIyFB8fLyys7O1e/fugNYTAAAAJ5/oxiw0fvz4BqV3OBzavXu3unbtWm/ajh07aubMmerRo4cMw9BLL72kcePGaePGjerbt69KSko0evRojR49WlOnTq0xj2uuuUZ5eXlatWqVysvLdeONN+rmm2/WokWLJEnFxcUaNWqUsrOzNX/+fG3dulU33XSTkpOTdfPNN0uSPvnkE02YMEFPPPGELr74Yi1atEjjx4/XZ599ptNPP12S9OSTT+qZZ57RSy+9pC5dumjatGnKycnRjh07FBcX16BtBAAAgJOA0QgOh8M4ePBgwOkTExONPXv2NOajDMMwjJSUFOOFF17wm/bBBx8YkozCwkK/6Tt27DAkGevWrfNMe/fddw2Hw2F8++23hmEYxrPPPmukpKQYZWVlnjRTpkwxevXq5Xl/xRVXGGPHjvXLe/DgwcYtt9xiGIZhVFZWGunp6casWbM88w8dOmS4XC7jtddea9D6FRUVGZKMoqKiBi0HAACA5hFovNaoYSETJ05UfHx8wOmvvfZaud3uBn9ORUWFFi9erKNHjyorKyugZXJzc5WcnKxBgwZ5pmVnZ8vpdGrt2rWeNCNGjFBsbKwnTU5Ojnbu3KnCwkJPmuzsbL+8c3JylJubK0n6+uuvlZ+f75cmKSlJgwcP9qSpTVlZmYqLi/3+AAAAEPkaFVwvWLBArVu3Djj9vHnzdMoppwScfuvWrUpMTJTL5dKtt96qZcuWqU+fPgEtm5+fr3bt2vlNi46OVps2bZSfn+9Jk5aW5pfGel9fGt/5vsvVlKY2TzzxhJKSkjx/mZmZAa0bAAAAwltYPi2kV69e2rRpk9auXavbbrtNEydO1I4dO0JdLNtMnTpVRUVFnr/9+/eHukgAAACwgW3BtTXkwg6xsbHq3r27Bg4cqCeeeEJnnHGG5s6dG9Cy6enp+u677/ymnThxQj/++KPS09M9aQ4ePOiXxnpfXxrf+b7L1ZSmNi6Xy/M0FOsPAAAAkc+24Pryyy+3K6tqKisrVVZWFlDarKwsHTp0SBs2bPBM+8c//qHKykoNHjzYk+ajjz5SeXm5J82qVavUq1cvpaSkeNKsXr3aL+9Vq1Z5xn536dJF6enpfmmKi4u1du3agMeHAwAA4OTSoEfxXXHFFTVONwxDP/74oy0Fmjp1qsaMGaNOnTrp8OHDWrRokdasWaMVK1ZIMsc65+fn68svv5Rkjs9u3bq1OnXqpDZt2ui0007T6NGjNXnyZM2fP1/l5eX61a9+pauuukrt27eXJF199dV67LHHNGnSJE2ZMkXbtm3T3LlzNWfOHE857rrrLp177rmaPXu2xo4dq8WLF2v9+vV6/vnnJZmPF7z77rv1+OOPq0ePHp5H8bVv377BjyoEAADASaIhjyBJSUkx/v73vxtr1qzx+/vggw+Mdu3aBfN0E4+bbrrJ6Ny5sxEbG2ukpqYaI0eONFauXOmZ/8gjjxiSqv0tWLDAk+aHH34wJkyYYCQmJhput9u48cYbjcOHD/t9zubNm41hw4YZLpfL6NChgzFz5sxqZVmyZInRs2dPIzY21ujbt6/x9ttv+82vrKw0pk2bZqSlpRkul8sYOXKksXPnzgavM4/iAwAACG+BxmsOwzCMQAPxyy67THfffbdGjBhRbd6FF16oVatW2RPxtzDFxcVKSkpSUVER468BAADCUKDxWoOCazQNgmsAAIDwFmi8FtQXGut7njMAAADQkgQVXI8aNcqucgAAAAARL6jgmhElAAAAgFdQwbXD4bCrHAAAAEDEC8ufPwcAAAAiEcE1AAAAYJOgguuoqCi7ygEAAABEvKCC640bN9pVDgAAACDiBT0s5NixYyopKfG8/+abb/Tf//3fWrlyZbBZAwAAABEl6OB63LhxevnllyVJhw4d0uDBgzV79myNGzdO8+bNC7qAAAAAQKQIOrj+7LPPNHz4cEnS66+/rrS0NH3zzTd6+eWX9cwzzwRdQAAAACBSBB1cl5SUqHXr1pKklStX6rLLLpPT6dSQIUP0zTffBF1AAAAAIFIEHVx3795dy5cv1/79+7VixQrPT6J/9913crvdQRcQAAAAiBRBB9cPP/yw7r//fp166qkaPHiwsrKyJJm92AMGDAi6gAAAAECkcBiGYQSbSX5+vvLy8nTGGWfI6TTj9U8//VRut1u9e/cOupAnu+LiYiUlJamoqIjefgAAgDAUaLwWbceHpaenKz093W/a2WefbUfWAAAAQMTg588BAAAAmxBcAwAAADYJKrjOz8+3qxwAAABAxAsquLYeuwcAAAAgyODahgeNAAAAACeNoIJrh8NhVzkAAACAiMcXGgEAAACbEFwDAAAANgkquI6KirKrHAAAAEDECyq43rhxo13lAAAAACIew0IAAAAAm9gSXH/88ce69tprlZWVpW+//VaS9Morr+if//ynHdkDAAAAESHo4PqNN95QTk6O4uPjtXHjRpWVlUmSioqKNGPGjKALCAAAAESKoIPrxx9/XPPnz9ef//xnxcTEeKYPHTpUn332WbDZAwAAABEj6OB6586dGjFiRLXpSUlJOnToULDZAwAAABEj6OA6PT1dX375ZbXp//znP9W1a9dgswcAAAAiRtDB9eTJk3XXXXdp7dq1cjgcOnDggP7yl7/o/vvv12233WZHGQEAAICIEB1sBg888IAqKys1cuRIlZSUaMSIEXK5XLr//vt155132lFGAAAAICI4DMMw7Mjo+PHj+vLLL3XkyBH16dNHiYmJdmTbIhQXFyspKUlFRUVyu92hLg4AAACqCDRea9SwkC1btqiystJvWmxsrPr06aOzzz67WmC9fft2nThxojEfBQBoTgWF0pZd5isAoMEaFVwPGDBAP/zwQ8Dps7KytG/fvsZ8FACgOeUVSEVHzFcAQIM1asy1YRiaNm2aEhISAkp//PjxxnwMAKC5ZaT6vwIAGqRRwfWIESO0c+fOgNNnZWUpPj6+MR8FAGhOqSnmHwCgURoVXK9Zs8bmYgAAAACRL+jnXAMAAAAwEVwDAAAANiG4BgAAAGxCcA0AAADYhOAaAAAAsEnQwfUHH3xQ67znnnsu2OwBAACAiBF0cD169Gj95je/UXl5uWfa999/r0suuUQPPPBAsNkDAAAAEcOWnutly5bpZz/7mXbs2KG3335bp59+uoqLi7Vp0yYbiggAAABEhqCD63POOUebNm3S6aefrrPOOks///nPdc8992jNmjXq3LmzHWUEAAAAIoItX2jctWuX1q9fr44dOyo6Olo7d+5USUmJHVkDAAAAESPo4HrmzJnKysrShRdeqG3btunTTz/Vxo0b1b9/f+Xm5tpRRgAAACAiBB1cz507V8uXL9ef/vQnxcXF6fTTT9enn36qyy67TOedd54NRQQAAAAiQ3SwGWzdulWnnHKK37SYmBjNmjVLF198cbDZAwAAABEj6J7rqoG1r3PPPTfY7AEAAICIEXTP9fTp0+uc//DDDwf7EQAAAEBECDq4XrZsmd/78vJyff3114qOjla3bt0IrgEAANBiBD0sZOPGjX5/27ZtU15enkaOHKl77rmnwfnNmzdP/fv3l9vtltvtVlZWlt59913P/NLSUt1xxx1q27atEhMT9Ytf/EIHDx70y2PdunUaOXKkkpOTlZKSopycHG3evNkvzZYtWzR8+HDFxcUpMzNTTz75ZLWyLF26VL1791ZcXJz69eund955x2++YRh6+OGHlZGRofj4eGVnZ2v37t0NXmcAAACcHGx5znVVbrdbjz32mKZNm9bgZTt27KiZM2dqw4YNWr9+vS644AKNGzdO27dvlyTdc889euutt7R06VJ9+OGHOnDggC677DLP8keOHNHo0aPVqVMnrV27Vv/85z/VunVr5eTkeH6ivbi4WKNGjVLnzp21YcMGzZo1S48++qief/55Tz6ffPKJJkyYoEmTJmnjxo0aP368xo8fr23btnnSPPnkk3rmmWc0f/58rV27Vq1atVJOTo5KS0sbu+kAAAAQyYwm8vHHHxvJycm25JWSkmK88MILxqFDh4yYmBhj6dKlnnmff/65IcnIzc01DMMw1q1bZ0gy9u3b50mzZcsWQ5Kxe/duwzAM49lnnzVSUlKMsrIyT5opU6YYvXr18ry/4oorjLFjx/qVY/DgwcYtt9xiGIZhVFZWGunp6casWbM88w8dOmS4XC7jtddea9D6FRUVGZKMoqKiBi0HAACA5hFovBb0mOtnnnmmarCuvLw8vfLKKxozZkxQeVdUVGjp0qU6evSosrKytGHDBpWXlys7O9uTpnfv3urUqZNyc3M1ZMgQ9erVS23bttWLL76oBx98UBUVFXrxxRd12mmn6dRTT5Uk5ebmasSIEYqNjfXkk5OToz/+8Y8qLCxUSkqKcnNzde+99/qVJycnR8uXL5ckff3118rPz/crS1JSkgYPHqzc3FxdddVVta5XWVmZysrKPO+Li4uD2UwAAAAIE0EH13PmzPF773Q6lZqaqokTJ2rq1KmNynPr1q3KyspSaWmpEhMTtWzZMvXp00ebNm1SbGyskpOT/dKnpaUpPz9fktS6dWutWbNG48eP1+9//3tJUo8ePbRixQpFR5urm5+fry5dulTLw5qXkpKi/Px8z7SaPsd6rStNbZ544gk99thjgW4OAAAARIigg+uvv/7ajnL46dWrlzZt2qSioiK9/vrrmjhxoj788MOAlj127JgmTZqkoUOH6rXXXlNFRYWeeuopjR07VuvWrVN8fLzt5W2oqVOn+vWKFxcXKzMzM4QlAgAAgB2CDq6bQmxsrLp37y5JGjhwoNatW6e5c+fqyiuv1PHjx3Xo0CG/3uuDBw8qPT1dkrRo0SLt3btXubm5cjqdnmkpKSn629/+pquuukrp6enVnjBivbfyqS2N73xrWkZGhl+aM888s871c7lccrlcDdkkAAAAiACNCq6rjkWuy9NPP92Yj/BTWVmpsrIyDRw4UDExMVq9erV+8YtfSJJ27typffv2KSsrS5JUUlIip9Mph8PhWd56X1lZKUnKysrSQw89pPLycsXExEiSVq1apV69eiklJcWTZvXq1br77rs9+axatcrzOV26dFF6erpWr17tCaaLi4u1du1a3XbbbUGvM4BmVFAo5RVIGalSakqoSwMAiGCNCq43btwYUDrfADdQU6dO1ZgxY9SpUycdPnxYixYt0po1a7RixQolJSVp0qRJuvfee9WmTRu53W7deeedysrK0pAhQyRJF154oX7zm9/ojjvu0J133qnKykrNnDlT0dHROv/88yVJV199tR577DFNmjRJU6ZM0bZt2zR37ly/8eN33XWXzj33XM2ePVtjx47V4sWLtX79es/j+hwOh+6++249/vjj6tGjh7p06aJp06apffv2Gj9+fIPXG0AI5RVIRUfM/wmuAQDBaOzjSPbs2WNUVFQ0dvFa3XTTTUbnzp2N2NhYIzU11Rg5cqSxcuVKz/xjx44Zt99+u5GSkmIkJCQYP//5z428vDy/PFauXGkMHTrUSEpKMlJSUowLLrjA86g+y+bNm41hw4YZLpfL6NChgzFz5sxqZVmyZInRs2dPIzY21ujbt6/x9ttv+82vrKw0pk2bZqSlpRkul8sYOXKksXPnzgavM4/iA0Lsux8NY/NO8xUAgBoEGq85DMMwGhOUR0VFKS8vT+3atZMkXXnllXrmmWeqPT0D9SsuLlZSUpKKiorkdrtDXRwAAABUEWi81uhfaKwak7/zzjs6evRoY7MDAAAAIl6T/Pw5AAAA0BI1Orh2OBzVvrDYmC8wogUpKJS27DJfAQAATkKNfs61YRi64YYbPM9rLi0t1a233qpWrVr5pfvrX/8aXAlx8uCJDAAA4CTX6OB64sSJfu+vvfbaoAuDk1xGqv8rAADASabRTwuBfXhaCAAAQHhr8qeFAGhmjFkHACDsNXpYCIBmxph1AADCHsE1ECkYsw4AQNgjuAYiRWoKPdZoegWF5l2SjFTqGwA0AsE1AMCL4UcAEBSCawCAF8OPACAoBNcAAC+GHwFAUHgUHwAAAGATgmsAAADAJgTXAAAAgE0IrgEAAACbEFwDAAAANiG4BgAAAGxCcA0AAADYhOAaAAAAsAnBNQAAAGATgmsAgKmgUNqyy3xFeGNfAWGLnz8HAJjyCqSiI+b//AR6eGNfAWGL4BoAYMpI9X9F+GJfAWGL4BqoSUGh2TOUkUqvEFqO1BTqe6RgXwFhizHXQE2sW655BaEuCYLBuFQAQDOj5xotW2091NxyPTkwLhUA0MwIrhE5mmKoRm3BF7dcTw5cJAEAmhnBNSJHU/RCEnyd3LhIAlo2vj+DECC4RuRoikCY4AtAOCIotAdDwxACBNctWVM23k2RN4EwgJaCoNAe3J1ECBBct2RN2XhzYgCaBj2aLUNDg8KWVC8asq6+nTItaRshpAiuW7KmvKKntwBoGuF44UrQYr+G3qkLx3rRVL45IB09Jh0vZxuFGsd+jQiuW7KmHGYRSUM4aBwQSZr7wjWQ44OgJfTo0Kgf28h+HPs1IrgGIq1x4GKg5ahpXzf3hWsgxwdBS2hFUptgR1k7t/fmgdCq79iPpLppI4JrtBwnyw/GRNrFABovHPZ1bcdH1eOJuhg64VBPAmVHWavWt0ADuEjaTpGivmO/hW5zguuWLBKvKIMpc00HeSRug0i7GEDjhcO+ru3k2UJPmmEpHOpJoJqirIHWxaqfHYntf6Rpoduc4LolC9eTY10Hn2+ZrfeBHqTWwd0qXtqyy3zfFNugqRsPegkDF+y+aOzywXxuTT3CBYXeOhtsfnYtE0kBXbgLtp42xxMxfPOVGv8ZDWm/AlmXPfvNNjwmuv66WPWzQ3UObCEBpqTAt3lDt0mYb0OC65Ys1CfH2g6OugJo3zI3tGG0DvItu7zL2b0NCgqlXXulisrAyxVovk3ZkDRF/uHQ+AV78mzs8sGcQGp6EoI1ra6y7Nkv5X8vpZ8idcv0n152XCopDXwdAlnvxlzkhUOdaC4NWVc7g7ymChitfI+XS8fKpMrK6k/rKCg066pkjouu+vn1za/tM6Wa0xYUSv85aP5ffsJMX1vamoTqHJhXIB06LB0+ar4/2Y8FX7Vt87razJrqTLh2Dv6E4Lolq+vkWNOJwc5eQMkMQk9UVG9gagqgj5d7l+3f0z/fhjaMvvnb3QucV2AG1lHOprnt6bsdrOnBBipNdUEQisavah0N9pZkTXc7pNrzsPJvFe+/vDWv6nauqTwnKszXklJzfmqKd1plpZm+prLnf2+my//eP7guP+F9rW39fct99FjN5a+q6jL1bdOmqmd1lS1SLuzsDPIaWmct9e3PVvFmQHj0mHeaVS8teQXe+VY99d0X1kWi73zrs785YOYXHeUNonzXZf127+dZaaygSzKPjcLiwB/PZ1cdqS+fmuZnpJrnvYo6judQsfOuW01qO+fWdAxYbYa13323VUaqua+Pl3vbyTBCcI3qajsJVj1ZNPQg9O2Rk7wHjG8D49v7lpoiFR8xG6ETFWawUXTETCOZDWyK29tbYZXR92Tie6LwnV81QK9vewS6nlUD98ao6SRn5VtSak47XCKdOCE5flqmsbdZfRuv6ChzeqAni/qCqsYGDI29sKup3jb0NnDVC0Dr5G311ln/Hz1m7ouq28H3Iig2xqy/e/Z767xhmK9W8Fr1Ls03B8xeZivtjj1SmyRvgGx9/p795mc6HGbAI5nBhSRVGtK/t5j/V1R6pzvkPQYLi6WOaWYQ7rvdDh81l5dqPkZ89/2BAjNv3/LXVQ99Lzx9A7+mGK4TzPAxu/ie/K39VVsZ6hr+05CLGN/t4lsXy46b29734rxqHlXvjlisz87/3lt/LcfLvXWt/IS3rklmHfv4M3MZwzDf+yopNQPmFLf07XfevMtk1kff7bJll39QXybz2HA4VM2xMv+LCt9eT9/3Vlrf9azpQqS2O0K+y9V1l8pqO2ra9r6fWXU53za6OetvMJ0iwfTI1xR079nvjRNaxftvq9QUb1nD7QJFksMwqh4taG7FxcVKSkpSUVGR3G53039gfQfrll3mARLllHqeak7LKzAbsuIjkjvRbAitRiMpsfqJeM9+8+QbE+1tkL742mx8rcDi6DHJFSslxJkN85ES/zycTvPvxAkz3fHy6o27X1qHeQJJbu0NgJxOc35Sovlqjc0rP2HOc8V4e0msMvtOz/9e+rHI+xnxLm8jXVcAWHzE2yC7E6v3ClonGuuzN+ww1z8u1mxMKirN7W1tr0F9zfTrt/ufZCSpT7fAe2p898Ggvv77Os5lliE62kyTlOg9qfquh7XfnQ4zEEtK9J7Ma+oRDfQ2cNWTUbzLDFB9AwXfuuZ70nMn+l8k9Dw1sP1StWzW9rBO2law0CreWxYrCHE6vYGDlcZ6RJi1Dr7zfVll3Jfnv9+r9gQ2NWs9rTJax1xlpdQ+1Tx2fbfz0WPm9vFdJ+sY9q3XKe7qgaBvPoXFNR//bZKkfj28eVv7LpC2x7f3U/L2blp1x7c+NTRo8Q1wq65jbUGv7/Fmbevk1tXbyoLC6hdg1n6JjTFfrQsuyb89qMr3eHYneveVYZjbIyrKPy9XrLmPU1PMQNg3OA41h8OsG65YbxvskNTYiMVqv6320+Ewt0dlpfeckJRoBv1lx8120BXjn37EQPP/2uqDb7tutRPWekg/tZs/ndOq1nXJrAfWMBfJvAC2LnhioqWKitqDfLvUdVzU1/EheS/Uk1t72+6ajpGaxvBX7Qzbscd8tY6d2u64NeOFc6DxGsF1GGj24LqmBtjpNN9L3h4IqzGSvFf41nTrBGCdiJNbm9Osg8O3lyLF7W2wJDONK9Z7siw7Xj1grCo62myQ6uN0mmWxGmNLmySzUfK9LWmxGj9rHKFvXjWdbKquj2Suj+Q/rWo+VqAvBfY5vtNdsebJ0dpuhuHtobU+2/d2qm9Qcuiw2TBHR3nX3co7McHM60SFf9mdTjO4snonHQ6zflRUmtsqNsb/xGIt73RKvbuYZTxQUD34rC0okLwXDg6HmX/5CXNZ30batxH910b/Xo2SUnNZ6wLIumCyTlZWgGwF6ZL/ibF/T2ntFqm0yj50xXpvicdEm/9XrV++aSsqA6ur4a5q4C2Zx1FNF5vFR/yDAovT6a17kncf+dYL670lOsq80CstM4Ofqj2iDkkJ8f6BsmS2a1Xbnf49pa27/feXdWHje5HUu0v1iwArkLfqXtWe15rW1ar7vj2xvtokedvO4iPeC5b68q6JK9bcFqXHzYszQzW3PwhcYkL1Th5ffbqZr1YAGeU0OxjiXea2r+3iuGodt1idRrExZv2regxZddXqETYM/7bZ6rxqqsCyaq+9b+eDdexbx1F0tCTDe063+HYyWBcskvec4Yo1LxqsbWcF0lYHmeTt8LEukK3zmtUuRDmlXl2aJcAmuI4gzR5cW72kgap6xR/JamvkmpMVpDZ0XiAcjp+CIsN7e78+0VE1nxRqCq4cDqlDu+pBtV9+dVwIdUzz9hhbvcxWD6A11MX6HOtE0ruLOS2vQDpWagYTiQlmI2sFTdbdEKshtwJyq+fDyjMqyr9svsGfbw9Z1e0Q6joTjhySon7qTWvK7ZPi9q8bkveCxwpQrTpVVu5NV9ex5HCY5beOEafTvGis2i7WdAzUxepcwMnLtz2Ii61+Md7c6uu0aCjfu42+HU59ulW/iI6OkuSouzOhts6j2lidXTWdW+q6c2H3dqgFwXUEafbg+sP1Tf8ZgF2sC4aqDbRvEF81oK+vBwqoD3UIkcJ3eE8wCgr9OyQiSZgF185a5wBAODCMmns+fIPpqj0nBEUIhtNJHULkKDvu/0XNxrIeFhCJUpqhY7IBCK4BAPAVTl/sAwJhx5ehI3nMfpgNxyK4BgAAiGTBfFfnZGB97yZMEFwDAABEsopmfoxnuGnME3eaEME1AAAAYBOCawAAgEjW0h/8Zv3eQ5gguAYAAIhk0dGhLkFoFR8JdQn8EFwDAABEsvS2oS5BaKWfEuoS+CG4BgAAiGT5P4S6BKHlTgx1CfwQXLdEiQmhLgEAuzhkjjd00pyjmTkd/u8dDrMeOp3mecbpNOtmn261j4lt6cMZ7FLXT5C3BHkFoS6BH2p1SxTDbgfCRopbOlxS/eTocFT/kpLTWf0HTqKipOgo7w9AREeZ06z3vstER5v/W+9ryg8nt+go85nIDfkCnCvW/wdG+nTz/tT2nv1S/vdmnSs/ISUlSv17Vs+j+Ij0n4M/lSFakmHeyi8s9tZ9p9MsV0v/cl5jtEkKPo+4WKk0An9IJjpaykgNdSn8EGW1RBmpNZ/Mw0lMtBQbI5WU1t3QWj95WtszLqOc5onE6ZAMmXlZD5sPs190QgSqKQD2nRcVZT5/trY00dFmILJ+u3k8Wvm5YqWEOP/j1BUrdcs0gxnfwNn68QirXndub75aP4fcub03EJKkLbukQ4e9QUxd6wCvcNhO0VHeX+IL9MKoTZK5v51OyRVj1ofiI2ZALIdZv6xe5ePlZrubmiIdKDDzdzjM+matf2KCf33qlmn+FRSavYe1BTm+7a0rRhrU1/x//XbztVW8+dlFR8zXigrzVv+hw2Y5nE6pdxcz7a69Zr2PckqVhv/FYrzL3EYVlYGd41yx5nY9VhbY9gyHelCTfj2Cz6OsPPg8mpvTKQ09M9SlqCbs7iPOmzdP/fv3l9vtltvtVlZWlt59913P/NLSUt1xxx1q27atEhMT9Ytf/EIHDx6sls/ChQvVv39/xcXFqV27drrjjjv85m/ZskXDhw9XXFycMjMz9eSTT1bLY+nSperdu7fi4uLUr18/vfPOO37zDcPQww8/rIyMDMXHxys7O1u7d++2aUs0odQUszJaV7qJCWbDFsht5ehoszFqFV/7bT7rdqCvVvHSuYPqvwXo+Ok2o2GYje9pXc1lo6PNPDummX/W7caM1Nob81bx0rCzzF4Wq0ckOso8uVgBSE2sW+yt4s3gvWOa97XqejmdZpkdjuq3QTumedenKms71rodqmwTV6z/n6+OaebntYqv/fMCERdejzIKG7X1CKW4pREDze1fVcc0c97QM806bNX7xAT/OtWzszm9c3vzfYd25mu3TDPo7tnZfN+nmzSkv3nspqaY9bhjmhlsJLc2lx/U1/yz0vi+95WRai7TMc187dDOe4w5HNWPUd/joKY2wje9dTz4suprbVXTrkdo1VS2YI6HqnmnuBs39KZjmv82amiZrOO/VbzZ02u1T+1TzXqR4vYe+1a98P08wzB7kysrvYFzt0xp6ABv/eqWadavEQPN126ZZt1KcZvLSObF3rmDpIF9ai5naopZZ6vWN4t1jnHF+re/Vt3v3N6sm0mJ3vJZF4DRUWZ5rLrd81Sz7roTzY6TxAQzTftUs84P6W8ee326mdMl72e3ije3Uat4869bprnM8LO827PqPrKGv0RHe89JVdfNytNa1hoeEwhrGWtYjcNhlsMqe43L1LB8OHDFNqw8VvtmtTG+nM76z0vxroaXsRmEXc91x44dNXPmTPXo0UOGYeill17SuHHjtHHjRvXt21f33HOP3n77bS1dulRJSUn61a9+pcsuu0z/+te/PHk8/fTTmj17tmbNmqXBgwfr6NGj2rt3r2d+cXGxRo0apezsbM2fP19bt27VTTfdpOTkZN18882SpE8++UQTJkzQE088oYsvvliLFi3S+PHj9dlnn+n000+XJD355JN65pln9NJLL6lLly6aNm2acnJytGPHDsXFxTXrdmsU3yvdLbvMXmJf1hV6dJTZmFVtNAsKvb1jKW6zZyIj1f924X+qXPi4Yry9CQ6H2XCXn/D2BFg9FtY3f63GtKpumf7vO6aZPTHuRLOXxerdsXpTKiqrr0efbua84+Vmr4V1O9O3B6bqZ7sTzXmt4v3Xt6DQ7E0xDPMkZJX76DFvr7rDYQYy3TLN7V10xNtI+/a0OCQlu81yHT1m5mf16FhlXL/dnGedHKxtZU13Os3ljpSYJ4Qop7ldrEAp/3tzG/tuxy27zJ6LKKe5nla5W8Wb+TgkxVa5PVxVdLS5/6KizH1t1Yvm+PWs6OiG342x6ri1zTNSzTpdVm4GI8mt/R/xZN1RkbwXdd0yze1VW09xbXXYV21papp+9JjZW3f0mPnZ9eUd6GdZdbJ1gvlq9eL5ro9V/x0Oc7tYdcg6Zo6Xm+2I02luK+tiVvJfzuoxdTrN5a2eVHeiuV7lJ6r3InZM89bXmtoWp0Nqn+Y9LgqLzeOqrvpaH99eTcMwAzBrO8W7zLrQKt5c/+Pl3npvfa51fLoTvb2tVdu4AwXmtrLWzbf3t6a25ugx8/N993/VNqu2nuSqHRF11U1rXm090nW1kzWxeq6t9rG2Mvj+b31m1c+wltmyyzwWYqJrDvqtZWrajnWt85795n6xzkvxP7XB1rI1bXPJex61zjW+Q2EsvsO2HA5ze1ht8okK77SMVLPM+d/7D+Pp0818/eJryfjpGOnQrub1aagO7aqXN1DW3bZW8dK33/lPq6v9992mknmn4kiJecHUKcPcxqekmF/YrK19LyhseDvYxByGEY73N/y1adNGs2bN0i9/+UulpqZq0aJF+uUvfylJ+uKLL3TaaacpNzdXQ4YMUWFhoTp06KC33npLI0eOrDG/efPm6aGHHlJ+fr5iY82rogceeEDLly/XF198IUm68sordfToUf3973/3LDdkyBCdeeaZmj9/vgzDUPv27XXffffp/vvvlyQVFRUpLS1NCxcu1FVXXRXw+hUXFyspKUlFRUVyu92N2kZBsxqKklLzoLd6eqOcNQfWgeTle4LwDUJrC04b0lDXxzoBJiWaedaVd32fHUjZrFvtVbdXbcsGMl2qfzvWtXxeQeDboKYyWdvQ6fDegnXF+t/etS6QrB6WY2Vm+sqfessk/0DNl9Xjb81zxfoHVVbevsGR1ctZfsIMfA3DW2d9Lxx8xxz7Lpua4g26jpf7D8GoadvUtl9Dye5jpaZ8rWC36gVYfeUItGx1pbPqXUy0dx+2ivcOI7AuZCt+uvjJSPV/b433tfKRvHXKGnrgexx98bX/sALrgqrqhUN9x159bU5j95tvvvVd/DenquWqT1OUuyF5NrS8Dc2/tvQ1nfOkmtPVVI8l77h2q042ZbtUUCjt+sYMZK3vaMS7vJ1W0VHesfJS9Y61Lbu88zqmeTseqg67se6+WO1LbRcrvsfUrr3ejjPJew5pyD4NUqDxWtj1XPuqqKjQ0qVLdfToUWVlZWnDhg0qLy9Xdna2J03v3r3VqVMnT3C9atUqVVZW6ttvv9Vpp52mw4cP65xzztHs2bOVmWnuxNzcXI0YMcITWEtSTk6O/vjHP6qwsFApKSnKzc3Vvffe61eenJwcLV++XJL09ddfKz8/368sSUlJGjx4sHJzc+sMrsvKylRWVuZ5X1zcDL16gTj+03grK0ip7yq/NlZQJ1W/TdiQHrpgVO3xqCvv+ub7rk9t6errYQn0M+vqxWlsvoFsg5qWtdbJ6gWUvGPcrUbWt1eztpOIbx7Wclb98s3bdyxonEsqLTPzrqtX2Pdza+u1q229rV7+6KjaG+ba9mso2X2s1JSvtR3rUtNxEWjZ6krnu82tz/GtS9adqCin/36prZe2ah2r6Ziqq37VdEzWVPb62pzG7req26Op9n9DVS1XfZqi3A3Js6HlbWj+taWvq62u6b3Vhm7Z5d+m+R6PTdku+Za3ro4yS0Ghf4dLRqq3Q6Ww2P/uSl3HWU3tie96+t6BTj/Fe/6oeq4JE2EZXG/dulVZWVkqLS1VYmKili1bpj59+mjTpk2KjY1VcnKyX/q0tDTl5+dLkr766itVVlZqxowZmjt3rpKSkvS73/1OF154obZs2aLY2Fjl5+erS5cu1fKQpPz8fKWkpCg/P98zrabPsV7rSlObJ554Qo899ljDNkpTyyvwuW3nrv/EWpfGNGJ2s7MhD2R9wuWE5yvYMvkub/UgxB7z9iAG+nkNPTlZPTMlpYENfWhsINO5fd1fwAo0n5aqqY7zui4wq35uXUG9HYF+QzTHRY8lHHqvI+3YiITyWmX0vevSHJ1RvqrWrbqORal6UJyaYgbRVR8YUF+Za2pP6uosCnNhGVz36tVLmzZtUlFRkV5//XVNnDhRH374YUDLVlZWqry8XM8884xGjRolSXrttdeUnp6uDz74QDk5OU1Z9IBMnTrVr1e8uLjY06seMhmp3p7rYE+WkdCINcTJtj6N0dwXTM3xeezX4IRq+7HfArubhsgVyg6qhtatmsoaSMdFVfUd1xF23IdlcB0bG6vu3btLkgYOHKh169Zp7ty5uvLKK3X8+HEdOnTIr/f64MGDSk9PlyRlZGRIkvr08X65ITU1Vaeccor27dsnSUpPT6/2hBHrvZVPbWl851vTrM+03p955pl1rp/L5ZLLFWbfcI2wiotmVlv9aKoeNOojULtwuDuIphPK9s+O4T603+H3KL6aVFZWqqysTAMHDlRMTIxWr17tmbdz507t27dPWVlZkqShQ4d6plt+/PFHff/99+rc2XzsVVZWlj766COVl3uf6bhq1Sr16tVLKSkpnjS+n2OlsT6nS5cuSk9P90tTXFystWvXetIgQhQUmrfhCgpDXZLIY/VyhNmvYwEntdSUuh97BzRWc9etk/T8G3Y911OnTtWYMWPUqVMnHT58WIsWLdKaNWu0YsUKJSUladKkSbr33nvVpk0bud1u3XnnncrKytKQIUMkST179tS4ceN011136fnnn5fb7dbUqVPVu3dvnX/++ZKkq6++Wo899pgmTZqkKVOmaNu2bZo7d67mzJnjKcddd92lc889V7Nnz9bYsWO1ePFirV+/Xs8//7wkyeFw6O6779bjjz+uHj16eB7F1759e40fP77ZtxuCwC3WxrOrBy0cxpBGArYTgObQXG3NSXr+Dbvg+rvvvtP111+vvLw8JSUlqX///lqxYoUuvPBCSdKcOXPkdDr1i1/8QmVlZcrJydGzzz7rl8fLL7+se+65R2PHjpXT6dS5556r9957TzExMZLMp3qsXLlSd9xxhwYOHKhTTjlFDz/8sOcZ15J0zjnnaNGiRfrd736nBx98UD169NDy5cs9z7iWpN/+9rc6evSobr75Zh06dEjDhg3Te++9FxnPuIYXt1gbz67bfydpA2s7thPQtLiANTVXW3OSnn8j4jnXJ7uweM41EEqc0ALDdgKaVmOeh30yoq2p0UnxnGsALcTJ8gWYpj4hnSzbCQhXJ2lPaoOFU1sTgYE+wTX8RWAlBsIGwzaAyBZOQSVMEdiuElzDXwRWYiBs0OsFAPaKwHaV4Br+IrASA2GDXi8AsFcEtqsE1/AXgZUYQIgwjAxAVbQLBNcAgEZiGBmAqmgXCK4BAI3EMDIAVdEuEFwDABqJYWQAqqJdkDPUBQAAAMBJpKDQ/EGegsJQlyQk6LkGAACAfVr4uGuCawAAANinhY+7JrgGAACAfVr4uGvGXAMAAAA2IbgGAAAAbEJwDQAAANiE4BoAAACwCcE1AAAAYBOCawAAAISvCPtRGh7FBwAAgPAVYT9KQ3ANAACA8OX7ozQFhWawnZEatoE2wTUAAADCl++P0mzZFfa92ATXAAAAiAwR8NPqBNcAAACIDBHw0+o8LQQAAACwCcE1AAAAYBOCawAAAMAmBNcAAACATQiuAQAAAJsQXAMAAAA2IbgGAAAAbEJwDQAAgPBWUGj+OmNBYahLUi9+RAYAAADhLa8g7H/23EJwDQAAgPAWAT97bmFYCAAAAMJbaorUv6f5f5gPD6HnGgAAAJEhAoaHEFwDAAAgMkTA8BCCawAAAESG1JSw7bG2MOYaAAAAsAnBNQAAAGATgmsAAADAJgTXAAAAgE0IrgEAAACbEFwDAAAANiG4BgAAAGxCcA0AAADYhOAaAAAAsAnBNQAAAGATfv48DBiGIUkqLi4OcUkAAABQEytOs+K22hBch4HDhw9LkjIzM0NcEgAAANTl8OHDSkpKqnW+w6gv/EaTq6ys1IEDB9S6dWs5HI5QF6fZFBcXKzMzU/v375fb7Q51cVAF+ye8sX/CG/snvLF/wlu47h/DMHT48GG1b99eTmftI6vpuQ4DTqdTHTt2DHUxQsbtdofVwQN/7J/wxv4Jb+yf8Mb+CW/huH/q6rG28IVGAAAAwCYE1wAAAIBNCK4RMi6XS4888ohcLleoi4IasH/CG/snvLF/whv7J7xF+v7hC40AAACATei5BgAAAGxCcA0AAADYhOAaAAAAsAnBNQAAAGATgms0uzVr1sjhcNT4t27dOk+6LVu2aPjw4YqLi1NmZqaefPLJEJa6ZXn77bc1ePBgxcfHKyUlRePHj/ebX9O+W7x4cWgK2wLVt3/27dunsWPHKiEhQe3atdNvfvMbnThxIjSFbYFOPfXUasfHzJkzPfP37t1b4zH073//O4Slbjnq2z8S559wUFZWpjPPPFMOh0ObNm3yTI+E44dfaESzO+ecc5SXl+c3bdq0aVq9erUGDRokyfzp01GjRik7O1vz58/X1q1bddNNNyk5OVk333xzKIrdYrzxxhuaPHmyZsyYoQsuuEAnTpzQtm3bqqVbsGCBRo8e7XmfnJzcjKVsuerbPxUVFRo7dqzS09P1ySefKC8vT9dff71iYmI0Y8aMEJa8ZZk+fbomT57sed+6detqad5//3317dvX875t27bNUjbUvX84/4SH3/72t2rfvr02b95c4/ywPn4MIMSOHz9upKamGtOnT/dMe/bZZ42UlBSjrKzMM23KlClGr169QlHEFqO8vNzo0KGD8cILL9SZTpKxbNmy5ikUPALZP++8847hdDqN/Px8z7R58+YZbrfb73hC0+ncubMxZ86cWud//fXXhiRj48aNzVYmeNW3fzj/hN4777xj9O7d29i+fXu1YyUSjh+GhSDk3nzzTf3www+68cYbPdNyc3M1YsQIxcbGeqbl5ORo586dKiwsDEUxW4TPPvtM3377rZxOpwYMGKCMjAyNGTOmxp7rO+64Q6eccorOPvts/e///q8MHpnf5ALZP7m5uerXr5/S0tI803JyclRcXKzt27eHotgt0syZM9W2bVsNGDBAs2bNqnFYzqWXXqp27dpp2LBhevPNN0NQyparrv3D+Se0Dh48qMmTJ+uVV15RQkJCrenC+fhhWAhC7sUXX1ROTo46duzomZafn68uXbr4pbOChfz8fKWkpDRrGVuKr776SpL06KOP6umnn9app56q2bNn67zzztOuXbvUpk0bSeYt1QsuuEAJCQlauXKlbr/9dh05ckS//vWvQ1n8k14g+yc/P98vsJb8jx00vV//+tc666yz1KZNG33yySeaOnWq8vLy9PTTT0uSEhMTNXv2bA0dOlROp1NvvPGGxo8fr+XLl+vSSy8NcelPfvXtH84/oWMYhm644QbdeuutGjRokPbu3VstTUQcP6HuOsfJY8qUKYakOv8+//xzv2X2799vOJ1O4/XXX/ebfuGFFxo333yz3zTr9tCOHTuafF1ONoHum7/85S+GJOO5557zLFtaWmqccsopxvz582vNf9q0aUbHjh2bY1VOSnbun8mTJxujRo3yy//o0aOGJOOdd95p1vU6mTSmfbO8+OKLRnR0tFFaWlpr/tddd50xbNiwpir+Sc/O/cP5x36B7p+5c+caQ4cONU6cOGEYRuBDQMLt+KHnGra57777dMMNN9SZpmvXrn7vFyxYoLZt21a72kxPT9fBgwf9plnv09PTgy9sCxPovrG+aNqnTx/PdJfLpa5du2rfvn21Ljt48GD9/ve/V1lZmVwuly1lbkns3D/p6en69NNP/Zbl2AleY9o3y+DBg3XixAnt3btXvXr1qjXNqlWrgi1mi2Xn/uH8Y79A988//vEP5ebmVjuPDBo0SNdcc41eeumlGpcNt+OH4Bq2SU1NVWpqasDpDcPQggULPE8y8JWVlaWHHnpI5eXlnnmrVq1Sr169uCXXCIHum4EDB8rlcmnnzp0aNmyYJKm8vFx79+5V586da11u06ZNSklJIbBuJDv3T1ZWlv7whz/ou+++U7t27SSZx47b7fYLytEwDW3ffG3atElOp9OzP2pLk5GR0djitXh27h/OP/YLdP8888wzevzxxz3vDxw4oJycHP3f//2fBg8eXOtyYXf8hLrrHC3X+++/X+utukOHDhlpaWnGddddZ2zbts1YvHixkZCQ4Hc7HE3jrrvuMjp06GCsWLHC+OKLL4xJkyYZ7dq1M3788UfDMAzjzTffNP785z8bW7duNXbv3m08++yzRkJCgvHwww+HuOQtQ33758SJE8bpp59ujBo1yti0aZPx3nvvGampqcbUqVNDXPKW4ZNPPjHmzJljbNq0ydizZ4/x6quvGqmpqcb111/vSbNw4UJj0aJFxueff258/vnnxh/+8AfD6XQa//u//xvCkrcMgewfzj/ho6ZhIZFw/BBcI2QmTJhgnHPOObXO37x5szFs2DDD5XIZHTp0MGbOnNmMpWu5jh8/btx3331Gu3btjNatWxvZ2dnGtm3bPPPfffdd48wzzzQSExONVq1aGWeccYYxf/58o6KiIoSlbjnq2z+GYRh79+41xowZY8THxxunnHKKcd999xnl5eUhKnHLsmHDBmPw4MFGUlKSERcXZ5x22mnGjBkz/MZbL1y40DjttNOMhIQEw+12G2effbaxdOnSEJa65Qhk/xgG559wUVtwHe7Hj8MweH4WAAAAYAeecw0AAADYhOAaAAAAsAnBNQAAAGATgmsAAADAJgTXAAAAgE0IrgEAAACbEFwDAAAANiG4BoAWZOHChUpOTg51MapxOBxyOBy2le2GG27w5Ll8+XJb8gSAQBBcA8BJxDeojI2NVffu3TV9+nSdOHEi1EWr14IFC7Rr1y7P+6oXAgsXLvSsW1RUlFJSUjR48GBNnz5dRUVFfnnNnTtXeXl5zVV0APAguAaAk8zo0aOVl5en3bt367777tOjjz6qWbNmhbpY9UpOTla7du3qTON2u5WXl6f//Oc/+uSTT3TzzTfr5Zdf1plnnqkDBw540iUlJSk9Pb2piwwA1RBcA8BJxuVyKT09XZ07d9Ztt92m7Oxsvfnmm35pVqxYodNOO02JiYmeYNyybt06XXjhhTrllFOUlJSkc889V5999plnvmEYevTRR9WpUye5XC61b99ev/71rz3zy8rKdP/996tDhw5q1aqVBg8erDVr1tiybg6HQ+np6crIyNBpp52mSZMm6ZNPPtGRI0f029/+1pbPAIBgEFwDwEkuPj5ex48f97wvKSnRU089pVdeeUUfffSR9u3bp/vvv98z//Dhw5o4caL++c9/6t///rd69Oihiy66SIcPH5YkvfHGG5ozZ46ee+457d69W8uXL1e/fv08y//qV79Sbm6uFi9erC1btujyyy/X6NGjtXv37iZZv3bt2umaa67Rm2++qYqKiib5DAAIVHSoCwAAaBqGYWj16tVasWKF7rzzTs/08vJyzZ8/X926dZNkBsPTp0/3zL/gggv88nn++eeVnJysDz/8UBdffLH27dun9PR0ZWdnKyYmRp06ddLZZ58tSdq3b58WLFigffv2qX379pKk+++/X++9954WLFigGTNmNMm69u7dW4cPH9YPP/xQ79ASAGhK9FwDwEnm73//uxITExUXF6cxY8boyiuv1KOPPuqZn5CQ4AmsJSkjI0Pfffed5/3Bgwc1efJk9ejRQ0lJSXK73Tpy5Ij27dsnSbr88st17Ngxde3aVZMnT9ayZcs8X5jcunWrKioq1LNnTyUmJnr+PvzwQ+3Zs6fJ1tkwDEnmsBEACCV6rgHgJHP++edr3rx5io2NVfv27RUd7d/Ux8TE+L13OBye4FSSJk6cqB9++EFz585V586d5XK5lJWV5RlakpmZqZ07d+r999/XqlWrdPvtt2vWrFn68MMPdeTIEUVFRWnDhg2Kiory+5zExMQmWmPp888/l9vtVtu2bZvsMwAgEATXAHCSadWqlbp3797o5f/1r3/p2Wef1UUXXSRJ2r9/v77//nu/NPHx8brkkkt0ySWX6I477lDv3r21detWDRgwQBUVFfruu+80fPjwoNYjUN99950WLVqk8ePHy+nkhiyA0CK4BgD46dGjh1555RUNGjRIxcXF+s1vfqP4+HjP/IULF6qiokKDBw9WQkKCXn31VcXHx6tz585q27atrrnmGl1//fWaPXu2BgwYoIKCAq1evVr9+/fX2LFjgyqbYRjKz8+XYRg6dOiQcnNzNWPGDCUlJWnmzJnBrjoABI1LfACAnxdffFGFhYU666yzdN111+nXv/6135cEk5OT9ec//1lDhw5V//799f777+utt97yDMlYsGCBrr/+et13333q1auXxo8fr3Xr1qlTp04NKkdlZWW1IS3FxcXKyMhQhw4dlJWVpeeee04TJ07Uxo0blZGREfzKA0CQHIbvQDsAAELA4XBo2bJlGj9+vGfazJkz9eqrr2rbtm225gsATYmeawBAWJgwYYI6duyokpISffbZZ1qwYIGys7Mbldett97apF+gBIDa0HMNAAi5L7/8UpIUFRWlv/3tb5o+fbqys7M1f/58tWnTpsH5fffddyouLpZkPmqwVatWtpYXAGpDcA0AAADYhGEhAAAAgE0IrgEAAACbEFwDAAAANiG4BgAAAGxCcA0AAADYhOAaAAAAsAnBNQAAAGATgmsAAADAJgTXAAAAgE3+P3COc/7/JH9/AAAAAElFTkSuQmCC","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["import lightkurve as lk\n","import matplotlib.pyplot as plt\n","from supabase import create_client, Client\n","\n","# Initialize Supabase client\n","supabase_url = 'https://hlufptwhzkpkkjztimzo.supabase.co'\n","supabase_key = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImhsdWZwdHdoemtwa2tqenRpbXpvIiwicm9sZSI6ImFub24iLCJpYXQiOjE3MTYyOTk3NTUsImV4cCI6MjAzMTg3NTc1NX0.v_NDVWjIU_lJQSPbJ_Y6GkW3axrQWKXfXVsBEAbFv_I'\n","supabase: Client = create_client(supabase_url, supabase_key)\n","\n","# Fetch anomalies with anomalytype 'planet'\n","anomalies_list = supabase.table(\"anomalies\").select(\"id, configuration\").eq(\"anomalytype\", \"planet\").execute()\n","\n","# Define a function to upload image to Supabase storage\n","def upload_to_supabase(filepath, bucket_name, folder_name, file_name):\n","    with open(filepath, 'rb') as f:\n","        supabase.storage.from_(bucket_name).upload(f\"{folder_name}/{file_name}\", f.read(), file_options={\"content-type\": \"image/png\"})\n","\n","# Process each anomaly\n","for anomaly in anomalies_list.data:\n","    anomaly_id = anomaly['id']\n","    config = anomaly['configuration']\n","    tic_id = config['ticId']\n","\n","    # Define TIC and other parameters from the configuration\n","    TIC = tic_id\n","    period = config.get('orbital_period', 13)\n","    t0 = 303  # You may need to adjust this value as per your requirements\n","\n","    # Search and download lightcurve data\n","    sector_data = lk.search_lightcurve(TIC)\n","    lc = sector_data.download()\n","\n","    # Plot original lightcurve and save as 'base.png'\n","    fig, ax = plt.subplots()\n","    lc.plot(ax=ax, color='blue', marker='.', lw=0)\n","    plt.savefig('base.png', format='png')\n","    upload_to_supabase('base.png', 'anomalies', str(anomaly_id), 'base.png')\n","    plt.show()\n","\n","    # Bin the lightcurve data and save as 'binned.png'\n","    bin_time = 15 / 24 / 60\n","    lc_binned = lc.bin(bin_time)\n","    fig, ax = plt.subplots()\n","    lc_binned.plot(ax=ax, color='gold', lw=0, marker='.')\n","    plt.savefig('binned.png', format='png')\n","    upload_to_supabase('binned.png', 'anomalies', str(anomaly_id), 'binned.png')\n","    plt.show()\n","\n","    # Fold the lightcurve and save as 'phased.png'\n","    lc_phased = lc.fold(period=period, epoch_time=t0)\n","    fig, ax = plt.subplots(figsize=(8, 4))\n","    lc_phased.plot(ax=ax, linewidth=0, marker='o', color='pink', markersize=1, alpha=0.8)\n","    plt.savefig('phased.png', format='png')\n","    upload_to_supabase('phased.png', 'anomalies', str(anomaly_id), 'phased.png')\n","    plt.show()\n"]}],"metadata":{"deepnote":{},"deepnote_execution_queue":[],"deepnote_notebook_id":"3c7a3d159d33438fae3b08ca3e5aa88e","kernelspec":{"display_name":".venv","language":"python","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.12.4"},"orig_nbformat":2},"nbformat":4,"nbformat_minor":0}
diff --git a/data/appeears/appeers.ipynb b/data/appeears/appeers.ipynb
deleted file mode 100644
index 30a274df..00000000
--- a/data/appeears/appeers.ipynb
+++ /dev/null
@@ -1,538 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "9f6907c2",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "import requests\n",
-    "import getpass\n",
-    "import json\n",
-    "import random\n",
-    "response = requests.get(\n",
-    "    'https://appeears.earthdatacloud.nasa.gov/api/product')\n",
-    "product_response = response.json()\n",
-    "print(product_response)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "07cff7c7",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "json.dumps(product_response[0])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "091cba00",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "loc = input('location: ')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "0bc8ba4d",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "geoloc = requests.get('https://geocode.maps.co/search?q={' + loc + '}')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "19644972",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "print(geoloc.json())"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "c1576dfe",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "username = input('username:')\n",
-    "\n",
-    "pswd = getpass.getpass('Password:')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "a8efedff",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "response = requests.post('https://appeears.earthdatacloud.nasa.gov/api/login', auth=(username, pswd))\n",
-    "token_response = response.json()\n",
-    "print(token_response)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "f8d3f9dc",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "token = token_response['token']\n",
-    "response = requests.get(\n",
-    "    'https://appeears.earthdatacloud.nasa.gov/api/task', \n",
-    "    headers={'Authorization': 'Bearer {0}'.format(token)})\n",
-    "task_response = response.json()\n",
-    "print(task_response)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "8da54252",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "product_id = 'SRTMGL1_NUMNC.003'\n",
-    "response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/product/{0}'.format(product_id))\n",
-    "layer_response = response.json()\n",
-    "print(layer_response)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "3138bda2",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "ranProd = random.choice(product_response)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "53915b16",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "ranProd"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "404bce9c",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/product/{0}'.format(ranProd['ProductAndVersion']))\n",
-    "layer_response = response.json()\n",
-    "print(layer_response)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "57832a1b",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/spatial/proj')\n",
-    "proj_response = response.json()\n",
-    "print(proj_response)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "caf91572",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/quality')\n",
-    "quality_response = response.json()\n",
-    "print(quality_response)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "e0aec767",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/quality/{0}'.format(ranProd['ProductAndVersion']))\n",
-    "quality_response = response.json()\n",
-    "print(quality_response)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "2643052c",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "quality_response[0]['QualityLayers'][0]"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "8b4711a6",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/quality/{0}/{1}'.format(quality_response[0]['ProductAndVersion'], quality_response[0]['QualityLayers'][0]))\n",
-    "quality_response = response.json()\n",
-    "print(quality_response)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "5f1cd369",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "quality_value = 0\n",
-    "response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/quality/{0}/{1}/{2}'.format(quality_response[0]['ProductAndVersion'], quality_response[0]['QualityLayer'][0], quality_value))\n",
-    "quality_response = response.json()\n",
-    "print(quality_response)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "14813e90",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "quality_response[0]['QualityLayer']"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "9fae8bc1",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "data = requests.get('https://www.usda.gov/sites/default/files/documents/data.json')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "2f95f49e",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "print(data.json()['dataset'][0])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "69985678",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "data.json()['dataset'][2]"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "c921d8bf",
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/workspace/sytizen/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": []
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3 (ipykernel)",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.11.5"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 5
-}
diff --git a/data/appeears/blueprint.py b/data/appeears/blueprint.py
deleted file mode 100644
index a383b6c0..00000000
--- a/data/appeears/blueprint.py
+++ /dev/null
@@ -1,69 +0,0 @@
-from flask import Flask, request, render_template, jsonify
-import requests
-import random
-import json
-
-app = Flask(__name__)
-
-# Auth setup (non-Supabase, for NASA-EDC)
-username = 'mcdepth'
-pswd = 'VgZ#MNYz5&Fv$@TPF!q*kJCeKw' # getpass.getpass('Password: ')
-
-def fetch_geolocation(address):
-    response = requests.get(f'https://geocode.maps.co/search?q={address}')
-    geoloc_data = response.json()
-    return geoloc_data
-
-def fetch_nasa_data():
-    response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/product')
-    product_response = response.json()
-    return product_response
-
-@app.route('/', methods=['GET'])
-def index():
-    return "Hello, World"
-
-@app.route('/login', methods=['POST'])
-def login():
-    # Get the username and password from the request data
-    username = request.form.get('username')
-    password = request.form.get('password')
-
-    # Check if username and password are provided
-    if not username or not password:
-        return jsonify({'error': 'Username and password are required'}), 400
-
-    # Send a POST request to the NASA Earthdata login API
-    response = requests.post(
-        'https://appeears.earthdatacloud.nasa.gov/api/login',
-        auth=(username, password)
-    )
-    
-    # Check if the request was successful
-    if response.status_code == 200:
-        token_response = response.json()
-        return jsonify(token_response)
-    else:
-        return jsonify({'error': 'Login failed'}), 401
-
-@app.route('/locationTest', methods=['GET', 'POST'])
-def locationTest():
-    if request.method == 'POST':
-        address = request.form['address']
-        geolocation = fetch_geolocation(address)
-        
-        nasa_data = fetch_nasa_data()
-        random_product = random.choice(nasa_data)
-        
-        output = {
-            'address': address,
-            'geolocation': geolocation,
-            'nasa_data': random_product,
-        }
-        
-        return render_template('output.html', data=output)
-    
-    return render_template('input.html')
-
-if __name__ == '__main__':
-    app.run()
\ No newline at end of file
diff --git a/data/appeears/randomProduct.py b/data/appeears/randomProduct.py
deleted file mode 100644
index a37a0e4b..00000000
--- a/data/appeears/randomProduct.py
+++ /dev/null
@@ -1,59 +0,0 @@
-import requests
-import getpass
-import json
-import random
-
-response = requests.get(
-    'https://appeears.earthdatacloud.nasa.gov/api/product')
-product_response = response.json()
-# print(product_response)
-
-json.dumps(product_response[0])
-loc = input('location: ')
-geoloc = requests.get('https://geocode.maps.co/search?q={' + loc + '}')
-print(geoloc.json())
-
-username = 'mcdepth'
-pswd = 'VgZ#MNYz5&Fv$@TPF!q*kJCeKw' # getpass.getpass('Password: ')
-
-response = requests.post('https://appeears.earthdatacloud.nasa.gov/api/login', auth=(username, pswd))
-token_response = response.json()
-print(token_response)
-
-token = token_response['token']
-response = requests.get(
-    'https://appeears.earthdatacloud.nasa.gov/api/task', 
-    headers={'Authorization': 'Bearer {0}'.format(token)})
-task_response = response.json()
-print(task_response)
-
-product_id = 'SRTMGL1_NUMNC.003'
-response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/product/{0}'.format(product_id))
-layer_response = response.json()
-print(layer_response)
-
-ranProd = random.choice(product_response)
-ranProd
-
-response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/product/{0}'.format(ranProd['ProductAndVersion']))
-layer_response = response.json()
-print(layer_response)
-
-response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/spatial/proj')
-proj_response = response.json()
-print(proj_response)
-
-response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/quality/{0}'.format(ranProd['ProductAndVersion']))
-quality_response = response.json()
-print(quality_response)
-
-quality_response[0]['QualityLayers'][0]
-
-response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/quality/{0}/{1}'.format(quality_response[0]['ProductAndVersion'], quality_response[0]['QualityLayers'][0]))
-quality_response = response.json()
-print(quality_response)
-
-quality_value = 0
-response = requests.get('https://appeears.earthdatacloud.nasa.gov/api/quality/{0}/{1}/{2}'.format(quality_response[0]['ProductAndVersion'], quality_response[0]['QualityLayer'][0], quality_value))
-quality_response = response.json()
-print(quality_response)
\ No newline at end of file
diff --git a/data/appeears/templates/input.html b/data/appeears/templates/input.html
deleted file mode 100644
index b14faaaa..00000000
--- a/data/appeears/templates/input.html
+++ /dev/null
@@ -1,13 +0,0 @@
-<!DOCTYPE html>
-<html>
-<head>
-    <title>Address Input</title>
-</head>
-<body>
-    <h1>Enter Your Address:</h1>
-    <form method="POST">
-        <input type="text" name="address" required>
-        <input type="submit" value="Submit">
-    </form>
-</body>
-</html>
\ No newline at end of file
diff --git a/data/appeears/templates/output.html b/data/appeears/templates/output.html
deleted file mode 100644
index bda1ce71..00000000
--- a/data/appeears/templates/output.html
+++ /dev/null
@@ -1,11 +0,0 @@
-<!DOCTYPE html>
-<html>
-<head>
-    <title>Output</title>
-</head>
-<body>
-    <h1>Output</h1>
-    <p><strong>Address:</strong> {{ data['address'] }}</p>
-    <p><strong>Geolocation:</strong> {{ data['geolocation'] }}</p>
-</body>
-</html>
\ No newline at end of file
diff --git a/data/exofop.csv b/data/exofop.csv
new file mode 100644
index 00000000..c28bc9d5
--- /dev/null
+++ b/data/exofop.csv
@@ -0,0 +1,7220 @@
+This file was produced by the Exoplanet Follow-up Observing Program website (exofop.ipac.caltech.edu) on Mon Sep 16 02:06:29 2024
+
+"TICID","TOI","CTOI","Master priority","SG1A priority","SG1B priority","SG2 priority","SG3 priority","SG4 priority","SG5 priority","ESM","TSM","Predicted Mass (M_Earth)","Time Series Observations","Spectroscopy Observations","Imaging Observations","TESS Disposition","TFOPWG Disposition","TESS mag","TESS mag error","Pipeline Signal ID","Source","Detection","RA (deg)","Dec (deg)","PM RA (mas/yr)","PM RA error","PM Dec (mas/yr)","PM Dec error","Transit Epoch (BJD)","Transit Epoch error","Period (days)","Period error","Duration (hours)","Duration error","Depth (mmag)","Depth (mmag) error","Depth (ppm)","Depth (ppm) error","Planet Radius (R_Earth)","Planet Radius error","Planet Insolation (Earth flux)","Planet Eq Temp (K)","Planet SNR","Stellar Distance (pc)","Stellar Distance error","Stellar Teff (K)","Stellar Teff error","Stellar log(g) (cm/s2)","Stellar log(g) error","Stellar Radius (R_Sun)","Stellar Radius error","Stellar Metallicity","Stellar Metallicity error","Stellar Mass (M_Sun)","Stellar Mass error","Sectors","Comments","Date TOI Alerted (by TESS Project)","Date TOI Updated (by TESS Project)","Date Modified (by ExoFOP-TESS)"
+"231663901","101.01","","5","5","5","5","5","5","5","87.6","211.2","116.12","0","1","3","KP","KP","12.4069","0.006","1","spoc-s01-s69-b0A-KP","SPOC","318.737012","-55.871863","12.641","0.044","-16.011","0.041","2458326.009117","0.00013154597","1.4303699496507","7.7233494e-7","1.6165994039944","0.019208942","20.784","0.200653","18960.712294363","184.79134","13.187450307582","0.6576402","1281.2408253875","1525.9048088915","151.72173","375.31","4.411","5600","","4.48851","","0.89077401161194","0.0438467","","","1.05","0.129454","1,27,67","WASP-46 b","2018-09-05","2024-09-06","2024-09-06"
+"149603524","102.01","","5","5","5","5","5","5","5","137.4","179","317","1","2","1","KP","KP","9.7109","0.006","1","qlp-s68-ffi","SPOC","87.139821","-63.988329","-15.641","0.037","26.046","0.037","2460187.916571","0.0001263","4.4119378","8e-7","3.65","0.011","16.477767","0.075115","15062","69.1814","15.4706","0.691963","653.252","1408","1112","175.631","0.588","6280","","4.32092","","1.21","0.05","0.24","0.05","1.28","0.190812","1,2,3,4,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,36,37,38,39,61,62,64,65,68","WASP 62 b","2019-05-07","2023-11-16","2023-12-08"
+"336732616","103.01","","5","5","5","5","5","5","5","47.7","136.4","116.75","0","0","7","KP","KP","11.5232","0.008","1","sector-01-spoc-alerts","SPOC","312.457488","-24.428694","10.426","0.07","15.62","0.051","2458327.25256","0.000586","3.547854","0.000149","3.494333","0.049205","11.377523","0.133944","10424.3718","123.359314","14.581841","0.196435","1212.004376","1504.858953","59.5","411.211","7.752","6351","","4.22896","","1.4","","","","1.27","0.196969","1","HATS-3 b","2018-09-05","2024-09-06","2024-09-07"
+"231670397","104.01","","5","5","5","5","5","5","5","52.4","122.6","121.75","1","0","3","KP","KP","9.8638","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC","319.949697","-58.148933","10.552","0.045","-10.658","0.043","2460150.608677","0.0006817","4.0872956","0.0000023","5.5861130474761","0.050875474","3.885379","0.03875","3572.1712498597","35.689426","13.62377317646","0.65182334","2242.360540084","1755.0767383266","48.678577","316.678","2.9655","6036","","3.93359","","2.2186698913574","0.102573","","","1.16","0.166129","1,27,67","WASP-73 b","2018-09-05","2023-10-16","2023-10-16"
+"144065872","105.01","","5","5","5","5","5","5","5","187.2","431.1","122.95","1","3","2","KP","KP","9.4995","0.006","1","spoc-s01-s36-b0A-CPKP","UNKNOWN","337.457824","-48.003099","91.976","0.052","-6.861","0.069","2459084.58501","0.00011","2.1846669487207","4.851188e-7","2.8652800157436","0.009074817","12.786825","0.037924","11708.022854889","34.928566","13.702852670325","0.66197515","1362.1381428406","1549.4409801056","349.33414","137.544","0.7905","5630","","4.37759","","1.2382400035858","0.0596985","","","1.03","0.127209","1,28","WASP-95; epoch kept from qlp-s28-tois","2018-09-05","2021-12-08","2022-12-14"
+"38846515","106.01","","5","5","5","5","5","5","5","88.4","107","317","1","0","3","KP","KP","10.3157","0.006","1","qlp-s69-ffi","SPOC","68.959816","-64.027039","10.845","0.035","-0.499","0.052","2460201.638583","0.000127","2.8493825","3e-7","3.567","0.053","8.774451","0.027169","8049","25.0232","16.3869","0.734704","2005.83","1864","425","364.411","2.729","6900","","4.438","","1.77","0.08","","","1.44","0.243534","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,67,68,69","WASP-100 b","2019-05-07","2023-11-16","2023-12-08"
+"92352620","107.01","","5","5","5","5","5","5","5","180.3","267.9","317","0","1","3","KP","KP","9.6433","0.006","1","qlp-s68-ffi","SPOC","313.783239","-34.135751","26.376","0.078","-44.947","0.059","2460176.993334","0.0004485","3.9502008","0.0000026","4.444","0.046","15.213018","0.104225","13914","95.9899","20.5357","0.899664","1009.38","1570","205","211.211","2.4835","6153","","4.18077","","1.71","0.07","0.22","0.1","1.14","0.150731","1,27,68","WASP-94 A b","2018-09-05","2023-11-15","2023-12-08"
+"289793076","108.01","","5","5","5","5","5","5","5","39.1","115.6","99.64","0","0","4","KP","KP","13.163","0.01","1","spoc","SPOC","316.96148","-26.09672","3.479","0.063","-10.313","0.038","2458328.08383","0.0004391314","3.0440540665342","0.00000425771","2.598457480183","0.061165422","24.414911","0.532696","22236.01653763","490.51093","12.108679940721","0.2679916","315.98713264737","1075.3184542233","34.314007","421.855","8.339","5523","","4.52192","","0.80986797809601","","","","0.95","","1,28","HATS-13 b","2018-09-05","2021-10-20","2022-12-14"
+"29344935","109.01","","5","5","5","5","5","5","5","32.5","84.5","98.43","0","0","5","KP","KP","13.2366","0.007","1","spoc-s01-s69-b0A-KP","SPOC","313.215475","-25.687376","1.053","0.052","-9.881","0.029","2458326.127479","0.00047817343","2.766760009832","0.0000025341785","2.6872177698813","0.07263539","16.351489","0.315828","14947.438782714","290.84625","12.28673887478","0.30639383","505.88400747642","1209.5741228507","41.24269","513.011","9.1275","5346","","4.48823","","0.98486602306366","","","","0.93","","1,28,68","HATS-14 b","2018-09-05","2024-09-09","2024-09-09"
+"281459670","110.01","","5","5","5","5","5","5","5","66.2","71.2","317","0","0","1","KP","KP","11.6714","0.006","1","spoc-s01-s69-b0A-KP","SPOC","5.618525","-59.942589","-22.309","0.036","-4.893","0.034","2458328.039934","0.0002273546","3.1743504240477","0.000001739457","2.7510859593691","0.03093153","16.913636","0.168357","15457.324757623","155.05025","14.917225575404","0.82839006","718.90969938992","1320.6518234321","99.91275","342.14","2.912","5943","","4.42524","","1.1570600271225","0.0633669","-0.1","0.1","1.03","0.12909","1,2,28,29,68","HATS-30 b","2018-11-14","2024-09-09","2024-09-09"
+"355703913","111.01","","5","5","5","5","5","5","5","47","114.2","113.71","1","0","1","KP","KP","13.183","0.006","1","spoc-s01-s69-b0A-KP","SPOC","0.774487","-62.469317","2.894","0.024","4.911","0.025","2458326.105486","0.0003960174","2.1061568796345","0.000002614607","1.4688934498723","0.05627796","13.263943","0.558677","12142.223851431","514.4283","13.086872039103","2.512208","691.8428072605","1308.0417533462","38.7845","508.842","3.896","5380","","4.4337","","0.94069701433182","","0.245387","0.0875268","0.95","","1,2,28,68","HATS-34 b","2018-10-22","2024-03-14","2024-03-16"
+"388104525","112.01","","5","5","5","5","5","5","5","77","179","125.23","1","1","3","KP","KP","11.6035","0.006","1","spoc-s01-s39-b0A-KP","SPOC","55.933639","-65.19378","21.126","0.032","16.543","0.043","2460069.773646","0.00036477877","2.4997995981029","4.4218152e-7","2.865171019079","0.009780298","15.991971","0.041631","14621.205964725","38.342907","13.851609281573","0.7051293","907.86241957557","1399.9894383857","375.26334","302.448","2.004","5650","","4.28867","","1.1373200416565","0.0577764","","","1","0.121147","1,2,3,4,7,11,27,28,29,30,31,34,37,61,62,63,64,65","WASP-119 b","2019-05-07","2023-08-10","2023-08-10"
+"97409519","113.01","","5","5","5","5","5","5","5","57.3","67.8","317","0","1","1","KP","KP","12.1893","0.006","1","spoc","SPOC","332.714337","-30.749719","-0.71","0.052","-14.516","0.049","2458327.053085","0.000623","3.372877","0.000147","2.63426","0.043644","18.796923","0.230641","17163.60419","212.40587","14.201803","0.154789","615.165921","1270.187448","81.3","448.637","7.508","6050","","4.45061","","1.02","","","","1.17","0.16258","1","WASP-124","2018-09-05","2020-10-27","2022-12-14"
+"25155310","114.01","","5","5","5","5","5","5","5","53.5","161.8","77.37","0","1","3","KP","KP","10.6103","0.006","1","spoc-s01-s69-b0A-KP","SPOC","63.374706","-69.226593","63.134","0.045","53.433","0.039","2458327.519958","0.000060571994","3.2887898269345","3.418338e-7","3.4367717302261","0.009987716","7.633138","0.014978","7005.7247901859","13.795558","10.513587732178","0.51853716","759.33735331947","1338.8392647365","557.429","216.526","0.932","5800","","4.28004","","1.2417500019073","0.0610804","0.20683","0.0458093","1.01","0.123355","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,36,37,38,39,61,63,64,65,66,67,68,69","WASP-126 b","2019-05-07","2024-09-09","2024-09-09"
+"281541555","115.01","","5","5","5","5","5","5","5","20.3","76.9","76.81","0","0","0","KP","KP","13.0417","0.006","1","spoc-s01-s69-b0A-KP","SPOC","6.70264","-56.316102","21.46","0.027","7.316","0.024","2458329.903155","0.00054166454","4.7423709011808","0.000003127283","2.4988145180271","0.066505075","13.823066","0.267382","12650.811041101","246.23778","10.550592240554","0.20499046","209.76990429185","970.634099646","50.48632","453.808","3.894","5377","185","4.42476","2.00401","0.87758499383926","","","","0.96","","1,2,28,29,68,69","HATS-46 b","2018-10-22","2024-09-09","2024-09-09"
+"238176110","116.01","","5","5","5","5","5","5","5","98.8","251.1","94.86","1","0","3","KP","KP","11.0443","0.006","1","spoc-s01-s69-b0A-KP","SPOC","357.846434","-70.152862","96.185","0.041","-1.747","0.038","2458326.688916","0.00007415168","2.7985801841655","3.3451747e-7","2.3801043440507","0.012993329","18.294525","0.059786","16708.715195736","55.063156","11.951499291528","0.7325688","332.55624902313","1089.145816919","380.53317","149.942","0.5175","4920","","4.49371","","0.90665501356125","0.0553769","0.32","0.08","0.81","0.0958693","1,27,28,67,68","WASP-91 b","2018-09-05","2024-09-09","2024-09-09"
+"322307342","117.01","","5","5","5","5","5","5","5","39.9","44.1","317","0","0","1","KP","KP","11.7806","0.006","1","spoc-s01-s36-b0A-CPKP","QLP","15.006077","-58.904724","22.522","0.049","7.594","0.041","2459063.655791","0.001190335","3.5862961998647","0.00015300933","3.3710942972119","0.07846477","6.238423","0.124633","5729.3246858086","114.78426","16.474761075541","0.9191712","1787.5955936893","1658.3915202361","32.356964","603.955","10.2025","5704.8","124.8","3.84","0.08","2.0044100284576","0.105699","-0.25","0.0707107","1.02","0.124059","1,2,28,29","HATS-68 b","2018-09-05","2022-10-17","2022-12-14"
+"266980320","118.01","","2","5","5","4","4","2","4","15.5","105.9","18.15","5","5","7","CP","CP","9.179","0.006","1","qlp-s68-ffi","SPOC","349.559266","-56.903986","313.918","0.039","-20.177","0.043","2460175.749118","0.0010809","6.0344667","0.0000059","1.89","0.109","1.956086","0.054389","1800","50.0931","4.44029","0.243975","64.2648","788","42","94.1719","0.2512","5586","187","4.36763","0.270247","1.05","0.05","","","0.97","0.120939","1,28,68","HD 219666 b","2018-09-05","2023-11-15","2023-12-08"
+"278683844","119.01","","1","5","5","5","3","1","4","4.5","60.1","4.84","4","45","1","PC","PC","9.2789","0.006","1","qlp-s68-ffi","SPOC/QLP","99.238421","-58.016153","51.497","0.042","-205.6","0.049","2460189.428472","0.0008946","5.5411114","0.0000046","2.467","0.438","0.687489","0.012777","633","11.7683","2.04482","0.124447","258.843","1117","54","66.6187","0.1003","5332","184","4.56429","0.272717","0.82","0.05","","","0.86","0.102503","1,2,3,4,5,6,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68","Potential multi; slight depth aperture correlation with no offset","2019-05-07","2023-10-16","2023-10-19"
+"278683844","119.02","","4","5","5","5","3","4","4","2.1","40.8","3.89","4","45","1","PC","PC","9.2789","0.006","2","qlp-s68-ffi","SPOC/QLP","99.238421","-58.016153","51.497","0.042","-205.6","0.049","2460038.721177","0.0021308","10.6917268","0.0000212","3.002","0.753","0.581024","0.021827","535","20.1029","1.79811","0.116694","42.2657","710","36","66.6187","0.1003","5332","184","4.56429","0.272717","0.82","0.05","","","0.86","0.102503","1,2,3,4,5,6,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67","outer candidate in potential multi; variable host","2019-05-17","2023-10-16","2023-10-19"
+"394137592","120.01","","3","5","5","3","4","4","4","79.7","229.1","90.88","0","1","4","CP","CP","7.1062","0.006","1","sector-01-spoc-alerts","SPOC","4.447163","-66.358928","64.763","0.049","-5.056","0.041","2458332.082805","0.000707","11.535076","0.001035","8.555958","0.069027","2.597913","0.031416","2389.90616","28.935114","12.215808","1.480912","","","32.9","79.5702","0.17345","5479.3","57","3.77","0.08","2.48771","0.298399","-0.02","0.09","0.96","0.124471","1","HD 1397 b	","2018-09-05","2021-12-07","2022-12-14"
+"207081058","121.01","","5","5","5","5","3","5","5","56.4","102.7","317","1","1","1","PC","APC","9.9358","0.006","1","qlp-s68-ffi","SPOC","331.867517","-41.815511","49.561","0.042","-9.678","0.057","2459074.32911","0.01323","14.7741056","0.0005679","5.504","0.222","16.454618","0.221027","15041","203.553","15.3936","0.735585","123.522","928","80","182.169","1.0865","6053","193","4.3135","0.321619","1.23","0.06","","","1.14","0.149653","1,28,68","low-mass EB; initially thought to be a warm Jupiter candidate with a possible secondary; EBLM J2207-41 with 0.121 Msun","2018-09-05","2023-11-15","2023-12-08"
+"231702397","122.01","","2","5","5","2","4","3","4","3.4","69.3","7.82","11","1","5","CP","CP","13.084","0.007","1","spoc-s01-s69-b0A-CP","SPOC","332.948236","-58.946085","138.138","0.089","-235.81","0.076","2458329.118988","0.0008659716","5.07803253492","0.0000076383885","1.2100353070191","0.27777362","6.450076","0.465919","5923.1283068509","429.03534","2.634776336268","0.68248564","8.1743138648138","431.25364398362","15.281929","62.118","0.2158","3318","64","4.9581","0.407256","0.33412501215935","0.0100409","","","0.315858","0.0202514","1,27,28,67,68","TOI-122 b","2018-09-05","2024-09-09","2024-09-09"
+"290131778","123.01","","3","5","5","5","4","5","3","410.6","671.4","317","3","21","14","CP","CP","7.87598","0.011","1","qlp-s68-ffi","SPOC/QLP","319.699588","-26.616374","23.236","0.157","-57.557","0.152","2460175.035028","0.0012834","3.3088922","0.0000071","6.114","0.702","5.154262","2.462493","4736","2265.47","24.9862","3.98163","17074.7","3184","133","161.498","2.4235","6188","194","4.27166","2.00586","2.62","0.13","","","1.263","0.201024","1,28,68","HD 202772 A b","2018-09-05","2023-11-15","2023-12-08"
+"29831208","124.01","","5","5","5","5","3","5","5","60.6","53.8","317","2","1","1","PC","APC","11.1311","0.006","1","qlp-s39-tois","SPOC","66.58263","-67.806354","7.888","0.108","32.653","0.115","2460042.199513","0.0012685372","1.8428078","0.0000014","1.449","0.149","2.119253","0.005817","1950","5.35727","21.2705","","1687.83","1785","66","809.252","43.8985","5080","181","4.48159","2.00353","4.09","","","","","","1,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,33,34,35,36,37,38,39,62,63,64","TFOP SB1/APC; v-shaped","2018-12-04","2023-10-03","2023-10-05"
+"52368076","125.01","","1","5","5","5","4","1","2","5.5","56.7","7.65","15","6","5","CP","CP","10.1985","0.006","1","qlp-s69-ffi","SPOC/QLP","23.593425","-66.676349","-119.8","0.066","-122.953","0.08","2460206.744249","0.0019795","4.6517186","0.0000083","2.709","0.921","1.06237","0.086613","978","79.7705","2.66889","0.203698","540.772","1343","26","111.059","0.442","5154","182","4.47072","0.28501","0.85","0.05","","","0.91","0.110203","1,2,28,68,69","TOI-125 b / TOI 125.01","2018-10-19","2023-11-15","2023-12-08"
+"52368076","125.02","","2","5","5","5","4","4","2","3.2","44.2","7.42","15","6","5","CP","CP","10.1985","0.006","2","qlp-s69-ffi","SPOC/QLP","23.593425","-66.676349","-119.8","0.066","-122.953","0.08","2460202.049893","0.0032682","9.1549418","0.0000249","2.457","0.341","1.196054","0.065582","1101","60.4017","2.62011","0.183373","42.2592","710","18","111.059","0.442","5154","182","4.47072","0.28501","0.85","0.05","","","0.91","0.110203","1,2,28,68,69","TOI-125 c / TOI-125.02","2018-10-19","2023-11-15","2023-12-08"
+"52368076","125.03","","1","5","5","5","4","4","1","1.5","32.8","7.07","15","6","5","CP","CP","10.1985","0.006","3","qlp-s69-ffi","SPOC","23.593425","-66.676349","-119.8","0.066","-122.953","0.08","2460181.146579","0.0052731","19.9815709","0.0000896","2.724","0.716","0.987383","0.076907","909","70.8314","2.54717","0.192388","16.5853","562","10","111.059","0.442","5154","182","4.47072","0.28501","0.85","0.05","","","0.91","0.110203","1,2,28,68,69","TOI-125 d","2018-10-19","2023-10-18","2023-10-19"
+"70440470","126.01","","5","5","5","5","5","5","5","41.8","111.5","124.3","0","0","1","KP","KP","12.7923","0.006","1","spoc-s01-s36-b0A-CPKP","UNKNOWN","339.489275","-35.154203","-9.326","0.041","-50.142","0.045","2458326.731096","0.00042044988","3.0353977118465","0.0000036765503","2.796467795236","0.059945308","17.566776","0.292171","16049.41204269","269.06363","13.791158264185","0.73552907","726.756927372","1324.2410444956","41.57743","573.027","11.688","5751","189","4.35036","","1.0722399950027","0.053588","","","1.09","0.142327","1,28","WASP-12 b","2018-11-07","2021-12-08","2022-12-14"
+"234523599","127.01","","5","5","5","5","4","5","5","34.9","146.7","76","3","0","0","CP","CP","14.1266","0.007","1","spoc-s01-s36-b0A-CPKP","SPOC","15.551889","-61.756133","78.858","0.087","-27.095","0.064","2458325.650603","0.00024310609","3.795517783809","0.0000022713773","2.0198134847305","0.031575486","58.298733","0.608638","52278.994097885","560.4189","10.32616194771","0.33078393","18.083233597032","525.94311313137","75.709694","140.225","0.86","3424","","4.438","","0.44537198543549","0.01356","","","0.44159","0.0205201","1,2,28,29","HATS-71 b","2018-11-14","2021-12-09","2022-12-14"
+"391949880","128.01","","1","5","5","1","4","4","4","8","90.3","5.99","4","10","4","PC","PC","7.9849","0.006","1","qlp-s68-ffi","SPOC/QLP","79.520938","-80.964384","-49.146","0.042","45.307","0.046","2460175.867159","0.0012993","4.9404714","0.0000071","1.954","0.417","0.494122","0.018553","455","17.088","2.3216","0.116622","320.012","1178","43","68.4727","0.119","6086","193","4.26269","0.26143","1.13","0.05","","","1.13","0.151237","1,8,11,12,13,27,28,31,38,39,61,62,65,66,67,68","variable host; two stars in pixel","2018-09-05","2023-11-16","2023-12-08"
+"201248411","129.01","","3","5","5","3","4","4","4","108.7","330.7","29.49","12","1","1","CP","CP","9.9005","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC","0.185606","-54.830823","-202.815","0.031","-71.518","0.029","2460205.646862","0.000584","0.980972","5e-7","0.54050355175474","0.026238935","6.728913","0.065402","6178.3924209755","60.235405","5.9162923332499","0.7808294","719.56290446087","1320.9517090415","167.35898","61.7856","0.0805","4486","175","4.49914","0.338797","0.76440101861954","0.0628191","","","0.7","0.0867846","1,2,28,29,68,69","TOI 129.01 / HIP 65 A b","2018-10-22","2023-11-15","2023-11-15"
+"263003176","130.01","","3","5","5","5","4","3","4","4.4","74.2","5.98","2","9","5","CP","CP","7.4371","0.006","1","spoc-s01-s39-b0A-CP","UNKNOWN","12.546778","-83.743767","139.424","0.056","30.476","0.042","2459368.982611","0.003498","14.339206497089","0.000029987496","4.5868204343508","0.25388035","0.432861","0.013842","398.599932995","12.749212","2.3144921324062","0.5374176","118.75393635686","841.94118269059","28.940071","57.5846","0.0945","6295.7","56.481","4.438","","1.1374200582504","0.0451659","","","1.23","0.18151","1,12,13,27,39","HD 5278 b","2018-09-05","2022-03-30","2022-12-14"
+"235037761","131.01","","5","5","5","5","3","5","5","225.7","278.5","317","6","1","9","PC","APC","9.8567","0.006","1","qlp-s68-ffi","SPOC","353.828713","-64.561917","192.826","1.943","-31.069","1.785","2460173.338551","0.0003826","6.2407826","0.0000018","1.513","0.164","6.658567","5.875359","6114","5396.79","16.0959","3.74619","41.7384","708","14","","","4174","172","4.34197","0.433401","0.9","0.19","","","","","1,28,68","V shaped; TFOP APC; previously retired as BEB due to chromaticity","2018-09-05","2023-11-15","2023-12-08"
+"89020549","132.01","","2","5","5","2","4","4","4","10.5","67.8","12.19","12","2","8","CP","CP","10.8061","0.006","1","spoc","UNKNOWN","338.399662","-43.436872","35.553","0.043","-53.055","0.054","2458326.902893","0.0008217284","2.1096848825453","0.0000066356783","2.1210828390895","0.2234417","1.436908","0.062857","1322.565718898","57.89131","3.5175747856179","0.9270777","644.21201320903","1284.9225602328","18.639763","163.678","0.987","5673","188","4.55383","0.4189","0.94080597162247","0.0527538","","","0.91","0.113124","1,28","TOI-132 b / TOI-132.01","2018-09-05","2021-12-01","2022-12-14"
+"219338557","133.01","","2","4","4","2","3","4","4","2.8","51.1","4.36","10","8","3","PC","PC","9.9762","0.006","1","spoc-s01-s69-b0A-PC","SPOC","354.397374","-58.955078","196.638","0.043","-102.545","0.044","2458327.280273","0.00151152","8.1995368499713","0.000016793305","2.1168277450972","0.28085628","0.981264","0.067498","903.36944308293","62.166122","1.922621075272","1.4381217","26.235311406153","577.21991356642","14.419014","48.6326","0.06345","4028","170","4.55902","0.201108","0.65053302049637","0.0558995","","","0.67","0.0852257","1,28,68","","2018-09-05","2024-04-24","2024-04-30"
+"234994474","134.01","","1","5","5","5","4","1","4","16","129.2","3.68","7","5","9","CP","CP","9.22978","0.007","1","spoc","UNKNOWN","350.028592","-60.065729","-319.961","0.102","-127.781","0.115","2458326.033161","0.00065292715","1.4015245156695","0.0000059932813","1.3219929558729","0.108556986","0.672414","0.04136","619.12401508452","38.093296","1.7395649290261","0.13575211","149.3738653334","891.63766196712","15.280327","25.1496","0.0239","3794","69","4.67812","0.063226","0.59700697660446","0.01815","","","0.58564","0.0205272","1,28","L 168-9 b","2018-09-05","2021-10-07","2022-12-14"
+"267263253","135.01","","5","5","5","5","4","5","5","146.8","206.2","317","2","1","3","CP","CP","9.2205","0.006","1","qlp-s68-ffi","SPOC","7.328916","-76.304032","-2.97","0.037","6.961","0.031","2460174.637067","0.000188","4.1269046","8e-7","4.405","0.016","11.823757","0.037289","10831","34.3442","17.0952","0.698036","1436.49","1715","389","196.852","0.774","6888","204","4.23416","0.355654","1.59","0.06","","","1.46","0.249445","1,27,28,67,68","HD 2685b","2018-09-05","2023-11-16","2023-12-08"
+"410153553","136.01","","1","5","5","5","4","1","4","38.2","326.7","2.92","11","1","5","PC","CP","11.9238","0.008","1","spoc","UNKNOWN","340.496204","-69.172108","334.357","0.083","-726.974","0.086","2459036.323679","0.00038085453","0.46288440527326","0.000015224909","0.55882192078813","0.08828183","4.885837","0.188836","4489.9119215305","173.90933","1.354323680243","0.18157507","64.718104042017","723.39615494047","25.038494","14.8846","0.0113","3043","63","5.09707","0.426694","0.188624","0.00571031","","","0.157909","0.0200668","1,27","Level 1 target. Potential short period small planet around an M dwarf.","2018-09-05","2020-10-27","2022-12-14"
+"176957796","137.01","","5","5","5","5","5","5","5","2.3","33.5","3.59","2","3","3","IS","FA","10.702","0.006","1","qlp-s31-tois","UNKNOWN","101.297491","-66.238326","18.528","0.048","-67.531","0.041","2459199.440315","0.7578715","4.8173797","0.0057592","1.323","1.857","1.956086","0.090132","1800","83.0109","1.71137","0.714717","33.919","672","1000","88.8838","0.19925","4651","175","4.56937","0.2","0.69","0.07","","","0.74","0.0949972","1,2,3,4,5,7,8,9,10,11,12,13,27,28,29,30,31","TFOP FA","2018-09-05","2021-12-07","2022-12-14"
+"277683130","138.01","","5","5","5","5","3","5","5","36.2","169.3","47.73","2","1","6","PC","APC","9.5739","0.006","1","qlp-s68-ffi","SPOC","328.926018","-61.673257","-23.8","2","2.8","1.9","2460175.14238","0.0004297","6.1982658","0.0000022","1.912","0.236","4.23829","0.242455","3896","223.284","7.84585","","234.343","","93","128.488","","5722","189","4.35582","2.00367","1.11","","","","","","1,27,28,67,68","TFOP SB2/APC","2018-09-05","2023-11-16","2023-12-08"
+"62483237","139.01","","1","4","1","5","4","3","1","6.7","100.8","9.72","9","9","7","CP","CP","9.3636","0.006","1","spoc-s01-s69-b0A-PC","SPOC/QLP","336.402414","-34.909713","26.43","0.071","-30.255","0.08","2458334.891563","0.0013814847","11.070857529664","0.0000277106","2.1937616584613","0.31063417","1.249025","0.099718","1149.7328034023","91.839714","2.3337648035252","1.646811","22.421906616094","554.99348424559","12.694616","42.4061","0.0763","4356","173","4.53491","0.3608","0.7007269859314","0.0575277","","","0.69","0.0852195","1,28,68","TOI-139 b","2018-09-05","2024-09-09","2024-09-10"
+"140068425","140.01","","3","5","5","3","4","4","4","57.3","129.5","108.61","10","1","6","PC","APC","9.7828","0.006","1","spoc-s28-b0A","SPOC","330.301777","-49.060077","32.489","0.077","-15.438","0.075","2458327.399828","0.00049933966","2.281343183223","0.000006349913","1.1601932632996","0.15420127","1.223947","0.15391","1126.661948754","141.74628","12.73871943027","22.251356","5760.9720984358","2221.9981475031","13.736684","337.105","5.7035","6174","194","4.27404","2.00568","2.35511","0.11186","","","1.2","0.177569","1,28,68","very likely EB; events synchronized with modulations; potential secondary at 0.5 phase","2018-09-05","2023-11-15","2023-11-15"
+"403224672","141.01","","1","5","5","5","4","1","2","13.3","129","3.62","12","14","17","CP","CP","7.384","0.006","1","qlp-s68-ffi","SPOC","338.983717","-59.864829","-108.388","0.05","-84.419","0.064","2460178.671412","0.0016377","1.0082361","0.0000015","1.41","0.24","0.247576","0.013239","228","12.1939","1.7202","0.0924458","1882.94","1835","26","48.0883","0.0989","5795.29","44.5804","4.438","","1.13","0.05","","","1.04","0.129204","1,27,28,68","HD 213885 b","2018-09-05","2023-11-15","2023-12-08"
+"425934411","142.01","","3","5","5","3","1","4","4","90.9","142.8","106.62","9","0","0","PC","PC","14.7109","0.007","1","spoc-s01-s69-b0A-PC","SPOC","4.60586","-62.847875","6.11","0.068","5.18","0.059","2458325.485901","0.00031706883","0.85335340037026","0.000002794214","1.2018736837228","0.050757922","27.577917","1.143004","25080.329069497","1052.1915","12.600718026243","4.5996604","262.10253859281","1026.2131049832","37.0026","320.237","4.469","3658","162","4.438","","0.60807597637177","0.0190377","","","0.594628","0.0208477","1,2,28,29,68,69","V-shaped; slight odd-even depending on detrending","2018-11-14","2024-04-24","2024-04-30"
+"25375553","143.01","","5","5","5","5","5","5","5","127.3","148","317","2","3","8","KP","KP","9.77486","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC","328.767739","-22.6126","12.885","0.101","-4.311","0.105","2460155.87081","0.00033902162","2.3109688983569","0.0000010088291","3.4303820702944","0.018429179","7.440388","0.037297","6829.4236495138","34.351486","17.304280003933","0.83617586","4324.0354535911","2068.197748977","189.12912","298.109","6.691","6371","197","3.94807","0.439603","1.9541100263596","0.0941057","","","1.336","0.218944","1,28,68","WASP-111 b","2018-09-05","2023-11-15","2023-11-15"
+"261136679","144.01","","1","5","5","5","4","1","1","17.1","202.3","4.65","0","14","4","CP","CP","5.1054","0.006","1","qlp-s62-ffi","SPOC","84.29928","-80.464604","311.187","0.127","1048.84","0.136","2460011.550653","0.0028276","6.267832","0.0000229","2.789","0.237","0.348577","0.008096","321","7.45646","1.99779","0.0837751","203.434","1052","53","18.2702","0.0226","5950","","4.438","","1.15","0.05","0.0887839","0.00649598","1.1","0.140389","1,4,8,11,12,13,27,28,31,34,38,39,61,62","pi Men c","2019-05-07","2023-04-04","2023-04-07"
+"265612438","145.01","","3","4","4","3","3","4","4","14.1","46.3","58.95","10","1","3","PC","PC","11.6789","0.006","1","qlp-s28-tois","QLP","333.174716","-55.978803","-5.816","0.065","-4.917","0.063","2459060.6424","0.00377","5.13002","0.00003","4.78","0.69","3.671647","0.002188","3376","2.01525","8.86428","0.524885","842.866","1501","22","438.421","8.695","5430.7","64.5","4.4","2","1.58","0.08","","","0.97","0.117664","1,27,28","Some confusion about whether source is this star or the close pair of equal brightness stars to the NE (260985864)- but difference image seems to indicate source is more likely to be this star.","2018-09-05","2021-12-07","2022-12-14"
+"355636844","146.01","","5","5","5","5","5","5","5","14.4","27.2","119.48","3","0","5","EB","FP","10.7124","0.006","1","qlp","QLP","358.302034","-56.013252","65.392","1.57","-27.177","1.636","2459080.90325","0.00446","6.30556","0.00004","2.946","0.394","0.934135","0.00134","860","1.23429","","","","","17","739.632","639.884","","","","","","","","","","","1,2,28","Signal coming from a faint star to the SE. At least for the brighter of those it could be a planet. TFOP FP.","2018-09-05","2022-10-17","2022-12-14"
+"220435095","147.01","","5","5","5","5","5","5","5","135.5","285.1","317","6","0","1","EB","FP","11.8999","0.006","1","spoc-s01-s65-b0A-PC","QLP","73.641474","-57.513453","5.001","0.053","22.236","0.054","2460185.36556","0.0012453676","3.423100173139","0.000001374783","2.4377582605966","0.026315102","9.424918","0.096907","8643.1016454957","89.250626","35.408405687234","4.8527308","3086.1129324726","1900.9587947636","147.44981","820.079","16.5695","5620.9","134.5","3.6","0.08","2.6126101016998","0.158683","-0.773322","0.1","1","0.124679","13,27,28,29,30,32,33,34,35,36,37,38,39,62,63,64,65,67,68,69","transit is V-shaped; the minimum planet radius is large (26 Re); the light curve shows a slightly eccentric secondary eclipse; TFOP FP/EB","2018-09-05","2023-11-27","2023-12-08"
+"393940766","148.01","","3","4","4","3","4","3","5","13","60","43.22","11","2","1","PC","CP","11.7835","0.006","1","qlp-s28-tois","QLP","338.320803","-38.159828","22.348","0.07","-25.839","0.072","2458327.32937","0.00191","4.86709","0.00002","3.103","0.389","4.580598","0.003424","4210","3.15395","7.42915","0.444077","435.152","1272","14","395.257","9.729","5814.3","793.8","4.34","2","1.15","0.06","","","1.13","0.153555","1,28","Planet candidate around 393940766 to the NW.","2018-09-05","2022-10-17","2022-12-14"
+"260985861","149.01","","3","5","5","3","3","4","4","108.6","129.9","317","4","1","1","PC","PC","10.8727","0.01","1","spoc-s01-s69-b0A-PC","QLP","76.635176","-80.768009","-7.91","0.16","22.707","0.195","2458597.939863","0.0002238981","3.3399431764227","0.0000013291042","4.2534704091359","0.029700065","9.897027","0.083704","9074.0787832356","77.09109","","","522.44270994808","1219.3519117394","117.076","380.81","9.2885","5095.6","1212.6","","","","","","","","","11,12,13,27,28,38,39,61,62,65,66,67,68","multiple stars in pixel; no stellar radius","2018-09-05","2024-02-23","2024-03-03"
+"271893367","150.01","","3","5","5","3","4","4","4","40.6","104.4","125.8","4","2","3","CP","CP","10.9031","0.006","1","spoc-s01-s39-b0A-CP","QLP","112.965421","-73.606036","-15.215","0.029","27.144","0.033","2459995.645628","0.0014220501","5.8574075375973","0.0000030940705","5.8548029293452","0.02472023","7.069098","0.029277","6489.7302345787","26.96511","13.889276153257","0.61632216","750.92202731432","1335.1143400762","157.52177","336.267","1.916","5982.9","108.8","4.03","0.08","1.6798700094223","0.0741256","0.211186","0.046085","1.1","0.141051","9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,39,61,62","TOI 150 b","2018-09-05","2023-10-05","2023-10-05"
+"382302241","151.01","","5","5","5","5","5","5","5","14.3","90.2","12.01","2","1","1","EB","FP","11.0264","0.006","1","sector-01-qlp-alerts","QLP","83.349121","-58.745093","28.992","0.046","25.403","0.06","2458326.05013","0.002","1.59782","0.00006","1.49","0.296","1.862211","0.004951","1713.69","4.56","3.59995","0.207255","955.676","1548","32","137.504","0.4555","5037.6","64.8","4.72","0.2","0.79","0.02","0.102405","0.1","0.87","0.107354","1","Large with possible synchronization; SG1 confirms NEB	","2018-09-05","2021-12-07","2022-12-14"
+"403287048","152.01","","5","5","5","5","5","5","5","14.1","68.2","52.8","2","1","1","EB","FP","11.3569","0.006","1","sector-01-qlp-alerts","QLP","332.357482","-62.334453","-34.716","0.036","-109.526","0.047","2458327.92337","0.00494","7.00776","0.00315","2.68","0.824","3.988702","0.019543","3666.99","18","8.1288","0.625284","302.511","1161","16","376.849","4.5095","6347","102.6","4.23","0.45","1.22","0.04","","","1.26","0.191402","1","retired as NEB","2018-09-05","2021-12-07","2022-12-14"
+"231081369","153.01","","5","5","5","5","3","5","5","20.3","68.4","104.03","5","1","2","PC","APC","11.7349","0.006","1","qlp-s38-tois","QLP","68.073785","-66.916299","12.131","2.933","15.615","2.933","2460069.867358","0.0018068757","7.6316384","0.0000064","2.054","0.175","4.984094","0.007179","4580","6.61239","12.4425","","212.617","","45","436.225","","6338.3","291.5","4.16","0.2","1.49","","-0.26861","0.1","","","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,30,31,32,33,34,35,36,37,38,61,62,63,65,67","","2018-09-05","2023-09-12","2023-09-12"
+"389525208","154.01","","5","5","5","5","5","5","5","44.5","50","317","1","1","3","EB","FP","10.0704","0.006","1","qlp-s27-ffi","QLP","313.261454","-38.594923","-5.023","0.069","-10.868","0.059","2458329.36085","0.00093","6.74657","0.00001","1.803","0.19","3.229435","0.002949","2970","2.71583","16.2785","0.919926","80.0277","833","31","402.734","8.073","5910.7","162.8","3.59","0.54","2.57","0.13","","","1.17","0.165402","1,27","TFOP FP","2018-09-05","2021-12-07","2022-12-14"
+"129637892","155.01","","3","4","3","3","4","4","4","12.1","66.7","24.36","4","8","4","PC","PC","9.0284","0.006","1","qlp-s68-ffi","QLP","321.11498","-37.850181","7.193","0.049","-6.279","0.051","2460168.813769","0.0018141","5.4499753","0.0000079","4.319","0.361","1.056936","0.025955","973","23.9056","5.28759","0.246683","839.203","1499","26","187.131","1.351","6220.5","151.8","3.99","0.36","1.79","0.08","","","1.35","0.213853","1,28,68","","2018-09-05","2023-11-16","2023-12-08"
+"220518305","156.01","","5","5","5","5","5","5","5","22.2","109","80.03","1","0","1","EB","FP","10.294","0.006","1","qlp-s30-ffi","QLP","41.467598","-64.320687","29.82","0.042","4.632","0.046","2459128.64364","0.00145","14.152","0.00003","3.599","0.23","4.133657","0.100766","3800","92.805","10.6751","1.45569","288.531","1148","39","234.138","1.3405","5823.9","138.2","4.6","0.16","1.28","0.06","0.19","0.12","1.21","0.177327","1,3,28,29,30","EB confirmed with CHIRON RVs	","2018-09-05","2021-12-07","2022-12-14"
+"140691463","157.01","","3","5","5","3","4","4","4","70.6","155","119.01","8","1","1","CP","CP","12.0166","0.006","1","spoc-s01-s69-b0A-CP","QLP","73.70144","-76.680606","11.712","0.035","-18.922","0.05","2458543.338324","0.00006235237","2.084543417798","2.925569e-7","2.0170380386704","0.008200487","13.662544","0.047224","12504.825019001","43.493595","13.443270500024","0.7049504","1085.4942585558","1463.9513086939","371.14728","355.683","2.826","5638","133.9","4.35","0.08","1.1064599752426","0.0579346","","","1","0.132466","9,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","TOI-157b (Nielsen+2020)","2018-09-05","2024-02-14","2024-02-17"
+"403136413","158.01","","5","5","5","5","5","5","5","32.6","73.4","110.14","3","0","1","EB","FP","11.2314","0.006","1","sector-01-qlp-alerts","QLP","333.578718","-55.378981","-8.312","0.043","4.153","0.053","2458326.37811","0.00219","2.51266","0.00045","2.411","0.173","3.033449","0.002942","2790.01","2.71","13.3617","0.731867","793.471","1478","22","601.367","11.559","5988","137.8","4.08","0.16","2.3","0.1","-0.03","0.12","1.15","0.158958","1","retired as NPC","2018-09-05","2021-12-07","2022-12-14"
+"394657039","159.01","","3","5","5","3","3","4","4","90.2","121.3","317","6","3","2","PC","PC","10.5132","0.006","1","qlp-s39-tois","QLP","51.782268","-78.549831","11.616","0.057","1.959","0.043","2459382.232709","0.0004284","3.7628372","0.0000032","3.956","0.019","12.404555","0.000206","11360","0.18932","17.330586736645","0.7854587","1797.8272073953","1660.7594667126","297","347.593","2.519","6979.2","136.5","4.22","0.09","1.5874600410461","0.0717136","0.17","0.12","1.53","0.269377","1,2,12,13,28,32,39","low amplitude pulsations ~ 1 day potentially phased with planet period","2018-09-05","2022-10-17","2022-12-14"
+"253917293","160.01","","5","5","5","5","5","5","5","17.8","71.9","48.6","2","2","3","EB","FP","11.2901","0.007","1","sector-01-qlp-alerts","QLP","337.500827","-31.924356","28.377","0.077","-27.285","0.059","2458327.37627","0.00284","4.608","0.001","3.383","0.758","3.494326","0.008664","3213.22","7.98","7.99698","0.539026","724.001","1445","25","341.854","4.498","5935","141.5","4.29","0.65","1.28","0.06","","","1.12","0.145936","1","Source is star to the WSW (253917292). Retired as NEB.","2018-09-05","2021-12-07","2022-12-14"
+"348770361","161.01","","3","4","4","3","3","4","4","9.7","52.9","19.52","9","0","3","PC","PC","11.4964","0.006","1","qlp-s39-tois","QLP","46.686553","-82.316371","14.9","2.9","4.7","2.8","2459388.787312","0.0011539","2.7684331","0.0000055","4.223","0.117","3.517067","0.058942","3234.0971112358","54.28633","4.61938","","1330.16","","45","333.651","","5388","","","","0.98","","","","","","1,12,13,27,28,39","","2018-09-05","2022-10-17","2022-12-14"
+"99493790","162.01","","5","5","5","5","3","5","5","55.7","84.8","317","2","3","7","PC","APC","11.6834","0.007","1","qlp-toi-update-03-29-22","QLP","317.639908","-23.305817","50.863","0.096","-19.94","0.061","2459078.393053","0.0003954","7.764691","0.0000068","3.185","0.056","26.965206","0.002985","24530","2.74943","15.6068","0.898621","86.3134","849","36","274.733","5.45","5404.7","43","4.4","2","0.99","0.06","","","0.971","0.125327","1,28","previously retired as EB; now APC","2018-09-05","2022-03-29","2022-12-14"
+"179317684","163.01","","3","5","5","3","4","4","4","49.3","55.8","317","4","0","3","CP","CP","10.8719","0.006","1","spoc-s01-s69-b0A-CP","QLP","79.768253","-71.895527","7.14","0.067","16.374","0.078","2458544.670293","0.00009975855","4.2311172621589","6.345285e-7","4.3531635432061","0.013488421","7.912593","0.021517","7261.2759360579","19.817411","14.626071109607","0.68786657","1489.1126253479","1584.351852601","371.85303","411.719","8.01","6671","130.6","4.14","0.09","1.6640199422836","0.0781055","","","1.41","0.244606","9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,68,69","TOI-163 b","2018-09-05","2024-02-14","2024-02-17"
+"79395355","164.01","","5","5","5","5","5","5","5","13.6","63.1","52.86","1","0","3","EB","FP","11.407","0.006","1","sector-01-qlp-alerts","QLP","320.054292","-51.309972","18.03","0.053","-14.704","0.064","2458328.33733","0.00377","7.31898","0.00224","3.771","0.886","4.143792","0.011075","3809.3","10.2","8.79673","0.51237","468.718","1296","17","360.131","4.613","5926","79.5","4.27","2.01","1.3","0.03","","","1.15","0.154532","1","Potential blend with 79395356 to NE; retired as NPC","2018-09-05","2021-12-07","2022-12-14"
+"350743714","165.01","","5","5","5","5","5","5","5","66.1","218.5","118.4","1","3","2","EB","FP","9.6686","0.007","1","qlp-s69-ffi","QLP","88.886226","-57.290745","2.812","0.056","-39.619","0.049","2460203.584862","0.0002239","7.7576444","0.0000019","3.483","0.133","8.116828","0.078276","7448","72.0924","13.3028","0.0820769","445.472","1279","348","210.311","1.1585","6038","54","3.96","0.11","1.45","","","","","","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68","EBLM J0555-57; 85 Mjup; retired as TFOP APC => SEB1","2018-11-30","2024-02-06","2024-02-17"
+"147203645","166.01","","3","4","4","3","3","4","4","39","149.7","61.86","12","0","4","PC","PC","10.7258","0.006","1","spoc-s01-s69-b0A-PC","QLP","323.196086","-44.018036","29.817","0.047","-58.517","0.051","2459065.316593","0.0005116646","5.0611314751549","0.0000039168817","1.5562414194691","0.055441506","5.743547","0.285125","5276.034930159","262.57532","9.1484301711449","1.1914712","239.14187946071","1002.960106792","39.23764","172.157","0.9805","5254","152.9","4.45","0.36","1.0021699666977","0.0537965","","","0.94","0.118538","1,28,68","","2018-09-05","2024-05-01","2024-06-01"
+"149990841","167.01","","3","4","3","5","3","4","4","25","94.3","59.25","5","1","5","PC","PC","11.6349","0.006","1","qlp-s39-tois","QLP","90.662482","-64.819484","-3.606","2.124","14.96","2.074","2459387.893848","0.0003729","4.4531846","0.0000027","1.687","0.13","6.435737","0.001116","5910","1.0276","","","184.842","1027","88","310.951","158.505","5766","158.9","","","","","","","","","1,2,4,5,7,8,9,11,12,27,28,29,31,32,34,35,36,37","no stellar radius; Gaia DR2 Teff + plx indicate sun-like star","2018-09-05","2022-10-17","2022-12-14"
+"369457671","168.01","","1","4","4","1","3","3","4","10.3","68.3","11.46","16","2","5","PC","PC","11.5147","0.006","1","qlp-s27-ffi","QLP","311.64359","-37.904399","14.801","0.076","-11.655","0.048","2458326.4928","0.00197","2.31446","0.00001","1.347","0.367","1.292795","0.004951","1190","4.56033","3.40668","0.294554","176.692","1015","10","130.977","0.8125","4801.5","126.2","","","0.73","0.05","","","0.74","0.0916005","1,27","","2018-09-05","2021-12-07","2022-12-14"
+"183120439","169.01","","3","5","5","3","4","4","4","39.7","105.1","85.34","6","1","2","CP","CP","11.788","0.006","1","spoc-s01-s36-b0A-CPKP","QLP","16.778688","-75.198945","20.225","0.05","-15.607","0.048","2459062.718052","0.0012657759","2.2554459223653","0.000004458845","1.6678604048114","0.04603705","5.751925","0.15637","5283.7103900699","144.01193","11.053529284219","0.5730389","1472.0095217439","1579.7828846785","34.75056","407.84","4.1945","5817","126.7","4.23","0.07","1.2966099977493","0.0621181","","","1.05","0.12634","13,27,28","TOI 169 b","2018-09-05","2022-10-17","2022-12-14"
+"394698182","170.01","","3","5","5","3","3","4","4","46.4","121.1","126.76","8","5","1","PC","PC","11.9692","0.006","1","qlp-s39-tois","QLP","54.989595","-83.088518","29.232","0.057","14.991","0.061","2459387.008657","0.0003683","3.7115129","0.0000022","2.685","0.064","13.415381","0.001041","12280","0.958993","13.941","0.66669","399.006","1245","156","428.915","5.21","5973","131.5","4.31","0.08","1.22","0.06","","","1.1","0.144306","12,13,27,28,39","","2018-09-05","2022-10-17","2022-12-14"
+"309257814","171.01","","3","5","5","3","3","4","4","131.6","233.5","120.61","22","2","3","PC","PC","11.6626","0.006","1","qlp-s38-tois","QLP","124.269428","-63.213403","-13.511","0.045","19.48","0.037","2459359.397767","0.0002857","1.2386034","6e-7","1.651","0.027","14.537179","0.000398","13300","0.366555","13.5831","0.802239","757.302","1461","69","256.345","1.463","5237","183","4.2427","0.42297","1.11","0.07","","","0.88","0.109325","1,8,9,10,11,28,31,35,36,37,38","","2019-06-11","2022-10-17","2022-12-14"
+"309257814","171.02","","5","5","5","5","5","5","5","61.5","143.6","75.4","22","2","3","PC","FP","11.6626","0.006","2","spoc","SPOC","124.269428","-63.213403","-13.511","0.045","19.48","0.037","2459144.738743","0.0015336432","1.8135767255614","0.00019187533","0.83821877545324","0.23335735","8.501737","0.869669","7799.8116121928","800.6742","10.27761676236","2.846093","1028.1397976864","1444.2181284695","7.7045045","256.345","1.463","5237","183","4.2427","0.42297","1.10723","0.0651181","","","0.88","0.109325","10,31","Likely EB and possibly double the period","2019-06-11","2021-01-14","2022-12-14"
+"29857954","172.01","","4","5","5","5","4","5","4","15.7","55.7","69.55","5","28","12","CP","CP","10.7379","0.006","1","qlp-s28-tois","QLP","316.631879","-26.692865","-4.711","0.094","-54.25","0.069","2458326.92242","0.00173","9.47686","0.00004","4.392","0.243","3.240324","0.001167","2980","1.07525","9.80856","0.54867","161.969","993","14","342.831","7.221","5801.8","235.6","4.32","2","1.79","0.09","","","1.031","0.12794","1,28","TOI-172 b","2018-09-05","2022-10-17","2022-12-14"
+"270341214","173.01","","3","4","4","3","3","4","4","25.7","158.3","97.94","22","22","3","PC","PC","8.8784","0.006","1","spoc-s01-s69-b0A-PC","SPOC","33.458853","-80.582711","22.849","0.057","19.459","0.05","2458333.410136","0.00037007008","29.753745141383","0.000010696793","8.0780445040627","0.031075664","6.917315","0.05193","6350.8299407454","47.828358","11.986897642935","0.5028346","86.562563094994","777.95105911389","128.69139","152.023","0.6405","6409","197","4.20097","0.320295","1.4686299562454","0.0610553","","","1.41","0.233008","1,13,27,28,39,66,67,68","unrelated longer duration partial transit at end of s13; potential multi","2018-08-30","2024-03-11","2024-03-16"
+"270341214","173.02","","1","4","1","1","3","4","4","2.8","35.8","7.44","22","22","3","PC","PC","8.8784","0.006","2","spoc-s1-s69-b0A-PC","SPOC","33.458853","-80.582711","22.849","0.057","19.459","0.05","2458329.295582","0.0020004397","9.1702264767314","0.000023407174","5.6855841906764","0.71033275","0.332268","0.027282","305.98356769352","25.12709","2.6317754287441","1.4249274","415.79463068641","1151.7002703208","10.224759","152.023","0.6405","6409","197","4.20097","0.320295","1.4686299562454","0.0610553","","","1.41","0.233008","1,13,27,28,39,66,68","possible odd-even; variable host; potential multi; near 3:1 resonance with TOI 173.01 (P~30 days); low MES","2024-05-30","2024-06-05","2024-08-16"
+"425997655","174.01","","1","5","5","1","4","4","4","2","60","4.18","17","14","3","CP","CP","8.7513","0.006","1","qlp-s69-ffi","SPOC","55.459031","-62.767267","-102.571","0.05","-43.917","0.059","2460180.378105","0.0017731","17.6671687","0.0000292","2.525","0.14","0.927615","0.037816","854","34.8289","1.87042","0.12665","7.60884","462","26","39.0341","0.04005","4813","111","4.38","0.21","0.69","0.04","-0.19","0.08","0.78","0.0888069","1,2,3,4,11,29,30,31,34,64,68,69","HD 23472 b / TOI 174.01","2019-05-07","2023-11-15","2023-12-08"
+"425997655","174.02","","4","5","5","5","4","4","4","0.8","41.5","3.24","17","14","3","CP","CP","8.7513","0.006","2","qlp-s68-ffi","SPOC","55.459031","-62.767267","-102.571","0.05","-43.917","0.059","2460157.951364","0.004136","29.7975205","0.0000887","2.782","0.202","0.728774","0.036088","671","33.2375","1.60982","0.115321","3.2713","374","17","39.0341","0.04005","4813","111","4.38","0.21","0.69","0.04","-0.19","0.08","0.78","0.0888069","1,2,3,4,11,29,30,31,34,64,68","HD 23472 c; multi","2019-05-17","2023-11-15","2023-12-08"
+"425997655","174.03","","2","5","5","2","4","4","4","1.1","6.1","1.65","17","14","3","CP","CP","8.7513","0.006","3","qlp-s69-ffi","SPOC","55.459031","-62.767267","-102.571","0.05","-43.917","0.059","2460184.414244","0.0035407","12.1623316","0.0000441","2.614","0.919","0.344233","0.02919","317","26.885","1.15643","0.097689","27.5458","638","14","39.0341","0.04005","4813","111","4.38","0.21","0.69","0.04","-0.19","0.08","0.78","0.0888069","1,2,3,4,11,29,30,31,34,64,68,69","HD 23472 f / TOI 174.03","2019-05-17","2023-11-15","2023-12-08"
+"425997655","174.04","","2","5","5","2","4","4","4","1.3","11.4","0.36","17","14","3","CP","CP","8.7513","0.006","4","qlp-s69-ffi","SPOC","55.459031","-62.767267","-102.571","0.05","-43.917","0.059","2460203.017928","0.0041223","3.9766833","0.0000142","1.859","0.302","0.154185","0.013163","142","12.1233","0.757588","0.0655541","89.0886","855","9","39.0341","0.04005","4813","111","4.38","0.21","0.69","0.04","-0.19","0.08","0.78","0.0888069","1,2,3,4,11,29,30,31,34,64,68,69","HD 23472 d / TOI 174.04","2019-05-17","2023-11-15","2023-12-08"
+"425997655","174.05","TIC 425997655.05","1","5","5","1","4","4","4","1.2","7.8","0.88","17","14","3","CP","CP","8.7513","0.006","5","qlp-s69-ffi","SPOC","55.459031","-62.767267","-102.571","0.05","-43.917","0.059","2460197.038739","0.0041425","7.9076222","0.0000262","2.611","0.411","0.23563","0.015555","217","14.3268","0.969819","0.073197","44.8107","720","13","39.0341","0.04005","4813","111","4.38","0.21","0.69","0.04","-0.19","0.08","0.78","0.0888069","1,2,3,4,11,29,30,31,34,64,68,69","HD 23472 e/ TOI 174.05","2021-10-21","2023-11-15","2023-12-08"
+"307210830","175.01","","1","5","5","1","4","2","4","8","29.3","2.5","20","4","4","CP","CP","9.41242","0.007","1","qlp-s63-ffi","QLP","124.53286","-68.314466","94.768","0.054","-340.47","0.052","2460039.150624","0.0003728","3.6906795","0.0000013","1.107","0.081","1.800557","0.04718","1657","43.4539","1.36751","0.0448017","8.77401","479","80","10.6194","0.0032","3469","68","4.9401","0.058929","0.31","0.01","","","0.292836","0.0201481","2,5,8,9,10,11,12,28,29,32,35,36,37,38,39,61,62,63","L 98-59 c; TOI 175.01","2019-05-07","2023-05-11","2023-05-11"
+"307210830","175.02","","4","5","5","5","4","4","4","16.5","441.8","9.75","20","4","4","CP","CP","9.41242","0.007","2","qlp-s63-ffi","SPOC","124.53286","-68.314466","94.768","0.054","-340.47","0.052","2460039.154503","0.0004444","7.4507305","0.0000032","0.475","0.12","1.675497","4.72609","1542","4343.43","3.04528","0.856434","1.96064","329","40","10.6194","0.0032","3469","68","4.9401","0.058929","0.31","0.01","","","0.292836","0.0201481","2,5,8,9,10,11,12,28,29,32,35,36,37,38,39,61,62,63","L 98-59 d/TOI 175.02","2019-05-07","2023-05-11","2023-06-16"
+"307210830","175.03","","4","5","5","5","4","4","4","7.4","32.8","1.07","20","4","4","CP","CP","9.41242","0.007","3","qlp-s63-ffi","QLP","124.53286","-68.314466","94.768","0.054","-340.47","0.052","2460035.728304","0.0006774","2.2531134","0.0000015","0.909","0.272","0.723341","0.119307","666","109.88","1.01428","0.0713486","82.284","839","40","10.6194","0.0032","3469","68","4.9401","0.058929","0.31","0.01","","","0.292836","0.0201481","2,5,8,9,10,11,12,28,29,32,35,36,37,38,39,61,62,63","L 98-59 b / TOI 175.03","2019-05-07","2023-05-11","2023-06-16"
+"272086159","176.01","","5","5","5","5","5","5","5","9.9","284.2","103.66","3","1","1","EB","FP","13.4004","0.007","1","spoc-s01s06-b0A","SPOC","115.003473","-72.205678","15.438","0.073","478.653","0.106","2458649.291373","0.0026260186","16.155373","0.000103","1.556705","0.037499","80.224553","1.764459","71225.723174","1623.8068","10.424281","7.728964","1.8460086469149","297.28854968266","49.630848","65.9528","0.20035","3270","63","4.98242","0.409627","0.271","0.047","","","0.302101","0.0202307","2,3,4,5,6,12","","2019-05-07","2023-10-27","2023-10-28"
+"262530407","177.01","","1","5","5","1","4","4","4","12.7","136.7","4.71","8","5","3","CP","CP","9.49275","0.007","1","qlp-s69-ffi","SPOC","20.438428","-46.714723","-111.206","0.058","-79.827","0.068","2460204.963281","0.0008831","2.8531016","0.0000017","1.142","0.173","1.515659","0.130923","1395","120.577","2.02068","0.114301","23.0419","610","28","22.4751","0.02605","3703","66","4.76229","0.061557","0.52","0.02","","","0.515356","0.0204259","2,3,29,69","GJ 3090 b","2018-12-20","2023-10-27","2023-11-03"
+"251848941","178.01","","1","5","5","1","4","4","4","4.9","62.8","7.04","23","7","6","CP","CP","10.42","0.006","1","qlp-s69-ffi","QLP","7.302011","-30.454116","149.953","0.073","-87.253","0.042","2460196.437088","0.0018585","6.5578513","0.0000106","2.08","0.17","1.734219","0.087539","1596","80.6229","2.54474","0.244377","24.9125","622","18","62.699","0.20675","4111","171","4.55528","0.449348","0.66","0.06","","","0.68","0.0803989","2,29,69","TOI-178 d / TOI 178.01","2018-11-03","2023-11-02","2023-11-03"
+"251848941","178.02","","4","5","5","5","4","4","4","2.7","66.6","12.29","23","7","6","CP","CP","10.42","0.006","2","spoc","SPOC","7.302011","-30.454116","149.953","0.073","-87.253","0.042","2458354.55219","0.004083","20.708504","0.003165","2.236524","0.274134","1.800631","0.484506","1657.067907","446.14713","3.751004","1.518233","19.497772457568","535.93978662926","9.537692","62.699","0.20675","4111","171","4.55528","0.449348","0.701202","0.152166","","","0.68","0.0803989","2","TOI-178 g / TOI 178.02; half period of TOI-178 g in report but updated to match confirmed planet period","2018-11-03","2021-10-21","2022-12-14"
+"251848941","178.03","","4","5","5","5","4","4","4","2.3","43.9","5.28","23","7","6","CP","CP","10.42","0.006","3","qlp-s69-ffi","SPOC/QLP","7.302011","-30.454116","149.953","0.073","-87.253","0.042","2460195.89034","0.0037119","9.9615672","0.0000382","2.278","0.942","1.16562","0.156723","1073","144.337","2.14899","0.262827","35.7275","681","11","62.699","0.20675","4111","171","4.55528","0.449348","0.66","0.06","","","0.68","0.0803989","2,29,69","TOI-178 e / TOI-178.03","2018-11-03","2024-02-20","2024-03-03"
+"251848941","178.04","","5","5","5","5","5","5","5","3.1","40.4","2.91","23","7","6","CP","KP","10.42","0.006","4","spoc","SPOC","7.302011","-30.454116","149.953","0.073","-87.253","0.042","2458356.107512","0.0021821528","3.2384253154792","0.00002430697","1.9941055488109","0.3307548","0.578589","0.075049","532.75806233683","69.12007","1.5148369144697","1.6900105","97.61593787232","801.67793856037","7.2096095","62.699","0.20675","4111","171","4.55528","0.449348","0.6608060002327","0.0596206","","","0.68","0.0803989","2,29","TOI-178 c / TOI-178.04","2021-11-18","2021-11-18","2022-12-14"
+"207141131","179.01","","1","5","5","1","4","4","4","16.6","161.5","7.65","10","9","8","CP","CP","8.1796","0.006","1","spoc-s01-s36-b0A-PC","SPOC/QLP","44.262014","-56.191869","-36.676","0.042","50.599","0.045","2458354.588198","0.000321959","4.1374379166706","0.000004197856","1.8454937264933","0.11862802","1.222723","0.035281","1125.5354645185","32.49457","2.6757658530281","0.70166904","168.33617536627","918.67968642356","31.719687","38.5653","0.0366","5058","181","4.51761","0.282094","0.80263298749924","0.0479623","","","0.85","0.103514","2,3,29,30","HD 18599 b","2018-12-20","2024-09-09","2024-09-10"
+"51912829","180.01","","5","5","5","5","3","5","5","76.6","188.4","72.6","4","6","2","EB","APC","9.5183","0.006","1","spoc-s01-s36-b0A","SPOC/QLP","14.298639","-67.496189","22.671","0.055","16.495","0.042","2458325.896392","0.000091541515","0.83538985607493","0.00003170416","1.0385174695472","0.03870001","2.46238","0.03065","2265.3656618564","28.229282","10.050825333785","0.81025904","17113.24779903","2917.1103577354","63.1018","264.72","2.1895","6082","193","3.77654","0.33082","2.0701200962067","0.0942464","","","1.21","0.180064","1,2,28,29,68","TFOP APC; retired as BEB; clear secondary","2018-11-03","2023-11-02","2023-11-03"
+"76923707","181.01","","2","5","5","4","4","2","4","38.5","171.5","39.81","9","5","3","PC","CP","10.4654","0.006","1","spoc","UNKNOWN","352.172541","-34.49141","111.364","0.075","-2.588","0.094","2458358.118263","0.00022718913","4.5320501729208","0.0000029879789","2.3754425079452","0.04223273","8.583563","0.101625","7874.585278811","93.59567","7.0590799079365","0.52485925","123.9023994514","850.92185617624","86.568436","96.2338","0.57475","4983","180","4.61445","0.318565","0.80557298660278","0.0550251","","","0.76","0.0936053","2,29","TOI 181; under investigation by TFOP","2018-11-03","2021-07-28","2023-12-03"
+"76989773","182.01","","5","5","5","5","3","5","5","199.1","521.6","87.43","9","4","1","PC","APC","9.683","0.006","1","qlp","UNKNOWN","353.293998","-35.463992","-107.298","0.451","-66.417","0.536","2458355.08255","0.00013","1.76918","0.00003","1.768","0.055","10.440533","0.02968","9570","27.3356","11.6236","0.680425","1670.21","1780","256","107.399","2.936","5569","187","4.32065","0.291747","0.96","0.03","","","","","2,29","v-shaped; two stars in PSF","2018-11-03","2020-11-06","2022-12-14"
+"183979262","183.01","","5","5","5","5","5","5","5","415.3","826.6","317","4","0","3","EB","FP","8.3291","0.006","1","spoc-s28-b0A","UNKNOWN","21.650295","-72.748874","76.603","0.135","20.878","0.093","2459063.727306","0.00022652207","3.4307564847103","0.00006386977","3.1443387557244","0.0143825235","10.543911","0.061193","9664.2985633534","56.35966","29.774912412389","1.3656207","4956.2460141416","2139.9713715603","160.65495","213.024","2.7315","6270","196","3.61332","0.359293","2.72192","0.124462","","","1.34","0.220925","1,2,27,28","TFOP FP; retired as EB","2018-11-03","2021-12-06","2022-12-14"
+"300871545","184.01","","5","5","5","5","5","5","5","218.9","448.4","317","4","5","1","EB","FP","10.0433","0.006","1","spoc-s01-s65-b0A-PC","SPOC/QLP","117.657401","-70.533461","-14.67","0.041","33.139","0.042","2460186.764732","0.00021822595","4.8170684375362","2.8938362e-7","3.1822663446573","0.003593913","25.416252","0.033799","23137.362996508","31.129509","24.434267437892","1.0329372","952.27696284011","1416.8065928773","851.03296","247.441","1.4185","6380","197","4.24852","0.353278","1.449560046196","0.0612664","","","1.41","0.252208","1,2,3,4,5,6,7,8,9,10,11,12,13,61,62,63,65","1000 ppm secondary; TFOP FP; retired as EB","2018-10-19","2023-11-02","2023-11-03"
+"100100827","185.01","","4","5","5","5","5","4","5","387.1","375.3","317","2","5","1","KP","KP","8.8287","0.006","1","qlp-s69-ffi","SPOC/QLP","24.354462","-45.677794","25.243","0.03","20.597","0.034","2460205.353322","0.0002056","0.9414525","1e-7","2.05","0.036","12.497907","0.283032","11445","260.648","15.342","0.801605","4266.74","2251","519","123.483","0.37","6400","","4.36583","","1.35","0.07","0.1","0.1","1.2","0.174553","2,3,29,30,69","WASP-18 b","2018-12-20","2023-11-02","2023-11-03"
+"279741379","186.01","","3","5","5","3","4","4","4","4.8","195.9","9.84","1","13","3","CP","CP","6.9934","0.006","1","qlp-s69-ffi","SPOC/QLP","51.750188","-63.500166","355.084","0.045","-247.46","0.049","2460202.210988","0.0008449","35.6134391","0.0000324","3.512","0.737","1.711383","0.087917","1575","80.9712","3.12194","0.291907","10.8612","505","39","16.32","0.0071","4628.53","91.9226","4.32239","0.236802","0.71","0.06","0.00265487","0.0526804","0.73","0.0877794","1,2,3,4,28,29,30,34,61,64,68,69","GJ 143 b / TOI 186.01","2018-12-04","2023-11-02","2023-11-03"
+"279741379","186.02","","1","5","5","1","4","4","4","2.8","16.4","0.95","1","13","3","CP","CP","6.9934","0.006","2","qlp-s69-ffi","SPOC","51.750188","-63.500166","355.084","0.045","-247.46","0.049","2460201.824941","0.0026809","7.7897726","0.0000193","2.376","0.744","0.210653","0.021358","194","19.6709","1.00084","0.107854","144.765","966","10","16.32","0.0071","4628.53","91.9226","4.32239","0.236802","0.71","0.06","0.00265487","0.0526804","0.73","0.0877794","1,2,3,4,28,29,30,34,61,64,68,69","HD 21749 c / TOI 186.02","2020-07-09","2023-11-15","2023-12-08"
+"260304296","187.01","","5","5","5","5","3","5","5","554","655.2","317","5","1","1","PC","APC","9.109901","0.006","1","spoc-s61-b0A","SPOC/QLP","94.615541","-57.013501","-8.683","0.053","6.389","0.044","2459962.995091","0.0002759067","0.51258067835787","0.000010913071","1.6430774668015","0.022573534","6.196784","0.071417","5691.1921109459","65.77529","19.234256274697","4.468955","22324.205026434","3117.5523161454","37.666416","184.529","0.7205","6725","201","4.19532","0.344818","1.5519499778748","0.0616282","","","1.45","0.24382","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,31,32,61","v-shaped; very likely EB; TFOP APC previously retired as BEB due to chromaticity","2018-10-19","2023-04-04","2023-04-07"
+"280830734","188.01","","5","5","5","5","3","5","5","11.4","71.8","12.88","1","4","1","PC","APC","9.4668","0.006","1","qlp-s69-ffi","SPOC/QLP","44.555588","-70.760786","33.499","0.048","38.324","0.045","2460205.8065","0.0010285","1.1619456","0.0000013","0.564","0.122","0.266038","0.052945","245","48.7634","3.63215","0.336063","359.19","1212","12","210.812","1.107","6340.3","204","4.18","0.27","1.66","0.11","-0.46","0.19","1.26","0.204058","1,2,27,28,29,63,67,68,69","TFOP SB2/APC; ~6 sigma odd/even in spoc-s01-s65","2018-11-03","2023-11-02","2023-11-03"
+"278866211","189.01","","5","5","5","5","3","5","5","53.9","200.9","49.4","4","0","1","PC","APC","10.2638","0.006","1","qlp-s68-ffi","SPOC","100.807811","-55.244376","-11","0.049","41.214","0.056","2460192.310521","0.0003363","2.1940608","8e-7","1.33","0.104","6.512193","0.252741","5980","232.756","8.0065","0.405795","523.7","1332","58","181.879","0.811","6054","193","4.39416","0.333298","1.04","0.05","","","1.21","0.182247","1,2,3,5,6,8,9,11,12,13,28,29,30,32,33,34,35,36,38,39,61,62,65,66,67,68","TFOP APC/BEB; v-shaped","2018-10-19","2023-10-16","2023-10-19"
+"166739520","190.01","","3","5","5","3","5","4","5","49.4","193.1","94.92","2","4","3","KP","KP","9.6411","0.006","1","spoc-s01-s36-b0A-CPKP","UNKNOWN","36.775811","-50.284425","59.958","0.038","24.743","0.036","2459139.178447","0.0002471","10.020599778833","0.0000046462865","5.7591694018013","0.02481623","8.959603","0.039675","8218.1442864749","36.541595","11.767918313973","0.5424184","211.79165340582","972.96442173092","216.54204","157.963","0.634","6038","","4.35513","","1.275269985199","0.0584674","-0.36","0.09","1.1","0.135624","2,3,29,30","WASP-117 b","2018-12-20","2021-12-09","2022-12-14"
+"183532609","191.01","","3","5","5","3","5","4","5","110.6","414.3","108.01","1","1","5","KP","KP","9.1468","0.006","1","qlp-s69-ffi","SPOC/QLP","359.900874","-35.031335","109.747","0.06","7.614","0.06","2460202.792714","0.000182","8.1587261","0.0000012","4.288","0.172","16.780952","0.174021","15337","160.266","12.7393","0.745852","209.118","1059","249","89.9606","0.3633","5600","","4.50501","","1","0.06","0.24","0.1","0.99","0.124742","2,29,69","WASP-8","2018-11-03","2023-11-02","2023-11-03"
+"183537452","192.01","","3","5","5","3","5","4","5","56.8","284.1","41","1","1","2","KP","KP","10.2499","0.006","1","qlp-s69-ffi","SPOC/QLP","357.879198","-39.907121","-56.853","0.041","-88.865","0.048","2460200.089939","0.0004296","3.9227122","9e-7","2.555","0.138","13.05599","0.135273","11953","124.583","7.23153","0.475318","235.573","1091","176","87.5953","0.3106","4800","","4.53527","","0.64","0.04","0.17","0.05","0.88","0.111364","2,29,69","WASP-29 b","2018-11-03","2023-11-02","2023-11-03"
+"183985250","193.01","","1","5","5","1","4","4","4","487.7","957.3","111.98","12","9","2","CP","CP","9.1031","0.006","1","qlp-s69-ffi","SPOC/QLP","358.668877","-37.628224","247.615","0.076","-69.801","0.062","2460206.061059","0.0002447","0.7920646","2e-7","0.466","0.108","1.590682","4.865462","1464","4471.23","12.9674","","1013.69","1571","56","80.4373","0.3162","5422","185","4.42223","0.273742","0.98","","","","0.93","","2,29,69","LTT 9779 b","2018-11-03","2023-11-02","2023-11-03"
+"211438925","194.01","","3","5","5","3","5","4","5","89","111.7","317","1","1","1","KP","KP","10.248","0.006","1","qlp-s69-ffi","SPOC/QLP","5.160562","-23.935789","-1.4","1.9","-18.3","1.9","2460198.831716","0.0002599","4.8996461","0.000001","3.07","0.031","11.962066","0.125122","10957","115.235","15.9746","","259.864","","203","211.877","","5940","","4.23158","","1.5","","0.04","0.1","","","2,29,69","WASP-20 b","2018-11-03","2023-11-02","2023-11-03"
+"230982885","195.01","","3","5","5","3","5","4","5","187.7","175.2","317","1","0","1","KP","KP","9.9696","0.006","1","qlp-s69-ffi","SPOC/QLP","24.605139","-55.772001","96.163","0.039","20.946","0.035","2458355.490424","0.00006195358","2.0727598","4e-7","2.619","0.388","16.146013","0.375092","14761","345.413","14.2954","0.701783","1414.87","1708","171","151.068","0.509","5640","","4.43703","","1.13","0.05","","","1.01","0.127695","2,29,69","WASP-97 b","2018-11-03","2023-11-02","2023-11-03"
+"234519192","196.01","","3","5","5","3","3","4","4","32.9","94.4","53.77","3","8","1","PC","PC","8.0674","0.006","1","spoc-s01-s69-b0A-PC","QLP","14.551689","-64.761541","-0.261","0.051","15.617","0.045","2458354.303731","0.00031383787","1.163037175571","0.0000031162267","1.4568603304114","0.10428787","0.444809","0.017867","409.60065875774","16.455883","8.4237328054109","2.3373525","49141.012242486","3797.3512800599","28.698704","292.32","2.5715","6495","198","3.32048","0.371256","4.0595698356628","0.175","","","1.4","0.241305","2,28,29,68,69","V-shaped; Fast rotator","2018-11-03","2024-05-01","2024-06-01"
+"441462736","197.01","","4","5","5","5","4","5","4","28.5","92.4","53.04","3","40","3","CP","CP","7.3566","0.006","1","spoc","UNKNOWN","353.033186","-21.801201","-96.775","0.101","51.24","0.091","2458357.014054","0.0022052974","14.278121996244","0.003338778","8.6972717710741","0.21654366","0.899282","0.048272","827.92644256564","44.459335","8.3566077534832","0.8052116","91.654181406546","789.14683727736","14.3883705","95.5483","0.7309","5105","181","3.39182","0.291381","2.9032399654388","","","","","","2,29","HD 221416 b; evolved star","2018-10-22","2021-12-02","2022-12-14"
+"12421862","198.01","","1","5","5","4","4","1","4","1.7","9.5","2.79","22","7","8","PC","CP","9.92801","0.007","1","spoc","QLP","2.271509","-27.121745","692.255","0.105","90.142","0.066","2458356.3672","0.001527935","10.215016792666","0.00005243623","1.9683065535731","0.38846454","1.079877","0.094225","994.10890450098","86.780266","1.4777754128763","0.58433956","7.4195033952489","420.93346955177","11.117827","23.7262","0.02655","3763","65","4.83739","0.119367","0.44733598828316","0.0133167","","","0.4437","0.0202915","2,29","period updated to half alerted period (~10.2 days) from spoc-s01-s36 multisector","2018-11-03","2021-07-15","2023-12-03"
+"309792357","199.01","","3","4","3","3","4","4","4","3","104","74.5","13","2","1","CP","CP","10.0391","0.006","1","qlp-s69-ffi","SPOC","80.105873","-59.895433","45.702","0.037","58.455","0.038","2460038.977062","0.0003971","104.8729635","0.0000414","6.554","0.174","13.30876","0.181536","12183","167.187","10.223","0.600463","2.75278","358","262","102.27","0.1905","5350","184","4.52347","0.275691","0.88","0.05","","","0.88","0.106682","1,2,3,4,5,6,7,8,9,10,11,12,13,27,29,30,31,32,33,34,35,36,37,39,61,62,63,64,66,67,68,69","TOI-199 b (https://arxiv.org/pdf/2309.14915.pdf)","2018-12-04","2023-11-16","2023-12-08"
+"410214986","200.01","","3","5","5","3","4","4","4","59.3","356.8","34.57","9","59","5","CP","CP","7.8541","0.006","1","spoc-s01-s69-b0A-CP","SPOC","354.915467","-69.196043","79.464","0.074","-67.44","0.045","2458332.308323","0.00027840625","8.1382221772438","0.0000030412186","3.2797025058529","0.038377635","4.190364","0.103227","3852.029987402","95.07076","6.1757681562063","0.47273856","115.82755633047","836.70569123391","46.739357","44.0622","0.0692","5414","161","4.438","","0.95198500156403","0.0705779","","","0.94","0.124858","1,27,28,67,68","DS Tuc A b","2018-11-09","2024-09-05","2024-09-05"
+"350618622","201.01","","1","4","1","3","4","4","4","17.5","162.9","90.56","21","3","1","CP","CP","8.5822","0.006","1","spoc-s01-s65-b0A-CP","SPOC","87.401782","-54.910423","7.731","0.052","66.448","0.058","2460177.324576","0.0020008","52.978141944942","0.0000138111245","4.7965245936012","0.017003449","6.913424","0.026765","6347.2690959266","24.65142","11.447149236788","0.54719585","30.265316059852","598.21328422775","277.0269","113.825","0.346","6461.8","83","4.35","0.16","1.3303099870682","0.0634748","0.18","0.12","1.31","0.212157","1,2,3,4,5,6,7,8,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,64,65","TOI 201 b","2019-05-07","2023-10-16","2023-11-02"
+"350618622","201.02","","2","4","4","2","3","4","4","1","3.2","1.81","21","3","1","PC","PC","8.5822","0.006","2","qlp-s68-ffi","SPOC","87.401782","-54.910423","7.731","0.052","66.448","0.058","2460175.602477","0.0076201","5.8492379","0.0000393","3.257","0.232","0.118352","0.006239","109","5.7467","1.18919","0.0767895","389.669","1237","12","113.825","0.346","6461.8","83","4.35","0.16","1.33","0.06","0.18","0.12","1.31","0.212157","1,2,3,4,5,6,7,8,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,64,65,66,67,68","TOI 201.02; interior to TOI-201 b","2020-03-11","2023-11-15","2023-12-08"
+"355509914","202.01","","3","4","4","3","1","4","4","19.8","49.5","65.44","5","0","0","PC","PC","14.6723","0.006","1","spoc-s01-s69-b0A-PC","SPOC","15.52504","-59.087724","17.866","0.055","7.733","0.05","2458326.110175","0.00069820596","1.7386694511857","0.0000051822353","1.1898354000813","0.24837331","14.989264","0.975949","13710.761502563","898.478","9.455763004405","2.7382448","418.92149340896","1153.8594475975","17.820765","627.339","11.7195","4746","178","4.52746","0.265458","0.82025802135467","","","","0.73","","1,2,28,29,68,69","","2018-11-14","2024-05-01","2024-06-01"
+"259962054","203.01","","5","5","5","5","5","5","5","0","6.5","0.29","2","1","3","V","FA","12.2423","0.007","1","qlp-s28-tois","SPOC","43.018076","-67.687016","-55.699","0.098","149.273","0.09","2459106.86029","0.03502","51.94509","0.00219","8.094","3.492","2.754747","0.027905","2534","25.7015","0.705818","0.131354","4.34593","402","8","24.7894","0.0285","3203","63","5.01682","0.423075","0.23","0.01","","","0.202161","0.0200851","1,2,3,27,28,29,30","M dwarf; first transit is on/near momentum dump; the transit duration is a bit long for the reported period;","2018-10-22","2024-09-05","2024-09-05"
+"281781375","204.01","","1","4","1","2","3","4","4","1.2","33.6","8.39","3","4","1","PC","PC","9.2182","0.006","1","spoc-s01-s69-b0A-PC","SPOC","12.97601","-59.343647","88.887","0.042","-148.96","0.042","2458328.034407","0.003417679","43.829786250695","0.00014581934","4.301139167871","0.47095427","0.70299","0.05885","647.2685163081","54.201218","2.8243863289412","0.67029566","15.656948865115","507.3369957599","10.029004","95.3428","0.21455","5605","187","4.39973","0.270707","1.0365400314331","0.0544523","","","0.98","0.121443","1,2,28,29,68,69","One event is on/near momentum dump","2018-11-14","2024-04-24","2024-04-30"
+"281575427","205.01","","1","5","5","1","3","4","4","2.8","30.9","5.81","5","11","1","PC","PC","9.4525","0.006","1","qlp-s68-ffi","SPOC","7.975464","-56.965081","31.34","0.049","4.687","0.039","2460189.141091","0.0045835","4.2529842","0.0000161","3.138","0.42","0.307307","0.017904","283","16.4901","2.26991","0.146195","636.914","1399","13","177.759","0.9185","6222.5","83","4.06","0.16","1.45","0.07","0.13","0.12","1.2","0.176842","1,2,28,29,68","","2018-11-14","2023-11-15","2023-12-08"
+"55650590","206.01","","1","5","5","1","4","4","4","9.1","78.1","2.97","7","0","3","CP","CP","12.4312","0.008","1","spoc-s01-s65-b0A-CP","SPOC","73.73822","-62.521874","105.973","0.074","111.015","0.083","2458325.542536","0.0002835781","0.7363132199312","0.0000047654476","0.67368533226497","0.062197004","1.436887","0.085025","1322.5461053628","78.30821","1.5332682138574","0.10285874","117.75816711264","840.17065542403","25.910513","47.7465","0.10975","3358","","4.438","","0.35167598724365","0.0105659","","","0.336144","0.0202765","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,65","TOI-206 b","2019-05-17","2024-01-17","2024-01-27"
+"260271203","207.01","","5","5","5","5","5","5","5","74.9","184.5","317","3","1","1","EB","FP","13.4734","0.006","1","spoc-s01s06-b0A","SPOC","94.218082","-58.229798","0.243","0.031","2.663","0.032","2458330.097007","0.00043840197","5.6492853442049","0.000027445074","4.0424046348839","0.02747071","49.248931","0.29383","44346.559983008","270.59085","26.560852664648","26.561123","405.08815415719","1144.2136790208","160.72606","969.506","15.7155","5963","190","4.31132","","1.21025","1.21025","","","1.18","","1,2,3,4,5,6","follow-up in progress","2019-01-31","2024-09-05","2024-09-05"
+"314865962","208.01","","1","4","1","2","3","4","4","0.8","18.4","5.16","3","4","3","PC","PC","10.3539","0.006","1","spoc-s01-s69-b0A-PC","SPOC","53.28158","-72.744051","18.57","0.05","44.709","0.045","2458335.989204","0.0036366675","22.458619597002","0.00008177223","7.1989719471033","0.5103982","0.48326","0.027452","445.0003089072","25.28392","2.1229457616632","0.58535606","33.897315085483","615.40507678001","16.692709","148.372","0.539","5493","186","4.43001","0.290559","0.97838097810745","0.0512915","","","0.98","0.12389","1,2,3,6,9,13,27,28,29,30,33,36,39,62,63,66,67,68,69","momentum dump 4 hours after midtransit in s27 likely affecting transit shape","2019-05-17","2024-04-22","2024-04-30"
+"52204645","209.01","","1","4","4","1","3","4","4","3.9","43.5","5.98","10","3","3","PC","APC","10.8545","0.006","1","spoc-s01-s69-b0A-PC","SPOC","19.394178","-66.903066","-12.619","0.058","-138.402","0.033","2458325.884839","0.0009962907","4.3794297785579","0.0000070350575","1.6639354111246","0.3168304","1.053345","0.063623","969.6957615801","58.59707","2.3149088026424","1.9252915","120.93595557307","845.78233395205","17.74379","113.387","0.2725","4892","179","4.50955","2.00346","0.74277901649475","0.0504774","","","0.81","0.102194","1,2,28,29,68,69","faint neighbors","2018-11-14","2024-04-24","2024-09-09"
+"141608198","210.01","","1","5","5","1","3","4","4","1.3","55.6","5.28","3","0","1","PC","PC","12.5395","0.008","1","spoc-s01-s39-b0A-PC","SPOC","88.96184","-73.985288","80.456","0.078","-139.153","0.114","2459338.99312","0.004372806","9.0105413669537","0.000009414113","1.8443264188546","0.11363892","4.488002","0.11121","4125.0712999876","102.422775","2.151368216329","0.2008962","3.3568204578542","345.22467432797","37.48086","42.8091","0.09895","3275","","4.438","","0.3301460146904","0.00996591","","","0.311261","0.0202744","1,2,3,4,5,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,37,38,39","","2019-05-07","2022-03-21","2022-12-14"
+"300293197","211.01","","5","5","5","5","3","5","5","22.6","126.7","30.9","3","2","2","PC","APC","9.4906","0.006","1","spoc-s01-s69-b0A-APC","SPOC","110.279707","-68.578366","5.8","1.6","9.3","1.6","2458329.256327","0.00023864291","6.563857528029","0.0000019344527","1.712414659894","0.027248062","2.317454","0.039076","2132.1775602183","35.989277","7.6270781002186","1.2824923","239.57099312912","1003.4097296172","90.56278","121.321","","5873.97","102.627","4.35182","0.109989","1.0887099504471","","-0.560044","0.0457657","","","1,2,3,4,5,6,7,8,9,10,11,12,13,28,29,30,31,32,33,34,35,36,38,39,61,62,63,64,65,66,67,68,69","TFOPWG APC/BEB","2018-12-04","2024-09-05","2024-09-05"
+"206609630","212.01","","3","5","5","3","4","4","4","189","529.1","18.41","14","0","9","PC","APC","12.5595","0.008","1","spoc-s01-s69-b0A-APC","SPOC","22.550024","-59.583246","-116.97","2","-16.69","2","2458325.490344","0.000038789487","0.33527154431135","7.807977e-7","0.7189855684821","0.006818902","21.589005","0.203571","19687.821397536","187.4783","4.4688","0.776006","11198.514930845","2623.6739175489","191.81429","","","3332","63","4.94964","0.399131","0.3","0.05","","","","","1,2,28,29,68,69","V-shaped; possible EB; Possible M dwarf; Gaia give this source duplication flag; no radius/parallax available","2018-10-22","2024-09-05","2024-09-05"
+"234345288","213.01","","1","4","1","1","3","4","4","1.3","47.2","5.97","10","4","3","PC","PC","9.7806","0.006","1","qlp-s69-ffi","SPOC","38.887291","-71.624247","50.866","0.044","-19.872","0.036","2460177.887219","0.0033012","23.5199045","0.0000622","3.222","0.919","1.35041","0.097463","1243","89.763","2.30502","0.206315","10.453","500","23","54.3256","0.0575","4566.4","64","4.93","0.12","0.67","0.05","-0.08","0.08","0.72","0.0812661","1,2,13,27,29,67,69","outer candidate to TOI 213.01; near 3:1 resonance","2018-11-14","2024-05-01","2024-06-01"
+"234345288","213.02","","1","4","4","1","3","4","4","1.1","4.8","1.53","10","4","3","PC","PC","9.7806","0.006","2","spoc-s01-s69-b0A-PC","SPOC","38.887291","-71.624247","50.866","0.044","-19.872","0.036","2458328.442759","0.002760262","7.7565533707045","0.000028604474","2.4341042591467","0.2743613","0.310843","0.03587","286.25586040014","33.037277","1.1359984736356","1.1623749","37.205027442498","629.89789477835","8.370144","54.3256","0.0575","4566.4","64","4.93","0.12","0.67206197977066","0.0515351","-0.08","0.08","0.72","0.0812661","1,2,13,27,29,67,69","Possible multi with a 3:1 MMR","2021-07-01","2024-04-24","2024-04-30"
+"167415965","214.01","","1","5","5","1","3","4","4","1.8","54.5","3.1","3","10","3","PC","PC","8.0089","0.006","1","qlp-s68-ffi","SPOC","99.458741","-70.931327","-149.853","0.043","298.759","0.058","2460154.945542","0.0017029","18.5537012","0.0000293","3.438","0.519","0.486519","0.013267","448","12.2195","1.57606","0.102251","25.0891","623","42","38.96","0.03765","5346.2","141.5","4.6","0.09","0.8","0.05","-0.36","0.00894427","0.92","0.122582","1,2,3,4,5,6,7,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,62,63,64,65,66,67,68","L1 candidate; possible multi","2019-05-07","2024-09-05","2024-09-05"
+"167415965","214.02","","1","4","1","2","3","4","4","0.8","9.5","0.45","3","10","3","PC","PC","8.0089","0.006","2","qlp-s68-ffi","SPOC","99.458741","-70.931327","-149.853","0.043","298.759","0.058","2460174.709658","0.0056934","9.695961","0.0000461","2.772","0.948","0.132468","0.01188","122","10.9414","0.808552","0.0723759","66.2914","794","14","38.96","0.03765","5346.2","141.5","4.6","0.09","0.8","0.05","-0.36","0.00894427","0.92","0.122582","1,2,3,4,5,6,7,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,62,63,64,65,66,67,68","inner candidate in possible multi","2020-03-11","2023-11-16","2023-12-08"
+"231912935","215.01","","1","4","1","2","3","4","4","1.3","27.8","9.74","4","4","1","PC","PC","10.5011","0.006","1","spoc-s01-s69-b0A-PC","SPOC","7.318008","-63.790623","-12.474","0.042","-5.862","0.039","2458334.396978","0.002344136","26.285140386071","0.00006172363","2.7692778847021","0.89735895","1.059335","0.095961","975.20769908757","88.379875","3.0828630107006","2.7605717","29.11448759535","592.44363418516","11.035667","166.485","0.6845","5821","190","4.44094","0.328731","0.96445000171661","0.0476683","","","1.02","0.127333","1,2,28,29,68,69","L1 candidate","2018-11-14","2024-05-01","2024-06-01"
+"55652896","216.01","","1","4","3","1","4","4","4","3.5","55.9","42.19","28","8","4","CP","CP","11.5748","0.006","1","spoc-s01-s69-b0A-CP","SPOC","73.980013","-63.26033","-22.699","0.045","-56.352","0.054","2458331.488563","0.00026083816","34.505931831303","0.00000923839","3.8206652694224","0.025298946","19.044823","0.081469","17387.983423141","75.03255","10.462516216162","0.6855942","9.5814512060624","448.72221690963","147.80844","177.945","0.879","5025.77","125","4.66348","0.2","0.80173599720001","0.0521859","0.316325","0.1","0.84","0.100203","1,2,3,4,5,6,7,8,9,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","TOI-216.01/TOI-216 c; clear TTVs in spoc-s1-s39 multisector","2019-05-07","2024-09-09","2024-09-10"
+"55652896","216.02","","1","4","4","1","4","4","4","6","60.2","34.46","28","8","4","CP","CP","11.5748","0.006","2","spoc-s01-s39-b0A-CP","SPOC","73.980013","-63.26033","-22.699","0.045","-56.352","0.054","2459340.904719","0.0015490873","17.38904538708","0.000047948437","2.6516540513584","0.1328006","3.231344","0.176876","2971.7532267698","162.89523","6.484012463502","3.0092702","23.892154670728","563.8759593086","30.600433","177.945","0.879","5025.77","125","4.66348","0.2","0.80173599720001","0.0521859","0.316325","0.1","0.84","0.100203","1,2,3,4,5,6,7,8,9,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39","TOI-216.02 / TOI-216b. Apparent TTVs. Possible additional single around 2046P","2019-05-07","2022-03-30","2023-11-14"
+"260043723","217.01","","5","5","5","5","5","5","5","36","155.7","35.75","3","5","1","EB","FP","8.735","0.006","1","qlp-s39-ffi","UNKNOWN","91.608698","-58.953703","17.646","0.073","-11.08","0.075","2459387.91658","0.0042727","3.138604","0.0000424","3.327","0.157","0.347491","0.043228","320","39.8133","6.6202","1.11377","20492.9","3333","61","142.018","0.679","6278","196","4.08153","0.29837","1.55","0.07","","","1.26","0.202301","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39","TFOP FP; retired as NEB","2018-10-22","2022-10-03","2022-12-14"
+"32090583","218.01","","1","4","1","1","3","4","4","2.2","14.6","0.21","11","0","2","PC","PC","13.3292","0.008","1","spoc-s01-s69-b0A-PC","SPOC","58.422001","-68.738628","139.087","0.075","190.94","0.101","2458325.547997","0.0020249654","0.43848143401066","0.000028415485","0.51929354914852","0.29898772","0.528315","0.205076","486.47747845177","188.86397","0.65059717596399","1.154087","155.71201760677","900.94915557861","21.918074","52.3428","0.13665","3146","","4.438","","0.28453800082207","0.0085297","","","0.259077","0.0201625","1,2,3,4,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,36,37,38,39,61,62,63,64,66,67,68,69","Bad transit shape; likely SV","2019-06-06","2024-03-11","2024-03-16"
+"32090583","218.02","","1","4","1","1","3","4","4","0.7","41","3.91","11","0","2","PC","PC","13.3292","0.008","2","spoc-s01-s69-b0A-PC","SPOC","58.422001","-68.738628","139.087","0.075","190.94","0.101","2458328.408317","0.001226602","8.3522142876048","0.000014487354","1.6637119382687","0.3690415","4.26951","0.321733","3924.6422290385","296.2833","1.8017267941118","0.61274403","3.0609406355996","337.35214530973","11.7393875","52.3428","0.13665","3146","","4.438","","0.28453800082207","0.0085297","","","0.259077","0.0201625","1,2,3,4,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,36,37,38,39,61,62,63,64,66,67,68,69","eruptive variable host; TOI 218.01 (P~0.48 d) may be SV","2024-05-30","2024-05-30","2024-06-02"
+"260609205","219.01","","5","5","5","5","5","5","5","74.9","166.5","317","1","3","1","EB","FP","12.7222","0.006","1","spoc-s01-s60-b0A-APC","SPOC","97.453898","-57.254816","-4.207","0.041","5.827","0.04","2460184.852236","0.0012266089","4.4617754827028","0.0000012477093","5.4532494322096","0.02281767","20.666618","0.090643","18854.643190857","83.481445","31.966092197526","1.6226319","2086.0189812267","1723.6509121572","229.61232","1131.15","26.02","6354","191","4.24472","","2.2389199733734","0.113417","-0.194636","0.1","1.19","0.164174","1,2,3,4,5,6,7,8,9,10,11,12,13,61,62,63,64,65,66,67,68,69","TFOP APC; HATS and Feros notes this is a SB1; clear secondary in SPOC s61; retired as TFOP FP/SEB1","2018-10-22","2023-12-19","2024-01-05"
+"150098860","220.01","","1","5","5","1","4","4","4","4.1","56.1","8.53","9","6","3","CP","CP","9.6878","0.006","1","qlp-s68-ffi","SPOC","91.799699","-61.99721","-17.815","0.046","-68.361","0.042","2460175.494403","0.0013013","10.6953083","0.0000122","2.044","0.367","0.999337","0.047904","920","44.1205","2.84818","0.165318","66.8553","796","31","90.7402","0.1712","5272.71","45.6","3.98846","0.066564","0.88","0.05","-0.100718","0.0668965","0.9","0.113456","1,2,4,5,6,7,8,9,10,11,12,27,28,29,30,31,32,34,35,36,37,38,39,61,62,63,65,66,68","TOI 220 b (Hoyer et al 2021)","2019-05-07","2024-09-05","2024-09-05"
+"316937670","221.01","","5","5","5","5","5","5","5","6.7","8.9","2.12","13","0","1","EB","FP","12.1535","0.007","1","spoc-s01s02","SPOC","356.492464","-56.344047","269.66","0.042","145.156","0.039","2458325.342966","0.001421","0.62425","0.000033","0.774288","0.553938","1.036352","0.153526","954.060325","141.39258","1.671618","2.989466","353.89409898024","1106.2112728277","7.4479375","50.1632","0.08","3765","73","4.75169","0.35062","0.525","0.079","","","0.385618","0.0202788","1,2","TFOP FP; event is on  event is on the dT= 0.24 fainter neighbor ~8","2018-11-14","2022-10-03","2022-12-14"
+"144440290","222.01","","5","5","5","5","5","5","5","","","56.57","0","1","1","EB","FP","8.7635","0.006","1","spoc-s02","SPOC","359.162484","-44.719403","161.769","0.049","-75.541","0.055","2458376.544","0","","","0.68","0","6.020784","0","5530","0","8.85869","","86.151066805185","777.02486128367","20.308218","84.0311","0.32705","5709","80","4.438","","1.0929","0.107376","","","1.02","0.128162","2","SB1 / EBLM (Lendl et al. 2020)","2018-11-16","2022-10-03","2022-12-14"
+"326453034","223.01","","5","5","5","5","5","5","5","11.8","34.4","76.37","6","2","3","IS","FA","10.2733","0.007","1","spoc","SPOC","339.677571","-25.631849","-20.712","0.076","-26.846","0.074","2458355.95751","0.002649","14.445918","0.003833","1.533311","0.535725","1.3839","0.175393","1273.806981","161.52963","3.290507","4.043106","37.109941637127","629.495047092","7.6791534","365.053","7.9035","5063","181","4.48439","2.00352","0.87237","0.87237","","","","","2","TFOP FA;","2018-11-29","2021-08-03","2022-12-14"
+"70797900","224.01","","5","5","5","5","3","5","5","0","100.9","317","1","1","3","PC","APC","11.1427","0.006","1","spoc","SPOC","1.977969","-29.979603","115.36","2","-142.31","2","2458365.843684","0.00009620293","705.584465845","0.0000042444844","1.9189212227769","0.008591645","115.848195","0.662714","101204.84599395","610.19586","17.179547013926","2.6196158","16.720729041956","515.74324904655","261.3266","64.77016","","3689","66","4.78104","0.354228","0.48699998855591","0.074","","","0.522","0.095","2,29","actual period likely shorter than 705.58 days; previous single now duotransit","2018-11-16","2018-11-16","2022-12-14"
+"47525799","225.01","","3","5","5","3","3","4","4","","","26.24","1","3","3","PC","PC","11.0316","0.006","1","spoc-s01s36-review-singles","SPOC","343.88039","-24.409733","141.693","0.067","-18.585","0.06","2458355.118626","0.0034238277","","","4.8120528940204","0.2515047","4.46567","0.26575","4104.5873473612","244.73444","5.5237367075454","0.45416924","3.106385539687","338.59737628771","22.755503","115.742","0.5165","4658","177","4.53096","0.422031","0.71076798439026","0.048314","","","0.796","0.098603","2,29","single transit (no period); centroid information is hard to interpret; still single as of spoc-s01-s36","2018-11-16","2022-10-03","2022-12-14"
+"47484268","226.01","","5","5","5","5","5","5","5","","","21.42","1","0","3","EB","FP","12.4253","0.008","1","spoc-s02","SPOC","342.967188","-24.78778","158.71","0.114","-71.085","0.094","2458358.500535","0.002621","","","2.67","0","14.647222","0","13400","0","4.214299","","1.3025049034389","272.46742745294","16.452566","51.3563","0.20135","3396","64","4.91468","0.392296","0.334","0.056","","","0.378406","0.0202633","2","The second event is not real. Single transit (no period). Retired as TFOP FP/NEB","2018-11-16","2022-10-03","2022-12-14"
+"2760710","227.01","","3","5","5","3","3","4","4","","","19.13","0","2","2","PC","PC","13.8409","0.008","1","spoc-s02","SPOC","356.527357","-16.691464","-76.094","0.107","-49.799","0.1","2458364.102069","0.0020606022","","","1.51","0","33.518483","0","30400","0","2.432614","","0.29099818739287","187.32352452673","11.973635","52.3436","0.23985","2808","80","5.20628","0.340459","0.128","0.019","","","0.211546","0.0201846","2,29,69","still a single transit at TBJD ~1364 as of s1-s69 SPOC report","2018-11-16","2024-03-13","2024-03-14"
+"77044471","228.01","","4","5","5","5","5","4","5","32.1","79","123.63","0","0","0","KP","KP","13.2576","0.007","1","qlp-s29-tois","UNKNOWN","358.558844","-30.013038","20.321","0.048","-2.07","0.033","2459089.518331","0.0017880236","2.6865041492087","0.0000053006534","2.552477238908","0.08744798","13.382865","0.369645","12250.418972359","340.39734","13.74702393417","0.3625193","994.81056529524","1432.3687809412","28.169575","757.044","13.4985","5738","","4.23836","","1.1827399730682","","","","1.06","","2,29","HATS-16 b; epoch kept from qlp-s29-tois","2018-11-29","2021-12-08","2022-12-14"
+"120610833","229.01","","5","5","5","5","5","5","5","62.6","190.8","83.66","1","0","1","KP","KP","11.5005","0.006","1","spoc","UNKNOWN","5.237757","-35.998465","52.895","0.049","-46.888","0.036","2458354.773243","0.0002791632","3.1260777519746","0.0000023116334","1.7185366816512","0.027001472","12.430641","0.23468","11383.75270811","216.12529","10.92571148617","0.7295448","328.1564534674","1085.5253926099","70.762856","211.196","1.7515","5100","","4.4651","","0.87470597028732","0.0567763","0.43","0.06","0.91","0.110215","2,29","WASP-45 b","2018-11-29","2021-12-01","2022-12-14"
+"160074939","230.01","","1","4","1","5","5","5","5","4.6","53.1","12.82","1","7","5","V","FA","8.7435","0.006","1","spoc-s02","SPOC","346.319169","-36.945639","14.666","0.048","-24.892","0.072","2458366.329788","0.002965","13.340145","0.004364","4.611198","0.546755","0.640658","0.085844","589.893526","79.06242","3.929267","1.571116","268.21864082751","1032.1480322217","7.7575736","140.941","0.852","6467","198","4.16063","0.321775","1.57943","0.198661","","","1.36","0.22926","2","The transit signal maybe caused by scattered light.","2018-11-29","2023-05-25","2023-05-25"
+"204376737","231.01","","4","5","5","5","5","4","5","87.6","258.4","108.44","1","0","2","KP","KP","11.4779","0.007","1","spoc","UNKNOWN","348.157128","-22.674125","-23.305","0.065","-36.895","0.064","2458357.394514","0.000118928445","3.3610011274094","0.0000010768011","2.5764649603993","0.01659431","26.422029","0.134052","24041.86515924","123.458565","12.727345647953","0.63978773","273.02730949919","1036.7433824201","213.4312","197.119","1.6195","5375","","4.49371","","0.81770497560501","0.0408442","-0.143","0.0284605","0.93","0.118851","2,29","WASP-6 b","2018-11-29","2021-12-02","2022-12-14"
+"402026209","232.01","","4","5","5","5","5","4","5","154.6","140.6","317","1","1","7","KP","KP","11.8295","0.006","1","spoc-s01-s69-b0A-KP","SPOC","353.562915","-42.061779","9.874","0.053","-87.518","0.048","2458355.184421","0.00005207243","1.3382313580068","2.5444777e-7","2.1560676107495","0.0086321505","29.870886","0.090788","27137.092005139","83.61518","14.854260201302","0.92335343","1188.6218544637","1497.547744416","407.31158","267.206","3.7205","5436","","4.46024","","0.89497399330139","0.0555528","-0.01","0.1","0.97","0.122722","2,28,29,69","WASP-4 b","2018-11-29","2024-06-03","2024-08-16"
+"415969908","233.01","","2","4","2","4","4","3","4","1.5","63.2","4.75","51","3","6","PC","PC","11.3018","0.007","1","spoc-s01-s69-b0A-PC","SPOC","343.708612","-18.912445","-317.835","0.074","-143.221","0.065","2458365.261451","0.0010309186","11.670028524666","0.000014950281","2.0534143023186","0.27208874","3.026677","0.151922","2783.7905215591","139.91542","2.0205498992231","0.51462334","4.0210338140158","361.16377259834","18.524107","33.773","0.04565","3644","64","4.79912","0.357198","0.38027200102806","0.0114291","","","0.36905","0.0203196","2,29,42,69","possible multi","2018-11-29","2024-04-24","2024-04-30"
+"415969908","233.02","TIC 415969908.02","1","4","1","1","4","4","4","2","59.6","3.56","51","3","6","PC","PC","11.3018","0.007","2","spoc-s01-s69-b0A-PC","SPOC","343.708612","-18.912445","-317.835","0.074","-143.221","0.065","2458359.471437","0.0021511684","7.2011383286141","0.00001809162","2.1444680629089","0.25020185","1.806908","0.158783","1662.8398306498","146.2334","1.7056002425229","1.2801327","7.6541812847906","424.22321949859","9.993935","33.773","0.04565","3644","64","4.79912","0.357198","0.38027200102806","0.0114291","","","0.36905","0.0203196","2,29,42,69","potential multi","2022-04-20","2024-04-24","2024-04-25"
+"12423815","234.01","","3","4","4","3","3","4","4","36.4","102.8","86.71","3","1","2","PC","PC","14.6253","0.007","1","spoc","SPOC","2.568852","-26.282408","23.082","0.111","-2.757","0.069","2458356.088013","0.0006289749","2.8392809175434","0.000004772701","1.5658958679073","0.07390611","39.748882","1.561143","35948.028328003","1436.8329","11.158205650602","0.5014495","45.559433449559","662.61967673052","24.523106","249.345","4.101","3642","","4.438","","0.54932999610901","0.0174061","","","0.544652","0.0210075","2,29","check to update; Confirmed planet by HATS team (not yet published)","2018-11-29","2021-07-06","2022-12-14"
+"280095254","235.01","","3","4","4","3","3","4","4","35.3","174.9","32.11","4","4","4","PC","PC","9.4688","0.006","1","spoc-s01-s69-b0A-PC","SPOC","46.197914","-73.396374","114.75","2","46.76","2","2458357.283835","0.00039758655","10.090258974692","0.00000416181","1.7502645266219","0.039646335","2.811118","0.052271","2585.786246198","48.14243","","","94.864240958913","795.9675881487","78.38961","104.301","","5454.42","77.327","3.44247","0.146076","","","-1.12905","0.130671","","","2,6,13,27,28,29,36,63,66,67,68,69","v-shaped; visual binary; may be uncorrected for dilution;  no stellar radius","2019-05-17","2024-02-22","2024-03-03"
+"9727392","236.01","","5","5","5","5","5","5","5","133.5","275.1","317","0","1","3","EB","FP","11.2932","0.006","1","spoc-s02","SPOC","358.444734","-10.884958","0.799","0.084","3.355","0.068","2458355.325711","0.000357","4.534451","0.000118","4.936391","0.025827","25.902599","0.157343","23574.842911","144.90733","23.183789","5.063646","1003.7032592546","1435.5591220119","162.49565","502.927","18.046","6421.5","83","4.19","0.16","1.47459","0.322004","-0.31","0.12","1.29","0.198874","2","1700 ppm secondary. Likely EB.","2018-11-29","2022-10-20","2022-12-14"
+"305048087","237.01","","1","5","5","1","4","4","4","1.4","69.8","3.61","10","1","2","PC","CP","13.4102","0.007","1","spoc","SPOC","353.243538","-29.416487","151.047","0.108","-333.194","0.156","2458355.24981","0.00261","5.433729","0.001053","1.172585","0.472631","7.113879","0.916284","6530.706532","843.5729","1.741587","0.971689","3.3240075393653","344.37788113522","7.68747","38.0749","0.22785","3139","98","5.04944","0.547167","0.214","0.049","","","0.180288","0.0201408","2","low MES.","2018-11-29","2018-11-29","2022-12-14"
+"9006668","238.01","","1","5","5","1","4","4","4","5.7","55.2","3.09","8","9","11","CP","CP","9.926601","0.006","1","qlp-s69-ffi","SPOC","349.231081","-18.606646","-53.238","0.077","-0.195","0.059","2460205.747992","0.0024743","1.2730965","0.0000027","1.48","0.212","0.449588","0.036627","414","33.7341","1.57925","0.123934","660.277","1412","13","80.5407","0.26635","5024","181","4.5685","0.30183","0.77","0.05","","","0.84","0.0992503","2,29,69","TOI-238 b","2018-11-29","2024-04-25","2024-04-30"
+"9725627","239.01","","5","5","5","5","5","5","5","26.5","94.1","68.47","0","0","7","KP","KP","10.9774","0.008","1","spoc-s01-s46-b0A","SPOC","358.408479","-10.118118","-19.202","0.117","-8.172","0.07","2459450.197241","0.0014059193","4.1567863584057","0.000003727563","3.9618075054152","0.0588192","5.107662","0.076475","4693.2823970492","70.4338","9.7108657686796","0.5563425","941.60795675898","1412.8214486547","43.394855","353.539","9.056","6362.5","83","4.59","0.16","1.3883099555969","0.0749473","-0.2","0.12","1.27","0.186767","2,29,42","WASP-30b - BD","2018-11-29","2022-07-15","2022-12-14"
+"101948569","240.01","","1","4","1","2","3","4","4","1.9","43.8","9.18","4","5","1","PC","PC","10.7011","0.006","1","spoc","SPOC","14.75491","-44.160869","27.398","0.03","-10.245","0.032","2458360.114089","0.0030517092","19.471101787316","0.0044128117","3.5004012579778","0.4148826","1.941071","0.179588","1786.1954226752","165.39256","2.9788450454405","1.0954148","9.9891992455016","453.421822778","9.959292","74.881","0.1538","4333","173","4.5109","0.370952","0.70294499397278","0.0597739","","","0.67","0.0824049","2,29","some odd-even; low SNR; even transits look worse than odd","2018-11-29","2021-07-28","2022-12-14"
+"77031414","241.01","","5","5","5","5","5","5","5","129.9","295.7","112.14","1","1","1","KP","KP","10.9571","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC","354.168696","-34.611304","87.963","0.061","-8.556","0.057","2458355.195919","0.00009496182","1.3866519041345","7.216439e-7","2.3006751323871","0.014922514","15.579144","0.121831","14246.466553054","112.20379","12.98116186389","0.63853365","1879.9347661511","1679.4050099925","131.61345","232.98","1.7765","6286","196","4.438","","1.0766099691391","0.052402","","","1.03","0.12256","2,29","WASP 173 b","2018-11-29","2021-12-08","2022-12-14"
+"120585579","242.01","","5","5","5","5","5","5","5","48.4","84.3","317","0","0","1","EB","FP","12.5766","0.006","1","spoc-s02","SPOC","4.451423","-38.110855","-8.185","0.091","-9.526","0.065","2458357.778211","0.000677","6.340315","0.000367","4.249306","0.056679","27.945906","0.288178","25410.703288","265.38632","20.517917","20.518948","400.72010619066","1141.116625867","95.53354","577.489","27.3855","6083","192","4.28983","","1.2666","1.2666","","","1.19","0.160559","2","The detected secondary could have a wrong; depth estimation because of the low points near 1380.","2018-11-29","2022-10-20","2022-12-14"
+"149010208","243.01","","5","5","5","5","3","5","5","100.8","180.2","317","2","1","1","PC","APC","11.681","0.007","1","spoc-s01-s36-b0A-PC","SPOC","3.394115","-31.334403","2.688","0.059","-1.754","0.045","2458356.617596","0.0003380704","3.4373092560527","0.0000027909628","4.3114754573036","0.033629403","16.429243","0.150642","15017.980124673","138.73639","25.668105039478","1.351701","2497.4850188929","1802.99894465","58.722694","709.175","18.6355","6046","193","4.29639","2.00435","1.9493199586868","0.10201","","","1.31","0.222319","2,29","Gaia radius is 1.8 Rsun. Planet radius is big.","2018-11-29","2022-10-03","2022-12-14"
+"118327550","244.01","","2","5","5","4","4","2","4","1.6","8.9","2.28","8","4","5","PC","CP","10.3475","0.007","1","spoc","UNKNOWN","10.569754","-36.717974","-155.186","0.103","45.445","0.081","2458357.364692","0.0012410536","7.3971935435773","0.000023816929","1.1521779345197","0.5290699","1.103947","0.125993","1016.255947322","116.03725","1.3122342941986","1.8106523","6.674421614118","409.94270154291","10.986659","22.0337","0.03335","3342","","4.438","","0.40710300207138","0.0124724","","","0.399476","0.0205326","2,29","TFOP work in progress.","2018-11-29","2021-07-01","2023-03-27"
+"154618248","245.01","","3","4","3","3","3","4","4","18.9","119","27.77","5","3","4","PC","PC","8.5509","0.006","1","spoc","UNKNOWN","345.779176","-33.500473","53.271","0.088","-18.971","0.122","2458361.550729","0.00088670454","8.7709212400629","0.000017856904","1.235107642238","0.09242495","1.495106","0.19756","1376.0957128841","181.94266","5.54104","0.65622","191.89245138921","949.25790468747","17.161491","127.272","0.9345","6208","117","4.438","","1.42","0.07","","","","","2,28","TFOP work in progress.","2018-11-29","2021-07-01","2022-12-14"
+"158623531","246.01","","4","5","5","5","5","4","5","35.7","148.2","81.8","0","0","3","KP","KP","11.2794","0.006","1","spoc","UNKNOWN","24.167869","-50.659308","-35.371","3.695","-31.725","3.695","2458355.73229","0.0002496624","7.8728936787037","0.000004848225","3.759957832964","0.030950211","16.012035","0.102778","14639.415532122","94.65733","15.0953","1.11573","166.53678561751","916.21478146618","157.15222","169.272","","5070","","4.47933","","1.26","0.09","","","","","2,3,29","WASP-105 b; all parameters from spoc-s1-s36 except except for radii from qlp-s29-tois since SPOC is assuming solar radius","2018-12-20","2021-12-02","2022-12-14"
+"160148385","247.01","","4","5","5","5","5","4","5","60.5","64.1","317","1","0","1","KP","KP","11.9116","0.006","1","spoc","UNKNOWN","1.04657","-47.360635","25.582","0.039","2.334","0.038","2458354.319792","0.0002775186","3.4252567466828","0.0000024013782","2.451160868291","0.03278867","15.533698","0.158218","14205.204450143","145.71358","14.360066962701","0.7693034","546.48544651284","1233.1457195201","94.73143","352.464","4.6845","5540","","4.42136","","1.1165499687195","0.0589196","","","0.98","0.116436","2,29","WASP-96 b","2018-11-29","2021-12-02","2022-12-14"
+"201793781","248.01","","1","5","5","1","3","4","4","5.3","64","6","2","28","3","PC","PC","8.4642","0.006","1","spoc-s01-s69-b0A-PC","SPOC","34.684283","-54.859725","93.532","0.04","12.894","0.038","2458354.83865","0.0011397189","5.9910569310762","0.000013416598","3.4644509337133","0.3296951","0.446744","0.027704","411.38200852218","25.516403","2.3197704407693","0.992621","283.68912714293","1046.7197587094","15.152995","75.9529","0.1409","5711.7","57","3.84","0.08","1.1214799880981","0.0520603","0","0.09","1.02","0.118562","2,3,29,30,69","potential L1 planet; somewhat crowded field","2018-12-20","2024-04-24","2024-04-30"
+"179985715","249.01","","2","4","4","2","3","4","4","2.8","42.4","5.84","10","3","3","PC","PC","11.2738","0.006","1","spoc","SPOC","14.080026","-38.949234","-71.222","0.041","-122.939","0.041","2458359.538521","0.0021145511","6.6153835198029","0.000043962515","2.1901479879703","0.52218086","1.480292","0.155289","1362.4702841294","143.01657","2.2833562656992","1.3846837","25.007475087318","570.34443814528","8.731829","70.6272","0.15645","4157","171","4.59257","0.222882","0.60341799259186","0.0595176","","","0.63","0.0814233","2,29","","2018-11-29","2021-07-15","2022-12-14"
+"184240683","250.01","","4","5","5","5","5","4","5","89.2","209.6","111.68","1","1","2","KP","KP","11.5464","0.006","1","spoc-s01-s69-b0A-KP","SPOC","359.349028","-41.27722","7.33","0.04","-15.944","0.046","2458355.508611","0.00010084946","1.628428833098","5.250495e-7","2.3682489533563","0.018371545","15.08604","0.086684","13798.67014831","79.83545","12.962164247714","0.6519837","1559.4761538728","1602.7450126547","202.14264","309.137","3.3775","5700","","4.39502","","1.0940999984741","0.0543568","0.154118","0.0514496","1.02","0.126024","2,29,69","WASP-5 b","2018-11-29","2024-09-09","2024-09-09"
+"224225541","251.01","","3","5","5","4","4","3","4","8.1","82.3","9.45","8","11","1","CP","CP","9.3258","0.006","1","spoc-s01-s69-b0A-CP","SPOC","353.062066","-37.255863","44.639","0.074","1.902","0.07","2458357.305138","0.0008525047","4.9377227322724","0.0000088894185","2.1294253611539","0.6177573","0.917639","0.086643","844.81990922251","79.79778","2.8269897282937","2.6301448","277.74616607081","1041.1942660874","13.305129","99.523","0.4355","5862","190","4.51783","0.262166","0.95575600862503","0.0449473","","","1.04","0.129506","2,29,69","TOI-251 b / TOI-251.01","2018-11-29","2024-09-08","2024-09-09"
+"237924601","252.01","","3","5","5","3","3","4","4","26.2","95.6","22.27","10","1","4","PC","APC","11.7497","0.006","1","spoc-s01-s39-b0A-APC","SPOC","57.553653","-63.053919","-7.2","6.1","-27.8","5.5","2460041.401591","0.0005574491","1.0021852523571","0.000005262833","0.50019240630865","0.042944584","2.521831","0.144503","2319.9972324039","133.08377","5.0155626574725","0.29608813","1409.402083371","1562.7103079318","21.775879","190.596","","5071","181","4.48308","2.00352","0.8748220205307","","","","","","2,3,11,28,29,30,31,34,38,61,62,64","TFOP APC; synchronized to variability","2018-12-04","2023-07-12","2023-08-10"
+"322063810","253.01","","2","5","5","2","3","4","4","4","8.7","2.35","8","6","1","PC","PC","9.3626","0.006","1","spoc","SPOC","14.318503","-51.585251","102.655","0.049","-141.13","0.041","2458355.619074","0.0022949048","3.5104938047068","0.000025115593","2.1661051213142","0.31682944","0.338761","0.038878","311.96168009311","35.807217","1.33539315374","0.2585738","64.70794518414","723.36776523616","8.983308","30.8431","0.0281","4020","170","4.438","","0.63937097787857","0.0657085","","","0.63","0.0800887","2,29","visual binary","2018-11-29","2021-07-13","2022-12-14"
+"49687222","254.01","","5","5","5","5","5","5","5","2.5","42.8","10.84","3","5","11","IS","FA","9.8343","0.006","1","spoc-s02","SPOC","351.705383","-11.725573","-27.594","2.012","-46.011","1.058","2458360.073308","0.002667","20.186539","0.003807","1.866565","0.909295","1.092846","0.156001","1006.041833","143.67206","3.283981","4.520391","55.743317394008","696.89596869513","8.4469795","133.3143","","6101","193","4.48196","0.402847","1.01859","0.192495","","","","","2","not seen in K2; TFOP FA","2018-11-29","2022-10-03","2022-12-14"
+"204317710","255.01","","4","5","5","5","5","4","5","23.4","65.1","99.04","0","0","0","KP","KP","13.7426","0.007","1","spoc-s01-s36-b0A-CPKP","SPOC","346.075086","-21.272017","-1.425","0.048","-20.118","0.048","2459090.083321","0.0019281021","2.8126484706733","0.0000068668787","2.8737522177798","0.11531863","15.301175","0.458911","13994.06253653","422.5832","12.065800620875","0.4648629","614.59340835597","1269.8918152644","24.578865","745.116","17.117","5700","","4.39704","","1.0095700025559","","","","1.01","","2,29","HATS-32 b","2018-11-29","2021-12-09","2022-12-14"
+"92226327","256.01","","5","5","5","5","5","5","5","0.2","112.8","4.06","0","0","4","KP","KP","11.2991","0.007","1","spoc","SPOC","11.248632","-15.274109","317.585","0.121","-596.617","0.085","2458399.928643","0.0011207586","24.73734116","0.0001405365","2.0690509769268","0.12742876","7.146432","0.321877","6560.492087026","296.41574","1.8439453091989","0.114572965","0.14391761038043","157.08988956967","19.97876","14.9861","0.01525","3131","","5.05701","","0.21553499996662","0.00655817","","","0.184589","0.0201091","3,30","LHS-1140 b","2018-11-30","2018-11-30","2022-12-14"
+"92226327","256.02","","5","5","5","5","5","5","5","5","170.7","3.08","0","0","4","KP","KP","11.2991","0.007","2","spoc","UNKNOWN","11.248632","-15.274109","317.585","0.121","-596.617","0.085","2459141.100488","0.0017719","3.7779417524726","0.000008518055","1.4759325172627","0.09515379","3.773458","0.467445","3469.450738991","430.44","1.5659937175726","0.20743896","5.7174181540103","394.38440970883","17.645792","14.9861","0.01525","3131","","5.05701","","0.21553499996662","0.00655817","","","0.184589","0.0201091","3,30","LHS-1140c","2018-11-30","2021-12-01","2022-12-14"
+"200723869","257.01","","3","4","4","3","4","4","4","21.2","143.5","33.51","4","7","3","CP","CP","7.0286","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC","47.517261","-50.832263","97.912","0.052","27.911","0.082","2459121.270086","0.0011318153","18.387708085385","0.00002926592","6.4051529969427","0.077006675","1.293913","0.027337","1191.0283191956","25.177616","6.3790961592024","0.29591537","211.2844875348","972.3814217891","39.21195","76.9028","0.1948","6382.7","111.3","4.05","0.08","1.7655700445175","0.072387","","","1.28","0.189889","3,4,30","HD 1991 b/ TOI-257 b","2019-01-16","2024-09-09","2024-09-09"
+"350445771","258.01","","5","5","5","5","5","5","5","46.6","49.5","317","7","1","1","EB","FP","11.0932","0.006","1","spoc-s01-s65-b0A-PC","SPOC","85.467425","-56.740455","-7.586","0.055","19.147","0.05","2458326.804271","0.0003538256","3.1901568769397","0.0000026474856","1.826286720758","0.04379878","3.968274","0.137314","3648.2442455592","126.462425","15.14646102087","1.6026084","2876.2951268108","1867.7902797203","48.47039","530.555","6.4035","6474.57","100.19","4.26363","0.184454","1.9895800352097","0.101487","-0.169551","0.1","1.32","0.215025","1,2,3,4,5,6,7,8,9,10,11,12,13,61,62,63,64,65","secondary; retired as EB","2018-12-04","2023-11-01","2023-11-03"
+"12862099","259.01","","5","5","5","5","5","5","5","56.1","147.1","108.09","0","0","2","KP","KP","12.3993","0.007","1","spoc-s03-b02","SPOC","3.903273","-11.938264","15.281","0.079","-30.047","0.044","2458386.578118","0.000681041","2.4238225835334","0.00013650567","2.2484014632774","0.05427328","17.696733","0.327315","16167.178369692","301.42267","12.25627190254","0.24819414","549.91405195343","1235.0753496548","36.095585","364.512","5.573","5410","","4.47919","","0.93","","","","0.96","0.119596","3","WASP-44 b","2018-11-30","2021-12-07","2022-12-14"
+"37749396","260.01","","2","5","5","2","4","4","4","2.6","77.6","3.64","3","19","13","PC","PC","8.4991","0.006","1","qlp-s70-ffi","SPOC","4.773018","-9.96615","-36.593","0.126","-301.435","0.062","2460225.011405","0.0024919","13.475823","0.000029","1.75","0.396","0.761368","0.058299","701","53.6943","1.73189","0.182392","4.11399","396","15","20.1852","0.02315","4111","171","4.6461","0.439409","0.62","0.06","","","0.63","0.0813985","3,42,70","L1 candidate","2018-11-30","2023-12-06","2023-12-08"
+"63898957","261.01","","2","5","5","2","4","3","4","8.5","72","9.53","1","7","5","PC","PC","9.03971","0.006","1","spoc","UNKNOWN","15.218141","-24.423993","108.36","0.088","-11.198","0.061","2458383.915624","0.0017622397","3.3639253966859","0.000015642261","3.3430495314133","0.19369616","0.458344","0.031576","422.06107611925","29.08252","3.0449862658108","0.21149072","874.79556669203","1387.0636575357","11.843994","114.495","0.5545","5890.3","57","3.92","0.08","1.280179977417","0.0545025","-0.35","0.09","1.069","0.134583","3,30","TOI 261.01; active TFOP PC","2018-11-30","2021-09-07","2022-12-14"
+"63898957","261.02","","2","5","5","2","4","3","4","4.8","52.8","10.31","1","7","5","CP","CP","9.03971","0.006","2","spoc","SPOC","15.218141","-24.423993","108.36","0.088","-11.198","0.061","2458389.727185","0.0030371838","13.039358621353","0.0043164864","4.9218324693","0.53144544","0.679449","0.063009","625.59956873454","58.03166","3.348222274179","1.2696187","243.52609462727","1007.5256829432","10.275119","114.495","0.5545","5890.3","57","3.92","0.08","1.31383","0.136209","-0.35","0.09","1.069","0.134583","3","ambiguous period; many transits; period validated as 13.04 days (S Giacalone 2020); validated planet","2018-11-30","2021-09-08","2022-12-14"
+"70513361","262.01","","2","4","4","4","4","2","4","4.2","77.7","4.93","4","15","4","PC","CP","8.1345","0.006","1","spoc","UNKNOWN","32.534687","-31.070627","240.041","0.147","-175.854","0.133","2459136.576258","0.0031097","11.145278438207","0.00003700101","1.394770545413","0.33500788","0.614998","0.051285","566.27364505102","47.23385","2.0671455889201","2.1233275","56.913265772545","700.52417329776","12.805194","43.932","0.1171","5302.58","20.9902","4.53515","0.037074","0.8486750125885","0.0516382","0.263727","0.0236433","0.91","0.12055","3,30","validated planet","2018-11-30","2021-12-01","2022-12-14"
+"120916706","263.01","","2","5","5","2","4","4","4","75.9","135.5","68.18","12","1","4","PC","CP","15.6198","0.01","1","spoc","SPOC","37.108277","-25.097329","30.333","0.181","10.142","0.179","2459116.147851","0.0010802787","0.55680952996049","0.000008874052","0.97120660026702","0.08280766","50.151357","3.66998","45140.535042532","3374.4705","9.6870228642354","0.67014873","235.6927628159","999.32398557705","15.559053","277.404","7.881","3116","101","5.06043","0.562987","0.4397380053997","0.0167967","","","0.435505","0.0232738","3,30","verified planet candidate","2018-11-30","2021-12-01","2022-12-14"
+"122612091","264.01","","5","5","5","5","5","5","5","79.1","83.3","317","0","1","3","KP","KP","10.4614","0.008","1","qlp","UNKNOWN","41.040078","-30.169078","7.447","0.064","-7.817","0.088","2459168.12645","0.00034","2.21674","","3.604","0.2","4.984094","0.000422","4580","0.38871","18.2508","0.896431","2007.96","1864","111","434.754","8.379","6250","","3.98811","","2.66","0.13","-0.361602","0.0668965","1.03","0.131393","3,4,30,31","WASP-72b","2019-06-06","2020-12-22","2022-12-14"
+"159951311","265.01","","5","5","5","5","5","5","5","28.2","118.6","64.13","0","1","3","KP","KP","11.7276","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC","49.562173","-41.302023","-16","0.035","24.512","0.055","2459169.574874","0.0003467","5.9242661324832","0.0000035635082","2.8894448884724","0.036212273","12.883844","0.11154","11796.330362398","102.72714","9.3440441625091","0.61892897","120.70761710567","845.38282180773","94.41432","212.472","1.104","5310","","4.59604","","0.84667098522186","0.0549573","","","0.87","0.106212","3,4,30,31","WASP-139 b","2019-06-06","2024-09-09","2024-09-09"
+"164767175","266.01","","1","4","1","4","4","3","4","2.8","45.2","6.17","1","19","6","PC","PC","9.45661","0.006","1","spoc","SPOC","26.209253","-18.401384","-87.067","0.071","-110.708","0.053","2458382.33384","0.0020467802","10.751010657857","0.000051448347","2.9434240333337","0.6060479","0.693022","0.067092","638.09285657213","61.79254","2.3581826852136","1.7880001","90.841263779097","787.39117224716","11.408802","101.694","0.419","5784","55","4.438","","0.91891700029373","0.0420301","","","1.037","0.130053","3,30","TFOP work in progress.","2018-11-30","2021-07-28","2023-03-02"
+"164767175","266.02","","3","5","5","4","4","3","4","2.3","36.6","3.68","1","19","6","PC","PC","9.45661","0.006","2","spoc-s01-s36-b0A-PC","SPOC","26.209253","-18.401384","-87.067","0.071","-110.708","0.053","2458392.104974","0.004409","6.19132","0.003482","3.4164","1.161866","0.374905","0.068174","345.240264","62.78886","1.759371","2.874777","219.127827885","981.2826790029","8.478584","101.694","0.419","5784","55","4.438","","0.929557","0.09191","","","1.037","0.130053","3","period ambiguous for .01 and .02; unclear which transits are attributed to which candidates; will not be observed again in nominal mission","2018-11-30","2024-09-09","2024-09-09"
+"166836920","267.01","","5","5","5","5","5","5","5","80.1","226.5","108.11","0","3","3","KP","KP","8.93","0.006","1","spoc","UNKNOWN","39.897669","-50.008193","-1.868","0.048","-39.856","0.05","2459135.796019","0.000239","5.7525821706391","0.0000024888675","5.4013355411632","0.024056496","5.739538","0.033197","5272.3617789166","30.575548","12.704264829523","0.58607066","828.82628876291","1368.4710960715","157.6959","158.66","0.8045","6180","","4.11766","","1.7092700004578","0.0782412","","","1.14","0.1599","3,29,30","WASP-99 b","2018-11-30","2021-10-20","2022-12-14"
+"219253008","268.01","","3","4","3","3","3","4","4","19.2","64.5","45.89","3","0","1","PC","PC","10.0733","0.015","1","spoc-s01-s36-b0A-PC","SPOC","65.915528","-53.851102","-21.39","0.036","1.649","0.043","2458385.127279","0.00043496213","5.0661750073219","0.0000046319838","6.2992408751754","0.0527337","1.466734","0.000933","1350","0.859562","7.69012","0.42506","311.33971982219","1071.3426195864","62.274124","320.497","2.111","5868","190","3.57327","0.343686","2.17","0.449728","","","","","3,4,5,30,31,32","TICID 219253008 is a phantom from split (TICID 685340264 and 685340263)","2019-05-17","2024-09-09","2024-09-09"
+"220479565","269.01","","3","5","5","3","4","4","4","7.5","89.7","8.99","6","1","1","CP","CP","12.2958","0.007","1","spoc-s01-s69-b0A-CP","SPOC","75.846283","-54.177721","26.472","0.043","-120.75","0.043","2458381.845549","0.00024341463","3.6977167092347","0.0000022476602","0.93082634088214","0.07256874","5.175721","0.133487","4755.6707294379","122.93876","2.9420439586989","0.21325822","19.194422599678","533.84295111319","41.52972","57.0225","0.07565","3607","","4.438","","0.39792400598526","0.011947","","","0.389135","0.0203323","3,4,5,6,10,13,30,31,32,33,36,63,64,66,67","TOI-269 b","2019-05-17","2024-02-12","2024-02-17"
+"259377017","270.01","","1","4","1","1","4","4","4","7.9","154.2","6.39","53","4","4","CP","CP","10.4981","0.007","1","spoc-s01-s36-b0A-CPKP","SPOC","68.41608","-51.957394","82.944","0.05","-269.755","0.051","2459198.961454","0.0005277","5.6605693160307","0.000003858381","1.6631704031277","0.052896116","4.194807","0.071767","3856.1060852118","66.09782","2.4070872308756","0.11973171","9.9407407879545","452.87092260481","51.1377","22.4793","0.01355","3551","74","4.83982","0.382963","0.37435799837112","0.0114957","","","0.362274","0.020491","3,4,5,30,32","TOI-270 c / TOI 270.01","2019-05-17","2024-09-05","2024-09-06"
+"259377017","270.02","","1","4","1","1","4","4","4","2.7","112.1","5.72","53","4","4","CP","CP","10.4981","0.007","2","spoc","SPOC","68.41608","-51.957394","82.944","0.05","-269.755","0.051","2458389.679336","0.0005849191","11.379565339631","0.00001514839","2.2350305374591","0.07614999","3.42225","0.082712","3147.0461739044","76.177734","2.2539464482857","0.10260336","3.9180021335391","358.82766299998","39.073574","22.4793","0.01355","3551","74","4.83982","0.382963","0.37435799837112","0.0114957","","","0.362274","0.020491","3,4,5,30,32","TOI-270 d / TOI-270.02","2019-05-17","2021-10-14","2022-12-14"
+"259377017","270.03","","1","5","5","1","4","4","4","3.4","11.8","1.78","53","4","4","CP","CP","10.4981","0.007","3","spoc","SPOC","68.41608","-51.957394","82.944","0.05","-269.755","0.051","2458383.733214","0.00070846354","3.3601377067763","0.000008606677","1.4132449716995","0.30529118","1.056891","0.063829","972.95893628126","58.786633","1.1843718271195","0.737667","19.926122608986","538.85938254836","18.003332","22.4793","0.01355","3551","74","4.83982","0.382963","0.37435799837112","0.0114957","","","0.362274","0.020491","3,4,5,30,32","TOI-270 b / TOI 270.03","2019-05-17","2021-10-14","2022-12-14"
+"259511357","271.01","","1","5","5","1","4","4","4","10.5","88","8.3","2","14","8","PC","APC","8.4332","0.007","1","spoc","QLP","70.775511","-50.219478","49.228","0.104","49.976","0.142","2458382.231038","0.00043049912","2.4759733064038","0.0000045919132","1.0466922740345","0.1277531","0.419989","0.018652","386.74934717076","17.178905","2.8062638347526","0.77688307","1571.155609474","1605.7374990652","24.114555","100.245","0.62765","6025","192","4.33135","0.387055","1.3301199674606","","","","1.15","","3,4,5,30,31,32","follow up in progress","2019-05-17","2021-07-13","2022-12-14"
+"268766053","272.01","","5","5","5","5","5","5","5","76","201","104.2","0","1","10","KP","KP","11.7617","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC","31.909164","-20.661843","-9.079","0.057","8.19","0.058","2459140.875701","0.0002718","3.3098457547871","0.0000015323723","2.2676535776626","0.0243205","21.003286","0.161703","19158.832181656","148.92244","12.431622806718","0.7775041","241.66555873068","1005.5957744622","107.77688","201.338","1.371","4953","","4.55653","","0.85861897468567","0.053191","","","0.818","0.0960988","3,30","WASP-53 b","2018-11-30","2024-09-09","2024-09-09"
+"279740441","273.01","","5","5","5","5","5","5","5","87.4","216.7","35.09","1","0","2","EB","FP","11.481","0.006","1","spoc","SPOC","51.504472","-64.548108","-21.479","0.045","109.97","0.043","2458386.095087","0.001412562","0.74185944940269","0.00008905399","1.5026957805947","0.1196039","3.244273","0.188664","2983.6257317301","173.75093","6.0238347301881","7.4662147","740.86433384152","1330.6211478921","16.765955","106.16","0.2315","4304.6","64","4.57","0.12","0.66174","0.0974527","-0.15","0.08","0.67","0.077692","3","NEB on 279740439 (SG1)	","2018-11-30","2021-12-06","2022-12-14"
+"281979481","274.01","","5","5","5","5","5","5","5","21","119.2","8.64","3","5","1","PC","FP","10.4929","0.006","1","spoc","SPOC","130.505379","-75.801869","38.707","0.038","-81.363","0.04","2459362.157241","0.0020349107","0.54179472722727","0.000005064377","1.1716379465651","0.07248259","0.584201","0.063982","537.92449017742","58.928013","2.8738733411188","1.4076043","2690.415312379","1836.8537578731","24.296259","113.378","0.261","5181","182","4.54631","0.289574","0.80729800462723","0.0471181","","","0.87","0.111103","3,10,11,12,13,33,37,38,39","TFOP FP; retired as NEB. Centroid offset onto another star a pixel away. V-shaped. Offset also apparent in SPOC multisector and s38.","2018-11-30","2021-10-26","2022-12-14"
+"373844472","275.01","","5","5","5","5","3","5","5","116","283.6","56.61","9","1","1","PC","APC","11.0611","0.006","1","qlp-s39-tois","SPOC","81.516646","-67.232772","-18.728","0.125","52.948","0.135","2460041.96466","0.00028002434","0.9195617","1e-7","1.153","0.074","10.013089","0.002123","9180","1.95528","8.69931","0.465182","2224.03","1913","412","144.866","1.3165","5616","187","4.3762","2.00392","0.82","0.04","","","1","0.136248","1,3,4,5,6,7,8,9,10,11,13,27,28,30,31,33,34,35,36,37,38,61,62,64","TFOP APC/BEB; v-shaped","2018-12-04","2023-08-10","2023-08-10"
+"382188882","276.01","","5","5","5","5","5","5","5","76.9","104.2","317","0","1","1","EB","FP","10.6559","0.006","1","spoc-s01-s65-b0A-PC","SPOC","81.353084","-55.019925","13.499","0.041","-5.494","0.042","2459328.579795","0.0003574","4.800095274271","0.0000013182994","1.9968681352453","0.020204738","5.705381","0.052907","5241.0677476381","48.727596","17.071810076895","2.2168117","1043.3440510345","1449.5280891733","161.17955","352.383","2.361","6366","197","4.16217","0.47536","1.5808299779892","0.0739598","","","1.3","0.211301","3,4,6,7,9,10,11,13,27,28,30,31,32,33,34,36,37,38,39,63,64,65","TFOP FP/SB1","2018-11-30","2023-11-01","2023-11-03"
+"439456714","277.01","","4","5","5","4","4","4","4","14.9","106.2","16.84","3","2","7","PC","CP","11.7315","0.007","1","spoc","UNKNOWN","19.076698","-20.953277","-115.432","0.067","-249.177","0.049","2458385.036312","0.0007959427","3.9934418270472","0.000008306464","1.9693064725507","0.11264866","6.317673","0.278102","5801.895715864","256.10855","4.2556644739526","0.24329622","28.235972054029","587.9229796377","20.975157","64.6692","0.13825","3748","64","4.7573","0.343554","0.52311301231384","0.015618","","","0.520428","0.020342","3,30","","2018-11-30","2021-07-13","2023-03-03"
+"244161191","278.01","","4","4","4","5","4","5","5","50.9","233","6.94","1","1","8","PC","","13.1672","0.008","1","spoc-s01-s36-b0A-PC","SPOC","4.883562","-5.911561","108.144","0.343","-68.177","0.182","2458381.775526","0.00031334546","0.29873099568956","0.000005818342","0.62162045683008","0.105019316","7.195188","0.487349","6605.1029307477","448.7647","2.5268621883834","0.42984232","188.33133200436","944.82286344292","15.121655","44.397","0.2863","2955","95","5.13527","0.496238","0.30063900351524","0.00921362","","","0.277347","0.0203038","3,30","likely SV","2018-12-11","2024-09-05","2024-09-06"
+"122613513","279.01","","1","4","1","2","3","4","4","1.3","27.9","4.1","3","5","3","PC","PC","10.5012","0.006","1","qlp","UNKNOWN","41.18845","-32.211043","-8.908","0.031","-31.477","0.058","2459168.429762","0.0059896","11.4707838","0.0001502","3.698","0.538","1.711383","0.001796","1575","1.65379","1.86599","0.183555","30.2417","653","12","74.3761","0.20465","4140","171","4.46332","0.440143","0.73","0.06","","","0.69","0.0772495","3,4,30","","2019-05-17","2020-12-22","2022-12-14"
+"42054565","280.01","","1","4","1","1","3","4","4","2.9","48.2","6.59","6","3","3","PC","PC","9.9955","0.006","1","spoc","UNKNOWN","24.168388","-36.414011","-55.923","0.038","-81.779","0.038","2458383.488609","0.0018661625","10.18430613847","0.000040706487","1.7293130506477","0.3837901","0.91239","0.09639","839.98969148137","88.77408","2.4497061215702","0.95337695","59.457970981746","708.22665956083","7.5270567","99.66","0.29915","5454","185","4.59104","0.274395","0.78268098831177","0.0388894","","","0.95","0.120982","3,30","low SNR; possible instrument systematic; source is possibly 42054566 which is 4.24 as away","2018-12-11","2020-12-22","2023-01-27"
+"38696105","281.01","","3","5","5","3","3","4","4","5.2","32.7","17.03","1","2","3","PC","PC","10.5041","0.006","1","qlp-s39-tois","UNKNOWN","66.136252","-60.129932","-7.002","0.047","10.401","0.046","2459385.65795","0.0019299","5.5765284","0.000017","2.28","0.552","0.619046","0.002601","570","2.39578","4.28325","0.3145","779.716","1472","26","283.856","1.9105","6002.18","42.1958","4.12354","0.117071","1.52","0.06","0.257514","0.0465553","1.11","0.14062","1,2,3,4,5,6,8,9,11,12,28,29,30,31,32,34,35,36","potential L1 candidate","2018-11-30","2022-03-21","2022-12-14"
+"29781292","282.01","","2","5","5","2","4","4","4","2.3","38","19.27","6","16","4","CP","CP","8.9387","0.006","1","spoc-s01-s65-b0A-CP","SPOC","65.238307","-68.102688","22.028","0.039","-10.401","0.043","2460129.286313","0.0074513","56.004505648439","0.00020733997","10.433707860657","0.207373","0.834078","0.018644","767.91925270824","17.171547","4.6074443592591","0.22036916","29.953532669621","596.66664706753","43.312225","139.611","0.428","6321","196","4.22436","0.295755","1.4118900299072","0.0640704","","","1.24","0.199013","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,33,34,35,36,37,38,39,61,62,63,64,65","HD 28109 c","2019-05-07","2023-11-16","2023-12-08"
+"29781292","282.02","","5","5","5","5","5","5","5","0.7","17.2","4.72","6","16","4","IS","FA","8.9387","0.006","2","qlp","QLP","65.238307","-68.102688","22.028","0.039","-10.401","0.043","2459044.82593","0.05923","31.32312","0.00354","1.541","0.807","0.418089","0.036875","385","33.9627","2.00987","0.90968","15.1394","549","7","139.611","0.428","6321","196","4.22436","0.295755","1.41","0.06","","","1.24","0.199013","27","TFOP FA; mismatched transits and noise","2018-12-20","2021-08-17","2022-12-14"
+"29781292","282.03","","1","5","5","1","4","4","4","0.8","25.2","11.71","6","16","4","CP","CP","8.9387","0.006","3","spoc-s01-s69-b0A-CP","SPOC","65.238307","-68.102688","22.028","0.039","-10.401","0.043","2458355.648726","0.0059792334","84.26076445013","0.00087555114","10.925058990215","0.46590725","0.478009","0.023842","440.16606160109","21.959137","3.4359102478408","0.2032539","17.374466602138","520.71204009991","17.34557","139.611","0.428","6321","196","4.22436","0.295755","1.4118900299072","0.0640704","","","1.24","0.199013","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,33,34,35,36,37,38,39,61,62,63,64,65","HD 28109 d / TOI 282.03","2019-06-06","2024-02-12","2024-02-17"
+"29781292","282.04","","1","5","5","1","4","4","4","1.5","26.1","7.09","6","16","4","CP","CP","8.9387","0.006","4","spoc-s01-s65-b0A-CP","SPOC","65.238307","-68.102688","22.028","0.039","-10.401","0.043","2460176.09556","0.006424","22.8909855","0.000134","2.4656569562911","0.27574107","0.275171","0.019781","253.4100012336","18.218567","2.5594629322876","0.34479496","98.747547714682","803.99126316381","12.901306","139.611","0.428","6321","196","4.22436","0.295755","1.4118900299072","0.0640704","","","1.24","0.199013","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68","HD 28109 b; multi","2021-10-21","2023-11-16","2023-12-08"
+"382626661","283.01","","2","4","4","2","3","4","4","1.3","33.6","4.73","2","6","5","PC","PC","9.6768","0.006","1","qlp-s68-ffi","SPOC","118.569306","-65.441482","-30.77","0.091","15.842","0.099","2460165.693367","0.0017399","17.6174652","0.0000326","3.615","0.276","0.784185","0.023929","722","22.0389","2.01411","0.127186","23.0207","610","39","82.7013","0.2112","5250","183","4.64176","0.275934","0.81","0.05","","","0.9","0.108163","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,64,65,67,68","","2019-05-07","2023-11-16","2024-09-01"
+"277103955","284.01","","5","5","5","5","5","5","5","3.2","9.3","0.95","5","2","1","EB","FP","9.2927","0.006","1","spoc-s01s06-b0A","UNKNOWN","84.254356","-66.790853","-16.639","0.075","133.172","0.067","2458326.417294","0.0019591413","1.3091358268097","0.00003437363","3.1122409752937","0.19669132","0.178217","0.012439","164.13074666179","11.456682","0.97982431027616","0.7482437","666.00223686452","1295.6529002435","13.120161","52.1472","0.0699","4779.8","128.6","4.57","0.32","0.772044","0.114019","","","0.74","0.0862959","1,3,4,5,6","retired as NEB","2019-01-16","2021-12-07","2022-12-14"
+"220459976","285.01","","3","5","5","3","3","4","4","0.5","23.2","10.21","0","0","3","PC","PC","12.1677","0.007","1","spoc","SPOC","74.697171","-56.393814","3.592","0.031","56.433","0.032","2458361.663925","0.004797","32.332528","0.006676","3.459632","0.786024","2.636658","0.313268","2425.505189","288.4887","3.028709","1.59527","2.7564163563954","328.62905210946","7.5875335","115.801","0.2095","3891","169","4.64044","0.274298","0.615038","0.073716","","","0.622424","0.020193","2,3","possible single transit","2018-12-20","2018-12-20","2022-12-14"
+"150030205","286.01","","2","4","4","2","3","4","4","2.8","6.9","2.57","3","8","3","PC","PC","9.1059","0.006","1","qlp-s68-ffi","SPOC","90.984276","-60.666335","76.064","0.048","-3.482","0.04","2460186.64883","0.0016561","4.5117221","0.0000059","1.785","0.286","0.339889","0.016756","313","15.4327","1.40246","0.0932244","86.7681","850","27","59.2293","0.07465","5245","183","4.57666","0.27213","0.79","0.05","","","0.86","0.105052","1,2,3,4,5,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68","potential L1 planet; potential multi","2019-05-07","2023-10-16","2024-02-01"
+"150030205","286.02","TIC 150030205.02","1","4","4","1","3","4","4","0.6","31.6","4.1","3","8","3","PC","PC","9.1059","0.006","2","qlp-s69-ffi","SPOC","90.984276","-60.666335","76.064","0.048","-3.482","0.04","2460155.028402","0.0038695","39.361947","0.0001444","4.535","1.253","0.599492","0.047543","552","43.7879","1.84555","0.14205","22.4437","606","24","59.2293","0.07465","5245","183","4.57666","0.27213","0.79","0.05","","","0.86","0.105052","1,2,3,4,5,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","potential multi; L1 candidate","2020-03-11","2023-11-16","2023-12-08"
+"2758565","287.01","","3","4","4","3","4","4","4","70.8","90.9","317","6","0","8","PC","PC","12.3611","0.007","1","spoc-s01-s69-b0A-PC","QLP","356.283058","-17.449264","-19.326","0.097","-17.214","0.092","2459089.65573","0.00047897603","3.781568327083","0.0000030660715","2.0137345574285","0.055884205","16.411811","0.546831","15002.165962657","503.5232","17.66514951413","2.395861","601.53719961426","1263.093127036","42.436813","486.856","17.7495","5807","121.5","4.32","0.08","1.1700899600983","0.0698894","","","1.04","0.133031","2,29,69","synchronized with stellar rotation; ~3000 ppm secondary in spoc-s1-s69","2018-12-20","2024-02-28","2024-03-03"
+"47316976","288.01","","3","5","5","3","3","4","4","0.3","23.1","60.91","0","3","5","PC","PC","8.97174","0.006","1","spoc-s01-s69-b0A-PC","SPOC","340.307693","-28.032657","-7.696","0.084","1.997","0.07","2458364.461822","0.002752392","711.74739630534","0.0038917256","6.7075613663515","0.2183095","1.701763","0.056686","1566.1541118273","52.20879","9.0650070361046","0.47831988","2.2397282432094","312.01004864461","34.83812","215.387","2.3205","6530","126.1","3.96","0.09","2.0208699703217","0.0946229","","","1.346","0.21544","2,28,68","companion likely a star not planet (see observing notes); two transits two years apart; actual period may be shorter","2018-09-28","2024-04-24","2024-04-30"
+"201292545","289.01","","3","5","5","3","3","4","4","","","317","0","1","1","PC","PC","11.4483","0.006","1","qlp","QLP","2.900716","-56.599679","23.601","0.036","-10.128","0.037","2458326.64586","0.00307","","","6.463","0.651","6.009866","0.064934","5520","59.805","16.0647","1.65918","","","33","454.65","5.4435","5728","130.4","3.99","0.08","1.69","0.09","","","1.02","0.122646","1,2","single event; no period","2018-10-03","2020-05-20","2022-12-14"
+"201233610","290.01","","5","5","5","5","5","5","5","48","190.8","317","0","0","3","EB","FP","12.9528","0.006","1","qlp","SPOC","359.516588","-49.300838","14.378","0.017","-2.645","0.021","2459097.43463","0.00158","21.05271","0.00008","4.91","0.252","23.531352","1.935768","21440","1781.32","36.6999","8.26001","80.9224","835","51","933.836","15.682","5736","134.5","3.97","0.08","1.73","0.09","","","1.02","0.12361","2,28,29","retired as EB due to size","2018-10-03","2020-11-13","2022-12-14"
+"49710555","291.01","","5","5","5","5","5","5","5","29.5","54.8","317","5","1","15","EB","FP","12.3035","0.007","1","qlp-s29-tois","QLP","352.16451","-10.85962","26.857","0.105","-7.918","0.056","2459109.092","0.00271","12.08837","0.00006","3.106","0.332","6.523116","1.808311","5990","1664.13","18.1866","6.07947","200.957","1048","16","551.16","13.313","5920","125.6","4.22","0.08","1.34","0.07","","","1.08","0.139419","2,29","","2018-12-20","2022-10-20","2022-12-14"
+"180285396","292.01","","3","4","3","3","3","4","4","10.9","56.4","67.84","5","0","2","PC","PC","13.2806","0.006","1","spoc-s01-s69-b0A-PC","QLP","14.714189","-36.688474","52.079","0.03","-24.513","0.029","2459088.963421","0.0010677387","10.368870172956","0.000016879008","2.4885918968822","0.18731739","17.008778","0.611287","15543.594911202","562.858","9.6582457224665","0.9726675","32.417806922363","608.57717150323","21.345016","295.784","1.894","4463","122","4.49","","0.78951400518417","","","","0.7","","2,3,29,69","V-shaped","2018-12-20","2024-04-24","2024-04-30"
+"355637190","293.01","","5","5","5","5","3","5","5","45.7","128.7","49.86","7","1","1","PC","APC","11.024","0.006","1","qlp-toi-update-03-29-22","QLP","358.154531","-54.468938","10.067","0.052","-18.873","0.061","2459109.911388","0.0004196","0.8054361","6e-7","1.06","0.171","3.240324","0.004024","2980","3.70654","8.06243","0.509925","2752.55","2017","98","336.367","4.922","5905","456.4","4.13","0.69","1.4","0.07","","","1.11","0.140841","1,2,28,29","V-shaped; TFOP APC: previously retired as BEB due to chromaticity; some odd-even","2018-12-20","2022-03-29","2022-12-14"
+"188570092","294.01","","4","5","5","4","4","4","4","33.5","147.7","65.69","1","3","8","CP","CP","11.3875","0.006","1","qlp-s42-tois","QLP","339.02584","-17.000305","-108.621","0.09","-84.412","0.078","2459457.973621","0.0006235","7.327945","0.0000056","2.896","0.118","14.988425","0.002425","13710","2.23389","9.49027","0.754797","39.3409","697","92","127.589","0.6115","4521","122.6","4.5","0.1","0.79","0.06","","","0.711","0.0828359","2,42","HATS-72 b","2018-12-20","2022-09-20","2022-12-14"
+"327952677","295.01","","4","5","5","5","5","4","5","48.1","49.5","317","0","2","3","KP","KP","12.141","0.007","1","spoc-s01-s72-b0A-KP","QLP","359.091858","-13.271638","17.966","0.076","-10.457","0.078","2459090.143839","0.00045397462","3.396944097608","0.0000024115584","2.4148686709955","0.047620375","11.122745","0.191348","10192.131158034","176.22229","14.403968199869","0.77925926","840.38908974242","1373.2191493257","65.30301","488.387","13.5285","5864","119.7","4.26","0.08","1.2707099914551","0.0667387","","","1.06","0.134787","2,29,69,70","WASP-146 b","2018-12-20","2024-04-24","2024-04-30"
+"382463648","296.01","","3","4","4","3","3","4","4","3.4","30.1","56.83","7","0","2","PC","PC","13.1066","0.006","1","spoc-s01-s69-b0A-PC","QLP","353.105143","-45.909568","44.379","0.024","-14.217","0.027","2459062.764146","0.0034438425","25.258007455875","0.00009599717","3.7100518532667","0.3837132","9.210354","0.505817","8447.1702956015","465.7662","8.7026468448856","1.1970915","23.535445899705","561.7594116494","14.517789","471.798","4.7615","5290","122","4.45","","0.94608598947525","","","","0.91","","2,28,29,68,69","","2018-12-20","2024-04-24","2024-09-12"
+"115242351","297.01","","3","4","4","3","3","4","4","20.6","60.4","93.4","5","0","1","PC","PC","13.1099","0.006","1","spoc-s01-s69-b0A-PC","QLP","6.17695","-36.114458","12.564","0.037","-10.881","0.026","2459093.605469","0.001375877","5.6748326731946","0.000013149695","1.783","0.722","9.147979","0.91252","8390.2038218864","840.10913","11.65710110696","1.0076658","182.102043459","936.91125127674","11.041838","461.513","5.2545","4871","122","4.26","","1.0942900180817","","","","0.79","","2,29,69","~6000 ppm secondary in SPOC s1-s69","2018-12-20","2024-03-13","2024-03-16"
+"206686292","298.01","","3","5","5","3","3","4","4","126.5","209.1","317","9","0","3","PC","APC","12.7602","0.006","1","spoc","UNKNOWN","344.060721","-34.361106","6.425","0.047","1.438","0.041","2459062.561106","0.001244178","1.3288604519701","0.0001320532","1.6748374418535","0.113110304","10.419158","0.479957","9550.5009943902","441.95895","26.522915332883","34.92325","6093.4953401543","2253.3900400211","16.722557","957.936","23.873","6273","134.7","4.08","0.08","1.67606","0.0840226","","","1.22","0.176795","28","large; V-shaped; RAVE RV error ~8 km/s","2018-12-20","2020-05-20","2022-12-14"
+"156075294","299.01","","3","4","4","3","3","4","4","14.1","54.4","61.32","8","1","1","PC","PC","12.3012","0.006","1","spoc-s01-s69-b0A-PC","QLP","10.594621","-48.293622","-2.594","0.025","-12.394","0.031","2459092.786742","0.00135753","5.7217123812393","0.000012060672","3.773398675597","0.19390537","5.939543","0.289866","5455.5856087595","266.94058","9.1008935967484","0.76419383","310.55697133487","1070.6686101794","20.483212","447.784","4.533","5541","129.6","4.28","0.08","1.1931300163269","0.0641608","","","0.98","0.128263","2,29,69","","2018-12-20","2024-04-24","2024-04-30"
+"166697854","300.01","","5","5","5","5","5","5","5","13.4","48.2","43.24","1","0","1","EB","FP","10.8387","0.006","1","qlp-s01s02","QLP","35.737437","-53.070195","13.052","0.039","7.754","0.035","2458354.42965","0.00237","2.75753","0.00046","1.376","0.164","1.163936","0.002355","1071.45","2.16867","6.99891","1.46553","197.323","1044","17","397.391","3.767","5776.5","94","2.99","0.25","1.94","0.4","-1.09","0.18","1.04","0.126398","2","TFOP FP; retired as NEB","2018-12-20","2021-12-06","2022-12-14"
+"144301052","301.01","","3","4","3","3","3","4","4","8","31","42.04","1","0","1","PC","PC","12.0684","0.006","1","spoc-s01-s69-b0A-PC","QLP","354.297402","-42.010321","-15.825","0.043","-14.399","0.051","2459090.755451","0.0020585537","3.7440143475636","0.000016588501","2.9949786364735","0.58705306","1.927355","0.160072","1773.5844948374","147.42133","7.2887348723716","3.1000228","1440.2792168159","1571.1998284912","10.574328","667.745","17.0205","6048","127.9","4.03","0.08","1.704579949379","0.0865728","","","1.13","0.147652","2,29,69","","2018-12-20","2024-04-24","2024-04-30"
+"229111835","302.01","","3","4","3","3","3","4","4","14.5","68.2","51.26","7","0","1","PC","PC","12.9317","0.006","1","qlp","QLP","17.481278","-52.239486","70.771","0.02","-3.161","0.023","2458356.68237","0.00169","6.70145","0.00101","1.579","0.172","11.943404","0.019304","10940","17.7796","8.15246","0.860646","10.4754","501","21","195.124","0.5595","4130","128","4.51","0.11","0.74","0.07","","","0.65","0.0800351","2","","2018-12-20","2020-05-20","2022-12-14"
+"145750719","303.01","","5","5","5","5","5","5","5","22.2","62.5","77.95","0","1","3","KP","KP","12.0213","0.007","1","qlp-s42-tois","QLP","341.364034","-14.991775","3.481","0.067","-2.787","0.052","2459468.532701","0.0015061","3.5608112","0.0000079","3.389","0.198","5.322274","0.001242","4890","1.14394","10.4972","0.594881","621.482","1390","23","486.474","8.44","5659","126.3","4.1","0.08","1.47","0.08","","","1","0.127729","2,29,42","HATS-60 b","2018-12-20","2022-10-20","2022-12-14"
+"262530873","304.01","","5","5","5","5","5","5","5","107.6","203.6","317","3","0","1","EB","FP","12.5145","0.006","1","qlp","QLP","20.494025","-44.416747","-4.318","0.027","-1.929","0.029","2458356.28606","0.00539","2.24172","0.00091","3.989","0.304","26.041777","0.031227","23700","28.7603","28.4732","1.79744","2815.2","2029","16","964.641","21.025","6292","132.5","3.98","0.09","1.88","0.09","","","1.23","0.176806","2,3,29","TFOP FP; retired as EB","2018-12-20","2020-11-17","2022-12-14"
+"102030574","305.01","","3","4","4","3","3","4","4","49.8","106.5","317","6","0","1","PC","PC","12.3294","0.006","1","qlp","SPOC","15.844704","-44.705826","5.301","0.025","-10.528","0.028","2458364.10083","0.00074","9.94915","0.00001","3.968","0.241","25.174691","0.006747","22920","6.21401","24.5989","1.30824","110.866","903","89","689.883","10.2805","5852","135","4.03","0.08","1.65","0.08","","","1.06","0.128405","2,29","likely EB;","2018-12-20","2020-11-17","2022-12-14"
+"114749636","306.01","","3","5","5","3","5","4","5","26.8","84.4","89.22","0","1","3","PC","KP","11.7607","0.006","1","qlp-s29-tois","QLP","359.191512","-22.153232","-5.295","0.078","-6.964","0.055","2459112.51218","0.00093","4.60273","0.00001","4.023","0.152","7.779964","0.001184","7140","1.09065","11.339","0.569524","591.945","1374","37","436.098","9.1615","5909","118.5","4.21","0.07","1.34","0.06","","","1.07","0.135664","2,29","WASP-147 b","2018-12-20","2022-10-20","2022-12-14"
+"9100874","307.01","","3","4","4","3","3","4","4","29.5","41.1","317","4","0","4","PC","PC","13.1198","0.007","1","spoc-s01-s69-b0A-PC","QLP","350.578516","-22.67741","16.957","0.056","-7.23","0.05","2459091.687062","0.0012373988","6.1668344068897","0.000011755951","2.2619245405061","0.110614315","14.367309","0.958865","13145.612134692","882.75757","17.019574144051","0.90037215","362.96603541937","1113.2334478131","21.72557","738.175","15.427","5747","123","4.24","","1.2815599441528","","","","1.03","","2,29,69","~2000 ppm secondary in spoc-s01-s69","2018-12-20","2024-04-24","2024-04-30"
+"281710229","308.01","","5","5","5","5","3","5","5","","","131.13","5","0","1","PC","APC","11.7628","0.006","1","qlp-toi-update-03-29-22","QLP","11.484724","-55.922662","10.655","3.447","-11.213","3.447","2459108.717597","0.0004382","8.3092965","0.000007","2.201","0.116","18.627251","0.403414","17010","371.489","14.2736","2.39114","52.7075","750","99","","","4801.3","259.3","","","0.85","0.09","","","","","2,28,29","v-shaped; TFOP; previously retired as BEB due to chromaticity","2018-12-20","2022-03-29","2022-12-14"
+"228507250","309.01","","3","4","4","3","4","4","4","28.4","98.5","95.69","4","0","7","PC","PC","12.4154","0.006","1","spoc-s01-s69-b0A-PC","QLP","358.039579","-15.80105","-3.629","2.154","-51.381","2.154","2459092.738679","0.0008715138","6.1573300241061","0.000008080587","2.7071868073506","0.075562544","14.036639","0.442429","12845.011487997","407.4089","","","231.11747502785","994.4385361833","37.748936","345.288","","5329","255.4","","","","","","","","","2,29,69","No stellar radius","2018-12-20","2024-04-25","2024-04-30"
+"175477257","310.01","","3","4","4","3","3","4","4","25.8","74.4","101.4","4","0","3","PC","PC","12.4191","0.006","1","spoc-s01-s69-b0A-PC","SPOC","351.105814","-36.975998","-2.02","0.072","-1.992","0.069","2459090.953132","0.0007019589","4.2695674527182","0.0000055832907","3.7002917630434","0.11175019","9.389091","0.195318","8610.3886424344","179.87822","12.234264584545","0.76470196","631.83569412886","1278.7062524949","40.257168","557.751","14.742","5798","127","4.22","0.08","1.3042999505997","0.068593","","","1.04","0.129723","2,29,69","","2018-12-20","2024-04-24","2024-04-30"
+"434105231","311.01","","5","5","5","5","4","5","5","173.2","92.8","317","6","1","4","PC","APC","12.9517","0.006","1","qlp-s42-tois","QLP","354.335773","-13.455795","52.969","0.052","-30.645","0.043","2459469.021432","0.0003545","0.7962992","4e-7","0.997","0.116","25.452527","0.030523","23170","28.1127","14.8058","1.64619","278.056","1137","91","232.861","1.881","4062.7","135.5","4.61","0.23","0.95","0.1","","","0.63","0.0779767","2,29,42","maybe EB; V-shaped; some odd-even; chromaticity; TFOP APC","2018-12-20","2022-03-29","2022-12-14"
+"180145006","312.01","","3","5","5","3","3","4","4","22.5","68.6","75.49","9","0","1","PC","APC","12.2607","0.006","1","spoc","UNKNOWN","14.523332","-37.942558","7.102","0.05","-6.082","0.043","2458357.54604","0.00258","3.5413786912589","0.00062835315","2.2737222876567","0.16132383","5.259175","0.327561","4832.1666634443","301.6489","10.285431859802","0.7395744","765.8934499764","1341.7198297552","12.083102","506.715","9.7745","5755","126.7","4.23","0.08","1.28259","0.0676131","","","1.03","0.132742","2,3,29","","2018-12-20","2020-11-06","2022-12-14"
+"9102327","313.01","","5","5","5","5","5","5","5","12.5","52.2","34.73","2","1","7","EB","FP","11.3018","0.006","1","qlp-s01s02","QLP","350.779775","-19.41965","-1.191","0.073","5.003","0.057","2458354.54332","0.00351","3.2615","0.00086","2.233","0.211","1.795424","0.003107","1652.28","2.86135","5.07097","0.314799","403.299","1248","16","304.942","3.442","5963","143.3","3.41","0.25","1.13","0.05","-1.3","0.18","0.929","0.11553","2","target star is two stars in Gaia; TFOP FP; retired as NEB","2018-12-20","2021-12-06","2022-12-14"
+"316769613","314.01","","1","4","1","3","4","4","4","2.1","30.9","7.51","3","2","4","PC","PC","11.1741","0.006","1","qlp","QLP","354.668284","-32.860745","3.648","0.084","-29.532","0.073","2458355.59503","0.00519","10.18108","0.00011","3.674","0.646","1.292795","0.003893","1190","3.58558","2.66019","0.238474","57.0026","765","10","131.567","0.9315","4822","121.8","4.55","0.09","0.78","0.05","","","0.78","0.091789","2,29","TOI 314. TFOP investigation in progress.","2018-12-20","2020-11-17","2022-12-14"
+"66356824","315.01","","5","5","5","5","5","5","5","23.3","66.4","86.63","3","0","3","EB","FP","12.4245","0.006","1","qlp-s29-tois","QLP","12.076269","-32.119461","-7.27","0.063","-26.111","0.043","2459109.39216","0.00204","3.55562","0.00001","1.838","0.38","2.837476","0.223628","2610","205.948","11.1675","2.19728","691.805","1428","14","551.619","12.738","5671","127.5","4.19","0.08","1.34","0.07","","","1.01","0.126219","2,3,29","odd-even; TFOP FP; retired as EB","2018-12-20","2022-10-20","2022-12-14"
+"8988289","316.01","","5","5","5","5","4","5","5","90.7","328.9","317","5","0","3","PC","APC","13.1186","0.006","1","qlp-s01s02","QLP","354.759157","-9.882022","-30.127","0.104","16.057","0.088","2458365.98759","0.00009","13.32379","","2.561","0","109.240405","0.000816","95718.1","0.751665","28.7396","1.39025","12.7172","526","48","275.027","4.646","4312","103.3","4.59","0.22","0.84","0.04","","","0.66","","2","V-shaped; TFOP APC; previously BEB due to chromaticity","2018-12-20","2021-12-06","2022-12-14"
+"402319411","317.01","","3","4","4","3","4","4","4","54.3","59","317","4","0","4","PC","PC","12.9238","0.008","1","spoc-s01-s46-b0A","UNKNOWN","353.540235","-14.860039","51.309","0.059","-20.838","0.037","2459449.442335","0.001379938","3.3262834885036","0.000007957189","2.9480117998657","0.053143386","27.914629","0.47628","25382.627920654","438.57346","15.137197357587","0.8798925","371.94764783705","1120.0572040668","39.734394","446.344","5.5945","5391","127.5","4.46","0.08","0.94758498668671","0.052789","","","0.94","0.121342","2,29,42","","2018-12-20","2022-07-15","2022-12-14"
+"206352378","318.01","","3","4","4","3","1","4","4","30.2","93.3","79.89","4","0","0","PC","PC","13.2316","0.006","1","spoc-s01-s69-b0A-PC","QLP","355.015732","-53.039017","35.059","0.029","0.073","0.034","2459065.374875","0.0003933527","3.7463764704053","0.0000026190844","1.9560091071177","0.06803786","20.667714","0.394259","18855.633692917","363.06018","10.633428758773","0.40632597","142.42552003916","881.08275893992","59.18872","319.923","2.5615","4696","122","4.53","","0.77588802576065","","","","0.75","","1,2,28,68,69","V-shaped","2018-12-20","2024-04-24","2024-04-30"
+"389753172","319.01","","5","5","5","5","3","5","5","302.4","195.3","317","4","0","4","PC","APC","12.7464","0.006","1","qlp-toi-update-03-29-22","QLP","351.290752","-47.945596","-32.589","0.043","-8.129","0.093","2459086.530897","0.0002584","0.7135373","3e-7","0.892","0.038","20.318489","2.061924","18540","1897.3","16.1586","3.83695","667.233","1415","146","182.561","1.815","4349.7","128.9","4.58","0.22","0.74","0.07","","","0.65","0.0819712","1,2,28","There is a potential odd even; TFOP APC: previously retired as BEB due to chromaticity","2018-12-20","2022-03-29","2022-12-14"
+"188593930","320.01","","5","5","5","5","5","5","5","15","70.5","24.74","5","2","3","EB","FP","12.3574","0.007","1","qlp-s01s02","QLP","345.522623","-16.360699","-28.458","0.068","-176.929","0.056","2458354.27607","0.00343","1.46503","0.00029","1.145","0.252","3.438668","0.010086","3162.12","9.28965","5.43222","0.825769","601.367","1379","15","379.256","5.205","5912.5","441","4.36","","0.88","0.12","","","1.11","0.137905","2","TFOP FP; retired as NEB","2018-12-20","2021-12-06","2022-12-14"
+"175476629","321.01","","5","5","5","5","5","5","5","22.5","78","34.69","1","0","3","EB","FP","12.8509","0.006","1","qlp-s01s02","QLP","350.977923","-38.225789","25.692","0.047","-13.893","0.058","2458354.27156","0.00674","1.14057","0.00053","2.188","0.24","5.45213","0.91602","5009.01","843.33","6.52263","2.67802","13201.6","2986","16","380.053","6.5265","5349.5","38.6","4.44","2","0.84","0.01","","","0.93","0.11685","2","TFOP FP; retired as NEB","2018-12-20","2021-12-06","2022-12-14"
+"198077394","322.01","","3","4","4","3","3","4","4","35.6","36","317","2","7","2","PC","PC","10.7074","0.006","1","spoc-s01-s69-b0A-PC","QLP","63.825203","-56.253674","7.012","1.094","15.022","1.094","2459089.946422","0.0003475587","3.9905329983195","0.000003949368","3.4539055664537","0.0749885","3.595832","0.053875","3306.4050915437","49.619854","16.076598874002","0.5979652","862.36774565007","1382.1108480627","62.982124","277.798","","5868.2","","","","2.7644200325012","","0.07","0.1","","","2,3,4,5,12,29,30,31,32,69","","2018-09-28","2024-05-01","2024-09-01"
+"251852984","323.01","","3","4","3","3","4","4","4","13","49.9","33.43","3","0","3","PC","PC","13.3547","0.006","1","spoc-s01-s69-b0A-PC","QLP","8.20273","-32.059418","-15.897","0.035","-24.559","0.025","2458355.57459","0.00404","2.7723915433358","0.0005796898","1.8223368925204","0.45648584","6.405178","0.546583","5882.0194354118","503.295","6.3703128595252","0.81842166","193.9128694136","951.74676163341","9.44852","315.141","2.503","4558","122","4.52","","0.7756410241127","","","","0.72","","2,29,69","","2018-12-20","2024-03-27","2024-04-05"
+"156002449","324.01","","3","4","4","3","1","4","4","43.3","78.8","317","3","0","0","PC","PC","13.4081","0.006","1","spoc-s01-s69-b0A-PC","QLP","8.481996","-50.729434","14.855","0.025","-34.13","0.027","2459092.324667","0.0006679345","5.284869067171","0.0000052987384","4.7725494272836","0.07910947","30.027148","0.456606","27277.099088252","420.46158","21.377065955598","0.27079666","523.27602939562","1219.8388468843","59.74587","944.552","18.162","6113","122","4.29","","1.272950053215","","","","1.15","","2,29,69","~2300 ppm secondary in spoc-s01-s69","2018-12-20","2024-04-24","2024-04-30"
+"66413476","325.01","","3","4","3","3","3","4","4","14.4","61.5","30","4","0","3","PC","PC","12.004","0.006","1","qlp","UNKNOWN","13.877098","-33.512305","15.485","0.05","-28.463","0.044","2458357.72126","0.00274","4.36907","0.00001","1.308","0.323","4.318952","0.009435","3970","8.69028","5.94716","0.577653","26.8795","634","20","180.753","1.393","4391","122.6","4.36","0.1","0.9","0.08","","","0.69","0.0809133","2,3,29","There might be some odd even difference.","2018-12-20","2020-11-17","2022-12-14"
+"144336525","326.01","","5","5","5","5","3","5","5","145.4","113.4","317","10","3","1","PC","APC","11.7549","0.006","1","qlp","QLP","356.11482","-46.866601","-14.323","0.041","-4.79","0.047","2458354.25954","0.00091","0.24733","0.00001","0.499","0.063","7.020577","0.823572","6445.33","758.25","11.0751","3.83251","22981.4","3430","36","462.239","6.762","6316","152.4","3.75","0.12","1.25","0.06","-0.4","0.1","0.94","0.11908","2","really short period.","2018-12-20","2018-12-20","2022-12-14"
+"206669860","327.01","","3","4","4","3","3","4","4","26.2","51.7","317","7","0","3","PC","PC","13.4573","0.006","1","spoc-s01-s69-b0A-PC","QLP","343.633009","-34.502725","-5.904","0.043","2.902","0.036","2459066.81665","0.0030170418","10.055076388981","0.000041049218","3.3888241436001","0.29777676","14.325614","1.275452","13107.714141763","1174.0449","20.593194376262","16.799604","223.39924861903","986.03010901971","16.19822","958.071","21.836","5960","123","4.23","","1.3197100162506","","","","1.09","","2,28,68","","2018-12-20","2024-04-24","2024-07-26"
+"139357541","328.01","","3","4","4","3","3","4","4","13","48.9","63.58","3","0","1","PC","PC","12.7703","0.006","1","spoc-s01-s69-b0A-PC","QLP","349.487743","-43.925529","12.568","0.045","2.348","0.05","2459063.3541","0.0015263725","4.4781603340517","0.000010232187","1.5774426373093","0.14502557","4.72217","0.473966","4339.8345447805","436.44336","9.2972392824712","0.8076569","571.74320040439","1247.1537636248","12.593698","659.967","14.1285","6074","133.7","4.33","0.08","1.203330039978","0.0626834","","","1.14","0.152888","28,68,69","V-shaped","2018-12-20","2024-04-24","2024-04-30"
+"169765334","329.01","","4","5","5","4","4","4","4","6.5","33.4","22.34","3","11","8","PC","CP","10.6929","0.007","1","spoc-s01-s72-b0A-CP","QLP","351.321095","-15.634631","52.133","0.117","5.002","0.082","2459090.797418","0.0019340388","5.7042858141204","0.000018516026","4.0612639587757","0.49649572","1.022144","0.058166","940.98628904962","53.571136","5.024786775709","1.8882914","576.87493666891","1249.9428805919","16.090202","284.388","4.186","5560.5","123.1","4.01","0.08","1.6114799976349","0.0831859","-0.11","0.1","0.98","0.124394","29,42,69,70","","2018-12-20","2024-06-06","2024-08-16"
+"27966179","330.01","","3","4","3","3","4","4","4","28.8","102.6","60.28","6","0","4","PC","PC","12.8696","0.006","1","spoc-s01-s69-b0A-PC","QLP","358.751682","-22.538908","25.159","0.045","-36.495","0.036","2459091.763748","0.00044520167","4.2794668945911","0.0000030960223","2.4641339348506","0.0788265","18.628664","0.322151","17011.27985682","296.66782","9.009992576107","0.87455803","74.895002419442","750.29656703788","62.723557","200.326","1.5575","4314","123.7","4.57","0.1","0.70304101705551","0.061892","","","0.674","0.0770132","2,29,69","","2018-12-20","2024-04-24","2024-04-30"
+"262531275","331.01","","5","5","5","5","5","5","5","9.3","26.7","55.52","4","0","3","PC","FP","13.0261","0.006","1","qlp","QLP","20.419256","-42.481783","-6.279","0.022","-14.514","0.023","2459141.054998","0.0070202","2.4843369","0.0000234","1.154","0.295","4.842308","0.019457","4450","17.9205","8.59746","","160.141","991","12","939.136","17.157","5608","122","3.94","","1.76","","","","0.99","","2,3,29,30","possible centroid offset; the fainter star to the north has a smaller radius than the target.","2018-12-20","2020-12-22","2023-11-15"
+"139285832","332.01","","3","5","5","3","4","4","4","11.2","61.4","10.81","7","2","4","PC","CP","11.5273","0.006","1","qlp","UNKNOWN","348.058952","-44.876485","35.906","0.058","-37.39","0.096","2459062.446886","0.0019729566","0.77685","0.00003","1.43","0.442","0.901535","0.008155","830","7.51073","3.28324","0.350139","4180.32","2240","15","222.852","3.6895","5190","133.3","4.42","0.09","0.96","0.06","","","0.88","0.11214","1,2,28","","2018-12-20","2020-11-20","2023-12-03"
+"224245334","333.01","","1","4","1","3","4","4","4","7","42.6","20.56","9","1","2","PC","PC","11.5166","0.006","1","spoc-s01-s69-b0A-PC","QLP","353.357499","-41.171521","16.701","0.042","1.791","0.05","2459089.918368","0.0027782856","3.7852328276812","0.000017001064","3.5398297533283","0.29926735","1.454644","0.110929","1338.879127814","102.16418","4.786483346552","0.3589693","650.49585437577","1288.0445455171","12.746865","352.269","4.7305","6150","129.2","4.4","0.08","1.1289999485016","0.0535025","","","1.17","0.159892","29,69","","2018-12-20","2024-04-24","2024-04-30"
+"233964642","334.01","","5","5","5","5","3","5","5","65.3","134.1","317","1","1","1","PC","APC","9.5498","0.006","1","qlp-s69-ffi","QLP","36.498718","-63.647607","-3.306","0.038","-13.937","0.037","2460188.713023","0.0002552","17.9160113","0.0000035","1.889","0.07","10.808928","0.749661","9906","690.225","18.2667","0.987092","27.7718","639","139","199.657","0.8155","6090.2","99.1","4.11","0.31","1.57","0.07","","","1.18","0.166641","1,2,3,28,29,30,68,69","v-shaped; TFOP APC/SB1","2018-09-29","2023-11-16","2023-12-08"
+"41865539","335.01","","5","5","5","5","5","5","5","26.8","92.4","44.25","3","0","1","EB","FP","12.3571","0.006","1","qlp-s01s02","QLP","21.32225","-39.947872","-13.501","0.023","-13.674","0.027","2458354.86627","0.00394","1.26092","0.0004","2.718","0.72","5.252382","0.030173","4825.94","27.7901","8.46782","0.678134","5014.81","2344","12","472.613","4.7065","5875","75.2","4.36","","1.11","0.03","-0.28","0.12","1.2","0.171697","2","TFOP FP; retired as NEB","2018-12-20","2021-12-06","2022-12-14"
+"55452495","336.01","","5","5","5","5","5","5","5","51.3","145.5","317","1","0","1","EB","FP","9.9524","0.006","1","qlp-s36-ffi","UNKNOWN","70.670279","-64.885209","-11.324","0.069","-2.566","0.08","2459328.954596","0.0003343","17.7075811","0.0000114","1.878","0.067","5.005909","0.044526","4600","41.0094","26.2792","2.19335","107.347","896","105","600.497","14.7285","7859","158.5","4.12","1.52","2.8","0.1","","","1.88","0.301251","1,2,3,4,5,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36","TFOPWG FP Retired as NEB","2018-10-01","2022-07-11","2022-12-14"
+"155986102","337.01","","5","5","5","5","5","5","5","99.8","192.2","317","2","0","3","EB","FP","12.0235","0.006","1","qlp-s01s02","QLP","7.330079","-50.140052","27.779","1.146","18.042","1.146","2458360.61731","0.00148","6.87168","0.00112","3.16","0.165","43.472209","3.633278","39248.4","3340.78","28.967","8.47293","380.128","1230","26","292.682","","5446","57","4.43","2","1.33","0.03","","","","","2","TFOP FP: retired as eccentric EB","2018-12-20","2021-12-06","2022-12-14"
+"116156517","338.01","","3","5","5","3","5","4","5","31.6","91.8","131.15","0","0","1","KP","KP","11.3151","0.006","1","qlp-s29-tois","QLP","7.709529","-40.573461","38.231","0.03","-9.135","0.039","2459108.86073","0.00095","5.36777","0.00001","4.271","0.164","7.24426","0.001001","6650","0.921726","14.2607","0.695606","747.132","1456","18","542.251","9.952","6561","138","4.1","0.09","1.72","0.08","","","1.36","0.223669","2,29","WASP-190 b","2018-12-20","2022-10-20","2022-12-14"
+"69838258","339.01","","5","5","5","5","5","5","5","51.6","90.7","317","1","0","1","EB","FP","12.0885","0.011","1","qlp-s01s02","QLP","337.921615","-21.945702","-3.88","0.084","-5.173","0.064","2458354.57336","0.00139","6.73069","0.00072","3.503","0.193","16.102705","0.007949","14721.7","7.32169","22.1494","0.857494","457.721","1288","61","650.653","17.711","6048.2","96.2","4.28","","1.66","0.05","","","1.23","0.180575","2","WASP confirms NEB; TFOP FP","2018-12-20","2021-12-06","2022-12-14"
+"80439101","340.01","","3","4","3","3","3","3","3","58.6","204.9","317","2","0","1","PC","PC","12.6435","0.006","1","spoc-s01-s69-b0A-PC","QLP","11.747329","-44.369951","2.997","1.061","-4.86","1.061","2459088.695472","0.0048944303","14.849971681312","0.00008018309","5.9888165210207","0.20173672","59.765635","3.949745","53558.563510934","3631.2407","","","71.458713407321","741.53823294342","12.111504","497.551","","5829","242.2","","","","","","","","","2,29,69","V-shaped; actual period is ~14.85 d (2x alerted period of 7.42 days); possible odd-even; likely too large; no stellar radius but Gaia DR3 suggests sun-like star","2018-12-20","2024-03-13","2024-03-16"
+"33911302","341.01","","3","4","4","3","4","4","4","45.6","95.5","92.26","5","0","4","PC","PC","13.3302","0.007","1","qlp","QLP","355.844989","-23.998023","15.483","0.097","-22.345","0.062","2458355.75117","0.00169","1.81383","0.00024","1.113","0.123","14.394141","0.020436","13170","18.8225","11.581","","120.54","923","22","415.551","8.7935","4775","125","4.38","","0.94","","","","0.77","","2","","2018-12-20","2020-05-20","2022-12-14"
+"415969574","342.01","","5","5","5","5","5","5","5","11.5","51.4","82.69","2","0","1","EB","FP","12.8691","0.008","1","qlp-s01s02","QLP","342.170406","-18.520467","19.229","2.15","-3.888","2.149","2458362.57199","0.00281","10.45776","0.00388","3.148","0.289","9.567455","0.013427","8773.24","12.3668","","","65.5508","792","21","508.84","","5800","200.4","4.38","","","","","","","","2","TFOP FP; retired as SEB2","2018-12-20","2021-12-06","2022-12-14"
+"66497310","343.01","","3","4","3","3","4","4","4","22.3","70","53.13","6","2","5","PC","PC","12.4115","0.007","1","spoc-s01-s69-b0A-PC","QLP","356.045365","-18.889525","10.887","0.079","-3.309","0.075","2459089.671576","0.0009981599","1.7563115764498","0.0000051615148","1.8543682780318","0.10833118","3.781625","0.234462","3476.9463158531","215.92435","8.3651129386451","0.5778891","1827.7735677961","1667.6324897186","17.089302","519.27","14.05","5885","121.6","4.31","0.08","1.2023500204086","0.0648392","","","1.07","0.134429","2,29,69","~8 sigma odd-even in SPOC s1-s69","2018-12-20","2024-03-13","2024-03-16"
+"13023378","344.01","","3","4","3","3","3","4","4","18.2","78.9","65.84","4","3","5","PC","PC","11.9221","0.007","1","spoc-s01-s69-b0A-PC","QLP","347.053748","-28.007825","31.013","0.07","2.948","0.077","2459092.388012","0.0005514956","6.0672186512535","0.000005439676","3.0803438146939","0.098059714","8.139137","0.149254","7468.3938626862","137.45818","9.4901641861852","0.5739224","316.76576624076","1075.9802742857","52.88886","404.201","8.737001","6149","126.6","4.44","0.08","1.0793999433518","0.0536482","","","1.17","0.163908","2,29,69","","2018-12-20","2024-04-24","2024-04-30"
+"308208458","345.01","","1","4","1","3","1","4","4","7.3","39.4","66.73","10","0","0","PC","PC","13.5263","0.006","1","spoc-s01-s69-b0A-PC","QLP","5.696956","-34.392162","-1.764","0.045","-6.28","0.026","2459091.71607","0.0020567367","11.22373720872","0.000031246727","3.3719301970892","0.27597234","12.306148","0.641615","11270.388754417","590.77496","9.5654940669685","0.96399474","57.93804014546","703.65649328409","18.012915","516.33","7.709","5136","122","4.47","","0.90336501598358","","","","0.87","","2,29,69","possible odd even;","2018-12-20","2024-04-22","2024-04-30"
+"118327533","346.01","","3","4","4","3","3","4","4","51.9","183.1","317","12","0","1","PC","PC","12.7291","0.006","1","qlp-tois-update","QLP","10.344507","-37.34302","4.562","0.041","-4.618","0.032","2460192.019645","0.01036108","16.56308","0.00099","2.317","0.157","15.318724","2.810491","14010","2585.21","30.0184","7.70669","184.89","1027","20.49329","745.217","16.5315","6177","125.1","4.25","0.08","1.35","0.06","","","1.18","0.160467","2,29,69","V-shaped; period 2x alerted period (8.2815 d)","2018-12-20","2024-04-22","2024-04-30"
+"224271611","347.01","","3","4","4","3","3","4","4","38.5","108.5","99.94","8","1","1","PC","PC","11.2043","0.006","1","qlp","QLP","354.48982","-36.571634","-6.342","0.086","-12.054","0.06","2458355.18601","0.00428","4.04003","0.00001","0.196","0.08","0.903709","0.125113","832","115.227","12.106","1.88226","1.86549","325","1000","344.084","5.0925","5692.2","130","4.1","0.08","1.48","0.08","-0.46","0.1","1.01","0.12444","2,29","","2018-12-20","2020-11-17","2023-08-10"
+"70785910","348.01","","3","4","4","3","4","4","4","35","86.6","57.54","8","1","3","PC","PC","12.2494","0.006","1","spoc-s01-s69-b0A-PC","QLP","1.583584","-30.336391","-5.809","0.082","-26.065","0.062","2459088.639473","0.00040820977","0.49479378788187","0.000006320613","0.94490384193071","0.1364694","3.167976","0.157121","2913.5611563981","144.70316","8.7665513805392","1.3032895","15589.057975644","2849.8678212722","19.91589","607.923","22.4195","5879","124.1","4.11","0.08","1.512099981308","0.0864573","","","1.07","0.131183","2,29,69","a/Rs < 2; 5+ sigma odd-even in s1-s69 SPOC TEC plots","2018-12-20","2024-04-22","2024-04-30"
+"382474101","349.01","","5","5","5","5","5","5","5","122.6","306.2","131.37","0","1","0","PC","FP","10.179","0.04","1","qlp-toi-update-03-29-22","QLP","12.274291","-52.046528","-7.4","2","-5.2","2","2459107.753084","0.0002037","2.6520851","0.0000013","3.56","0.049","11.877542","0.000235","10880","0.216525","","","","","193","216.661","","6054","193","4.29","2","","","","","","","2,29","400 ppm secondary; synchronized; likely EB; TFOP APC","2018-12-20","2022-03-29","2022-12-14"
+"199731190","350.01","","5","5","5","5","3","5","5","30","107.8","55.08","5","0","1","PC","APC","12.3856","0.006","1","qlp-toi-update-03-29-22","QLP","21.292047","-47.262831","11.019","0.025","26.953","0.028","2459109.819661","0.0015289","2.5130547","0.0000062","1.796","0.216","5.496859","0.59271","5050","545.757","8.55709","2.22347","1258.82","1659","32","341.681","2.2095","5635","280.6","4.41","2","0.85","0.04","","","1","0.121412","2,3,29","TFOP APC: previously retired as BEB to chromaticity; odd-even","2018-12-20","2022-03-29","2022-12-14"
+"228381868","351.01","","3","5","5","3","5","4","5","33.1","28.9","317","0","1","1","KP","KP","12.0719","0.007","1","spoc-s01-s69-b0A-KP","QLP","357.580647","-17.077595","28.016","0.077","-3.212","0.072","2459091.364241","0.00088068447","3.4654952516807","0.000005215204","4.1612558491783","0.11982076","6.407549","0.145735","5884.1905568962","134.21783","14.277618410637","1.1134071","1373.5324062883","1552.671127302","26.937891","602.236","27.416","5570.3","131.6","3.93","0.09","1.777379989624","0.128781","0.22","0.1","0.98","0.1238","29,69","WASP-165 b","2018-12-20","2024-03-14","2024-03-16"
+"47423120","352.01","","5","5","5","5","4","5","5","99.6","263.3","317","3","2","5","PC","APC","11.014","0.007","1","qlp-s01s02","QLP","342.067547","-24.838685","9.592","0.222","-20.271","0.111","2458356.83006","0.0002","11.6235","0.00022","2.783","0.142","49.660444","0.021681","44708.7","19.9684","20.7208","1.02159","31.7369","661","230","183.391","2.38","5518","125","4.34","2","0.89","0.04","","","1","0.126548","2","The period could be half; TFOP APC: previously retired as SB1 due to CHIRON RVs","2018-12-20","2021-12-06","2022-12-14"
+"100099031","353.01","","3","4","4","3","3","4","4","154.6","248.5","317","12","0","2","PC","PC","13.4735","0.006","1","spoc","UNKNOWN","24.272371","-46.945342","-0.214","0.022","-1.979","0.025","2459088.398145","0.0016571997","1.2979434439724","0.00006727932","2.4251925905017","0.12685962","11.565922","0.562175","10596.069593695","517.648","39.152922750979","22.587591","1915.9121901411","1687.3829236842","20.798897","1367.8","33.885","4965","122","","","2.6399300098419","","","","","","2,3,29,30","Too large radius for a planet; 4 sigma odd-even in multisector report","2018-12-20","2021-10-04","2022-12-14"
+"100097716","354.01","","3","5","5","3","3","4","4","202.6","332.3","317","3","0","5","PC","APC","11.3534","0.006","1","qlp-s30-tois","QLP","24.047859","-42.303706","24.819","0.076","14.274","0.082","2459140.430589","0.0003533","3.0002084","0.0000022","1.7","0.075","9.317482","1.606786","8545","1478.81","25.2021","6.12219","777.419","1471","21","366.824","8.772","5767","121","4.15","0.08","1.41","0.07","","","1.03","0.129583","2,3,29,30","Two stars in the same pixel; possible synchronized spot rotation; Large radius; V shaped","2018-12-20","2022-10-20","2022-12-14"
+"183593642","355.01","","3","4","4","3","3","4","4","14.2","63.7","19.26","5","1","3","PC","APC","10.9767","0.006","1","spoc","UNKNOWN","17.888208","-36.709119","35.519","0.087","-4.763","0.082","2459088.426719","0.000861738","1.0373366942605","0.000031091786","0.84411831068547","0.2519084","1.226587","0.080555","1129.0902246197","74.19124","4.6048141707301","2.789955","4759.4874893852","2118.4089225023","13.802426","313.032","5.496","6049","134.5","4.25","0.08","1.3164999485016","0.0655226","","","1.13","0.150143","2,3,29,30","","2018-12-20","2021-10-04","2024-09-09"
+"369336146","356.01","","3","4","3","3","3","4","4","12.5","35.7","97.62","1","0","1","PC","PC","13.0524","0.006","1","spoc-s01-s69-b0A-PC","QLP","6.070055","-37.222035","19.981","0.036","8.935","0.026","2459090.758499","0.0031731273","5.7694372556792","0.000027180036","3.9249605628021","0.3513599","5.06695","0.337112","4655.9610934925","310.443","11.964045128864","0.83757377","542.48610178671","1230.8833685683","14.23374","835.557","18.0745","5499","122","4.01","","1.5989700555801","","","","0.96","","2,29,69","","2018-12-20","2024-04-24","2024-04-30"
+"220016044","357.01","","5","5","5","5","5","5","5","14.8","51.1","35.65","1","1","1","PC","FP","10.3987","0.006","1","spoc","UNKNOWN","32.321881","-48.48474","13.651","0.039","-3.888","0.044","2459088.390424","0.00117792","0.93996644390796","0.00004034052","1.1224919983429","0.2695821","0.638532","0.048507","587.93642449294","44.67597","6.6149455860135","2.76346","22464.789199589","3122.4488768085","11.185909","480.322","7.123","6300.3","140.1","3.72","0.09","2.5464999675751","0.137786","-0.22","0.12","1.24","0.183218","2,3,29,30","weak signal; Event on TIC 220016046 in spoc multisector","2018-12-20","2021-09-29","2023-05-19"
+"321982642","358.01","","3","4","4","3","3","4","4","30","48.6","317","3","0","1","PC","PC","12.8895","0.006","1","qlp-s29-tois","QLP","3.061189","-47.355422","36.832","0.022","-1.015","0.026","2459102.79626","0.00185","9.10326","0.00003","1.928","0.151","15.395808","4.106802","14080","3775.36","26.9344","8.30257","61.7667","781","21","579.028","7.531","5467","130","4.26","0.09","1.21","0.07","","","0.96","0.126567","2,29","possible odd-even","2018-12-20","2024-09-08","2024-09-09"
+"80432617","359.01","","3","4","4","3","3","4","4","4.2","19","56.08","0","0","1","PC","PC","12.3409","0.006","1","qlp","QLP","11.673176","-42.361791","12.734","0.036","-9.143","0.046","2458360.67423","0.01071","16.45209","","6.461","2.104","3.610641","0.019078","3320","17.571","8.62362","1.00106","","","10","715.834","19.724","5573","130.8","3.89","0.08","1.85","0.11","","","0.98","0.124983","2","two events (near 1360 and 1377); wrong period in report","2018-12-20","2020-08-03","2022-12-14"
+"13023738","360.01","","5","5","5","5","5","5","5","58.4","108.4","317","3","0","5","PC","FP","12.2524","0.007","1","qlp","QLP","347.08487","-29.590446","15.536","0.084","-29.348","0.079","2459104.87232","0.00351","8.0635","0.00006","3.396","0.371","5.63873","1.830432","5180","1684.47","24.3071","7.87344","621.088","1390","22","646.707","25.1075","5657","118","3.97","0.08","1.71","0.1","","","1","0.125809","2,29","Centroid shift. Potential secondary at 0.4 phase (eccentric). Very large/inflated planet radius for period.","2018-12-20","2020-05-20","2022-12-14"
+"144276942","361.01","","5","5","5","5","4","5","5","50","139.2","37.69","8","0","2","PC","APC","11.9699","0.006","1","spoc","QLP","353.903687","-44.808809","-65.393","0.044","3.159","0.055","2459062.236399","0.0014173058","1.5351651547281","0.000073934236","0.9492627631836","0.122602664","3.237744","0.271163","2977.6306494723","249.71916","6.835078593882","14.089044","277.51511429196","1040.9776610536","11.533315","123.083","0.617","4215","87.4","4.59","0.22","0.7445729970932","0.0762965","","","0.64","0.0780613","28,29","TFOP APC; formerly retired as BEB","2018-12-20","2021-11-12","2022-12-14"
+"305048116","362.01","","3","4","4","3","4","4","4","7.5","40.1","39.94","8","1","2","PC","PC","12.5633","0.008","1","qlp","UNKNOWN","353.23837","-28.319813","39.257","0.063","-8.084","0.093","2458357.85959","0.0039","7.11686","0.00004","2.09","0.358","4.951373","0.010874","4550","10.0153","7.04524","0.576666","68.1786","800","12","451.998","17.8955","5692","127.9","4.41","0.08","1.03","0.07","","","1.01","0.127536","2,29","the super bright star to the southwest is TIC 304698788; does not have a signal.","2018-12-20","2020-11-17","2022-12-14"
+"262530780","363.01","","3","5","5","3","3","4","4","20.1","71.3","104.8","9","0","1","PC","APC","12.9465","0.006","1","qlp","QLP","20.547265","-44.862146","-3.498","0.021","-43.896","0.024","2458361.87743","0.00184","8.22388","0.00002","1.834","0.267","17.721918","0.01711","16190","15.759","12.4698","0.873927","24.2523","618","16","440.102","3.36","5177","130","4.39","0.09","0.99","0.06","","","0.88","0.111392","2,3,29","","2018-12-20","2020-11-19","2022-12-14"
+"47425697","364.01","","2","5","5","5","4","2","4","12","72.7","11.11","4","6","9","PC","PC","10.4913","0.007","1","qlp-s69-ffi","QLP","342.25617","-24.959295","13.7","2.8","-11.7","2.5","2460206.585637","0.001336","0.4941631","6e-7","0.916","0.124","0.582111","0.053538","536","49.3092","3.325","","3757.98","","15","265.729","","6219.7","","","","1.33","","0.12","0.12","","","2,29,69","possible offset to SW; slight depth aperture correlation","2018-12-20","2023-12-07","2023-12-08"
+"118586896","365.01","","3","5","5","3","3","4","4","71.3","250.1","317","2","0","1","PC","APC","13.2642","0.006","1","qlp-s29-tois","QLP","10.922368","-38.043213","12.306","0.036","-10.616","0.029","2459104.69905","0.00107","12.11028","0.00003","3.335","0.125","38.749226","1.575743","35060","1450.26","34.1747","","89.3226","856","47","821.517","20.972","5808","122","4.23","","1.29","","","","1.04","","2,29","likely EB; V-shaped","2018-12-20","2022-07-11","2022-12-14"
+"251878904","366.01","","3","4","3","3","3","4","4","26.5","58.7","96.16","7","0","2","PC","PC","13.5477","0.006","1","spoc-s01-s69-b0A-PC","QLP","9.692072","-34.214907","17.581","0.036","-0.825","0.029","2459088.314332","0.0011087498","1.7025848217705","0.0000065792137","1.8483509729972","0.1867628","8.137253","0.606341","7466.6719821661","558.3052","11.858224711672","0.98564166","1762.6925976545","1652.5853358603","14.001339","841.958","19.0435","5504","122","4.21","","1.279659986496","","","","0.97","","2,29,69","~2000 ppm secondary in spoc-s01-s69","2018-12-20","2024-04-24","2024-04-30"
+"9033144","367.01","","5","5","5","5","5","5","5","182","261.7","317","1","0","3","EB","FP","9.74346","0.007","1","qlp-s69-ffi","QLP","349.606266","-19.823843","18.43","0.089","16.943","0.072","2460202.579344","0.00059","4.7150255","0.0000024","3.302","0.607","4.968824","7.735644","4566","7099.47","17.6148","3.60232","1853.5","1827","43","157.667","1.3435","5756.9","195.2","3.9","0.12","1.2","0.06","-0.21","0.1","1.09","0.135574","2,29,69","TFOP FP; retired as eccentric EB","2018-12-20","2023-10-16","2023-10-19"
+"77031413","368.01","","5","5","5","5","5","5","5","185.3","175.7","317","0","0","1","EB","FP","11.4996","0.006","1","qlp-s29-tois","QLP","354.170634","-34.611893","87.467","0.062","-8.832","0.064","2459110.92156","0.00018","1.38665","","2.238","0.027","27.132175","0.000251","24680","0.231424","15.5656","0.813864","1237.91","1652","129","233.586","2.2405","5444","126.2","4.48","0.08","0.93","0.05","","","0.95","0.119644","2,29","two stars in the same pixel; retired as FP","2018-12-20","2022-10-20","2022-12-14"
+"175482273","369.01","","3","4","3","3","3","4","4","","","89.78","3","1","1","PC","PC","9.1692","0.008","1","qlp-s69-ffi","UNKNOWN","351.229397","-38.160792","43.25","2","-2.91","2","2459108.378801","0.0007238","5.4640119","0.0000062","2.928","0.206","4.117308","0.115421","3785","106.301","","","","","92","126.36","","","","","","","","","","","","2,29,69","literature BEB at same period (Zhou+2019)","2018-12-20","2023-11-28","2023-12-08"
+"251855940","370.01","","3","4","4","3","3","4","4","44.1","64.6","317","10","0","2","PC","PC","13.5134","0.006","1","spoc-s01-s69-b0A-PC","QLP","8.659679","-32.166578","1.397","0.041","-11.595","0.028","2459090.735093","0.0005311712","4.0463708752526","0.000003604655","3.0383534393042","0.06945403","30.506692","0.533691","27706.632903116","491.4265","18.154147774061","0.28962117","446.09018613718","1172.1290154487","52.734154","748.227","16.246","5805","123","4.41","","1.054859995842","","","","1.04","","2,29,69","","2018-12-20","2024-04-24","2024-04-30"
+"156016136","371.01","","3","4","4","3","4","4","4","11.5","52.5","35.31","3","0","4","PC","PC","12.6635","0.006","1","spoc-s01-s69-b0A-PC","QLP","8.923918","-50.316967","12.081","0.018","2.615","0.019","2459088.526738","0.00096303364","3.4813813723607","0.000007051537","2.2906804287483","0.262316","5.634347","0.282332","5175.9836967082","260.0032","6.5778157289036","1.2485672","322.48291073367","1080.802712191","15.29476","383.318","2.2245","5389","132.7","4.49","0.08","0.91022098064423","0.0504121","","","0.94","0.119654","2,29,69","","2018-12-20","2024-04-24","2024-04-30"
+"441075486","372.01","","5","5","5","5","4","5","5","189","189.2","317","2","2","6","PC","APC","12.0312","0.006","1","qlp-toi-update-03-29-22","QLP","359.759069","-15.612021","11.936","1.138","-3.979","1.028","2459112.07285","0.0002789","1.1202752","6e-7","2.095","0.056","19.135451","0.466985","17470","430.017","17.524","","4430.07","","185","340.037","","5769.7","78.5","4.42","2","0.99","","","","","","2,29","likely EB; V-shaped; TFOP APC; previously BEB due to chromaticity","2018-12-20","2022-03-29","2022-12-14"
+"9032368","373.01","","5","5","5","5","5","5","5","20.5","61.7","63.43","3","0","2","PC","FP","13.2889","0.007","1","qlp","QLP","355.901919","-11.26957","11.261","0.078","-17.047","0.047","2458355.67942","0.00364","1.632","0.00042","1.466","0.341","5.988031","0.023294","5500","21.4543","9.24379","","806.657","1484","13","741.257","20.804","5997","122","4.39","","1.11","","","","1.11","","2","target is likely 9032367 (still possible to be a planet);","2018-12-20","2020-05-20","2022-12-14"
+"183675732","374.01","","3","4","4","3","3","4","4","20.6","60.1","117.03","4","0","1","PC","PC","12.9998","0.006","1","spoc-s01-s69-b0A-PC","QLP","358.227453","-41.700468","1.938","0.025","2.955","0.029","2459091.224648","0.0024131914","5.4820953615025","0.000018852954","4.4375744332217","0.20992284","9.162064","0.395119","8403.0676420878","363.85187","13.311151892651","0.8101916","419.38700053913","1154.1798573465","22.11883","702.626","11.2775","5719","130","4.23","0.08","1.2819399833679","0.0657236","","","1.02","0.125591","2,29,69","","2018-12-20","2024-04-22","2024-04-30"
+"280097543","375.01","","1","4","1","3","3","4","4","","","98.55","4","4","1","PC","PC","10.4471","0.006","1","spoc-s01-s39-b0A-PC","UNKNOWN","47.149903","-77.383328","-4.791","0.039","-4.28","0.039","2459369.308889","0.008619997","9.4546447214735","0.000055229375","10.127591754375","0.24739194","1.478535","0.043139","1360.8544057643","39.73127","12.030781364384","0.9502455","161.29102112071","908.9129630061","25.83482","396.213","3.3565","5001.6","76","","","3.2739300727844","","0","0.1","","","1,2,13,27,28,29,39","evolved host star","2018-12-20","2022-03-21","2022-12-14"
+"144301273","376.01","","3","4","4","3","3","4","4","46","116.2","107.6","3","0","1","PC","PC","12.4502","0.006","1","spoc-s01-s69-b0A-PC","QLP","354.44576","-42.966387","35.442","0.031","-2.415","0.031","2459062.452226","0.00037821228","2.7509863275893","0.000002405547","1.9989789848189","0.042868827","11.665597","0.233553","10686.896519157","215.08722","12.668579897434","0.77094305","587.64840520566","1255.7382988608","58.146","398.356","4.1875","5317","134.8","4.34","0.09","1.0711400508881","0.0627538","","","0.92","0.117593","28,29,69","","2018-12-20","2024-05-01","2024-06-01"
+"139285736","377.01","","5","5","5","5","5","5","5","184.5","160.3","317","2","0","1","EB","FP","11.9969","0.006","1","qlp-s01s02","QLP","348.039774","-45.017093","-7.696","0.055","9.169","0.084","2458326.05107","0.0011","1.55028","0.00005","1.571","0.085","25.852515","2.45295","23529.8","2256.7","14.723","4.58264","1769.75","1806","49","244.271","4.032","5039.5","80.5","","","0.87","0.03","","","0.77","0.0923334","2","possible centroid offset; TFOP FP; retired as NPC","2018-12-20","2021-12-06","2022-12-14"
+"20892672","378.01","","5","5","5","5","5","5","5","16.6","54.1","66.94","5","0","6","EB","FP","13.105","0.006","1","qlp-s01s02","QLP","1.399014","-19.489511","","","","","2458356.50088","0.00214","3.10926","0.00045","2.506","0.221","5.932179","0.004848","5448.84","4.46476","9.58224","9.58616","532.263","1338","32","629.792","","5894","190","4.32","","1.18","1.18","","","","","2","2 stars in same pixel with dmag 1; TFOP FP retired as NEB","2018-12-20","2021-12-06","2022-12-14"
+"220396259","379.01","","5","5","5","5","5","5","5","7.9","48.9","9.61","1","0","5","EB","FP","9.9124","0.006","1","qlp-s12-ffi","UNKNOWN","68.891541","-56.138849","-1.949","0.04","-34.477","0.042","2458354.70968","0.00121","0.91677","0.00001","1.337","0.359","0.3","0.000954","276.272","0.879078","3.12766","0.205199","4151.31","2236","26","231.803","1.051","5825","97.8","4.04","0.12","1.71","0.06","-0.28","0.1","1.07","0.134417","2,29","NEB 45","2018-10-01","2021-12-07","2022-12-14"
+"100014359","380.01","","3","4","4","3","3","4","4","","","112.14","7","0","2","PC","PC","13.5029","0.006","1","spoc-s01-s69-b0A-PC","SPOC","23.280585","-47.882084","13.038","3.086","-6.011","3.086","2459088.500323","0.00015192026","0.50455392175453","0.0000023996101","1.0056628913883","0.0425136","20.613045","0.348158","18806.229924787","320.6136","18.376814070914","3.3280954","6493.5059824224","2289.4942693224","51.99991","","","5227","166.8","","","1","","","","","","29,30,69","no stellar parameters; SPOC is assuming solar; Gaia radius is .7 Rsun; planet radius likely smaller (~12 Rearth); v-shaped","2018-12-20","2024-05-01","2024-05-02"
+"207084429","381.01","","5","5","5","5","5","5","5","12.9","98","10.97","0","6","1","EB","FP","7.1995","0.006","1","qlp-s29-ffi","UNKNOWN","22.757528","-51.215733","135.947","0.045","-69.874","0.037","2458356.07068","0.00362","4.89577","0.00004","2.478","0.141","0.390935","0.000237","360","0.218278","3.30734","0.167954","240.778","1097","21","75.5476","0.1708","5883","52.4","","","1.77","0.08","","","1.13","0.144918","2,29","TFOP FP; retired as NEB","2018-12-20","2021-12-06","2022-12-14"
+"229091748","382.01","","5","5","5","5","5","5","5","28","87","36.52","2","0","1","EB","FP","12.7226","0.006","1","qlp-s01s02","QLP","3.797833","-46.272428","18.813","0.021","0.176","0.027","2458354.59152","0.00135","0.4568","0.00004","0.548","0.067","3.72906","0.010422","3428.7","9.59936","6.64264","0.384265","1132.97","1616","17","506.62","5.226","5777","66.7","4.35","","1.03","0.02","","","1.03","0.1291","2","TFOP FP; retired as NEB","2018-12-20","2021-12-06","2022-12-14"
+"167418898","383.01","","5","5","5","5","5","5","5","53.1","78.7","317","2","4","2","PC","FP","10.2401","0.006","1","qlp","UNKNOWN","99.609604","-67.656396","7.85","2","-51.7","2","2458335.77147","0.00084","10.98036","0.00006","1.838","0.108","2.859248","0.828295","2630","762.597","14.3833","","150.042","","46","204.207","","5951","","","","1.27","","-0.409232","0.0467469","","","1,2,3,4,5,6,7,8,9,11,12,13","likely large planet on 167418903; this TIC ID is for a NPC (nearby Planet Candidate)","2019-01-16","2020-05-20","2022-12-14"
+"155995204","384.01","","5","5","5","5","5","5","5","55.4","158.2","317","6","1","0","EB","FP","13.5281","0.006","1","qlp-s01s02","QLP","7.658562","-52.049331","2.344","0.021","10.402","0.023","2458357.58381","0.00235","9.30734","0.00218","4.683","0.274","47.464238","1.570013","42774.4","1444.99","30.7623","5.66372","304.138","1163","26","958.366","15.7885","5819","31.3","4.34","","1.35","0.01","","","1.06","","2","big; TFOP FP; retired as EB","2018-12-20","2021-12-07","2022-12-14"
+"300810086","385.01","","5","5","5","5","5","5","5","42.2","76.5","50.99","3","14","3","EB","FP","9.0567","0.006","1","spoc","UNKNOWN","116.813442","-69.030386","-56.531","0.16","72.945","0.166","2459174.431448","0.0009961904","0.6680719795302","0.000047882862","0.85569072653135","0.17391123","0.502865","0.043733","463.0485527171","40.278515","8.1648968230895","10.1040745","6871.8316650579","2322.1372098672","12.130832","262.782","6.5695","5159","122","","","3.77481","","","","","","1,2,3,4,5,6,7,8,9,10,11,12,13,28,29,30,31,32,33,34","TFOP FP; retired as EB","2018-10-01","2021-03-22","2022-12-14"
+"238059180","386.01","","3","5","5","3","3","4","4","16.6","63.6","80.49","1","3","1","PC","PC","10.0139","0.006","1","qlp-s69-ffi","QLP","104.138355","-53.545449","-3.617","0.06","10.127","0.066","2460196.532698","0.0009563","5.1119781","0.0000041","1.413","0.359","1.537405","0.116191","1415","107.01","10.6694","0.569399","890.377","1521","40","627.07","12.1405","8562","152.5","3.91","0.07","2.67","0.09","","","2.13","0.322479","2,6,7,8,9,12,29,32,33,34,35,39,61,62,66,69","v-shaped; two stars about 1'' separation in same pixel; slight depth aperture correlation","2018-10-01","2024-03-11","2024-03-16"
+"92359850","387.01","","5","5","5","5","5","5","5","57.2","180.7","85.3","0","1","2","EB","FP","9.65521","0.006","1","qlp","UNKNOWN","52.225639","-19.979808","10.261","0.064","-9.189","0.075","2459167.71222","0.00046","4.155","","2.807","0.298","5.333184","0.002728","4900","2.51246","11.0678","0.561924","534.715","1339","103","218.294","1.9165","6270","314.4","4.14","0.4","1.57","0.07","","","1.256","0.186696","4,31","NEB; HATSouth observations show the event is on the neighbor 92359852","2019-01-16","2020-12-22","2022-12-14"
+"422655579","388.01","","5","5","5","5","5","5","5","65.7","60.8","317","0","0","4","KP","KP","10.1638","0.007","1","spoc-s01-s46-b0A","SPOC/QLP","29.263451","0.758825","23.305","0.096","-7.093","0.086","2460230.85042","0.0021847","2.9037041","0.0000207","5.0153436017844","0.036443934","4.963391","0.05045","4561.0184536779","46.464947","14.693514752472","0.72139883","3384.605359792","1945.3455642105","56.24318","362.715","6.8525","6059","","3.92334","","2.1432499885559","0.102739","0.37","0.04","1.18","0.162525","4,42,43,70","WASP-71 b","2019-02-08","2023-12-06","2023-12-06"
+"271900960","389.01","","5","5","5","5","5","5","5","25.8","167.9","43.64","1","6","1","EB","FP","8.2606","0.006","1","qlp-s04-b01","QLP","112.941928","-75.527552","-0.316","0.058","-28.206","0.06","2458330.37074","0.00386","13.45913","0.00113","3.428","0.388","2.804079","0.305607","2579.32","281.435","7.68909","2.55479","897.182","1524","13","104.344","0.3575","6457.7","115.5","4.43","0.33","1.38","0.05","","","1.46","0.243115","4","TFOP FP; retired as NEB","2019-01-24","2021-12-07","2022-12-14"
+"250386181","390.01","","5","5","5","5","5","5","5","87.7","291.9","59.14","6","6","6","EB","FP","9.89377","0.006","1","spoc-s04-b03","UNKNOWN","30.114481","-4.985686","26.427","0.072","-27.85","0.065","2458412.374564","0.000777","1.470258","0.000079","1.37737","0.065475","2.811902","0.105994","2586.506638","97.61957","8.656736","6.542141","3333.4085670007","1937.9469590127","26.752861","167.306","1.287","6321.46","53.5103","4.1984","0.096","1.05111","0.116039","-0.4916","0.072","1.247","0.186197","4","TFOP FP; NEB 6","2019-02-08","2021-12-07","2022-12-14"
+"382391899","391.01","","5","5","5","5","5","5","5","142.5","347.1","114.5","0","0","3","KP","KP","11.0529","0.006","1","spoc","UNKNOWN","43.688074","-10.898024","3.281","0.072","8.963","0.078","2459169.669461","0.0001318","1.9550931562145","5.389738e-7","1.7876200069399","0.010682647","21.530495","0.112812","19634.990866817","103.89829","13.140683363553","0.62092483","690.33980817746","1307.3307575823","217.93053","184.848","1.86","5400","","4.53926","","0.87341797351837","0.0410955","0.13","0.03","0.969","0.121331","4,31","WASP-50b","2019-02-08","2021-12-02","2022-12-14"
+"328350926","392.01","","5","5","5","5","3","5","5","1456","1830.8","317","3","3","1","PC","APC","8.300901","0.006","1","qlp","UNKNOWN","46.93171","0.860922","0.495","0.092","-94.736","0.088","2459169.813944","0.0000913","0.8490649","2e-7","1.357","0.027","3.098766","1.501841","2850","1382.29","24.3308","6.02564","5604.16","2410","67","87.4715","0.3638","5624.7","74.5","","","1.44","0.08","","","0.99","0.119487","4,31","same pixel as 328350925 and 328350924","2019-01-24","2021-01-28","2022-12-14"
+"29960109","393.01","","5","5","5","5","5","5","5","5.5","67.8","3.55","2","4","8","PC","FP","11.2003","0.007","1","qlp","UNKNOWN","42.250066","-14.537646","174.42","0.061","45.414","0.065","2458411.66942","0.00298","2.49221","0.00061","1.605","0.221","1.60808","0.004038","1480","3.7192","1.71311","0.10767","43.3259","714","12","37.8932","0.0513","3450","157","4.78","0.01","0.45","0.01","","","0.443322","0.0202933","4","may be on 29960110","2019-01-16","2020-05-20","2022-12-14"
+"9858404","394.01","","5","5","5","5","3","5","5","65.8","223.4","28.51","2","4","3","EB","APC","8.00006","0.006","1","qlp","QLP","48.499479","-8.573851","-9.321","0.111","-76.262","0.123","2458411.26947","0.00101","0.39149","0.00002","0.746","0.167","0.627956","0.003215","578.202","2.96102","5.95564","0.485043","13030","2976","35","142.401","1.523","6216.1","120.4","3.73","0.43","2.25","0.09","","","1.254","0.193135","4,31","v-shaped; some odd-even","2019-01-24","2021-01-10","2022-12-14"
+"38541473","395.01","","5","5","5","5","3","5","5","184.5","408.3","317","0","1","1","PC","APC","10.7706","0.007","1","spoc-s01-s36-b0A","SPOC/QLP","56.304651","-10.973454","17.911","0.083","-17.679","0.068","2458415.515103","0.0003181695","6.0613441197442","0.0000038455055","2.5796829419741","0.03387716","16.791048","0.20298","15346.155301358","186.93407","27.910450032757","5.303542","618.18809586738","1271.7446198767","110.04631","321.882","5.521","5949.2","147.6","","","1.5371500253677","0.0856533","-0.232902","0.0124134","1.13","0.146773","4,31,98","large; CORALIE spectra indicate EBLM","2019-01-16","2024-04-24","2024-04-25"
+"178155732","396.01","","1","4","1","5","4","4","4","15","175.3","6.32","7","12","5","CP","CP","5.9053","0.006","1","spoc","UNKNOWN","42.984978","-30.814061","123.229","0.07","105.788","0.151","2459120.537697","0.0019433465","5.9739124488142","0.000018663182","3.1235464190677","0.12901346","0.25253","0.011664","232.5621027143","10.742767","2.3917734690011","0.123329535","488.00892261766","1198.7446728799","15.300015","31.964","0.0721","6308.31","52.7451","4.438","","1.284500002861","0.0539246","","","1.24","0.18028","4,30,31","HR 858 c / TOI 396.01","2019-02-08","2021-12-02","2022-12-14"
+"178155732","396.02","","1","4","1","1","4","4","4","11.1","141.3","3.82","7","12","5","PC","CP","5.9053","0.006","2","qlp","SPOC","42.984978","-30.814061","123.229","0.07","105.788","0.151","2459169.27128","0.00163","3.58529","0.00001","2.495","0.372","0.19545","0.000178","180","0.16408","1.77141","0.0938401","646.628","1404","19","31.964","0.0721","6308.31","52.7451","4.438","","1.28","0.05","","","1.24","0.18028","3,4,30,31","confirmed planet - Vanderburg 2019; HR 858 b; QLP S30 SNR < 9 but forced to 1000 to generate report","2019-02-08","2020-12-22","2022-12-14"
+"178155732","396.03","","1","4","1","1","4","4","4","7.5","118","4.97","7","12","5","CP","CP","5.9053","0.006","3","spoc","SPOC","42.984978","-30.814061","123.229","0.07","105.788","0.151","2459117.261055","0.0023453424","11.230460477076","0.000045497905","3.600997836616","0.2030101","0.22654","0.016847","208.62913702903","15.516351","2.0754664570508","0.20931257","210.33400054343","971.28598031323","11.041638","31.964","0.0721","6308.31","52.7451","4.438","","1.284500002861","0.0539246","","","1.24","0.18028","4,30,31","HR 858 d","2020-06-24","2021-12-02","2022-12-14"
+"219379012","397.01","","5","5","5","5","5","5","5","13.2","83.4","13.52","3","0","1","EB","FP","10.231","0.006","1","qlp-s31-ffi","QLP","76.833621","-48.115889","-29.75","0.044","9.784","0.049","2459168.724537","0.0028251","1.5464949","0.0000064","1.101","0.234","1.010204","0.002075","930","1.91113","3.7295","0.273399","438.793","1275","21","167.009","0.6115","5973.5","185.9","3.89","0.12","1.14","0.06","-0.880207","0.0951969","1","0.123438","4,5,6,31","close companion star 219379014; TFOP FP; retired as NEB","2019-01-16","2024-09-08","2024-09-09"
+"1129033","398.01","","5","5","5","5","5","5","5","332.9","769.9","113.76","1","0","4","KP","KP","9.62713","0.007","1","spoc","UNKNOWN","37.155522","-7.060667","93.889","0.129","-1.567","0.207","2459168.520849","0.0000556","1.3600282798197","2.0811382e-7","2.165275075548","0.0051234406","21.300942","0.050612","19427.694470341","46.61427","13.091181260572","0.60228205","1343.1568272795","1544.014699199","482.2753","105.166","1.1955","5500","","4.48298","","0.93397498130798","0.0429146","0.07","0.03","0.991","0.120696","4,31","WASP-77 A b","2019-02-08","2021-12-02","2022-12-14"
+"219388773","399.01","","5","5","5","5","5","5","5","12.4","77.8","9.03","3","0","1","PC","FP","10.6793","0.006","1","spoc","UNKNOWN","77.047577","-50.858906","-0.317","0.055","-27.908","0.071","2458412.386626","0.003344","1.571151","0.000355","1.335381","0.194366","0.858541","0.116499","790.433214","107.293594","3.541384","0.532752","715.67723328296","1319.1647871524","7.349477","106.507","0.4305","4752.8","64","4.37","0.12","0.982066","0.103283","0.08","0.08","0.76","0.0878652","4","follow-up in progress","2019-01-31","2019-01-31","2022-12-14"
+"35857242","400.01","","5","5","5","5","5","5","5","52.8","57.7","317","0","1","3","KP","KP","11.3161","0.008","1","qlp","UNKNOWN","41.63916","-0.464125","11.247","0.07","-34.464","0.067","2459169.279248","0.0005966","3.6344447","0.0000042","3.871","0.143","10.06788","0.000923","9230","0.849809","14.25","0.706771","1133.73","1616","94","414.234","7.513","6272","","4.25771","","1.42","0.07","","","1.25","0.187365","4,31","WASP-138b","2019-02-08","2021-02-01","2022-12-14"
+"259701242","401.01","","5","5","5","5","5","5","5","3.6","8.5","2.21","1","6","1","EB","FP","8.235","0.006","1","qlp-s30-ffi","QLP","74.466453","-53.817948","25.215","0.037","-14.105","0.047","2459139.77292","0.00474","2.48548","0.00002","2.621","0.265","0.173732","0.000238","160","0.219406","1.28248","0.0791035","1105.11","1606","13","64.4827","0.0832","5928","85.6","4.48","0.25","0.96","0.05","","","1.1","0.147843","3,4,5,6,13,30","may be on 259701232","2019-01-24","2021-12-07","2022-12-14"
+"120896927","402.01","","4","5","5","5","4","4","4","5.5","76.9","3.63","0","12","5","CP","CP","8.3157","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC/QLP","36.867885","-27.636117","-73.59","0.057","-211.614","0.082","2459139.126535","0.0027008","4.7559736792878","0.000018542138","2.5469695669124","0.21605152","0.432894","0.022571","398.63101130969","20.788399","1.7254170228752","0.6993496","161.73143342224","909.53278550704","17.72927","44.8155","0.07055","5175.2","23.6172","4.37657","0.066896","0.84184199571609","0.0418417","0.06","0.0212132","0.88","0.110587","3,4,30","HD 15337 b","2019-01-31","2024-09-09","2024-09-10"
+"120896927","402.02","","1","5","5","1","4","4","4","3.1","68.5","5.47","0","12","5","CP","CP","8.3157","0.006","2","spoc-s01-s36-b0A-CPKP","SPOC","36.867885","-27.636117","-73.59","0.057","-211.614","0.082","2459118.955569","0.0036838","17.180721359013","0.000045769633","2.1004813354011","0.3203745","0.738702","0.043232","680.13859038489","39.817078","2.1954034391528","1.6291252","29.178200200686","592.76748662457","15.360436","44.8155","0.07055","5175.2","23.6172","4.37657","0.066896","0.84184199571609","0.0418417","0.06","0.0212132","0.88","0.110587","3,4,30","HD 15337 c","2019-01-31","2024-09-09","2024-09-10"
+"257567854","403.01","","5","5","5","5","5","5","5","58.1","168","110.08","0","1","5","KP","KP","11.185","0.007","1","spoc","UNKNOWN","52.818037","-23.819792","1.771","0.071","-26.516","0.059","2458411.901592","0.000546","3.532822","0.000138","3.44312","0.046901","12.320677","0.149719","11283.619423","137.88638","13.474905","0.184494","837.70337157305","1372.1206974854","88.35828","317.652","5.5425","6153","","4.34152","","1.25","","0.26","0.03","1.17","0.16388","4","WASP-22b","2019-02-08","2019-02-08","2022-12-14"
+"166833457","404.01","","5","5","5","5","5","5","5","69.5","216.7","107.4","0","0","3","KP","KP","12.3943","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC/QLP","58.429011","-34.328272","33.627","0.03","-12.405","0.038","2459168.63923","0.0003113","2.9626401975049","0.0000014873655","1.909672407979","0.022899967","29.849943","0.285557","27118.326216458","262.97327","12.654890044213","0.6409269","269.88284763327","1033.74535363","110.936714","281.742","1.6215","5473","","4.60845","","0.71863502264023","0.0359297","","","0.97","0.123407","4,31","WASP-98 b","2019-02-08","2024-04-25","2024-04-26"
+"176984236","405.01","","5","5","5","5","5","5","5","34.2","124.7","44.56","2","0","2","EB","FP","10.5683","0.006","1","qlp-s32-ffi","UNKNOWN","101.909492","-66.328317","-4","2.5","1.8","2.3","2459199.325641","0.0003474","1.7560902","0.0000011","1.763","0.26","1.792944","0.001181","1650","1.08733","7.52118","","1923.34","","84","266.9","","6249","338.7","4.28","2.01","1.29","","","","","","1,2,3,4,5,7,8,9,10,11,12,13,27,28,29,30,31,32","NEB on 176984248; TFOP FP retired as NEB","2019-01-16","2021-12-07","2022-12-14"
+"153065527","406.01","","1","4","1","1","3","4","4","1","57.6","4.51","21","2","3","PC","PC","11.2828","0.007","1","spoc-s01-s36-b0A-PC","SPOC","49.262643","-42.244149","41.675","0.055","-412.827","0.074","2458388.56746","0.0011397607","13.175729434532","0.00003133705","2.1570272312819","0.26255363","2.69526","0.139984","2479.3477137805","128.92201","1.9602372852794","0.4459335","2.6453173647939","325.26639420526","16.977493","31.0597","0.03405","3349","63","4.94138","0.395255","0.38860899209976","0.0116001","","","0.378565","0.0202713","3,4,30,31","","2019-05-17","2024-09-06","2024-09-07"
+"153065527","406.02","TIC 153065527.02","1","4","1","1","3","4","4","1.1","6.2","2.16","21","2","3","PC","PC","11.2828","0.007","2","spoc","SPOC","49.262643","-42.244149","41.675","0.055","-412.827","0.074","2458385.38837","0.0015644332","6.6149110161123","0.000031293035","0.96546047173643","0.8199179","1.152112","0.218753","1060.5715819267","201.45874","1.2731553840439","3.2967181","6.6294677893284","409.25068572934","7.381627","31.0597","0.03405","3349","63","4.94138","0.395255","0.38860899209976","0.0116001","","","0.378565","0.0202713","3,4,30,31","potential multi","2021-07-19","2021-07-19","2022-12-14"
+"349518800","407.01","","5","5","5","5","3","5","5","24.7","51.8","120.83","0","0","1","PC","APC","12.7862","0.006","1","qlp-s39-tois","UNKNOWN","111.211721","-62.092431","-10.142","0.025","13.241","0.027","2460015.729011","0.0015368969","2.1654694","0.0000021","3.408","0.055","5.431386","0.00022","4990","0.202474","13.5615","0.637742","2503.96","1970","78","959.461","11.809","5830","333.4","4.26","","1.86","0.09","","","1.24","0.185627","1,3,4,5,6,7,8,9,10,11,13,27,28,29,30,31,32,33,34,35,36,37,38,39,62,63","TFOP SB1/APC","2019-01-16","2023-10-02","2023-10-02"
+"176778112","408.01","","5","5","5","5","5","5","5","12.4","92.6","7.84","2","2","1","EB","FP","9.6114","0.006","1","qlp","UNKNOWN","47.82774","-35.628068","-46.296","0.031","-1.595","0.039","2459169.52007","0.00144","1.33679","","1.488","0.296","0.760281","0.001607","700","1.48052","2.70732","0.190993","1038.31","1581","23","109.991","0.3125","5600","187","4.43748","0.269206","0.98","0.05","","","1","0.121046","4,31","TFOP NEB","2019-02-08","2020-12-22","2022-12-14"
+"167754523","409.01","","5","5","5","5","5","5","5","1.4","6","1.34","1","10","1","PC","FP","9.1536","0.006","1","qlp","UNKNOWN","104.181674","-60.687954","3.117","0.044","-224.185","0.038","2459193.22371","0.0031063","6.7992776","0.0000402","1.58","0.398","0.228029","0.000739","210","0.680695","1.09621","0.100217","30.7937","656","10","53.3027","0.0604","4913.8","71.5","4.54","0.16","0.73","0.05","-0.09","0.06","0.82","0.0959432","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32","centroid offset on 167754526","2019-01-16","2021-02-11","2022-12-14"
+"206466531","410.01","","5","5","5","5","5","5","5","51","172.7","48.08","3","0","1","EB","FP","10.0081","0.006","1","qlp-s30-ffi","QLP","56.815012","-52.985207","-26.194","0.038","-12.788","0.045","2459139.77204","0.00268","1.42744","0.00001","1.973","0.098","0.488691","0.198297","450","182.622","7.86301","2.00946","28512.6","3620","17","223.145","1.186","6000.2","130.8","4.36","0.11","1.33","0.05","-0.16","0.1","1.27","0.189232","3,4,30","Retired as FP by TFOP","2019-01-24","2021-12-07","2022-12-14"
+"100990000","411.01","","1","5","5","1","4","4","4","5.1","75.8","5.94","6","8","5","PC","CP","7.757","0.006","1","spoc","UNKNOWN","54.819538","-42.763028","-51.664","0.044","-110.627","0.062","2458386.189174","0.001208453","9.5730706355628","0.000027522863","3.7949677277868","0.16408458","0.402676","0.021333","370.80911413579","19.648224","2.3053058312901","0.24545431","186.02482503748","941.91665408473","15.221101","62.7792","0.11585","6101","193","4.38774","0.262054","1.1167199611664","0.0480905","","","1.17","0.162261","3,4,30,31","multi-planet system; candidate 411.01","2019-05-07","2021-07-06","2023-03-03"
+"100990000","411.02","","1","5","5","1","4","4","4","3.9","60.2","3.02","6","8","5","PC","CP","7.757","0.006","2","spoc","SPOC","54.819538","-42.763028","-51.664","0.044","-110.627","0.062","2458385.72367","0.0020451215","4.0404130355456","0.000022564871","3.5274466075187","0.22391456","0.1557","0.013228","143.39439597297","12.183512","1.5473747395729","0.14544313","587.5861779539","1255.7050543877","10.687032","62.7792","0.11585","6101","193","4.38774","0.262054","1.1167199611664","0.0480905","","","1.17","0.162261","3,4,30,31","potential L1 and multi","2019-05-17","2021-07-15","2023-03-03"
+"7624182","412.01","","5","5","5","5","5","5","5","165.4","308.4","317","2","10","1","PC","FP","8.7929","0.006","1","qlp","UNKNOWN","64.311488","-38.844171","11.45","0.057","-0.54","0.076","2459169.731701","0.0009921","1.1097378","0.0000023","1.737","0.062","0.738552","0.329937","680","303.837","21.4253","6.03316","123100","5218","38","460.728","7.059","8666","229","3.80083","0.468308","3.13","0.1","","","2.26","0.316889","4,5,31","","2019-01-31","2019-01-31","2022-12-14"
+"170634116","413.01","","5","5","5","5","5","5","5","138.5","196.5","317","0","3","3","KP","KP","9.6757","0.007","1","spoc","UNKNOWN","66.370902","-30.600436","-0.369","0.047","2.623","0.06","2459174.669346","0.00026264053","3.6623917810844","6.944911e-7","3.7669691908019","0.008935738","13.386425","0.036697","12253.658252294","33.79843","17.280556723788","0.84741235","1645.9886957967","1624.5252337676","356.4687","246.69","1.807","6600","","4.20892","","1.4853199720383","0.0727839","0.19","0.1","1.54","0.26965","4,5,31,32","WASP-79 b","2019-06-06","2021-12-02","2022-12-14"
+"325680697","414.01","","5","5","5","5","5","5","5","796.9","1315.6","317","4","2","2","EB","FP","9.15779","0.006","1","qlp-s31-ffi","UNKNOWN","36.853585","-12.03893","48.163","0.066","3.015","0.062","2459168.84301","0.00023","1.82488","","1.757","0.077","3.207655","0.417678","2950","384.622","24.8366","2.8968","3161.32","2088","72","115.124","0.5345","5773.74","76","3.51","0.12","1.23","0.06","0","0.1","1.035","0.124826","4,31","TFOP FP; SG1 finds NEB in 4","2019-02-08","2021-12-07","2022-12-14"
+"152476657","415.01","","5","5","5","5","5","5","5","52.6","142.4","121.6","0","1","3","KP","KP","10.5831","0.006","1","spoc","UNKNOWN","62.616081","-45.898243","2.379","0.035","-6.511","0.045","2459166.483051","0.0005569","3.6112620580968","0.0000021989042","3.5377447223466","0.028853392","6.189033","0.053553","5684.0944144323","49.322964","13.613740333181","0.59679073","1818.5488883238","1665.5243817799","80.28465","381.174","3.2035","6450","","4.03776","","1.6844300031662","0.07301","","","1.36","0.222003","4,5,30,31","WASP-120 b","2019-06-06","2021-12-02","2022-12-14"
+"49899799","416.01","","4","4","4","5","5","5","5","178.4","263.6","317","1","2","1","EB","FP","8.28222","0.006","1","qlp","UNKNOWN","48.854393","-2.175314","29.757","0.089","-6.859","0.08","2459163.41477","0.00108","7.0114","0.00001","4.8","1.184","9.782996","0.013983","8970","12.8786","18.1417","1.08769","753.673","1459","179","131.962","0.76","6084.8","35.2","4.01","0.31","1.82","0.08","","","1.263","0.203713","4,31","tropical Jupiter","2019-01-16","2021-01-10","2022-12-14"
+"339733013","417.01","","5","5","5","5","5","5","5","5","42.5","12","0","3","1","EB","FP","10.0793","0.006","1","qlp-s13-ffi","QLP","110.851802","-58.696738","-32.194","0.039","6.38","0.033","2458328.37843","0.00342","5.62162","0.00007","2.675","0.589","0.63","0.002069","580.083","1.90541","3.35879","0.28553","334.683","1191","26","186.807","0.679","5834.2","179.5","4.24","0.11","1.27","0.08","0.0378755","0.0458934","1.07","0.1341","1,2,3,4,5,6,7,8,9,10,11","may be on 339733023; TOFP FP; retired as NEB","2019-01-16","2021-12-07","2022-12-14"
+"178284730","418.01","","5","5","5","5","5","5","5","208.5","515.8","118.92","0","1","3","KP","KP","10.3074","0.006","1","spoc","UNKNOWN","60.385539","-20.450999","-18.665","0.051","20.276","0.052","2459146.100495","0.00017722276","2.2359864552392","5.0749037e-7","1.5254331565956","0.0064514917","20.891691","0.139168","19058.013742325","128.17053","13.436744303799","0.7075624","491.32595504855","1200.7764901448","236.86826","117.598","0.5975","5260","","4.51363","","0.84437900781632","0.0442312","","","0.924","0.108329","4,5,31","WASP 140 b; this planet contaminates 178284729 in spoc-s01s06-b02","2019-06-06","2021-12-02","2022-12-14"
+"279251651","419.01","","5","5","5","5","5","5","5","13.9","13.6","2.68","4","0","1","EB","FP","10.5886","0.007","1","spoc-s13-b02","UNKNOWN","104.153958","-59.181309","-150.879","0.05","454.289","0.06","2458654.122394","0.0011611341","0.40384257934756","0.00003153845","1.0592217721385","0.33206382","0.691436","0.05267","636.63379627776","48.509575","1.4423929722495","1.3622795","710.63497902434","1316.8351019928","12.129184","42.76","0.04985","4119.1","188.7","4.73","0.07","0.555","0.018","","","0.549943","0.0202648","1,2,3,4,5,6,7,8,9,10,11,12,13,27","Rstar 0.55; may be on 279251647; retired as NEB","2019-01-16","2021-12-07","2022-12-14"
+"408159788","420.01","","5","5","5","5","5","5","5","22.3","117.7","21.14","2","3","3","EB","FP","10.6152","0.006","1","qlp-s32-ffi","QLP","78.447702","7.055842","43.091","0.064","-51.312","0.053","2459199.050071","0.0057717","2.300698","0.0000243","3.451","0.253","0.847205","0.336115","780","309.525","4.87824","1.65997","17366.7","3198","21","145.407","0.877","5747.3","518.8","4.57","0.31","0.85","0.04","","","0.982","0.129021","5,32","SG1 check if it is on target. Retired as NEB.","2019-02-08","2021-12-07","2022-12-14"
+"94986319","421.01","","1","4","1","5","4","4","4","10","110.8","20.6","3","11","4","CP","CP","9.2711","0.006","1","spoc","QLP","81.853282","-14.27674","-35.687","0.046","50.45","0.064","2459195.308114","0.0007124","16.067522015214","0.000017260583","2.6182382444011","0.06979756","3.185496","0.05156","2929.6501469296","47.487232","4.7909616698683","0.34581897","36.106060444903","625.1939630743","55.85984","74.7969","0.2035","5718","189","4.35658","2.00367","0.86012399196625","0.0494975","","","0.92","0.115758","5,6,32","TOI-421 c / TOI-421.01","2019-05-17","2021-12-02","2023-04-06"
+"94986319","421.02","","5","5","5","5","4","5","5","4","54.1","4.38","3","11","4","CP","CP","9.2711","0.006","2","spoc","SPOC","81.853282","-14.27674","-35.687","0.046","50.45","0.064","2458441.280669","0.0015487107","5.1976858356054","0.000029365994","1.8810737311413","0.3464259","0.475046","0.041737","437.43760439744","38.440166","1.9257345858764","0.9877214","162.59178861188","910.73997979487","11.869352","74.7969","0.2035","5718","189","4.35658","2.00367","0.86012399196625","0.0494975","","","0.92","0.115758","5,6,32","TOI-421 b / TOI-421.02","2021-10-21","2021-10-21","2022-12-14"
+"117979455","422.01","","3","5","5","3","3","4","4","42.3","177.3","18.49","5","12","5","PC","APC","8.96","0.006","1","spoc","UNKNOWN","71.802796","-17.253367","-79.995","0.04","-68.198","0.05","2458438.292151","0.00062892644","0.63333717373216","0.000017965727","0.62170892989643","0.34140152","1.155599","0.151871","1063.7800026961","139.86835","4.495708857714","6.578065","9433.5511834365","2513.5559230096","9.687072","124.504","0.5945","5999","127","4.22","0.08","1.346549987793","0.0635125","","","1.106","0.148953","5,32","ephemeris match to TIC 117979850 / TOI 428","2019-02-08","2021-07-15","2024-09-09"
+"43647325","423.01","","5","5","5","5","5","5","5","130.5","147.2","317","0","1","1","KP","KP","10.4408","0.006","1","spoc","UNKNOWN","76.081891","-6.22978","20.664","0.064","10.822","0.056","2459176.768453","0.0001970491","3.1615697008093","6.725267e-7","3.1425792336791","0.0110490145","19.148968","0.04788","17482.232808507","44.09823","14.861954636627","0.7204642","758.10261745278","1338.2946708748","426.45526","202.218","1.6835","6072","125.1","4.41","0.08","1.0977400541305","0.0531332","-0.05","0.05","1.135","0.154188","5,32","WASP-35 b","2019-02-08","2021-12-02","2022-12-14"
+"117979694","424.01","","5","5","5","5","5","5","5","9.2","73.6","5.16","3","3","5","PC","FP","10.5094","0.006","1","qlp","QLP","71.921274","-17.745004","-13.762","0.036","19.567","0.044","2458438.72101","0.00317","0.99114","0.00024","1.623","0.244","0.825473","0.001623","760","1.49485","2.1212","0.163748","1463.2","1723","16","103.69","0.3405","5059","122.9","4.61","0.09","0.75","0.05","","","0.845","0.107965","5","centroid offset; significant odd-even","2019-02-08","2020-05-20","2022-12-14"
+"169532369","425.01","","5","5","5","5","5","5","5","39.5","48.1","317","0","1","1","EB","FP","11.5781","0.01","1","qlp-s05-b01","UNKNOWN","78.098877","-13.605635","0.246","0.042","-4.76","0.047","2458440.31143","0.00126","3.60364","0.00032","3.728","0.47","6.841366","0.003365","6281.32","3.09946","14.1007","0.723462","2312.7","1931","68","631.385","11.4895","6896.7","160","4.17","1.78","1.62","0.07","-0.150289","0.0656894","1.47","0.236059","5","retired as SB1","2019-02-08","2021-12-07","2022-12-14"
+"189013224","426.01","","1","4","4","4","3","1","4","7.9","68.7","5.32","4","27","3","PC","PC","9.59689","0.006","1","spoc","UNKNOWN","79.102193","-15.510242","5.456","0.052","-25.589","0.062","2458438.524066","0.0011066938","1.320503710007","0.000012123584","2.0155519325873","0.4714316","0.509823","0.074305","469.45374814844","68.43551","2.1611734505872","2.4197206","1677.1571947207","1632.1617353109","7.5729556","113.59","0.425","5731","123.9","4.46","0.07","0.98926001787186","0.046402","","","1.023","0.124767","5,32","out-of-transit is not flat; possibly stellar variability; two stars in the same pixel; target could also be on 189013222; need SG1","2019-02-08","2021-07-01","2023-12-15"
+"70914192","427.01","","5","5","5","5","4","5","5","411.3","307.3","317","5","1","4","EB","APC","10.361","0.006","1","qlp","UNKNOWN","64.657083","-17.419833","5.773","0.038","4.441","0.038","2459199.009699","0.0001889","0.6090253","2e-7","1.099","0.037","6.643273","1.838154","6100","1691.57","15.1945","4.672","8004.34","2635","170","151.054","0.634","5271.7","43.7","4.34","0.36","1.02","0.05","","","0.952","0.124891","5,32","V-shaped; depth is actually 5ppt; there is a dmag 4 neighbor at 2.5","2019-02-08","2021-02-01","2022-12-14"
+"117979850","428.01","","5","5","5","5","3","5","5","67.9","199.7","32.34","0","5","5","EB","APC","7.82829","0.006","1","qlp","QLP","71.809927","-17.248613","-85.471","0.047","-66.476","0.061","2459198.925652","0.0010028","0.6333315","0.0000015","0.404","0.149","0.347491","0.005306","320","4.88666","6.24344","0.649832","451.285","1284","19","121.888","0.663","5713","70.2","3.67","0.27","2.35","0.12","","","1.042","0.126237","5,32","Significant odd-even. TFOP APC; retired as SB2","2019-02-08","2019-02-08","2022-12-14"
+"259592689","429.01","","1","4","1","3","4","4","4","","","61.16","24","1","4","PC","PC","10.1672","0.006","1","qlp-s05-b01","QLP","72.977308","-53.829626","49.861","0.044","223.713","0.054","2458439.648711","0.009625028","","","9.528","0.539","8.201793","0.002617","7525.67","2.41013","9.33426","0.365245","229.346","958","124","120.218","0.3105","5216","125.5","4.43","0.08","0.98","0.03","","","0.89","0.11059","3,4,5,6,30,31,32,33,36,63,66","single transit with unknown period; still a single transit as of Sector 69","2019-01-31","2024-04-22","2024-04-23"
+"459942762","430.01","","5","5","5","5","5","5","5","22.3","185","5.68","2","1","3","EB","FP","8.2482","0.006","1","qlp-s05-b01","UNKNOWN","60.278439","4.540868","40.555","0.081","-62.99","0.064","2458438.83761","0.00172","0.58644","0.00006","1.441","0.157","0.481393","0.000644","443.281","0.593425","2.31276","0.103777","6607.5","2511","34","66.5727","0.19755","5997.7","78.3","","","1","0.03","-0.45","0.011","1.13","0.152785","5","Retired as NEB","2019-02-08","2021-12-07","2022-12-14"
+"31374837","431.01","","1","4","1","4","4","2","4","10.8","169.7","10.82","13","12","5","CP","CP","8.1705","0.006","1","spoc-s01-s36-b0A-PC","QLP","83.26925","-26.72387","16.804","0.039","150.766","0.048","2458440.630295","0.0004820865","12.461008639746","0.000013197421","3.3195777288679","0.09169284","2.258662","0.048018","2078.1425981221","44.225582","3.280949178841","0.32790983","28.358788770451","588.56125490007","45.231777","32.5686","0.03115","4891","111.8","4.62","0.08","0.72663199901581","0.042995","0.02","0.08","0.8","0.0890284","5,6,32","TOI-431 d / TOI 431.01","2019-02-08","2024-04-24","2024-04-25"
+"31374837","431.02","","1","5","5","1","4","4","4","21","26.2","2.78","13","12","5","CP","CP","8.1705","0.006","2","spoc-s01-s36-b0A-PC","SPOC","83.26925","-26.72387","16.804","0.039","150.766","0.048","2458438.375965","0.0003433467","0.49005894130619","0.000005511132","1.0123327563119","0.08059802","0.316039","0.012101","291.03997220368","11.14497","1.4741529433549","0.1615313","2120.447466258","1730.7192688943","28.3464","32.5686","0.03115","4891","111.8","4.62","0.08","0.72663199901581","0.042995","0.02","0.08","0.8","0.0890284","5,6,32","TOI-431 b / TOI 431.02","2019-06-06","2024-04-24","2024-04-25"
+"38686737","432.01","","5","5","5","5","5","5","5","78","116.4","317","0","0","3","PC","FP","12.6038","0.006","1","qlp","UNKNOWN","57.865664","-10.614078","-3.356","0.051","-2.798","0.043","2458439.97961","0.00087","2.24704","0.00014","2.713","0.065","20.706187","0.003998","18890.4","3.68202","18.1799","0.656011","1793.26","1812","67","746.646","22.949","6846","114.5","4.23","","1.2","0.04","","","1.42","0.24065","5","","2019-02-08","2019-02-08","2022-12-14"
+"188989177","433.01","","5","5","5","5","5","5","5","636.3","2424.7","317","7","6","3","EB","FP","9.1414","0.008","1","qlp-tois-update","QLP","78.778396","-15.100464","-2.243","0.061","-1.801","0.068","2458438.29916","0.00045","1.17409","0.00004","1.701","0.047","4.002879","0.765285","3680","704.605","49.6799","10.8637","34547.8","3798","101","547.126","12.5735","8242","134.5","3.61","0.07","3.67","0.13","","","2.02","0.299772","5","secondary eclipse; two stars in the same pixel; depth is 3.6 ppt; TFOP FP","2019-02-08","2022-07-11","2022-12-14"
+"78055054","434.01","","5","5","5","5","5","5","5","45.1","125.4","125.96","0","0","1","KP","KP","12.8461","0.007","1","spoc","UNKNOWN","80.538242","-30.970818","8.704","0.025","4.327","0.025","2459198.519993","0.0015459","4.388851647462","0.000003271517","3.0184015457076","0.036128573","27.448983","0.242366","24964.547822972","223.20244","13.899452339027","0.8251116","192.23282155046","949.67856268353","89.87043","362.273","2.2455","5175","182","4.46488","2.00365","0.87785601615906","0.0512412","","","0.87","0.103076","5,6,32","HATS-43 b","2019-06-06","2021-12-02","2022-12-14"
+"44647437","435.01","","1","4","1","1","3","4","4","12","57","24.4","6","0","3","PC","PC","12.9383","0.006","1","spoc","UNKNOWN","59.410574","-25.189938","15.304","0.027","9.061","0.031","2458411.844766","0.0017278813","3.3529069824106","0.00001420936","2.3906730999636","0.15382452","4.575361","0.326239","4205.1961015696","300.4317","5.2933196408505","0.60129565","76.248726939924","753.66422186414","16.897882","165.285","0.549","3978","165","4.438","","0.67283201217651","0.0658292","","","0.632","0.0821204","4,5,31","","2019-06-06","2021-02-01","2022-12-14"
+"44745077","436.01","","5","5","5","5","5","5","5","12.5","92.8","10.49","2","0","2","EB","FP","13.0734","0.007","1","qlp-s05-b01","UNKNOWN","61.639511","-25.094117","-88.788","0.05","-87.994","0.067","2458411.70271","0.00319","1.8756","0.00017","0.989","0.279","6.169603","0.04227","5666.3","38.9309","","","40.391297277843","642.97146595306","16","77.5383","0.23055","3549.7","274","4.87","0.41","","","","","0.383047","0.0202469","4,5","v-shaped due to short transit duration; retired as NEB","2019-01-31","2021-12-07","2022-12-14"
+"32499655","437.01","","5","5","5","5","5","5","5","33.1","84.6","97.14","0","0","0","KP","KP","13.5452","0.008","1","spoc","UNKNOWN","84.326756","-27.972576","-2.16","0.026","0.255","0.029","2459197.575826","0.0012827","2.7439029421627","0.000004252865","1.5031680075511","0.059521034","15.145192","0.584995","13852.397958491","538.65515","11.929238821671","0.3915262","306.41704266944","1067.0824536984","32.695362","446.035","3.2185","4860","171","4.438","","0.88570201396942","","","","0.79","","5,6,32,33","HATS-44 b","2019-06-06","2021-12-02","2022-12-14"
+"468880077","438.01","","1","4","1","5","4","2","4","5.9","73","6.64","5","10","12","PC","PC","9.4464","0.006","1","qlp-s70-ffi","SPOC","56.504694","9.990299","101.802","0.088","-18.128","0.059","2460231.252961","0.0017258","5.8123611","0.0000092","1.883","0.505","1.079759","0.055537","994","51.1501","2.47071","0.186459","87.171","851","26","72.4646","0.2504","5210.8","145","4.58","0.1","0.8","0.05","0.149","0.02","0.89","0.113957","5,42,43,44,70","potential L1 planet; variable host","2019-02-08","2023-12-06","2023-12-08"
+"13021029","439.01","","5","5","5","5","5","5","5","42.4","49.8","317","0","0","1","KP","KP","11.7231","0.007","1","spoc-s01-s36-b0A-CPKP","SPOC/QLP","75.299664","-26.054144","0.495","0.029","3.169","0.043","2459175.599762","0.0007667311","3.8558899809667","0.0000033092304","3.9555399273548","0.048744615","10.635245","0.114485","9747.6035597129","105.43871","14.52229131125","0.5979688","1062.0298035262","1455.9750259539","63.59266","488.66","5.497","6244.5","102.1","4.21","0.08","1.432559967041","0.0567035","-0.123681","0.0694451","1.21","0.170876","5,32","WASP-61 b","2019-02-08","2024-04-24","2024-04-25"
+"143350972","440.01","","5","5","5","5","5","5","5","13","131.1","3.69","1","1","3","EB","FP","7.6818","0.006","1","qlp-s05-b01","UNKNOWN","82.245986","-17.429564","-84.343","0.067","-75.221","0.074","2458439.13519","0.00219","1.0817","0.00014","1.588","0.222","0.370878","0.000538","341.533","0.495141","2.07554","0.083749","2462.7009749236","1796.6880122659","26","49.3375","0.09575","5759.2","38.2","4.45","0.01","1.02","0.01","0.0595743","0.00469596","1.03","0.126964","5","two stars in the same pixel;","2019-01-31","2021-12-07","2022-12-14"
+"316916655","441.01","","5","5","5","5","5","5","5","43.2","177.2","49.83","4","1","1","EB","FP","9.19901","0.006","1","qlp-s05-b01","QLP","74.472782","-13.703709","-10.626","0.042","-2.252","0.047","2458440.19448","0.00099","2.87436","0.00021","1.901","0.412","2.707301","0.006914","2490.41","6.36835","7.91346","0.685174","2011.82","1865","65","183.952","0.919","6805","242.2","4.26","0.34","1.44","0.1","","","1.472","0.250955","5","SG1 check if the target is 316916663; possible odd-even; retired as NEB","2019-02-08","2021-12-07","2022-12-14"
+"70899085","442.01","","1","5","5","5","4","1","4","27.3","155.2","21.79","10","8","9","CP","CP","10.7329","0.007","1","spoc-s01-s36-b0A-CPKP","SPOC/QLP","64.190221","-12.084864","49.766","0.044","-197.253","0.034","2459196.115341","0.0005086","4.0520368","0.0000044","1.5605127851947","0.04151744","6.001573","0.122538","5512.4033192639","112.85521","4.9523133538789","0.17886217","38.544119415954","635.49082041991","44.85534","52.616","0.11525","3779","157","4.64","0.01","0.60775101184845","0.018173","","","0.594367","0.0203488","5,32","LP 714-47 b","2019-02-08","2024-09-09","2024-09-10"
+"117979897","443.01","","5","5","5","5","5","5","5","37.9","99.6","118.1","0","1","3","KP","KP","12.0682","0.006","1","spoc","UNKNOWN","71.824435","-17.115174","7.532","0.034","-1.95","0.044","2459174.840517","0.000974875","3.3106692005591","0.0000034830468","3.7033866782114","0.054132555","10.023756","0.119761","9189.7342522706","110.29803","13.382013001771","0.6670257","1061.5542424734","1455.8120076204","47.82397","516.543","8.5035","6030","121.9","4.22","0.08","1.3514300584793","0.0649749","","","1.118","0.139958","5,32","WASP-141 b","2019-02-08","2021-12-02","2022-12-14"
+"179034327","444.01","","1","5","5","1","4","4","4","4.8","90.2","10.91","4","5","6","PC","CP","9.0567","0.006","1","spoc","QLP","64.183998","-26.766407","-25.83","0.035","-116.428","0.045","2458417.605025","0.002078826","17.963508268169","0.00009304675","4.4297957873327","0.17718041","1.37644","0.110336","1266.9451900314","101.6182","3.2970197401255","0.26150832","23.46935231317","561.36460440083","9.843916","57.3973","0.0827","5229","183","4.55429","0.424663","0.79447102546692","0.0482412","","","0.85","0.102469","4,5,31,32","","2019-05-17","2021-07-14","2023-12-03"
+"14091704","445.01","","4","4","4","5","3","5","5","203.9","446.3","111.46","8","2","1","PC","PC","9.1577","0.006","1","qlp-s32-tois","UNKNOWN","77.323576","-36.591034","21.66","0.059","-15.71","0.077","2459199.549231","0.0002767","0.7649571","4e-7","1.094","0.065","2.064861","0.535115","1900","492.738","12.9538","4.0656","12939.9","2971","45","176.617","1.117","6307.9","124.2","3.97","0.11","1.65","0.07","-0.38","0.1","1.21","0.178101","5,6,32","","2019-01-31","2021-12-07","2022-12-14"
+"1449640","446.01","","5","5","5","5","3","5","5","77.4","128.6","317","0","0","1","EB","APC","11.921","0.006","1","spoc-s01-s36-b0A","UNKNOWN","75.17158","-35.202674","-6.448","0.034","-14.791","0.04","2458440.43161","0.000290145","3.5018022936704","0.0000023510488","3.9179560197248","0.034941863","17.728751","0.133298","16196.191206011","122.76418","22.103526037034","1.061221","1744.6608389167","1648.3426760999","121.03982","674.155","10.14","6383.9","54.6","4.03","0.18","1.6688899993896","0.0794196","","","1.29","0.203082","5,32","TFOP APC; retired as SB1","2019-02-08","2021-12-07","2022-12-14"
+"14091633","447.01","","5","5","5","5","4","5","5","376.3","807.8","317","0","1","2","EB","APC","8.8695","0.006","1","spoc","UNKNOWN","77.260156","-36.464478","-7.173","0.046","18.997","0.063","2459176.31925","0.00021190608","5.5292743095888","0.000090661684","2.5429349652976","0.016636947","19.626706","0.149805","17914.457667339","137.96593","23.545851239481","1.9288946","549.29694981863","1234.7287097683","142.40086","126.177","0.447","6350","95.4","4.34","0.3","1.26396","0.0558895","","","1.3","0.197661","5,6,32","big;","2019-01-31","2021-02-02","2022-12-14"
+"1528696","448.01","","3","5","5","3","4","4","4","47.9","116.3","53.39","4","1","0","CP","CP","13.1686","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC/QLP","75.795382","-30.399461","-9.339","0.025","-21.995","0.026","2458438.402842","0.00021536286","0.88206242582709","0.000005160957","0.5759672225529","0.10460989","12.838931","0.536144","11755.450928848","493.6848","8.3888940754513","2.225674","983.42459574289","1428.2525760655","28.6565","308.262","1.4125","4669","122","4.52","","0.78288799524307","","","","0.74","","5,32","NGTS-6 b","2019-02-08","2024-09-09","2024-09-10"
+"139528693","449.01","","5","5","5","5","5","5","5","59.9","72.1","317","0","0","3","KP","KP","11.8282","0.007","1","spoc","UNKNOWN","63.756266","-22.11639","-0.463","0.042","6.424","0.044","2459175.58961","0.0008627053","2.1751728766969","0.0000018662555","4.7918806220924","0.0435919","8.480762","0.074804","7780.643519611","68.89435","18.787401930822","0.94767016","4812.6238236721","2124.2969654317","44.623333","754.258","16.7375","6291","130.1","3.9","0.09","2.0625998973846","0.102535","-0.07","0.05","1.23","0.179638","5,31,32","WASP-78 b","2019-02-08","2021-12-02","2022-12-14"
+"77951245","450.01","","5","5","5","5","3","5","5","34.1","391.9","128.11","5","2","1","PC","APC","12.4258","0.008","1","spoc","UNKNOWN","79.005088","-31.412694","34.246","0.08","-0.735","0.089","2459182.487384","0.0004358942","10.714866128713","0.0005978869","2.1121584192449","0.046092685","62.944931","1.278024","56325.917374495","1176.411","14.0375539943","5.989421","3.154150152202","339.89152868788","72.45309","53.5063","0.13255","3054","","4.438","","0.422267","0.0127167","","","0.416374","0.0203872","5,6,32","TFOP APC; retired as SB2","2019-05-17","2021-02-02","2022-12-14"
+"257605131","451.01","","1","5","5","1","4","4","4","4","58.3","14.68","16","3","3","CP","CP","10.2666","0.006","1","spoc","UNKNOWN","62.966385","-37.93973","-11.167","0.039","12.375","0.054","2458416.634939","0.0012756921","16.364873037324","0.00004921217","4.0478301522848","0.20240912","2.255346","0.143861","2075.0944117644","132.4925","3.9248321586982","0.5098805","38.237199932086","634.22195210006","14.497905","123.739","0.385","5481","127.6","4.56","0.08","0.85622602701187","0.0441055","","","0.96","0.124766","4,5,31","TOI-451 d / TOI-451.01","2019-01-31","2021-07-01","2022-12-14"
+"257605131","451.02","TIC 257605131.02","5","5","5","5","4","5","5","4.7","47.1","4.4","16","3","3","CP","CP","10.2666","0.006","2","spoc","SPOC","62.966385","-37.93973","-11.167","0.039","12.375","0.054","2458410.999327","0.0012462778","1.858662422912","0.000013506013","2.0525796784607","0.42424858","0.540471","0.057933","497.66834966365","53.357212","1.9323657201288","1.8722088","695.18796312443","1309.6200353111","10.002181","123.739","0.385","5481","127.6","4.56","0.08","0.85622602701187","0.0441055","","","0.96","0.124766","4,5,31","TOI-451 b","2021-07-28","2021-07-28","2022-12-14"
+"257605131","451.03","TIC 257605131.03","5","5","5","5","4","5","5","3.2","43.3","7.89","16","3","3","CP","CP","10.2666","0.006","3","spoc","SPOC","62.966385","-37.93973","-11.167","0.039","12.375","0.054","2458411.806253","0.0020315396","9.1910791506294","0.00009691549","3.0556770447912","0.38808247","1.021996","0.123078","940.85002187849","113.352394","2.7251006134824","0.87950623","82.517791131016","768.69958762585","9.849737","123.739","0.385","5481","127.6","4.56","0.08","0.85622602701187","0.0441055","","","0.96","0.124766","4,5,31","TOI-451 c","2021-07-28","2021-07-28","2022-12-14"
+"139733308","452.01","","5","5","5","5","5","5","5","34.5","124.5","74.68","0","0","3","KP","KP","11.9012","0.006","1","spoc","UNKNOWN","67.222847","-21.482057","-0.026","0.036","-22.048","0.04","2459174.695544","0.0006472899","4.7633952421573","0.000003422334","3.0078271753085","0.044342354","14.383831","0.139671","13160.629831005","128.63376","10.219683299859","0.59249717","183.23945188666","938.37082274821","81.83613","246.384","1.7305","5258","123","4.51","0.08","0.8755099773407","0.049196","","","0.9","0.11273","5,32","HATS-5 b","2019-02-08","2021-12-02","2022-12-14"
+"452808876","453.01","","5","5","5","5","5","5","5","141.7","172.8","317","0","0","1","KP","KP","9.538961","0.006","1","qlp","UNKNOWN","72.660592","1.893836","-16.151","0.064","-18.866","0.044","2458438.96587","0.0004","2.70582","0.00008","4.968","0.031","8.173711","0.000117","7500","0.107904","18.4904","0.986603","3557.29","2151","205","275.664","3.0885","6441.6","145.8","3.91","0.09","2.1","0.11","0.152","0.014","1.304","0.209204","5","WASP-82b","2019-02-08","2020-05-20","2022-12-14"
+"153077621","454.01","","1","5","5","1","3","4","4","44","458.7","64.47","4","2","5","PC","APC","9.441","0.037","1","spoc","UNKNOWN","49.659937","-42.642329","-50.736","0.042","6.323","0.055","2458396.13818","0.000862134","18.08260841783","0.000027851647","2.3867987081868","0.07725563","8.723868","0.271629","8002.7855656334","250.14842","3.9117159988852","1.7889186","11.058998469653","465.10252692096","37.224327","78.7806","0.16345","3321","117","4.95373","0.559906","0.2960000038147","0.07","","","0.287","0.086","3,4,30,31","There are three TICs associated with this star within 3 arcseconds (TIC 153077619 (bright neighbor) and TICs 153077621 and 651051509 which are the same star.). TIC153077619 is brighter (Tmag=8.3) and is more likely the target. It is a sunlike star - given the V-shape and the depth this signal is likely a FP. Retired as APC/BEB?/SB1 by TFOP","2019-05-17","2021-09-08","2022-12-14"
+"98796344","455.01","","4","5","5","4","4","4","4","7.9","43","2.68","33","14","7","CP","CP","8.84294","0.008","1","spoc","UNKNOWN","45.462478","-16.594496","-369.196","0.14","-268.51","0.147","2459168.295274","0.0007279","5.3587759524822","0.000007548971","1.369776439469","0.14748554","2.94464","0.144175","2708.4393715462","132.78087","1.4454154065126","0.29846486","6.2795537094994","403.74015405758","20.253843","6.86929","0.003805","3562","83","4.97389","0.060229","0.27595299482346","0.00828276","","","0.249439","0.0201557","4,31","LTT 1445 A b","2019-02-08","2021-12-02","2022-12-14"
+"77228304","456.01","","5","5","5","5","5","5","5","62.2","449.4","5.26","1","1","0","PC","FP","15.7298","0.016","1","spoc","SPOC","69.116563","-41.246194","63.868","0.228","10.099","0.249","2458410.95064","0.001209","0.336826","0.000017","0.883311","0.114655","19.999154","2.391011","18251.292089","2199.7795","15.240658","1.416672","11129.646473541","2619.6308239897","10.402103","39.4781","0.1915","5780","","4.438","","1","","","","0.114299","0.0200335","4,5","","2019-06-06","2019-06-06","2022-12-14"
+"89256802","457.01","","2","4","4","2","3","4","4","58","145.7","46.35","6","0","6","PC","PC","13.741","0.011","1","spoc","UNKNOWN","58.725356","-26.423411","95.26","2","61.41","2","2458411.560535","0.0005024646","1.1759834492408","0.0000045913566","0.99283379836871","0.07082115","16.27879","1.356334","14881.479612267","1248.4495","7.7193558593084","2.4524143","82.500461978413","768.65922674896","19.41962","","","3054","97","5.08962","0.539242","0.51288098096848","0.0158325","","","0.51064","0.0207094","4,31","v-shaped","2019-02-08","2021-07-15","2022-12-14"
+"64071894","458.01","","1","4","1","4","4","4","4","2.9","54.2","8.75","7","8","5","PC","PC","9.6438","0.006","1","spoc","UNKNOWN","39.136304","-22.244996","111.699","0.066","27.448","0.084","2458414.165631","0.001458666","17.528834653047","0.000052483167","2.1115133195407","0.28851956","1.229214","0.121383","1131.5075680792","111.79175","2.8950077883642","1.0380855","25.451062572532","572.85700650991","7.41838","76.6986","0.21015","5164","182","4.5371","0.278842","0.82951897382736","0.0527035","","","0.84","0.0998406","4,30,31","two stars in same pixel","2019-02-08","2021-07-15","2022-12-14"
+"38603673","459.01","","5","5","5","5","3","5","5","12.6","57.9","33.2","0","2","1","PC","APC","9.5473","0.006","1","spoc-s01-s65-b0A-APC","SPOC","64.415043","-61.39201","10.212","0.038","21.583","0.042","2460189.124027","0.0006791","4.4291253","0.0000029","0.94613415297867","0.10991723","0.760338","0.03581","700.05168731359","32.981766","6.3443546996363","0.5322593","2105.6095607649","1727.683599222","23.547949","286.94","1.764","6559.17","40.1349","3.95184","0.110061","2.0848898887634","0.0865123","-0.276187","0.0457659","1.36","0.223449","1,2,3,4,5,7,8,9,11,12,27,28,29,31,32,34,35,36,37,38,39,61,62,63,64,65,66,67,68","TFOP APC/SB1; synchronized to variability","2019-01-31","2023-11-16","2023-12-08"
+"9804616","460.01","","5","5","5","5","5","5","5","241.2","123","317","4","0","6","EB","FP","14.1118","0.009","1","spoc-s04-b03","SPOC","47.64349","-9.276812","83.543","0.211","-7.547","0.235","2458411.065871","0.00047881476","0.51683468545103","0.000016358525","0.936413","0.044024","36.647959","1.465748","33190.706911","1349.0933","6.597837","3.470252","118.66763851669","841.78818246965","25.98026","210.988","7.761","3274","101","4.9794","0.522163","0.273","0.06","","","0.591222","0.0236486","4","Retired as SEB2	","2019-02-08","2021-12-07","2022-12-14"
+"4646810","461.01","","1","5","5","4","4","1","4","3","61.1","4.28","11","17","7","PC","CP","8.8723","0.006","1","spoc","SPOC","38.271253","-10.352178","-173.029","0.077","-92.131","0.069","2458416.351956","0.0015891608","10.924547796491","0.000039742914","1.8716476761682","0.36133847","0.709801","0.067749","653.53714101067","62.396942","1.9015018141897","1.9580723","35.242668003629","621.42245769611","10.592442","45.5621","0.08815","4884","96","4.49","0.18","0.74413001537323","0.0558769","-0.01","0.06","0.8","0.0944292","4,31","previously two single transits; now have a period for one of the singles. Other potential single transit at TBJD ~1430.8","2019-02-08","2019-02-08","2023-06-08"
+"420049884","462.01","","1","4","1","4","4","4","4","8.1","42.9","19.9","6","10","9","PC","PC","10.6573","0.006","1","spoc","UNKNOWN","36.276465","1.32355","26.47","2","-29.74","2","2458414.818405","0.003567317","4.1075011599307","0.000030084107","3.518015588109","0.33078033","0.993153","0.078914","914.30990260299","72.67992","4.6936769550104","0.30192345","445.43437957119","1171.6979848705","12.255402","205.366","","5205","183","4.45924","2.00371","1.3005499839783","","0.199","0.018","","","4,31","two nearby fainter stars; Stellar companion < 0.2¿¿¿ on ExoFOP","2019-02-08","2019-02-08","2022-12-14"
+"176831592","463.01","","5","5","5","5","5","5","5","507.5","934.3","317","4","1","4","EB","FP","9.1013","0.006","1","qlp","UNKNOWN","48.957233","-32.802396","59.356","0.033","10.852","0.038","2459169.21814","0.00034","2.53405","","1.944","0.081","4.427963","1.223847","4070","1126.57","26.5362","6.2141","3632.83","2162","55","187.812","0.942","6497.8","83","4.17","0.16","1.65","0.07","0.1","0.12","1.33","0.204241","31","clear odd-even; some synchronization; retired as a TFOP EB","2019-02-08","2020-12-28","2022-12-14"
+"398733009","464.01","","5","5","5","5","5","5","5","17.8","177.7","16.17","5","0","6","PC","FP","15.61","0","1","spoc","SPOC","32.169791","-9.046045","11.782","0.104","-9.057","0.091","2459116.382318","0.0013453984","0.81856717309783","0.00007746806","0.98096869860241","0.0874979","49.6644","4.265546","44712.181161099","3921.006","4.1552603252457","2.4100754","151050.06691951","5028.0545420691","10.488189","2220.36","309.14","31000","","5.59998","","0.18","0.104","","","0.47","0.03","30","hot subdwarf star; deep secondary","2019-02-08","2019-02-08","2022-12-14"
+"270380593","465.01","","5","5","5","5","5","5","5","27.2","125.1","31.15","0","5","3","KP","KP","10.7307","0.006","1","spoc-s01-s46-b0A","UNKNOWN","32.782085","2.418194","74.19","0.089","40.056","0.08","2459449.900242","0.0005927469","3.8361619051076","0.0000018262515","2.3846336842077","0.0485834","5.768146","0.066723","5298.5712482129","61.451927","6.1100888217793","0.45849642","190.71356630764","947.79659998625","67.33148","122.066","0.6445","4910","","4.60108","","0.84737998247147","0.0548341","","","0.811","0.10253","4,31,42,43","WASP-156 b","2019-02-08","2022-07-15","2022-12-14"
+"4616072","466.01","","5","5","5","5","5","5","5","25","76.2","125.97","0","0","1","KP","KP","12.8893","0.011","1","spoc","UNKNOWN","101.994246","-21.910711","-3.181","0.017","3.683","0.03","2459201.891355","0.0012581479","4.187615381503","0.0000070024894","3.0070216883843","0.076937735","11.906285","0.231688","10906.185708004","213.36957","13.900236877762","0.6506094","811.3504171275","1361.1997652008","38.59756","772.11","11.145","6675","195","4.20094","","1.2373299598694","0.0545729","","","1.38","0.23449","6,7,33","HATS-45 b","2019-02-22","2021-10-07","2022-12-14"
+"20178111","467.01","","5","5","5","5","5","5","5","19.7","108.1","16.62","1","1","1","EB","FP","10.2767","0.006","1","qlp-s32-ffi","UNKNOWN","89.897418","-40.395746","-14.62","0.037","5.776","0.043","2459198.7024","0.0013381","1.734422","0.000265","2.32","1.258","1.336278","0.168381","1230","155.073","4.24151","1.2984","4861.83","2326","31","151.504","0.5135","5890","191","4.48757","0.273706","0.94","0.05","","","1.06","0.134696","6,32","TFOP FP; retired as NEB","2019-02-27","2021-12-07","2022-12-14"
+"33521996","468.01","","5","5","5","5","5","5","5","53","155.6","91.33","0","0","2","KP","KP","13.3383","0.007","1","spoc","SPOC","88.146808","-19.031627","-2.533","0.042","7.349","0.061","2459220.820401","0.000571","3.3252702901126","0.000001825392","2.0538143955895","0.030129604","38.391224","0.394307","34741.776303653","363.10464","11.503900623645","0.3623092","47.33149399552","668.97101751485","94.981865","169.318","1.058","3724","","4.68255","","0.59680098295212","0.0179141","","","0.585471","0.0203909","6,32,33","HATS-6 b","2019-02-27","2021-10-07","2022-12-14"
+"33692729","469.01","","1","4","1","1","4","4","4","7","86.4","12.37","5","17","3","CP","CP","8.7615","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC","93.057845","-14.649317","-79.262","0.077","162.701","0.077","2458474.569581","0.0012097756","13.630802405627","0.00003529175","4.3426564238842","0.1637294","1.280951","0.04287","1179.103333885","39.483753","3.5493962352208","0.38449073","60.16031171354","710.30892079377","25.067589","68.192","0.17675","6114","194","4.5101","0.263951","1.0052800178528","0.0565427","","","0.91","0.118028","6,33","HD 42813 b","2019-02-27","2024-09-09","2024-09-10"
+"37770169","470.01","","4","5","5","4","4","4","4","6.3","61.1","19.32","6","3","4","CP","CP","10.6995","0.006","1","spoc-s01-s36-b0A-PC","SPOC/QLP","94.009904","-25.031411","52.515","0.028","-67.02","0.039","2458474.494915","0.0016063525","12.191455829567","0.000040807266","3.3188127133078","0.18263032","2.853867","0.113457","2625.0570736792","104.49199","4.6131318963654","0.42131928","44.755138081173","659.67568227346","23.24246","130.46","0.3995","5418","185","4.57259","0.29621","0.84097099304199","0.0507437","","","0.862","0.109459","6,33","TOI-470 b","2019-02-27","2024-09-08","2024-09-09"
+"47911178","471.01","","5","5","5","5","5","5","5","134.9","170.8","317","0","3","1","KP","KP","9.79059","0.006","1","spoc","UNKNOWN","98.351102","-23.486086","-2.569","0.027","24.992","0.043","2459223.302264","0.0001318","3.5857076070655","9.806579e-7","2.7072065408206","0.013635359","12.902492","0.058014","11813.302925965","53.431217","15.852590117633","0.73871547","1089.1709863104","1465.1893914926","231.19725","201.224","1.1455","6400","","4.34435","","1.3455599546432","0.0625502","","","1.277","0.202523","6,33","WASP-101 b","2019-02-27","2021-10-07","2022-12-14"
+"52280468","472.01","","5","5","5","5","3","5","5","1853.8","1718.8","317","7","0","1","PC","APC","12.3123","0.007","1","qlp-s33-tois","UNKNOWN","99.86703","-33.540223","45.069","3.739","18.418","3.739","2459226.783631","0.001587","0.5682596","0.0000012","0.755","0","47.198401","0.000913","42540","0.841172","24.8489","0.784699","138.045","954","136","","","3294","","4.438","","0.5","0.02","","","0.500534","0.0209425","6,7,33","no GAIA radius with Teff 3869K; large planet around an M star if real","2019-02-22","2022-07-11","2022-12-14"
+"52640302","473.01","","5","5","5","5","5","5","5","97.9","87.2","317","0","0","1","KP","KP","12.0506","0.007","1","spoc","UNKNOWN","101.114922","-32.858388","-19.389","0.034","-1.123","0.04","2459229.48943","0.0005577108","1.5732848409831","0.0000010491766","2.4285284521854","0.023683269","18.479024","0.171574","16875.790984932","158.01283","14.72475239213","0.77020836","1563.6373659123","1603.8131114918","75.57263","369.926","3.0025","5400","","4.38782","","1.0953899621964","0.0565955","","","1","0.122754","6,7,33,34","WASP-64 b","2019-02-22","2021-10-07","2022-12-14"
+"59843967","474.01","","5","5","5","5","5","5","5","48.9","121.3","111.07","0","0","3","KP","KP","12.7632","0.007","1","spoc","UNKNOWN","94.112091","-22.546882","0.266","0.015","2.484","0.026","2459226.05544","0.0006162","2.5167257156723","0.0000023404966","2.5896099209247","0.045473907","17.960925","0.225938","16406.545743231","208.0753","12.908314788123","0.75047064","558.82801486499","1240.0502722104","46.15443","416.459","2.7085","5403","","4.50146","","0.98263800144196","0.0551458","","","0.91","0.114406","6,33","HATS-4 b","2019-02-27","2021-10-07","2022-12-14"
+"100608026","475.01","","1","4","1","4","3","2","4","2.8","46.8","6.1","6","5","1","PC","PC","10.8835","0.006","1","spoc","UNKNOWN","86.748329","-32.532543","61.463","0.034","127.149","0.036","2458442.486555","0.0013021544","8.2617663002222","0.000022897199","2.5663307144977","0.328758","1.541026","0.080926","1418.3308984749","74.53241","2.3414536002759","0.9299485","18.822771558181","531.2398463729","17.709795","58.7502","0.0718","4105","171","4.60015","0.224825","0.61940002441406","0.0644472","","","0.62","0.0790156","5,6,32,33","","2019-05-17","2021-07-28","2022-12-14"
+"156987351","476.01","","3","4","4","3","4","4","4","101.6","121.6","317","8","1","3","PC","PC","8.8742","0.006","1","qlp-s61-ffi","SPOC/QLP","99.581416","-47.613867","-0.399","0.06","-1.49","0.062","2459982.990599","0.001004","3.0629874","0.0000043","3.284","0.156","6.708819","0.157487","6160","145.04","14.75","0.5761","2303.34","1930","44","244.897","1.922","7691","215","4.11671","0.365191","2.05","0.07","","","1.71","0.285295","6,7,8,33,34,61","pulsating host","2019-02-22","2023-04-04","2023-04-07"
+"170102285","477.01","","5","5","5","5","5","5","5","82.4","210","109.35","0","0","1","KP","KP","11.7583","0.006","1","spoc","UNKNOWN","101.127503","-42.76223","-9.014","0.042","-87.771","0.048","2459230.32355","0.00033898305","2.9444283642951","0.0000012359362","2.4301897796094","0.020691892","22.466329","0.161333","20479.638371934","148.58255","12.790487627311","0.849383","317.43127595598","1076.5449753421","128.88583","207.49","1.0265","5150","","4.55754","","0.88726997375488","0.0584598","0.05","0.06","0.84","0.100206","6,34","WASP-23 b","2019-02-27","2021-10-07","2022-12-14"
+"172464366","478.01","","5","5","5","5","5","5","5","130","175","317","0","1","1","PC","FP","11.0913","0.006","1","spoc","UNKNOWN","100.158863","-27.571261","12.581","0.05","33.688","0.073","2458470.046418","0.000448","2.921685","0.000125","3.17791","0.030233","19.237612","0.246999","17562.44572","227.46902","19.091127","3.182325","1458.3996926575","1576.1185867921","79.50801","344.517","4.1875","6332","196","4.26074","0.377655","1.37266","0.22851","","","1.117","0.145182","6","centroid shift because of nearby bright star; some phase variation (non-synchronized) and possible secondary; DR2 RVs show 6.4 km/s scatter.","2019-02-22","2019-02-22","2022-12-14"
+"306362738","479.01","","5","5","5","5","5","5","5","100.9","267.2","107.82","0","0","1","KP","KP","10.8164","0.006","1","spoc","UNKNOWN","91.089719","-16.96539","54.769","0.05","-19.061","0.056","2459221.888774","0.0002154","2.7817378641857","9.603064e-7","2.1508236677575","0.016458897","13.996365","0.087064","12808.394080069","80.18528","12.684102338905","0.60692525","615.47088222105","1270.3448386645","168.56888","194.553","1.196","5600","","4.4291","","1.0209499597549","0.0485654","","","0.989","0.123626","6,33","WASP-49 b","2019-02-27","2021-10-07","2022-12-14"
+"317548889","480.01","","3","5","5","4","4","3","4","10.8","110.9","8.34","2","20","3","CP","CP","6.7799","0.006","1","spoc-s01-s36-b0A-PC","SPOC","88.378462","-16.265397","-43.419","0.077","-90.042","0.084","2458469.562003","0.0009415649","6.8659582442257","0.000017074713","3.4557610447519","0.24825074","0.362712","0.020215","334.01455887026","18.618645","2.8144914501782","0.841036","531.52098479018","1224.6157859483","16.847942","54.5306","0.12465","6212.63","49.0057","4.438","","1.5000400543213","0.0580779","","","1.2","0.163384","6,33","TOI-480 b","2019-02-27","2024-09-09","2024-09-10"
+"339672028","481.01","","3","5","5","3","4","4","4","41.1","135.8","97.15","3","3","3","CP","CP","9.3935","0.006","1","qlp-s69-ffi","SPOC/QLP","110.512686","-57.384998","25.676","0.061","-25.387","0.077","2460205.951586","0.001148","10.3311664","0.0000111","5.626","0.278","4.980822","0.08574","4577","78.9664","11.9428","0.601647","253.126","1111","157","179.366","1.0125","5760","189","3.97699","0.288134","1.73","0.09","","","1.04","0.129043","3,6,7,9,10,13,27,30,33,34,35,36,37,61,62,63,67,68,69","TOI-481 b","2019-02-22","2023-11-16","2023-12-08"
+"365639282","482.01","","5","5","5","5","5","5","5","14.3","115.2","77.8","2","1","7","EB","FP","13.084","0.007","1","spoc-s06-b01","UNKNOWN","81.399006","8.440499","90.8","2","-86.37","2","2458472.41279","0.004222","10.8717","0.00594","2.943958","0.429073","15.972321","1.904575","14603.37238","1752.6406","9.098964","23.361732","4.5869402985453","373.25060596465","11.663487","173.8201","","3692","65","4.78092","0.353337","0.488","0.074","","","0.555463","0.0211008","6","TFOP FP; retired as NEB","2019-02-27","2021-12-07","2022-12-14"
+"393414358","483.01","","5","5","5","5","5","5","5","68.3","66.3","317","2","0","1","KP","KP","10.439","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC/QLP","94.336356","-38.323383","-17.558","0.039","-27.297","0.043","2458469.697072","0.00023070979","4.3780806521225","0.0000022370962","5.3900977708936","0.029562065","7.708223","0.036056","7074.3931387973","33.208263","15.176734588555","0.8269774","1103.2707505918","1469.9084133692","197.32759","290.684","2.021","5570","","4.01069","","1.792240023613","0.0968467","0.28","0.05","1.02","0.128764","6,7,32,33","WASP-63 b","2019-02-22","2024-09-06","2024-09-07"
+"427348923","484.01","","5","5","5","5","5","5","5","33.5","113.3","59.82","0","1","4","EB","FP","11.6888","0.006","1","qlp","UNKNOWN","83.531883","-0.207762","-25.016","0.076","20.026","0.061","2459196.648037","0.0010212","4.728681","0.0000094","4.533","0.191","10.901047","0.003485","9990","3.20954","8.96336","0.808714","222.388","1075","86","149.953","0.952","4425","90","4.57","0.13","0.9","0.08","0.034","0.051","0.692","0.0808524","6,32","could be on 427348561 which is 3x as large (2 Rsun) and 33% fainter; depth in 561 is 14.4 ppt so Rp=26 Re assuming Gaia lower percentile R* = 1.99.","2019-02-27","2021-02-01","2022-12-14"
+"427352241","485.01","","5","5","5","5","5","5","5","39.9","111.9","52.47","1","3","1","EB","FP","9.9955","0.031","1","qlp","UNKNOWN","83.622986","-4.415044","-13.311","0.082","-30.295","0.071","2459198.437811","0.0009288","1.2667147","0.0000026","1.712","0.475","2.032227","0.013403","1870","12.3444","8.31491","0.803332","3265.32","2105","49","282.205","3.579","6084","193","4.28965","2.00468","1.87","0.08","","","1.42","0.258561","6,32","2 stars in same pixel; dmag 0.4","2019-02-22","2021-02-01","2022-12-14"
+"260708537","486.01","","2","4","4","2","3","4","4","2.2","29.4","0.14","9","3","3","PC","PC","9.36854","0.007","1","qlp-s69-ffi","SPOC","98.454881","-58.525032","-404.351","0.069","795.85","0.068","2460204.281897","0.0018266","1.7447031","0.000003","1.066","0.32","0.173732","0.017236","160","15.8749","0.591815","0.0344566","107.262","896","18","15.2142","0.00715","3445","87","4.85243","0.061474","0.43","0.01","","","0.421238","0.0203412","1,2,3,4,5,6,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","high proper motion star","2019-05-07","2023-11-16","2023-12-08"
+"31852980","487.01","","1","4","1","1","3","4","4","1.5","30.7","7.91","2","4","4","PC","PC","9.8542","0.007","1","qlp-s68-ffi","SPOC","52.540546","-70.399584","","","","","2460131.494781","0.0044762","24.3321784","0.0000962","5.219","0.813","0.56473","0.026762","520","24.6481","2.727569","2.738268","32.6779","666","16","","","5450","185","4.40968","2.00408","1.0083","1.0083","","","","","1,2,3,6,10,13,28,29,30,33,36,37,61,63,64,66,67,68","TOI 487.01; possible multi; visual binary; R* and Rp kept from TIC 7 in Y1","2019-05-07","2023-10-16","2023-10-16"
+"31852980","487.02","","1","4","1","1","3","4","4","2.5","34","5.39","2","4","4","PC","PC","9.8542","0.007","2","qlp-s69-ffi","SPOC","52.540546","-70.399584","","","","","2460195.585106","0.0036737","7.4144849","0.0000253","3.493","1.015","0.425692","0.021752","392","20.0341","","","220.138","1073","19","","","5450","185","4.40968","2.00408","","","","","","","1,2,3,6,10,13,28,29,30,33,36,37,61,63,64,66,67,68,69","possible multi; no stellar radius; visual binary","2019-05-07","2023-11-16","2023-12-08"
+"452866790","488.01","","1","5","5","1","4","4","4","6.7","13.2","1.93","19","3","13","CP","CP","11.1972","0.007","1","spoc-s01-s65-b0A-CP","SPOC","120.593607","3.337163","-403.168","0.086","-381.015","0.048","2458492.205829","0.00066091446","1.1979995604159","0.000006253827","0.96820033955604","0.30645123","1.24966","0.101338","1150.3177296827","93.331795","1.2107338762026","1.1058786","58.260223686821","704.63268834696","16.802065","27.3644","0.0376","3332","63","4.91528","0.142281","0.35452899336815","0.0107089","","","0.33944","0.0203209","7,34,61","GJ 3473 b","2019-03-14","2024-02-14","2024-02-17"
+"455096220","489.01","","5","5","5","5","5","5","5","38","103.6","116.63","0","0","1","KP","KP","11.8997","0.006","1","spoc","UNKNOWN","123.250703","4.787029","-9.57","0.081","-7.348","0.052","2459250.846246","0.0007946","3.6466612053081","0.0000040383798","3.9225178129503","0.059136398","9.809919","0.127797","8994.5736642485","117.6988","13.284413409708","0.6727048","999.66875050179","1434.114340748","50.01656","506.965","12.872","6096","","4.21513","","1.3567199707031","0.0661156","0.12","0.03","1.18","0.165146","7,34","HAT-P-35","2019-03-14","2021-12-01","2022-12-14"
+"455135327","490.01","","5","5","5","5","5","5","5","146.7","170.9","317","0","0","1","KP","KP","9.93908","0.006","1","qlp-s61-ffi","QLP","123.949843","5.836867","-17.516","0.081","23.782","0.058","2459987.155178","0.0001973","2.8106006","8e-7","1.956","0.107","13.081265","0.283058","11976","260.672","15.6823","0.818348","813.66","1487","195","213.985","2.195","6304","","4.35913","","1.34","0.07","0.12","0.03","1.254","0.181435","7,34,61","HAT-P-30 b","2019-03-14","2023-04-04","2023-04-07"
+"468987719","491.01","","5","5","5","5","5","5","5","42.6","45.2","317","0","2","1","KP","KP","12.7656","0.007","1","qlp-s72-ffi","SPOC","128.925689","10.206587","-9.051","0.046","-13.686","0.032","2460279.866473","0.0004728","3.3326812","8e-7","3.125","0.015","18.625042","0.074965","17008","69.0431","14.4797","0.641244","521.877","1331","197","528.825","7.483","5645","","4.37683","","1.11","0.05","0.171049","0.0320279","1.01","0.119386","7,34,44,45,46,61,72","HAT-P-43 b","2019-03-14","2024-02-01","2024-02-01"
+"17746821","492.01","","5","5","5","5","5","5","5","43.3","105.5","126.54","0","0","2","KP","KP","11.3155","0.006","1","qlp-s46-tois","UNKNOWN","118.063438","12.139347","6.736","0.094","-12.125","0.049","2459573.381409","0.0005194","3.1220237","0.0000034","3.41","0.088","7.134965","0.000987","6550","0.909271","13.9405","0.883956","1198.68","1639","82","515.458","16.1965","6280","","4.08133","","1.73","0.11","-0.134","0.01","1.25","0.185737","7,34,44,45,46","HAT-P-50b","2019-03-14","2022-03-10","2022-12-14"
+"19025965","493.01","","1","4","1","4","4","4","4","7.7","51","16.14","12","4","6","PC","PC","11.4479","0.006","1","qlp-s46-tois","UNKNOWN","119.627721","12.88326","-49.092","0.071","-45.465","0.044","2459575.213744","0.0018824","5.9444406","0.0000218","2.095","0.376","2.706855","0.003998","2490","3.68262","4.14165","0.378142","29.7313","650","22","107.355","0.467","4383","174","4.56546","0.238209","0.81","0.07","0.132533","0.0300129","0.648","0.0829328","7,34,44,45,46","","2019-03-14","2022-03-10","2022-12-14"
+"19519368","494.01","","1","4","1","4","4","2","4","6.6","59.3","4.5","2","3","6","PC","PC","10.0854","0.006","1","qlp-s61-ffi","SPOC","124.695407","-6.785921","-109.727","0.067","-16.829","0.052","2459987.549589","0.0020649","1.7018818","0.0000041","1.551","0.247","0.619046","0.047954","570","44.1664","1.96356","0.149804","400.827","1246","13","89.9559","0.375","4985","114","4.67","0.16","0.8","0.05","0.124","0.07","0.83","0.0998259","7,34,61","possible odd-even","2019-03-14","2023-04-04","2023-04-07"
+"22529346","495.01","","5","5","5","5","5","5","5","324.7","479.1","317","0","1","3","KP","KP","10.056","0.006","1","qlp-s61-ffi","SPOC","107.600231","-39.09727","-3.848","0.04","25.607","0.042","2459986.21062","0.0001842","1.2749246","3e-7","2.783","0.038","20.494396","0.094326","18699","86.8734","22.0328","0.876995","6216.41","2473","502","269.898","1.571","6459","","4.24006","","1.52","0.06","","","1.45","0.25252","7,33,34,61","WASP-121 b","2019-03-14","2023-04-04","2023-04-07"
+"88977253","496.01","","5","5","5","5","4","5","5","129","277.1","317","0","1","2","PC","APC","12.33","0.007","1","spoc-s07-b01","SPOC","123.097668","-5.768659","-1.076","0.078","0.83","0.052","2458492.708311","0.000567","2.767691","0.000112","1.876437","0.042975","24.919436","0.612722","22690.263354","564.17865","28.980984","14.55595","2360.1000392691","1777.6749498754","68.14428","791.384","29.483","6717.03","158.02","4.2","0.05","1.54739","0.746179","-0.068","0.034","1.46","0.250324","7","TFOP APC; previously retired as EBLM per Coal and SWASP team (dRV=65 km/s; 14 RVs)	","2019-03-14","2021-12-07","2022-12-14"
+"108645766","497.01","","5","5","5","5","5","5","5","13.2","141.8","14.24","1","0","2","EB","FP","13.2312","0.007","1","spoc-s07-b01","SPOC","112.446414","-28.483916","207.907","0.067","-171.569","0.09","2458492.914449","0.006628","2.974175","0.001636","3.031634","0.343247","12.785984","1.833569","11707.257241","1687.3541","3.756355","0.897648","13.867840133487","492.17772693197","7.1741686","56.336","0.1543","3333","102","4.94824","0.506965","0.302","0.065","","","0.288049","0.0201765","7","TFOP FP; retired as NEB","2019-03-14","2021-12-07","2022-12-14"
+"121338379","498.01","","5","5","5","5","4","5","5","34.8","164.2","15.54","12","4","4","PC","APC","9.58094","0.006","1","spoc-s01-s36-b0A-PC","SPOC","129.090789","-3.860202","-22.854","0.066","4.87","0.058","2459228.765582","0.00033687268","0.27504782924959","0.000012331428","0.52513932545535","0.091785796","0.763601","0.043872","703.05542250614","40.40676","4.0587997580254","0.447492","34263.973358248","3469.9976485699","21.02685","188.364","1.443","6218","195","4.26662","2.00625","1.3227299451828","0.0560176","-0.01","0.052","1.351","0.223492","7,34,61","TFOP APC/BEB; ~3 sigma odd-even; possible secondary in multisector; multiple stars in pixel","2019-03-14","2023-07-12","2023-08-10"
+"123702439","499.01","","1","5","5","1","3","4","4","6.8","63","16.04","5","3","1","PC","APC","10.1374","0.006","1","qlp-s61-ffi","SPOC","115.638695","-43.553495","-25.701","0.046","80.905","0.054","2459993.465139","0.004319812","8.5334865","0.0000227","2.369","0.654","1.908229","0.155081","1756","142.825","4.14687","0.268207","130.53","941","25","158.659","0.7455","5997","192","4.45722","0.328186","0.97","0.04","","","1.21","0.180551","7,8,34,35,61,62","v-shaped; possible secondary; possible centroid offset towards TIC 769340768","2019-03-08","2023-10-16","2024-09-09"
+"134200185","500.01","","1","5","5","1","4","4","4","10.4","12.6","2.42","4","4","3","CP","CP","9.4022","0.006","1","spoc-s01-s65-b0A-CP","SPOC","106.559098","-47.587816","135.798","0.04","-146.251","0.037","2458468.391033","0.0005714114","0.54815729516922","0.0000089238165","0.94246683700921","0.1871087","0.246335","0.019002","226.85735363624","17.501747","1.3591774297881","0.39238426","1463.1155872316","1577.3911825426","17.792326","47.3924","0.0473","4590","176","4.50961","0.324858","0.75182497501373","0.0631583","","","0.7","0.0800304","6,7,8,33,34,35,61","TOI-500 b","2019-03-08","2024-02-14","2024-02-17"
+"134537478","501.01","","4","4","4","5","5","5","5","174.8","175.4","317","1","0","1","KP","KP","10.3887","0.006","1","qlp-s34-tois","SPOC","108.301409","-42.409762","-11.287","0.041","-1.855","0.042","2459987.847958","0.0015644","1.7100122","8e-7","1.79","0.112","13.855164","0.002567","12680","2.36465","17.2191","0.87616","826.113","1493","352","250.121","1.539","5720","","4.16816","","1.51","0.07","","","1.06","0.139498","7,33,34,61","KELT-14 b","2019-03-14","2023-04-04","2023-04-04"
+"172193428","502.01","","3","4","4","4","4","3","4","47","158.3","58.29","2","4","3","PC","APC","10.3773","0.006","1","spoc-s01-s36-b0A-PC","SPOC/QLP","98.53195","-28.404168","-12.389","0.068","16.52","0.084","2458493.778447","0.0006970577","2.941269391254","0.0000051281495","1.6223259478404","0.08625242","2.632157","0.152507","2421.36967534","140.45448","8.8335565702014","4.6483674","990.29217950874","1430.7395643891","28.649582","215.387","2.802","5642","188","4.16735","0.325713","1.2135599851608","0.0591206","","","1.107","0.145453","6,7,33","odd-even; V-shaped; possible EB","2019-03-08","2024-09-06","2024-09-09"
+"186812530","503.01","","4","5","5","4","4","4","5","57.2","220.6","90.67","5","48","5","CP","CP","9.19813","0.006","1","qlp-s71-ffi","SPOC","124.320365","12.601322","-9.336","0.095","-9.945","0.053","2460257.183851","0.0002941","3.6773543","0.0000012","1.441","0.185","4.29606","0.181849","3949","167.475","11.426","0.45212","786.44","1475","127","255.416","3.8885","7887","218","4.28126","0.47567","1.68","0.06","","","1.835","0.280385","7,34,44,45,46,71","confirmed brown dwarf","2019-03-14","2024-01-04","2024-01-05"
+"219164808","504.01","","5","5","5","5","5","5","5","285","564","317","3","1","3","EB","FP","9.6646","0.006","1","qlp","UNKNOWN","90.77407","-52.084311","-8.962","0.062","11.404","0.065","2459358.890413","0.0002168","1.6773063","8e-7","2.352","0.028","4.25355","0.081742","3910","75.2842","29.2836","2.71543","15535.1","3110","277","425.719","5.639","6915","204","4.17618","1.79143","2.56","0.1","","","1.62","0.275107","1,4,5,7,8,11,28,31,32,33,34,38","TFOP FP; retired as EB","2019-03-08","2021-02-18","2022-12-14"
+"268644785","505.01","","5","5","5","5","5","5","5","84.4","96.4","317","0","0","1","KP","KP","10.6815","0.006","1","spoc","UNKNOWN","117.414976","-52.120447","-4.516","0.041","-2.283","0.039","2459299.865444","0.0011183","3.3294649238643","8.828302e-7","4.0123107887144","0.015445955","11.574609","0.038815","10603.986390495","35.749672","16.026961871528","0.6831824","1612.7618120095","1616.2640285501","289.72116","324.683","2.4605","6003","","4.16979","","1.5223799943924","0.0646733","","","1.33","0.225109","7,9,34,35,36","KELT-15 b","2019-03-08","2021-12-01","2022-12-14"
+"274138511","506.01","","5","5","5","5","5","5","5","10.5","39.2","23.11","1","1","5","EB","FP","10.4215","0.006","1","spoc-s07-b01","SPOC","116.68702","6.445569","-7.001","0.067","-30.304","0.037","2458492.500001","0.003381","2.774207","0.000722","2.393565","0.531679","0.7531","0.072173","693.389889","66.471954","2.582442","3.122172","444.23102799946","1170.9058394241","9.472691","267.292","2.665","5280","183","4.44454","2.00384","0.945062","0.945062","","","0.9","0.111488","7","Retired as NEB","2019-03-14","2021-12-07","2022-12-14"
+"348538431","507.01","","3","4","4","3","4","4","4","417.3","317.3","317","12","1","5","PC","PC","13.2304","0.007","1","spoc-s01-s36-b0A-PC","SPOC","121.629579","-15.76469","47.801","0.077","-15.298","0.058","2459963.623366","0.00024696678","0.89946770091991","7.0715475e-7","1.2066667543789","0.013302475","65.758698","0.701757","58768.353615353","646.13336","17.120007831084","3.774096","133.46676682574","866.88132729431","137.94376","110.884","0.6935","3338","64","4.9469","0.402157","0.50507801771164","0.0152355","","","0.503052","0.0204518","7,34,61","V-shaped; large planet; likely EB","2019-03-14","2023-08-10","2023-08-10"
+"425206121","508.01","","5","5","5","5","5","5","5","120.5","208.9","317","0","0","1","KP","KP","9.654","0.006","1","qlp","UNKNOWN","111.509529","7.615776","-2.85","0.09","-1.371","0.08","2459222.78972","0.0001826","4.6117328","0.0000019","4.065","0.151","12.986764","0.000234","11890","0.215946","18.7958","0.671401","1460.67","1722","226","300.276","4.614","7346","210","4.14208","1.62475","1.67","0.06","0.453561","0.00937043","1.7","0.275479","7,33","KELT-19A","2019-03-14","2021-02-19","2022-12-14"
+"453211454","509.01","","2","5","5","2","4","2","4","8.3","107.1","7.69","4","27","9","CP","CP","7.9259","0.006","1","qlp-s72-ffi","SPOC","117.924642","9.385241","-78.797","0.079","-188.706","0.043","2460269.974997","0.0012018","9.0588209","0.0000117","3.342","0.214","0.950435","0.025366","875","23.3623","2.67607","0.130267","92.839","864","32","48.9739","0.1055","5560.26","43.3509","4.438","","0.96","0.04","","","0.98","0.128967","7,34,46,71,72","HD 63935 b / TOI 509.01","2019-03-15","2024-01-04","2024-01-05"
+"453211454","509.02","","1","5","5","1","4","4","4","5","94.5","9.3","4","27","9","CP","CP","7.9259","0.006","2","spoc-s01-s36-b0A-PC","SPOC","117.924642","9.385241","-78.797","0.079","-188.706","0.043","2460259.048369","0.0023304","21.4003129","0.0001262","5.3847458961662","0.32298875","1.043627","0.036955","960.75398773374","34.036156","3.0010426236305","0.6084392","35.281172389603","621.59212201579","24.131968","48.9739","0.1055","5560.26","43.3509","4.438","","0.96232402324677","0.0434171","","","0.98","0.128967","7,34,46,71,72","HD 63935 c / TOI 509.02","2021-03-11","2024-01-04","2024-01-04"
+"238086647","510.01","","1","5","5","1","3","4","4","16.1","112.9","8.44","3","4","3","PC","APC","8.4633","0.006","1","qlp-s62-ffi","SPOC/QLP","104.95898","-49.50748","103.222","0.045","-69.867","0.047","2460011.316365","0.0017275","1.3523942","0.0000015","0.512","0.097","0.402883","0.090388","371","83.2468","2.82883","0.327242","252.046","1110","18","93.0994","0.1949","5915","191","4.1283","0.268589","1.29","0.06","","","1.07","0.133902","6,7,8,33,34,35,61,62","TFOP RV0/APC; variable host; offset not consistent with nearby stars","2019-03-18","2023-04-04","2023-04-07"
+"440777904","511.01","","5","5","5","5","5","5","5","73.3","94.3","317","0","0","3","KP","KP","11.3072","0.007","1","qlp-s46-tois","UNKNOWN","108.825117","14.262606","8.152","0.077","-1.716","0.063","2459572.084574","0.0002352","3.3552499","0.0000016","3.547","0.028","13.448358","0.000188","12310","0.173614","16.4831","0.818767","1047.12","1584","207","415.344","6.5355","6373","","4.27283","","1.42","0.07","-0.21","0.08","1.25","0.197415","7,33,44,45,46","HAT-P-24 b","2019-03-22","2022-03-10","2022-12-14"
+"119292328","512.01","","1","4","4","1","3","4","4","2.2","39.6","2.94","1","3","1","PC","PC","8.9767","0.006","1","spoc","UNKNOWN","96.646702","-38.60721","3.004","0.042","-109.019","0.044","2458471.218204","0.0021185945","7.1887332130369","0.00004510526","2.9505752136543","0.4082451","0.309759","0.026225","285.25799899896","24.15356","1.5254582269488","1.1745087","112.4619017439","830.56017945026","10.797672","67.3975","0.11655","5581","187","4.52166","0.26533","0.8826749920845","0.048995","","","0.92","0.118252","6,7,33","first candidate in potential multi","2019-03-18","2021-07-15","2023-07-12"
+"119292328","512.02","","1","4","4","1","3","4","4","1.2","33.5","3.71","1","3","1","PC","APC","8.9767","0.006","2","qlp","QLP","96.646702","-38.60721","3.004","0.042","-109.019","0.044","2459201.06601","0.0091323","20.2749388","0.0004533","5.788","0.9","0.445243","0.001949","410","1.79518","1.74398","0.162156","56.5944","764","9","67.3975","0.11655","5581","187","4.52166","0.26533","0.88","0.05","","","0.92","0.118252","6,7,33","potential multi","2021-03-29","2021-03-29","2023-07-12"
+"431999925","513.01","","5","5","5","5","5","5","5","18.2","70.7","27.51","1","0","2","PC","FP","14.7095","0.007","1","spoc","SPOC","120.789948","-20.010091","64.87","2","-60.53","2","2458492.93007","0.008993","1.445433","0.000968","3.684343","0.720241","18.213453","2.373195","16635.28994","2183.4067","3.493627","0.975823","29.257726708447","593.17097812414","7.890174","190.2254","","3266","101","4.98546","0.527945","0.269","0.06","","","0.432904","0.027888","7","likely on TIC 431999916 which has lower end Gaia Rstar=2.8 Rsun and is 0.9 brighter than the target in T-band; still possibly planetary","2019-03-22","2019-03-22","2022-12-14"
+"366576758","514.01","","5","5","5","5","5","5","5","9.5","46.3","86.76","0","1","6","KP","KP","13.6674","0.008","1","spoc-s01-s46-b0A","SPOC","127.882912","11.922255","-13.149","0.061","-2.452","0.037","2459532.414255","0.0036327892","11.390955594329","0.00002610058","3.7913603033111","0.1938624","18.129051","0.571662","16558.843219179","526.3812","11.162183061378","0.64199126","46.902212853907","667.44899411147","29.865011","475.758","8.116","5027","","4.51935","","0.87593597173691","","","","0.81","","7,44,45,46","K2-114 b","2019-03-22","2022-07-15","2022-12-14"
+"366622912","515.01","","4","5","5","4","4","4","4","33.2","94","97.73","13","2","7","PC","CP","13.7988","0.007","1","spoc-s01-s46-b0A","SPOC","128.067093","11.63071","-9.569","0.06","-2.149","0.04","2459552.347291","0.0017526764","3.1148917014446","0.0000021308392","2.3626321108702","0.050176285","28.139032","0.446142","25584.043226924","410.8274","11.972107796068","0.23636968","198.09230233925","956.8341110408","52.26891","442.813","6.8055","4973","172","4.438","","0.74955999851227","","","","0.82","","7,34,44,45,46","K2-371 b","2019-03-22","2022-07-15","2023-12-03"
+"318937509","516.01","","5","5","5","5","4","5","5","99.8","194.7","78.11","8","2","7","EB","APC","14.114","0.009","1","spoc","SPOC","112.381555","2.847953","18.804","0.151","-38.756","0.11","2458492.649974","0.000949","1.04855","0.000073","1.062799","0.058793","38.282322","2.288797","34644.953978","2105.8394","4.183797","0.977004","26.919249449826","580.94562612195","20.462208","150.5","2.0185","3109","98","5.06577","0.548895","0.202","0.046","","","0.504545","0.0208618","7","v-shaped; TFOP APC/retired as SB2","2019-03-22","2021-02-09","2022-12-14"
+"308307606","517.01","","5","5","5","5","5","5","5","15.4","72.3","96.97","0","0","0","EB","FP","13.2361","0.006","1","spoc-s01-s65-b0A-PC","SPOC","120.199911","-60.865633","-5.8","0.03","11.426","0.032","2458412.729453","0.001272626","9.8850243790587","0.0000117609725","2.4234352789529","0.1411991","10.792883","0.557726","9891.3681760529","513.5525","11.917360146696","8.328078","66.424683375962","728.11859569692","25.435297","416.217","2.6445","5522","180","4.39493","","0.81919598579407","","","","0.94","","4,7,8,9,61,62,63,64","9.9 day eccentric system ; retired as TFOP FP/EB","2019-03-18","2023-11-01","2023-11-03"
+"264979636","518.01","","1","4","1","4","4","2","4","2.4","36.8","10.85","4","3","9","PC","PC","10.1432","0.006","1","spoc","SPOC","115.71678","8.866906","-11.23","0.079","-13.192","0.058","2458495.790236","0.003243","17.87897","0.004585","2.124101","0.809095","1.061067","0.148371","976.801579","136.64546","3.618524","4.193206","63.765593417662","720.71963005715","7.363369","159.814","1.219","5596","187","4.32233","0.294962","1.13674","0.151592","","","1.069","0.135756","7","low MES; possible centroid offset; GAIA Rstar=1.06Rsun","2019-03-22","2019-03-22","2022-12-14"
+"218795833","519.01","","3","5","5","3","4","4","4","144.1","322.8","97.07","7","1","5","CP","CP","14.4347","0.007","1","spoc-s01-s65-b0A-PC","SPOC","124.606758","-19.662792","-41.992","0.095","29.095","0.073","2458491.877056","0.000101544516","1.2652337676319","6.765478e-7","1.2121002631997","0.016693883","126.788129","1.165021","110215.67950792","1072.4487","11.924405282446","0.3808433","53.986507644709","691.33900157383","145.18329","115.557","0.9295","3225","100","5.00457","0.531516","0.355309009552","0.0109591","","","0.34034","0.0204828","7,34,61","TOI-519 b","2019-03-22","2023-12-18","2024-01-05"
+"148479278","520.01","","1","5","5","1","3","4","4","2.7","5","2.82","4","2","1","PC","PC","9.3777","0.006","1","spoc","UNKNOWN","102.657977","-37.960195","-12.079","0.048","9.031","0.058","2458468.652117","0.0018405851","0.52361301946159","0.0000124087155","2.3004520960234","0.28488445","0.090039","0.011319","82.925940055626","10.425028","1.4861644581679","0.66198206","26568.356710195","3256.1988827292","9.067369","222.315","1.5185","7450","211","4.33986","0.416811","1.5294899940491","0.054392","","","1.66","0.273303","6,7,33,34","","2019-03-18","2019-03-18","2022-12-14"
+"27649847","521.01","","2","4","4","2","4","4","4","7.1","63.8","4.65","11","2","11","PC","PC","12.4029","0.007","1","spoc-s01-s72-b0A-PC","SPOC","123.344257","12.222108","90.409","0.092","80.695","0.05","2458492.716411","0.00060946733","1.5428486330164","0.0000041343974","1.1958898098673","0.3204524","2.341727","0.14938","2154.4855780904","137.57423","1.9653032377098","1.1161664","60.017614493084","709.88734140145","20.505215","60.9425","0.22385","3439","69","4.97486","0.436074","0.42002800107002","0.0125005","","","0.413895","0.0202719","7,34,44,45,46,71,72","L1 candidate","2019-03-22","2024-09-08","2024-09-08"
+"19451711","522.01","","4","5","5","5","4","5","4","11.4","112.6","5.1","2","3","6","PC","PC","7.3645","0.006","1","spoc-s01-s65-b0A-PC","SPOC","124.602684","-7.571238","-32.971","0.066","9.711","0.059","2458491.722787","0.00068410166","0.39696872531339","0.000007884813","1.5006665664955","0.12008199","0.120217","0.007704","110.71790180071","7.09576","2.1080620013314","0.46501645","58306.893694967","3963.234098562","9.373083","111.179","0.5865","7381","80","4.438","","1.8621900081634","0.0693166","","","1.681","0.27498","7,34,61","V-shaped and short period; GAIA Rp=1.6 Rsun; sinusoidal light curve; likely SV","2019-03-22","2024-01-22","2024-01-27"
+"93125144","523.01","","5","5","5","5","5","5","5","31.9","183","42.24","4","5","7","PC","FA","9.6833","0.006","1","spoc","SPOC","84.846558","-19.55834","20.435","0.116","-56.395","0.185","2458472.959693","0.001169","9.91102","0.001685","2.981681","0.100397","6.582247","0.619925","6044.13412","570.8092","7.705774","1.300738","63.441837859669","719.8030598406","15.278281","77.8471","0.5851","4692","177","4.29723","0.337979","0.941705","0.147578","","","0.79","","6","Transits could be the result of detrending residuals from stellar variability","2019-03-28","2019-03-28","2022-12-14"
+"365690646","524.01","","5","5","5","5","5","5","5","5.4","40.3","26.9","6","1","6","PC","FA","10.094","0.006","1","spoc","SPOC","81.54323","6.912307","-7.797","0.087","-9.559","0.07","2458471.143375","0.002412","12.983175","0.003306","1.527578","0.761684","1.283009","0.175077","1180.996904","161.23894","5.933251","6.288821","397.46868736706","1138.7948113218","7.579506","293.27","3.5595","6962.64","13.5697","4.14716","0.016843","1.67983","0.066178","-0.187102","0.0106535","1.511","0.262355","6","Potentially instrument noise","2019-03-28","2019-03-28","2022-12-14"
+"71512186","525.01","","1","4","1","5","4","5","5","5.9","49.5","18.1","0","8","4","PC","PC","8.7784","0.006","1","spoc-s01-s36-b0A-PC","SPOC/QLP","90.169954","-8.468341","6.818","0.058","-55.906","0.058","2458471.007595","0.004675218","14.860801860184","0.0037224332","6.1932624860369","0.47353947","0.604492","0.05169","556.6027212074","47.607258","4.4404092551146","0.3455103","239.04755947446","1002.8611977484","10.55869","152.042","0.802","7064","206","4.22374","0.333564","1.6223100423813","0.0737638","","","1.284","0.209165","6,33","centroid offset; possibly marginal","2019-03-28","2024-09-08","2024-09-08"
+"200593988","526.01","","5","5","5","5","5","5","5","14.2","134.9","34.1","1","1","14","PC","FP","12.3069","0.007","1","spoc","SPOC","85.335762","11.194448","83.783","0.1","-29.865","0.076","2458470.849292","0.004324","7.699087","0.003345","4.380607","0.39642","8.80014","0.679566","8072.469566","625.70715","6.21451","8.41901","8.7213045560084","438.29358350022","16.209078","70.9325","0.2068","3617","67","4.81052","0.362772","0.45","0.07","","","0.464152","0.0203707","6","possibly marginal","2019-03-28","2019-03-28","2022-12-14"
+"148228019","527.01","","3","5","5","3","4","4","4","131.9","357.3","317","6","2","6","PC","APC","8.2488","0.006","1","spoc-s01-s36-b0A-PC","SPOC","101.188744","-36.657354","-3.7","1.3","-11.9","1.3","2458470.73838","0.0002492554","18.089210290134","0.000008414962","2.5607234964905","0.024751946","6.017199","0.04313","5526.7158765668","39.722977","22.202428295295","4.0171475","221.70061051633","984.15039661413","162.58812","163.677","","7403","211","4.13809","1.60578","1.8368599414825","","","","","","6,7,33,34","planet radius greater than 20 Re which is large for orbital period; v-shaped","2019-02-26","2024-09-06","2024-09-07"
+"403693875","528.01","","5","5","5","5","5","5","5","31.9","103.2","66.74","1","0","3","PC","FP","13.3675","0.006","1","spoc","SPOC","105.006164","11.043248","-9.928","0.054","-46.202","0.044","2458469.705671","0.002002","3.524465","0.000652","3.103957","0.160922","23.956142","1.091452","21822.783693","1004.7591","9.045877","1.545847","53.130872366123","688.58330089563","17.919674","192.351","1.24","3965","147","4.68568","0.375183","0.613","0.1","","","0.628","","6","","2019-03-28","2019-03-28","2022-12-14"
+"438490744","529.01","","5","5","5","5","5","5","5","132.5","534.5","71.06","0","0","4","PC","FP","14.1396","0.008","1","spoc","SPOC","100.255965","16.588795","-2.492","0.138","-189.117","0.117","2458468.4958","0.002003","1.665878","0.000283","4.956738","0.144742","97.211686","2.826642","85643.986097","2600.0479","6.98229","5.428897","10.912113853928","463.55041233853","19.085302","63.0507","0.44045","3021","97","5.10725","0.532457","0.172","0.038","","","0.214929","0.020177","6","","2019-03-28","2019-03-28","2022-12-14"
+"387690507","530.01","","3","5","5","3","4","4","4","15.4","92.2","53.89","3","1","8","CP","CP","13.5287","0.008","1","spoc-s01-s46-b0A","SPOC","103.412833","12.881578","13.682","0.083","-62.577","0.073","2459530.543507","0.0023640802","6.3875841667561","0.000007486328","2.5085304183593","0.09716106","26.069931","0.678951","23725.316480313","625.14154","8.4347889460312","0.3639357","14.25901411626","495.61235505291","35.809254","148.762","1.101","3688","69","4.78199","0.354944","0.54476898908615","0.0163464","","","0.540526","0.0203953","6,33,44,45","TOI-530 b; now CP (Gan et al. 2021)","2019-03-28","2022-07-15","2022-12-14"
+"302895996","531.01","","5","5","5","5","5","5","5","17.7","89","7.63","1","0","4","PC","FP","13.8097","0.01","1","spoc","SPOC","83.11641","15.555883","-48.4","2","-52.05","2","2458468.847149","0.002165","0.567995","0.000108","1.408867","0.400217","5.669893","0.543539","5208.552517","500.4922","2.671369","1.172365","185.07423456246","940.71103824199","9.056893","167.3049","","3462","103","4.88307","0.464398","0.368","0.073","","","0.377","0.091","6","","2019-03-28","2019-03-28","2022-12-14"
+"144700903","532.01","","3","5","5","3","4","4","4","23.5","89.9","28.29","2","3","12","CP","CP","12.6785","0.007","1","spoc-s06-b02","SPOC/QLP","85.080054","11.562637","23.368","0.061","-38.099","0.047","2458470.576303","0.001184","2.326811","0.000249","1.669099","0.169089","9.359158","0.399661","8583.056608","368.0338","5.611109","1.093347","89.326441064295","784.08790987549","20.497864","135.047","0.548","3946","69","4.69039","0.330439","0.606","0.086","","","0.606938","0.0203687","6","TOI-532 b","2019-03-28","2024-09-09","2024-09-10"
+"309791156","533.01","","1","4","1","3","3","4","4","2.2","34.4","12.7","9","1","3","PC","PC","10.9621","0.006","1","spoc-s01-s69-b0A-PC","SPOC/QLP","80.054863","-62.646186","16.155","0.04","-30.681","0.042","2458332.697108","0.0010358011","19.571586232701","0.000020943377","4.1467963779697","0.16432427","1.822323","0.037486","1677.0138378642","34.52487","3.6067730552857","0.5393815","20.136208427758","540.27413170493","43.134304","123.391","0.303","4666.1","64","4.23","0.12","0.8856800198555","0.0625528","0.23","0.08","0.74","0.0867574","1,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,35,36,37,38,39,61,62,63,64,65,66,68,69","","2019-05-07","2024-09-06","2024-09-06"
+"281909674","534.01","","5","5","5","5","5","5","5","12.7","37","105.64","0","0","2","KP","KP","14.4266","0.009","1","spoc-s01-s36-b0A-CPKP","SPOC","102.721143","-5.086456","1.637","0.062","-3.257","0.07","2458470.81672","0.0027570077","4.0350444384329","0.000027805856","2.8526162763938","0.4046506","12.943331","1.205381","11850.472260619","1109.5808","12.53306061678","1.699505","546.53388707934","1233.1730451754","10.193945","1148.93","59.135","5945","","4.46721","","1.137069940567","","","","1.08","","6,33","CoRoT-13 b","2019-03-28","2021-12-09","2022-12-14"
+"280210963","535.01","","5","5","5","5","5","5","5","31.5","37.4","317","0","0","4","KP","KP","14.7971","0.014","1","spoc-s01-s36-b0A-CPKP","SPOC","100.765687","-1.296444","1.694","0.066","-3.475","0.068","2459203.486894","0.0037613336","2.8280391498869","0.000012955105","2.6215943096191","0.23963626","31.796317","1.950937","28860.825827795","1795.2656","17.760370651522","1.2277269","661.13343781677","1293.2784181927","15.43402","1126.37","55.745","5675","","4.37342","","1.0367399454117","","0.17","0.14","1.02","","6,33","CoRoT-12 b","2019-03-28","2021-12-09","2022-12-14"
+"234825296","536.01","","5","5","5","5","5","5","5","13.8","18.4","317","0","0","2","KP","KP","13.8786","0.026","1","spoc-s01-s36-b0A-CPKP","SPOC","97.720425","0.226893","-0.262","0.06","-2.803","0.05","2458473.382195","0.0038659277","9.2432302936005","0.00006372752","2.4045872240888","0.28772488","11.877516","1.228208","10879.977033307","1130.5815","15.396505657171","1.3283917","180.8704390598","935.3230728079","9.560191","844.061","23.527","5880","","4.47813","","1.299810051918","","","","0.94","","6,33","CoRoT-20b; two planets in system","2019-03-28","2021-12-08","2022-12-14"
+"234112540","537.01","","5","5","5","5","5","5","5","35.8","51.4","317","0","0","0","KP","KP","13.4831","0.015","1","spoc","UNKNOWN","101.27724","0.815216","-3.071","0.048","-8.278","0.044","2459205.316448","0.0028052048","4.0379012433074","0.0000144367195","2.9331124453731","0.1603818","16.676984","1.303307","15242.705856452","1199.67","18.382674046646","2.504766","786.29490959038","1350.5669431073","21.654839","882.472","25.62","6100","","4.28733","","1.272989988327","","0.04","0.05","1.21","","6,33","CoRoT-5b","2019-03-28","2021-12-03","2022-12-14"
+"237751146","538.01","","5","5","5","5","5","5","5","14.7","68.6","18.51","8","2","7","PC","FP","14.1477","0.008","1","spoc","SPOC","104.33198","4.028698","52.075","0.114","-61.646","0.093","2459203.397714","0.0028717723","1.6697690409047","0.0003431061","2.0105348028721","0.30597737","11.64217","1.02344","10665.550570044","942.1793","4.4985601483491","0.7500977","49.221307688797","675.55083711772","10.02832","133.21","1.5015","3411","102","4.90948","0.480684","0.433512","0.0135164","","","0.428732","0.0207529","33","","2019-03-28","2019-03-28","2022-12-14"
+"238004786","539.01","","1","4","1","1","3","4","4","8.1","59.9","3.03","9","2","1","PC","PC","10.5958","0.006","1","spoc-s01-s65-b0A-PC","SPOC","102.568389","-53.005503","-4.115","0.053","33.079","0.047","2459988.518323","0.0012401575","0.30960616404842","0.000004130925","1.029892926141","0.16473602","0.279837","0.016045","257.70646853556","14.77799","1.5526965029589","0.31093478","4942.3861378049","2138.4737212961","21.536808","108.368","0.2835","4836","178","4.44968","0.343852","0.81312501430511","0.0531332","","","0.8","0.0982225","2,6,8,9,12,29,32,33,34,35,39,61,62","a/Rs ~2; possibly evaporating","2019-02-26","2023-10-17","2023-10-19"
+"200322593","540.01","","3","5","5","3","4","4","4","7","33.9","0.86","12","0","5","CP","CP","11.5045","0.007","1","spoc-s01-s36-b0A-CPKP","SPOC","76.309695","-47.937539","-66.085","0.082","25.077","0.093","2459175.141647","0.0009524355","1.2391533635124","0.0000048953157","0.48877492138977","0.11378676","2.520376","0.144121","2318.6594409485","132.73195","0.96547063627517","0.41618714","21.662312609007","550.2321394952","17.89114","14.0022","0.00885","3042","","4.438","","0.19711700081825","0.00592568","","","0.166161","0.0200639","4,5,6,31,32","TOI-540 b","2019-05-07","2024-09-09","2024-09-10"
+"143271144","541.01","","3","5","5","3","3","4","4","48.6","46.4","317","3","0","2","PC","APC","14.7117","0.007","1","spoc","SPOC","90.727491","-30.832906","-1.274","0.046","5.684","0.051","2459202.495892","0.0037944105","1.3534084181115","0.00035527605","1.8466332409402","0.20727846","19.799875","2.896193","18071.082170373","2663.9375","18.112971614564","2.2638414","1620.9195265916","1618.3040204862","9.121672","1105.38","38.44","4978","180","4.438","","1.16766","","","","0.86","","6,32,33","low SNR","2019-03-28","2021-02-18","2022-12-14"
+"49771092","542.01","","3","4","3","3","3","4","4","22.1","50","92.03","3","0","2","PC","PC","14.8067","0.007","1","spoc","SPOC","96.066232","-28.1347","-0.677","0.036","-5.072","0.042","2458469.057251","0.0012168203","1.631828231988","0.000009231044","1.2668494477595","0.23543322","15.381954","1.521606","14067.419379422","1400.469","11.555804258406","1.9382849","806.9778488133","1359.3620864773","10.451094","939.127","22.5235","5084","181","4.48093","2.00353","0.94252198934555","","","","0.85","","6,33","","2019-03-28","2021-07-28","2022-12-14"
+"53593457","543.01","","5","5","5","5","5","5","5","61.5","165.8","30.91","2","0","2","PC","FP","15.0404","0.008","1","spoc","SPOC","100.306094","-3.925831","19.57","2","-65.14","2","2458468.332102","0.003362","0.530893","0.000146","1.910177","0.234509","36.943228","3.325312","33453.597195","3058.0403","3.747202","0.900232","61.427191080725","714.0192387521","9.624941","","","3085","99","5.0795","0.549539","0.193","0.044","","","0.291869","0.0259467","6","possible secondary","2019-03-28","2019-03-28","2022-12-14"
+"50618703","544.01","","4","5","5","4","4","4","4","15.6","114.8","5.32","3","6","8","PC","CP","9.6504","0.006","1","spoc","QLP","82.290072","-0.342898","34.297","0.063","-78.131","0.058","2458469.756983","0.00048231464","1.5483541675545","0.0000042331544","1.203092544416","0.14919817","1.006304","0.051374","926.41110320028","47.315773","2.1601740680101","0.64126754","240.19503451651","1004.0625199138","20.608194","41.1166","0.0734","4665","177","4.67631","0.316736","0.66341400146484","0.0607689","","","0.66","0.0812266","6,32","L1 planet candidate","2019-03-28","2021-07-14","2023-03-17"
+"37168957","545.01","","5","5","5","5","5","5","5","42.1","40.3","317","0","0","2","KP","KP","14.2465","0.019","1","spoc","SPOC","98.172417","-0.031604","2.335","0.068","-3.26","0.066","2459203.608483","0.0013672399","1.9000862473896","0.000003933117","2.3058232096625","0.096987754","28.287198","0.916312","25717.008585778","843.5981","15.049620777326","0.5327904","823.70087825935","1366.3505370361","28.292719","764.889","26.699","5440","","4.41615","","0.93402802944183","","","","0.97","","6,33","CoRoT-18 b","2019-03-28","2021-12-02","2022-12-14"
+"36440357","546.01","","5","5","5","5","5","5","5","14.7","56.1","118.92","0","0","0","KP","KP","13.1573","0.013","1","spoc","UNKNOWN","102.194623","-0.672786","-3.659","0.049","-3.898","0.044","2459211.46641","0.0041813","9.2016496415396","0.000031409043","4.4317332963405","0.18872592","15.101072","0.457213","13812.323362842","421.02008","13.437395928532","0.48492947","203.95167543226","963.83250548639","24.720894","726.412","14.8815","6190","","4.36651","","1.1227099895477","","","","1.21","","6,33","CoRoT-4 b","2019-03-28","2021-12-02","2022-12-14"
+"36352297","547.01","","5","5","5","5","5","5","5","74.3","89.2","317","0","0","3","KP","KP","13.0501","0.017","1","qlp","UNKNOWN","102.079859","-3.102139","-6.015","0.047","0.547","0.041","2459211.478874","0.0011653","1.5089635","0.0000089","2.373","0.245","14.361134","0.011247","13140","10.3586","20.5944","","2852.63","2036","33","787.909","23.491","5950","","4.32551","","1.29","","0.0656466","0.0300576","1.26","","6,33","CoRoT-1 b","2019-03-28","2021-02-19","2022-12-14"
+"42821097","548.01","","5","5","5","5","5","5","5","19.5","41.2","119.77","0","0","2","KP","KP","13.1861","0.035","1","spoc","UNKNOWN","97.033598","-0.170729","4.799","0.052","-6.013","0.049","2459205.242785","0.0041271336","3.8971202606155","0.000018891296","4.8258882068622","0.24742348","6.875702","0.304019","6312.7462770814","279.97253","13.493222749311","0.7149572","1103.8090105449","1470.0876640479","16.031055","790.663","25.904","6090","","4.08625","","1.6395000219345","","","","1.03","","6,33","CoRoT-19b","2019-03-28","2021-12-02","2022-12-14"
+"32830028","549.01","","5","5","5","5","5","5","5","55.2","178","18.05","3","0","2","PC","FP","14.2321","0.008","1","spoc","SPOC","86.752182","-24.842642","2.448","0.073","-98.536","0.088","2458468.344415","0.000477","0.516278","0.000021","0.565611","0.106334","22.255273","1.121868","20289.210823","1032.7452","2.442348","0.6369","50.416636092924","679.61540705653","18.210543","80.6542","0.3604","3009","97","5.10976","0.525773","0.169","0.037","","","0.284217","0.0202917","6","marginal signal","2019-03-28","2019-03-28","2022-12-14"
+"311183180","550.01","","5","5","5","5","5","5","5","272.4","933","317","0","1","3","EB","FP","9.1073","0.007","1","qlp-s31-ffi","UNKNOWN","55.031969","5.874619","108.12","2","9.3","2","2459168.32491","0.00012","13.24981","","3.299","0.014","29.996901","0.445266","27250","410.021","20.6343","","47.2877","","52","62.0121","","5076","8","4.71","0.01","0.69","","0.089","0.026","","","5,31","TFOP EB primary","2019-04-03","2021-12-07","2022-12-14"
+"311183180","550.02","","5","5","5","5","5","5","5","249.5","589.2","317","0","1","3","PC","FP","9.1073","0.007","2","spoc","SPOC","55.031969","5.874619","108.12","2","9.3","2","2458447.398548","0.000442","10.043245","0.00061","3.099789","0.039044","23.479457","0.254876","21393.227138","234.72195","16.682435","6.3188","36.128742845148","625.29212914393","85.7181","62.0121","","5076","8","4.71","0.01","0.670549","0.02346","0.089","0.026","","","5","Gaia DR2 R = 1 R_Sun; likely grazing eccentric binary with nearly equal brightness stars; TFOP EB secondary","2019-04-03","2020-06-29","2022-12-14"
+"192826603","551.01","","5","5","5","5","5","5","5","43.3","125.5","79.63","0","1","0","KP","KP","13.9143","0.007","1","spoc","SPOC","82.714213","-36.630981","-31.902","0.037","-41.026","0.042","2459203.149174","0.0012524436","2.6473051249427","0.0000030234894","1.2112809624231","0.054065313","23.451338","1.074933","21367.882490104","989.5596","10.613448079568","3.2976332","70.11957310057","738.03943108991","35.281853","218.121","1.037","3916","","4.71907","","0.56786602735519","0.0171805","","","0.561044","0.0204813","5,6,32,33","NGTS-1 b","2019-06-06","2021-12-02","2022-12-14"
+"44737596","552.01","","3","5","5","3","4","4","4","36.2","107.8","67.92","4","0","5","CP","CP","13.8231","0.007","1","spoc-s01-s36-b0A-PC","SPOC","60.949392","-25.408921","12.872","0.038","-1.753","0.048","2458413.060435","0.00035394172","2.7886540324275","0.0000031284835","1.8900186089522","0.051824372","28.981573","0.523575","26339.905795306","482.11438","9.66512601303","0.3510175","51.948766183885","684.72086006524","43.573982","194.964","1.118","3654","162","4.438","","0.58710598945618","0.0175241","","","0.577439","0.0203329","4,5,31","HATS-75 b","2019-05-17","2024-09-09","2024-09-10"
+"161477033","553.01","","5","5","5","5","5","5","5","2.1","37.3","7.21","7","4","3","O","FA","10.0614","0.006","1","spoc-s05-b02_old","SPOC","73.261286","-45.540405","50.694","0.039","67.504","0.041","2458443.221518","0.003863","14.058151","0.005392","3.514627","0.849132","0.932632","0.118849","858.616845","109.45815","2.467289","2.266664","41.330031560401","646.67516683498","8.819479","108.159","0.235","5465","186","4.57025","0.276352","0.839854","0.102877","","","0.91","0.110815","5","Period could be half because of a data gap; based on multi-sector data there are likely transits from two separate planets combined to make this 14-day false target; mix and match of other two TOIs","2019-02-26","2024-05-02","2024-05-03"
+"161477033","553.02","","1","4","1","1","3","4","4","1.9","33.7","5.87","7","4","3","PC","PC","10.0614","0.006","2","spoc","SPOC","73.261286","-45.540405","50.694","0.039","67.504","0.041","2458419.367318","0.0023606499","11.923481943775","0.000060462007","3.241059207566","0.6502982","0.739424","0.075612","680.80326429859","69.63903","2.2904053153832","2.1272416","55.164423517896","695.07956488496","10.592394","108.159","0.235","5465","186","4.57025","0.276352","0.87947702407837","0.0489146","","","0.91","0.110815","4,5,31,32","TOI 553.02; active TFOP PC; potential multi","2019-06-06","2021-09-07","2022-12-14"
+"161477033","553.03","","1","4","1","1","3","4","4","0.8","27.8","7.82","7","4","3","PC","PC","10.0614","0.006","3","spoc","QLP","73.261286","-45.540405","50.694","0.039","67.504","0.041","2458416.404536","0.0028265305","40.89051166021","0.00021856556","4.4402790951463","0.46333358","1.026723","0.074629","945.19939646545","68.73379","2.7104156534688","1.0398625","10.666775515352","460.92263756344","12.289158","108.159","0.235","5465","186","4.57025","0.276352","0.87947702407837","0.0489146","","","0.91","0.110815","4,5,31,32","period updated to 40.89 days with spoc multisector; period could be half; potential multi","2019-06-06","2021-09-07","2022-12-14"
+"407966340","554.01","","1","4","4","1","4","4","4","9","111.6","6.15","5","67","13","PC","PC","6.4386","0.006","1","qlp-s70-ffi","SPOC","60.748336","9.207768","89.567","0.113","-165.762","0.056","2460233.094551","0.0019986","7.0491045","0.0000134","3.041","0.38","0.332286","0.010423","306","9.59972","2.35749","0.104829","242.152","1098","27","45.6181","0.12505","6337.87","44.6906","4.438","","1.43","0.06","","","1.25","0.182089","5,32,43,44,70","potential multi","2019-04-03","2023-12-06","2023-12-08"
+"407966340","554.02","","1","4","1","1","4","4","4","4.5","10.4","2.27","5","67","13","PC","PC","6.4386","0.006","2","spoc-s01-s46-b0A","SPOC","60.748336","9.207768","89.567","0.113","-165.762","0.056","2458438.477114","0.0014566532","3.0440280768157","0.000013552124","1.3510433166267","0.14575341","0.078619","0.010977","72.408504888685","10.109918","1.308924465262","0.58891624","1500.1125656589","1587.2696484013","8.315638","45.6181","0.12505","6337.87","44.6906","4.438","","1.4271700382233","0.0557185","","","1.25","0.182089","5,32,43,44","potential L1 planet; low SNR; interior to .01","2022-04-20","2022-04-20","2022-12-14"
+"170849515","555.01","","3","4","4","3","4","4","4","40.1","85.9","94.77","5","1","2","CP","CP","14.857","0.007","1","spoc-s01-s36-b0A-PC","SPOC","70.339767","-32.320417","-5.429","0.057","-38.609","0.09","2458438.147508","0.0005850338","1.9416365675131","0.0000032642804","1.9321358365264","0.08019122","36.372215","1.086852","32945.134784936","1000.52655","11.756904388558","0.5201643","127.67427353704","857.32521769367","29.584158","385.689","5.7415","3837","133","4.72608","0.400388","0.63366800546646","0.0202681","","","0.614735","0.0210845","5,31,32","HATS-76 b","2019-04-03","2024-09-09","2024-09-10"
+"59003115","556.01","","5","5","5","5","5","5","5","3.9","37.4","4.98","1","3","7","EB","FP","11.3075","0.006","1","spoc-s05-b02_old","SPOC","57.225546","13.483139","55.603","0.079","-91.719","0.058","2458439.0759","0.00574","2.294185","0.000938","2.750763","0.652343","0.757535","0.102336","697.472004","94.25027","1.95611","1.294193","304.47891397165","1065.3910768354","7.231075","146.905","1.0675","5062","19","4.62","0.03","0.707445","0.034104","-0.371","0.022","0.844","0.0984221","5","validated planet K2-78b later found to be EB; retired as NEB","2019-04-03","2021-12-07","2022-12-14"
+"55488511","557.01","","1","4","4","1","4","4","4","4.6","48.3","5.72","16","7","17","PC","PC","11.6434","0.007","1","spoc","UNKNOWN","59.017813","-10.272008","147.059","0.052","4.973","0.044","2458439.549649","0.0013834393","3.3449039927025","0.000017267552","1.3408349051783","0.41858247","1.520547","0.163634","1399.4950568299","150.70146","2.2540532490074","1.2301857","48.931453841931","674.55408937728","9.153862","75.9623","0.2536","3883","65","4.71022","0.33376","0.57395297288895","0.017047","","","0.566298","0.0202826","5,31","Low SNR; no GAIA radius","2019-04-03","2021-07-13","2023-10-17"
+"207110080","558.01","","3","5","5","3","4","4","4","19.4","68.8","120.33","6","1","5","CP","CP","10.9923","0.006","1","spoc-s01-s36-b0A-CPKP","QLP","42.291509","-58.024683","1.071","0.042","3.859","0.042","2459133.407241","0.0009731","14.57289854281","0.0008190047","2.5623497360378","0.09951017","4.858052","0.168123","4464.4359891124","154.8349","13.53006831287","0.6676787","248.85537392693","1012.9931426592","31.568552","402.63","3.8195","6025.8","107","4","0.07","1.7609499692917","0.0741809","-0.62","0.12","1.12","0.143013","2,3,29,30","TOI-558 b / TOI 558.01","2019-04-04","2024-09-06","2024-09-07"
+"209459275","559.01","","3","5","5","3","4","4","4","47.3","165.1","101.3","8","12","3","CP","CP","10.5704","0.006","1","qlp-s31-tois","QLP","46.818616","-31.162995","-23.136","0.031","-69.698","0.04","2459166.185995","0.0003819","6.9839072","0.0000061","5.076","0.065","10.96685","0.000317","10050","0.292261","12.2398","0.562704","404.915","1249","170","233.266","1.5315","5972","124.7","4.31","0.08","1.21","0.06","","","1.1","0.146335","4,31","TOI-559 b","2019-04-04","2024-04-01","2024-04-01"
+"101011575","560.01","","4","5","5","4","4","4","4","12.1","159.8","7.39","25","11","11","CP","CP","8.5925","0.006","1","qlp-s61-ffi","SPOC","129.688303","-13.256527","-63.858","0.051","38.374","0.041","2459982.845399","0.0009785","6.3980642","0.0000065","2.004","0.137","1.79947","0.057878","1656","53.3061","2.62025","0.21636","33.7178","671","33","31.5666","0.03205","4695","92","4.5","0.2","0.63","0.05","-0.21","0.06","0.75","0.0893632","8,34,61","HD 73583 b","2019-04-05","2023-03-10","2023-03-24"
+"101011575","560.02","TIC 101011575.02","1","4","1","2","4","4","4","2.3","78.3","4.66","25","11","11","CP","CP","8.5925","0.006","2","qlp-s61-ffi","SPOC","129.688303","-13.256527","-63.858","0.051","38.374","0.041","2459987.337647","0.0014936","18.8792871","0.000059","3.262","0.262","1.302579","0.041311","1199","38.0485","1.99787","0.167093","10.5814","502","24","31.5666","0.03205","4695","92","4.5","0.2","0.63","0.05","-0.21","0.06","0.75","0.0893632","8,34,61","HD 73583 c","2021-07-19","2023-04-04","2023-04-07"
+"377064495","561.01","","4","5","5","4","4","4","4","3.9","58.3","7.58","33","24","7","CP","CP","9.5273","0.006","1","qlp-s72-ffi","SPOC","148.185152","6.216103","-108.432","0.088","-61.511","0.094","2460273.231624","0.0024724","10.778833","0.0000289","3.416","0.347","1.227576","0.044597","1130","41.0743","2.6584","0.157545","65.3136","791","24","85.799","0.496","5391","185","4.52526","0.28868","0.84","0.05","","","0.95","0.117329","8,35,45,46,72","TOI-561 c / .01","2019-04-13","2024-01-03","2024-01-05"
+"377064495","561.02","","4","5","5","4","4","4","4","8.7","12","2.83","33","24","7","CP","CP","9.5273","0.006","2","qlp-s72-ffi","SPOC","148.185152","6.216103","-108.432","0.088","-61.511","0.094","2460285.469459","0.0016031","0.4465713","6e-7","1.077","0.269","0.319253","0.022956","294","21.1432","1.48867","0.100506","4347.38","2262","21","85.799","0.496","5391","185","4.52526","0.28868","0.84","0.05","","","0.95","0.117329","8,35,45,46,72","TOI-561 b / .02","2019-04-13","2024-01-03","2024-01-05"
+"377064495","561.03","","4","5","5","4","4","4","4","2","49.1","8.66","33","24","7","CP","CP","9.5273","0.006","3","spoc-s01-s72-b0A-CP","SPOC","148.185152","6.216103","-108.432","0.088","-61.511","0.094","2458521.899814","0.0177297","25.7122157303","0.0022761028","5.9710227857061","1.5182297","1.250896","0.136237","1151.4547380046","125.47072","2.8781392095319","1.1454114","2.8639178093515","331.78739841212","10.010626","85.799","0.496","5391","185","4.52526","0.28868","0.84057599306107","0.0452261","","","0.95","0.117329","8,35,45,46,72","two transits of TOI-561 d / TOI-561.03","2019-04-13","2024-05-01","2024-06-01"
+"413248763","562.01","","1","5","5","4","4","1","4","7.5","26.6","2.16","9","10","9","CP","CP","8.74094","0.007","1","qlp-s62-ffi","SPOC","144.007464","-21.665063","138.694","0.1","-990.311","0.083","2460011.629018","0.0008558","3.9306027","0.000003","1.196","0.275","1.138448","0.059668","1048","54.9547","1.26995","0.0506095","16.4901","561","29","9.44181","0.00511","3505","90","4.90573","0.061793","0.36","0.01","","","0.34592","0.0201631","8,35,62","GJ 357 b","2019-04-13","2023-04-12","2023-04-25"
+"405454160","563.01","","3","5","5","3","4","4","4","0","21.7","35.2","0","5","3","PC","PC","10.4397","0.006","1","spoc","SPOC","143.243168","-17.343474","-37.7","2.3","11.6","2.4","2458524.13957","0.0021035525","731.9380939054","0.00020327617","3.7406486194766","0.167364","3.578038","0.156094","3290.0705522181","143.75801","6.5656892411892","0.22051704","10.879471095809","463.20335382594","16.722286","157.152","","5383","185","4.42352","2.00402","0.98302501440048","","","","","","8,35","","2019-04-05","2019-04-05","2022-12-14"
+"1003831","564.01","","4","5","5","4","4","4","4","48.5","153.2","46.67","5","3","5","CP","CP","10.6701","0.006","1","spoc-s01-s65-b0A-CP","SPOC","130.295154","-16.036327","-2.508","0.05","-11.025","0.042","2458518.203428","0.0002489759","1.6511455803498","0.000002262905","0.9495247282139","0.028884921","3.485991","0.139817","3205.5671436617","128.76796","7.751406500248","0.44668624","1452.382889872","1574.4904491695","36.129078","199.581","1.2615","5752","189","4.47122","0.584777","1.1219600439072","0.0548141","","","0.977","0.122464","8,34,61","TOI-564 b / TOI-564.01","2019-04-05","2024-02-14","2024-02-17"
+"1103432","565.01","","5","5","5","5","3","5","5","63.3","111.3","317","0","0","1","PC","APC","12.8283","0.006","1","spoc-s61-b0A","SPOC","130.581439","-17.189424","-3.973","0.035","2.483","0.028","2459966.215011","0.0012706091","3.727164131733","0.00041878098","3.9229720220727","0.09262551","19.142864","0.42067","17476.708481738","387.37643","25.327104640536","1.4254278","1675.5662669084","1631.7745361118","29.889038","988.801","26.3325","6231","191","4.26445","","1.822280049324","0.0976309","-0.169824","0.0765314","1.13","0.148133","8,61","possible synchronization; TFOP SB1/APC; very large","2019-04-05","2023-06-15","2023-06-16"
+"1133072","566.01","","5","5","5","5","5","5","5","12.9","69.9","6.84","4","1","1","EB","FP","12.625","0.007","1","spoc-s08-b01","SPOC","131.086145","-28.07677","48.691","0.055","-45.743","0.054","2458517.531592","0.002755","0.846542","0.000179","2.408837","0.443968","2.74448","0.256708","2524.567663","236.40909","1.642414","0.666679","85.224073204312","774.92615866752","9.50554","83.5896","0.28795","3380","101","4.92521","0.490647","0.325","0.068","","","0.493652","0.0203747","8","Retired as NEB","2019-04-13","2021-12-07","2022-12-14"
+"13349647","567.01","","5","5","5","5","5","5","5","87.7","212","123.73","0","0","1","KP","KP","12.212","0.007","1","spoc-s01-s65-b0A-KP","SPOC","131.58039","-8.026985","-4.077","0.053","-8.71","0.041","2458518.50543","0.0001025331","1.537364348984","5.58803e-7","1.7528778840104","0.016976692","19.531812","0.132483","17828.619488192","122.01345","13.308450188235","0.6212685","1422.6075133022","1566.3579803162","182.28227","386.346","5.192","5959","","4.4894","","0.95958799123764","0.0442739","-0.01","0.05","1.08","0.136954","8,34,61","WASP-36 b","2019-04-05","2024-09-06","2024-09-07"
+"37575651","568.01","","4","5","5","4","4","5","5","6.1","103.9","7.63","5","6","7","PC","APC","8.2866","0.006","1","spoc","UNKNOWN","135.340486","-28.324589","-0.4","1.8","-2.2","1.5","2458521.909289","0.0024491788","9.5971976674521","0.00005524042","2.943915247118","0.30437973","0.652269","0.073474","600.5813486525","67.67008","","","127.8880916404","857.68393647897","9.811782","305.676","","5780","","4.438","","","","","","","","8,35","phase shift in odd & even events; GAIA Teff=9422K; likely large stellar radius; possibly double the period; SPOC is assuming solar radius","2019-04-05","2021-07-06","2023-12-10"
+"123482865","569.01","","3","5","5","3","4","4","5","32.1","125.3","53.68","1","12","1","CP","CP","9.4727","0.006","1","qlp-s35-tois","SPOC","115.102779","-42.154663","6.317","0.053","-3.068","0.048","2459270.500253","0.0007099","6.5562078","0.0000147","2.314","0.169","3.229435","0.001086","2970","1.00054","8.40415","0.433515","99.2324","879","52","156.226","0.753","6845","203","4.36113","0.340345","1.47","0.07","","","1.04","0.135072","7,8,34,35","crowded field; confirmed BD","2019-04-05","2024-04-25","2024-04-26"
+"126733133","570.01","","3","5","5","3","3","4","4","23.3","99.5","23.56","3","3","3","PC","APC","10.027","0.006","1","qlp-s63-ffi","SPOC/QLP","136.955524","-51.867213","50.235","0.05","-23.799","0.046","2460037.566059","0.0007531","1.4687087","0.0000014","0.87","0.303","1.602643","0.174608","1475","160.807","5.20197","0.389608","745.344","1455","34","193.468","1.0575","5973","192","4.27298","0.291496","1.31","0.06","","","1.27","0.201112","8,9,35,36,62,63","V-shaped; crowded field","2019-04-05","2023-05-11","2024-09-09"
+"270468559","571.01","","5","5","5","5","5","5","5","36.2","100.1","111.7","0","0","3","KP","KP","11.5598","0.006","1","qlp-s46-tois","SPOC","135.344358","6.097083","-2.911","0.075","-33.389","0.046","2459577.802736","0.0003968","4.6418368","0.000004","3.721","0.084","8.677041","0.000469","7960","0.431926","12.9164","0.640675","469.054","1296","91","405.238","7.6375","5743","","4.14093","","1.41","0.07","","","1.059","0.126594","8,34,44,45,46","HAT-P-42 b","2019-04-05","2022-03-10","2022-12-14"
+"289535142","572.01","","5","5","5","5","3","5","5","47.6","55.1","317","0","1","1","EB","APC","12.54","0.007","1","spoc","SPOC","131.524924","-13.20287","-10.323","0.062","3.985","0.05","2459229.624094","0.0007146148","2.3382708901841","0.000119223914","2.8959480126409","0.060481384","16.071908","0.258537","14693.752062806","238.09267","14.582799441163","0.78906804","1647.3431502077","1624.8593288188","39.667545","660.815","18.8375","6621","196","4.20742","","1.17441","0.0603869","","","1.41","0.242801","8,34","TFOP APC; retired as SB1","2019-04-13","2021-03-24","2022-12-14"
+"296780789","573.01","","3","5","5","3","4","4","4","122.2","943.9","317","6","2","8","PC","APC","12.519","0.04","1","spoc","UNKNOWN","142.346908","-14.511711","-51.465","0.099","-92.298","0.09","2459257.811328","0.0000511","13.577345599636","0.0000036755616","1.7049556526874","0.033960704","185.130279","2.292529","156766.42946292","2109.2693","19.854411491205","45.91828","18.909823985293","531.85300964701","207.37064","88.3935","0.41535","3404","67","4.91079","0.395467","0.33799999952316","0.057","","","0.339","0.07","8,35","A HIRES spectrum shows a clear SB2. Retired as APC/VPC/SM; V-shaped; Too deep transit. Too large planet candidate. Likely EB. Same target as TIC 876200724","2019-04-13","2021-10-14","2022-12-14"
+"315002523","574.01","","5","5","5","5","5","5","5","39.3","44","317","0","0","1","KP","KP","12.4257","0.007","1","spoc-s01-s65-b0A-KP","SPOC","144.926859","-28.5856","-2.206","0.057","-4.094","0.066","2459991.488255","0.0022492942","3.3023907304963","0.0000071701274","5.1743598728444","0.07932384","8.751041","0.125955","8027.6122024438","116.00178","17.807991243177","0.9587896","2236.5715968103","1753.9429007499","51.495106","861.843","24.5325","6071","","3.93311","","1.9103100299835","0.0994273","","","1.16","0.158521","8,9,35,62","HATS-26 b","2019-04-05","2023-10-17","2023-10-19"
+"386435344","575.01","","5","5","5","5","5","5","5","66.5","130.1","317","1","5","3","EB","FP","8.77728","0.006","1","spoc-s34-b0A","SPOC","127.99531","-16.885121","12.89","0.055","-46.863","0.05","2459977.658863","0.0013376618","19.372105058884","0.0019469516","3.085914879874","0.12530565","3.501232","0.124858","3219.5594644709","114.99179","17.459830058601","11.617007","233.13354049519","996.60012970722","36.139015","181.987","1.266","6529","199","4.00314","0.334497","1.88186","0.0818217","","","1.323","0.207821","34","","2019-04-13","2023-10-30","2023-10-30"
+"408310006","576.01","","3","5","5","3","4","4","4","40.2","188.9","42.34","0","8","3","CP","CP","8.86849","0.006","1","qlp-s62-ffi","SPOC","144.875105","-20.982419","-55.082","0.072","10.927","0.069","2460010.494875","0.0004136","5.4435354","0.000003","3.5","0.198","3.500622","0.046618","3219","42.9356","7.30242","0.327956","402.866","1248","106","114.173","0.5885","6313","196","4.32632","0.289026","1.25","0.06","","","1.141","0.147016","8,35,62","WASP-166 b","2019-04-05","2023-04-12","2023-04-25"
+"410094645","577.01","","5","5","5","5","3","5","5","79.9","126.9","317","0","0","1","PC","APC","12.4167","0.007","1","qlp","UNKNOWN","133.258916","-22.198143","-0.871","0.053","0.084","0.042","2459277.162004","0.0007394","3.329754","0.000004","2.862","0.119","23.464782","0.004905","21380","4.51773","22.3335","1.22637","694.276","1430","61","680.747","18.115","7341","189","4.14244","","1.5","0.08","","","1.27","0.194752","8,35","large possible hot Jupiter; GAIA Rstar=1.54 so the planet may be potentially smaller than 29 REarth","2019-04-13","2021-06-11","2022-12-14"
+"423275733","578.01","","5","5","5","5","5","5","5","56.7","62.6","317","0","1","2","KP","KP","12.3368","0.007","1","spoc","UNKNOWN","140.506316","-23.946102","-15.834","0.061","15.197","0.089","2459278.251179","0.0010015","2.0528683715985","0.000003121559","2.6201127724505","0.05907136","9.796231","0.20239","8982.0803562018","186.39113","17.626740467862","1.0658941","3140.923773976","1909.3436393261","32.10086","730.933","23.4385","6010","","4.13259","","1.7094800472259","0.0996984","","","1.1","0.137248","8,35","WASP-142 b","2019-04-05","2021-12-02","2022-12-14"
+"238061845","579.01","","3","4","3","3","3","4","4","","","128.37","0","0","1","PC","PC","9.6668","0.006","1","qlp-s62-ffi","QLP","104.121254","-50.157911","-8.9","1.8","4.5","1.6","2460012.883867","0.0009861","1.6843068","0.0000026","1.567","0.097","0.990643","0.035452","912","32.652","14.0651","0.480679","368.424","1220","36","","","4959.7","59.4","","","4.94","0.12","-0.54","0.09","","","6,8,33,34,35,61,62","host is evolved star; multi year spoc shows no centroid offset but hint of odd-even","2019-04-13","2023-04-12","2023-04-25"
+"81419525","580.01","","3","4","3","3","3","4","4","96.4","331.1","118.07","3","3","1","PC","PC","9.5518","0.006","1","qlp-s62-ffi","QLP","123.108274","-46.10914","-5.99","0.084","9.892","0.076","2460012.427542","0.0009107","1.5498373","0.0000027","2.729","0.203","3.909165","0.972117","3594","894.952","13.3884","1.09966","159308","5565","63","346.494","5.813","11159","371.3","4.51","0.07","1.58","0.05","","","2.92","0.381981","8,9,34,35,61,62","variable host; possible secondary not at half phase; multiple stars in pixel; v-shaped","2019-04-13","2023-06-28","2023-08-10"
+"180987952","581.01","","1","4","1","3","3","4","4","16.4","110","30.38","2","3","1","PC","PC","9.5287","0.006","1","qlp-s62-ffi","QLP","130.261455","-41.442796","-11.579","0.071","7.155","0.066","2460013.350692","0.0010101","1.3891689","0.0000019","1.675","0.441","0.755935","0.14717","696","135.539","6.01556","0.499738","84020.4","4743","33","434.207","7.5125","10585","259.9","4.35","0.07","1.84","0.06","","","2.74","0.358083","8,9,35,61,62","slightly v-shaped","2019-04-13","2023-04-12","2023-05-30"
+"287474726","582.01","","5","5","5","5","5","5","5","33.5","60.8","317","0","3","1","EB","FP","9.3994","0.007","1","spoc","UNKNOWN","127.128062","-28.359254","-7.079","0.071","2.863","0.068","2459230.051423","0.004799821","3.7442007354342","0.0012046172","3.500476186559","0.3500947","0.872482","0.119201","803.26278168871","109.78208","18.117379023653","20.382994","38392.156299751","3570.0999569532","12.870724","900.651","38.0205","9988","138.2","3.59","0.07","4.23822","0.207362","","","2.56","0.33044","8,34","TFOP FP; retired as NEB","2019-04-13","2021-03-24","2022-12-14"
+"131743355","583.01","","3","4","3","3","3","4","4","33.2","161.8","87.66","2","3","1","PC","PC","9.3761","0.006","1","qlp-s62-ffi","SPOC","118.476378","-39.992999","-11.411","0.061","4.057","0.059","2460002.878449","0.0003038","6.5604227","0.0000022","1.028","0.048","4.40507","0.132301","4049","121.846","11.1988","0.364253","227.331","1081","69","354.432","4.2155","10902","307.7","4.42","0.07","1.72","0.05","","","2.84","0.392078","7,8,34,35,61,62","v-shaped","2019-04-13","2023-03-28","2023-03-31"
+"74482749","584.01","","5","5","5","5","5","5","5","280.7","605.1","317","9","1","3","PC","FP","9.1103","0.006","1","spoc","UNKNOWN","137.518351","-43.924957","-12.929","0.053","5.373","0.051","2459281.764753","0.0004857199","1.2602151344432","0.000017670287","1.7829162383735","0.029233422","4.037441","0.063911","3711.7152579403","58.862053","28.249951226706","7.20672","60333.043383848","3997.2246580577","60.634705","436.431","5.9645","9255","179.5","3.88","0.07","2.9098899364471","0.0878742","","","2.35","0.334105","8,9,35,36","possibly too large; potential odd-even; possible synchronization","2019-04-13","2021-10-05","2022-12-14"
+"190990336","585.01","","5","5","5","5","4","5","5","176.8","272.6","317","3","5","4","PC","APC","8.9544","0.006","1","qlp-s62-ffi","SPOC/QLP","134.373008","-39.778423","-15.209","0.041","0.244","0.05","2460009.617078","0.0049417","5.547255","0.000053","4.835","0.041","12.634106","0.000353","11569","0.324936","19.6103","0.897919","1064.8261726439","1456.9324919409","212","157.612","0.811","6118.1","137.4","4.29","0.33","1.66","0.08","","","1.34","0.205928","8,9,35,62","~500 ppm secondary; TFOP SB1/APC","2019-04-01","2023-04-12","2023-04-12"
+"131979339","586.01","","5","5","5","5","5","5","5","121.6","452.9","317","4","0","3","EB","FP","8.2268","0.006","1","qlp-s61-ffi","QLP","118.913661","-37.857713","3.033","0.062","-2.667","0.069","2459986.476263","0.0013302","22.6384642","0.0001137","4.988","0.495","5.422657","3.199837","4982","2942.82","28.0326","4.27381","636.099","1399","93","253.02","2.461","9511","179.3","4.05","0.07","2.42","0.07","","","2.42","0.336257","7,8,34,35,61","likely too large for insolation","2019-04-13","2023-05-23","2023-05-23"
+"294090620","587.01","","3","4","3","5","4","5","5","89.8","173.4","317","1","10","3","PC","PC","7.81307","0.006","1","spoc-s01-s36-b0A-PC","QLP","130.395919","-22.194298","-25.241","0.1","6.479","0.077","2459968.122746","0.00031873866","8.0442389870715","0.00008488774","5.3289306305835","0.018301446","5.374107","0.028256","4937.5053629838","26.024817","15.176103110168","0.4352956","3094.0780064744","1902.1841748213","183.05827","210.139","3.344","9333","286.1","","","2.0411400794983","0.0581056","","","2.523","0.328354","8,34,35,61","low-mass stellar companion from RVs; was FP now PC (for period refinement)","2019-04-13","2023-07-12","2023-07-12"
+"130415266","588.01","","3","4","4","3","3","4","4","61.3","196.4","317","4","40","3","PC","PC","7.3123","0.006","1","qlp-s61-ffi","QLP","104.74986","-47.023366","-9.505","0.073","-4.467","0.071","2459981.725943","0.0002446","39.4718663","0.0000095","6.186","0.024","8.455985","0.030581","7758","28.1661","16.3498","0.408052","176.652","1015","40","154.186","0.9875","10416","237.2","4.35","0.06","1.82","0.05","","","2.69","0.347174","6,8,33,34,35,61","likely too large; possible secondary not at half phase","2019-04-01","2024-01-29","2024-02-02"
+"412961700","589.01","","5","5","5","5","5","5","5","","","317","0","1","1","EB","FP","6.725","0.007","1","spoc-s01-s65-b0A","QLP","127.222618","-20.950461","-0.602","0.095","-15.152","0.106","2459230.346492","0.0005860461","2.5183845559742","0.000004025606","2.1596205967143","0.06852825","0.669044","0.033475","616.02274824989","30.830702","21.135440690417","6.6040735","30104.883444558","3359.5335852982","36.267117","390.393","9.291","10817","134","","","5.7888398170471","","","","","","8,34,61","TFOP FP/NEB on TIC 412961704 (Tmag = 11.271)","2019-04-13","2023-11-13","2023-11-13"
+"270841724","590.01","","5","5","5","5","5","5","5","","","317","0","0","1","PC","FP","10.441","0.045","1","qlp","QLP","132.068717","-47.114757","","","","","2458522.02359","0.00103","18.90372","0.00081","9.067","0.168","26.675855","0.004002","24270","3.68583","","","","","128","","","","","","","","","","","","","8","possible EB but could be PC at half or quarter the period; likely offset and could be on 270841758 which is brighter in the optical; host is likely a giant","2019-04-13","2020-07-09","2022-12-14"
+"146261607","591.01","","5","5","5","5","5","5","5","392.1","3618.5","317","0","0","1","EB","FP","10.1749","0.006","1","qlp","QLP","123.581899","-34.819322","-5.871","0.107","4.795","0.094","2459262.045754","0.0002316","8.4915117","0.0000033","6.035","0.063","45.045983","0.001088","40640","1.00177","87.0155","8.87517","2278.83","1924","230","1219.08","119.46","9365","407.8","4.08","1.27","4.18","0.43","","","2.38","0.319348","7,8,34","8.5 day signal is EB","2019-04-01","2021-03-30","2022-12-14"
+"196286587","592.01","","5","5","5","5","5","5","5","11.4","51.1","53.26","5","6","3","PC","FP","10.1985","0.006","1","qlp-s61-ffi","UNKNOWN","125.557166","-25.06947","4.836","0.043","-7.165","0.04","2459974.937344","0.0021416","10.4137962","0.0000237","3.482","0.209","2.117077","0.067299","1948","61.983","8.3814","0.406739","131.058","942","25","358.441","3.8825","6439.3","182.5","4.12","0.6","1.97","0.09","","","1.3","0.202781","7,8,34,61","possible BD; centroid offset to the NW","2019-04-13","2023-03-23","2023-03-24"
+"128463355","593.01","","5","5","5","5","5","5","5","176","575.4","317","2","0","4","EB","FP","10.1078","0.006","1","qlp","UNKNOWN","118.059584","-29.714072","2.801","0.046","-9.729","0.055","2458493.08509","0.00148","13.9086","","2.987","0.146","5.180444","1.508125","4760","1388.07","37.5946","9.55057","","","33","382.898","4.7545","6333","128","3.81","0.08","2.29","0.1","","","1.252","0.190589","7,8,34","TFOP FP; retired as EB","2019-04-01","2021-03-18","2022-12-14"
+"146406806","594.01","","1","4","1","3","3","4","4","","","68.25","5","0","1","PC","PC","10.3979","0.009","1","spoc","UNKNOWN","123.733512","-31.60831","-4.026","0.094","1.425","0.102","2459237.953827","0.0014953221","13.949658582408","0.0008494172","4.5415690814588","0.11044461","8.613325","0.276716","7901.7811914556","254.83273","","","77.673210311968","757.1598271346","38.394302","992.63","67.2745","","","","","","","","","","","7,8,34,35","V shaped; two stars in the same pixel; likely EB; no stellar radius but J-K and parallax suggest likely A star (Rs>2.5 Rsun) therefore the planet radius is likely stellar at this period","2019-04-13","2021-10-05","2022-12-14"
+"287329267","595.01","","5","5","5","5","5","5","5","6.4","25.2","37.61","0","1","1","EB","FP","9.9959","0.006","1","qlp","QLP","109.783542","-59.302042","-4.84","0.041","7.583","0.043","2458331.94733","0.00515","7.64348","0.00006","2.772","0.454","0.608183","0.000868","560","0.799349","6.82171","0.406298","170.804","1007","19","432.642","3.8765","6258.1","103.6","3.59","0.08","2.94","0.12","-0.335808","0.0458287","1.22","0.176936","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29","TFOP FP; Retired as NEB","2019-04-01","2020-11-13","2022-12-14"
+"144956678","596.01","","5","5","5","5","5","5","5","22.7","58","52.53","1","2","1","EB","FP","9.9071","0.006","1","spoc","UNKNOWN","122.068635","-35.559433","-1.863","0.038","13.133","0.042","2459228.947101","0.002083376","1.5136003449379","0.00021917185","2.440069452263","0.2813182","0.809326","0.055962","745.13934054058","51.541286","8.3090193285747","2.3770592","14144.866884429","2781.4385255469","11.865457","388.682","3.7825","6017","129.7","3.55","0.08","2.93328","0.134","","","1.11","0.151452","7,8,34","TFOP FP; retired as NEB","2019-04-13","2021-04-07","2022-12-14"
+"146208651","597.01","","5","5","5","5","5","5","5","17","44.8","52.6","1","4","1","PC","FP","9.796","0.006","1","qlp","QLP","133.457963","-48.81268","41.829","0.048","-20.217","0.047","2458519.22343","0.00508","6.5224","0.00248","2.63","0.484","0.917372","0.002255","844.574","2.07697","8.46817","0.49569","71.5773","810","11","253.619","1.8255","4951.7","77.1","3.55","0.4","2.65","0.08","","","","","8","two stars on the same pixel","2019-04-01","2019-04-01","2022-12-14"
+"81429971","598.01","","5","5","5","5","5","5","5","","","317","2","0","1","EB","FP","10.1356","0.008","1","qlp-s61-ffi","QLP","123.178216","-42.93501","1.084","0.047","-0.74","0.054","2459986.020072","0.0027453","3.0432421","0.0000096","3.192","0.499","1.762494","0.063727","1622","58.6932","11.9045","0.642488","3620.18","2160","32","869.555","23.0415","8000","174.4","","","3.59","0.16","","","","","7,8,34,35,61","","2019-04-13","2024-09-08","2024-09-09"
+"145982812","599.01","","5","5","5","5","5","5","5","110.6","136.9","317","2","0","1","PC","FP","10.4708","0.008","1","qlp","QLP","133.145204","-50.008798","-9.31","0.05","8.328","0.053","2458518.4693","0.0032","0.82967","0.00021","1.755","0.05","5.163589","0.514168","4744.55","473.454","20.1053","6.45846","65023.4","4448","34","618.602","11.4245","6991.1","203.7","3.83","0.67","2.65","0.15","","","2.56","0.315785","8","","2019-04-13","2019-04-13","2022-12-14"
+"134396419","600.01","","5","5","5","5","5","5","5","","","16.34","1","1","1","EB","FP","10.2681","0.008","1","qlp","UNKNOWN","122.272933","-37.06186","-3.067","0.069","4.052","0.064","2458491.92094","0.00466","4.36539","0.00099","2.427","0.702","1.597206","0.004911","1470","4.5236","","","2596.31","1988","22","829.726","29.905","9156.5","482.7","","","","","","","","","7,8,34","R=9 Re using the TIC Rstar","2019-04-13","2021-03-23","2022-12-14"
+"141363913","601.01","","3","4","3","3","3","4","4","26.8","58.3","88.99","2","2","1","PC","PC","9.9223","0.01","1","qlp-s62-ffi","QLP","129.462346","-43.042017","-11.443","0.302","-1.004","0.284","2460009.873434","0.0017853","3.477756","0.0000145","1.999","0.172","1.278664","0.097825","1177","90.0963","11.3342","1.04544","379.541","1229","27","409.766","28.715","6221","132.6","3.53","0.1","3.1","0.26","","","1.2","0.178038","8,9,35,61,62","evolved host","2019-04-13","2023-04-12","2023-04-25"
+"175176327","602.01","","5","5","5","5","3","5","5","77.6","235.5","317","2","3","1","EB","APC","10.0465","0.007","1","spoc","SPOC","115.825326","-36.496714","-4.472","0.067","10.547","0.069","2459235.384299","0.0012230756","11.100204584241","0.0016901845","2.069077764197","0.11958692","5.431234","0.250126","4989.8603710729","230.34804","28.121620438151","28.544558","3860.9897074368","2010.455249062","27.122019","613.411","15.5475","10633","303.4","4.08","0.07","2.5065","0.0785578","","","2.75","0.382124","7,8,34","TFOP APC; retired as SB1","2019-04-13","2021-03-23","2022-12-14"
+"262746281","603.01","","4","5","5","4","4","4","4","12","63.9","48.18","5","20","7","PC","CP","9.74179","0.006","1","qlp-s61-ffi","QLP","141.107854","5.766056","-20.471","0.059","-43.611","0.053","2460271.218286","0.0023676","16.1798603","0.0000461","6.495","0.24","2.444571","0.049191","2249","45.3053","7.89958","0.412377","131.122","942","35","205.924","1.5805","5900.8","129.6","4.04","0.08","1.63","0.08","0.176","0.012","1.072","0.136382","8,35,45,46,61,72","","2019-04-13","2024-02-01","2024-02-13"
+"145027461","604.01","","5","5","5","5","5","5","5","","","317","0","0","1","PC","FP","10.4029","0.01","1","qlp","QLP","122.257466","-30.787939","-4.594","0.063","2.858","0.064","2458492.72655","0.00301","1.07242","0.00013","1.996","0.216","0.686608","0.000801","632.189","0.737297","22.0397","0.897804","1909.78","1841","20","1006.54","42.769","5001.6","55.5","","","7.97","0.18","","","","","7,8","TFOP NEB; possible offset to north","2019-04-01","2020-07-09","2022-12-14"
+"181304295","605.01","","3","4","4","3","4","4","4","57.6","82.6","317","3","0","4","PC","PC","10.4349","0.008","1","qlp-s62-ffi","QLP","130.919589","-36.656997","-8.3","1.9","10.4","1.8","2460010.074425","0.0005919","3.3840629","0.000003","1.578","0.284","7.024588","0.305013","6449","280.888","16.52","","1009.39","","48","508.905","","8265","","","","2.12","","","","","","8,35,61,62","V-shaped transit; slight depth-aperture correlation","2019-04-13","2023-04-13","2023-04-25"
+"122262940","606.01","","5","5","5","5","5","5","5","277.6","540.5","317","1","0","1","EB","FP","10.2688","0.006","1","qlp-s62-ffi","QLP","133.238613","-57.940623","-19.274","0.099","-1.704","0.08","2460010.482867","0.0010274","2.0034063","0.0000021","2.661","0.562","3.667289","5.509594","3372","5061.67","30.4003","5.37651","15162.9","3091","57","431.861","8.0455","6514","298.8","4.03","0.56","2.27","0.1","","","1.44","0.249468","8,9,10,35,36,37,62","TFOP NEB/FP","2019-04-01","2023-04-12","2023-04-25"
+"153651591","607.01","","5","5","5","5","5","5","5","17.8","67.1","85.01","2","4","1","PC","FP","10.5259","0.011","1","spoc","UNKNOWN","121.009264","-26.165676","-4.369","0.049","6.26","0.052","2459230.769216","0.0017509076","2.145632443084","0.00030249744","2.1680095944849","0.32216987","1.563146","0.110939","1438.6746953024","102.17381","11.028857840798","2.7573917","28811.400697874","3322.8508100939","11.071719","921.917","30.9445","9389","182.7","3.92","0.07","2.80165","0.117136","","","2.39","0.312146","34","TFOP FP; retired as NEB","2019-04-13","2020-05-20","2022-12-14"
+"186547153","608.01","","5","5","5","5","3","5","5","71.8","177.7","130.93","0","1","1","PC","APC","10.1978","0.006","1","qlp-s62-ffi","QLP","132.838846","-34.431856","-5.3","1.9","2.4","1.9","2460011.845422","0.0006897","1.1908287","0.0000017","1.834","0.215","2.217164","1.193228","2040","1098.4","14.221","","52597.1","","49","500.647","","7471.9","126.4","4.09","1.38","2.14","","","","","","8,35,61,62","TFOP APC/SB2","2019-04-13","2023-04-12","2023-04-25"
+"134404603","609.01","","5","5","5","5","3","5","5","268.8","443.8","317","5","1","1","PC","APC","9.836","0.006","1","qlp-s62-ffi","QLP","122.339812","-39.164589","-81.983","0.05","76.617","0.04","2460007.604027","0.0007388","4.9699991","0.0000026","1.363","0.215","13.768292","3.248971","12601","2987.94","21.4073","1.5824","112.974","908","82","144.623","0.608","5759","128.2","4.3","0.08","1.19","0.06","","","1.03","0.125347","7,8,34,35,61,62","TFOP APC/SB2","2019-04-13","2023-04-12","2023-04-25"
+"80275202","610.01","","5","5","5","5","5","5","5","71.8","113.1","317","1","0","1","EB","FP","10.4989","0.006","1","qlp-s61-ffi","QLP","121.526219","-44.375085","-5.607","0.048","7.389","0.047","2459983.317258","0.0023802","3.6649528","0.0000092","3.245","0.964","4.204501","5.983501","3865","5495.85","16.4945","5.27668","13611.8","3009","31","437.969","5.9295","7889","115.2","4.53","0.59","1.61","0.05","","","2.07","0.306847","7,8,34,35,61","need to check 80275180; TFOP FP/NEB","2019-04-13","2023-03-08","2023-03-24"
+"154459165","611.01","","1","4","1","4","3","4","4","28.8","141.8","24.32","3","3","1","PC","PC","10.4259","0.006","1","qlp-s61-ffi","QLP","122.034347","-28.066189","-32.66","0.055","-22.308","0.049","2459983.664716","0.0038393","3.1471655","0.0000114","3.402","1.09","1.564587","2.641582","1440","2430.03","5.30134","1.75312","3942.66","2207","22","97.3234","0.34625","4869","119.8","4.54","0.09","0.79","0.05","","","0.79","0.0944886","7,8,34,61","possible offset towards 154459164","2019-04-01","2023-03-23","2023-03-24"
+"284738182","612.01","","1","4","1","3","3","4","4","22.8","96.4","26.7","16","3","2","PC","PC","10.1939","0.006","1","qlp-s61-ffi","QLP","110.881841","-37.835468","-12.75","0.04","10.632","0.041","2459987.158093","0.0009029","0.9136081","0.0000011","1.099","0.303","1.486304","0.093413","1368","86.0333","5.5813","0.306716","5597.87","2409","25","292.623","2.2515","7126","139","4.29","0.08","1.5","0.06","","","1.59","0.258631","7,8,33,34,61","centroid offset not on a particular star; v-shaped","2019-04-13","2023-04-04","2024-02-03"
+"77527511","613.01","","3","4","3","4","4","4","4","68.6","127.4","62.89","14","14","5","PC","PC","9.94921","0.006","1","qlp","UNKNOWN","142.262995","-5.375669","9.214","0.072","-40.581","0.075","2459279.650943","0.0005113","0.7784962","7e-7","0.856","0.082","1.814695","0.000926","1670","0.852676","9.22083","","529.373","1336","43","221.016","2.4325","4949.2","37.7","","","2.19","","-0.350552","0.0597927","","","8,35","V-shaped; odd-even; likely EB. TFOP work in progress.","2019-04-13","2021-06-11","2022-12-14"
+"118021229","614.01","","5","5","5","5","5","5","5","31.1","84.5","34.66","3","5","1","PC","FP","9.947331","0.006","1","qlp","QLP","128.475094","-20.940646","-50.781","0.042","-7.647","0.043","2458518.2814","0.00274","0.88501","0.00021","1.622","0.202","0.890972","0.001912","820.279","1.76139","6.77007","0.340373","2010.85","1865","22","255.901","1.636","5362","52.1","3.75","0.59","2.15","0.04","","","0.962","0.127279","8","","2019-04-13","2019-04-13","2022-12-14"
+"190496853","615.01","","3","5","5","3","4","4","4","94.7","155.2","317","8","10","3","CP","CP","10.3015","0.006","1","qlp-s62-ffi","QLP","133.408689","-40.543701","-17.354","0.05","25.519","0.053","2460010.013606","0.0004211","4.6616079","0.0000055","4.007","0.044","13.076869","0.150166","11972","138.298","19.1536","0.670447","1329.63","1682","191","360.408","3.951","7437","135.9","4.21","0.08","1.7","0.06","","","1.7","0.271171","8,9,35,62","TOI 615 b (Asaridi 2023 et al)","2019-04-13","2023-04-12","2023-04-25"
+"145879095","616.01","","3","4","3","3","3","4","4","","","317","4","0","1","PC","PC","9.9794","0.01","1","qlp-s63-ffi","QLP","132.873965","-51.328222","-0.759","0.051","2.831","0.045","2460035.229242","0.000513","2.8056739","0.0000016","2.299","0.275","3.643322","0.098201","3350","90.4424","","","","","64","862.802","21.11","","","","","","","","","","","8,9,35,36,62,63","transiting object might be too big; no stellar radius; Gaia Rs = 4.24 Rsun would make Rp ~ 20 Re","2019-04-01","2023-05-11","2023-05-11"
+"141227133","617.01","","5","5","5","5","5","5","5","","","317","1","1","3","PC","FP","10.251","0.013","1","qlp","QLP","129.315369","-47.38349","-2.535","0.099","3.338","0.094","2458518.70004","0.00114","2.42232","0.00022","2.873","0.212","6.202601","0.01117","5696.52","10.2883","","","197.858","1044","63","6149.76","1865.84","2838","162","","","","","","","","","8","TFOP NEB; centroid offset","2019-04-13","2020-07-09","2022-12-14"
+"173640199","618.01","","1","4","1","3","3","4","4","16.9","82.6","48.04","10","1","1","PC","PC","10.1277","0.006","1","qlp-s61-ffi","QLP","112.570665","-39.33963","-1.404","0.067","-16.956","0.097","2459972.603908","0.0012838","7.7614672","0.00001","4.156","0.294","3.381901","0.069918","3110","64.3952","7.85756","0.371844","405.393","1250","33","234.072","1.903","6515","134.8","4.25","0.09","1.43","0.07","","","1.34","0.212088","7,8,34,61","","2019-04-13","2023-04-04","2023-04-07"
+"267527924","619.01","","5","5","5","5","5","5","5","","","14.37","2","0","1","EB","FP","10.1853","0.006","1","qlp-s62-ffi","QLP","114.050732","-48.063487","-1.2","2.1","5.2","2","2460011.60482","0.0020928","1.8080364","0.0000039","2.892","0.581","1.373239","1.157577","1264","1065.6","","","12760.9","2960","38","","","5354.5","17.2","","","","","","","","","7,8,34,35,62","TFOP NEB/FP","2019-04-13","2023-04-12","2023-04-25"
+"296739893","620.01","","1","5","5","1","4","4","4","11.2","126.9","9.24","8","4","9","CP","CP","10.2139","0.007","1","qlp-s62-ffi","QLP","142.173446","-12.167165","35.872","0.105","-389.854","0.082","2460006.851294","0.0008304","5.0987802","0.0000071","0.905","0.074","2.450012","0.168972","2254","155.617","3.00392","0.130467","3.59572","383","16","33.0231","0.05845","3633","70","4.80423","0.365746","0.55","0.02","","","0.542958","0.0204441","8,35,62","TOI-620 b","2019-04-13","2023-04-12","2023-04-25"
+"30828562","621.01","","5","5","5","5","3","5","5","204.8","333.5","317","0","0","3","PC","APC","8.1327","0.006","1","spoc","UNKNOWN","134.718341","-43.452796","-29.488","0.058","20.116","0.06","2458520.110439","0.000227","3.112361","0.000052","2.437419","0.014018","6.908981","0.06335","6343.20305","58.34585","18.92299","2.560921","5401.1187413958","2186.4556918161","187.64789","184.125","1.1845","7850","217","4.08695","0.341185","2.04956","0.277062","","","2.09","0.311349","8","possible hot Jupiter","2019-04-10","2019-04-10","2022-12-14"
+"83092282","622.01","","3","5","5","3","4","4","4","54.4","233.1","63.62","2","6","1","CP","CP","8.5615","0.006","1","spoc-s01-s65-b0A-CP","SPOC","125.305054","-46.484296","-4.633","0.052","-17.577","0.053","2460006.078147","0.0002526","6.4025294728926","0.0000014211869","3.9233956051866","0.020344432","4.149951","0.021843","3814.9508945259","20.11759","9.3002412573603","0.38569346","623.02768336946","1274.2263615864","199.4987","123.297","0.469","7056","206","4.33435","0.325246","1.4071999788284","0.0580025","","","1.42","0.235839","8,9,34,35,61,62","TOI-622 b","2019-04-10","2024-02-14","2024-02-17"
+"101395259","623.01","","5","5","5","5","5","5","5","45.5","152.9","117.45","0","1","1","EB","FP","10.1913","0.008","1","spoc-s01-s65-b0A-PC","SPOC","148.720293","-23.332118","-20.119","0.097","7.542","0.104","2458523.943374","0.00041841657","7.5746749542812","0.0000043952673","3.0847866104227","0.037665483","6.76133","0.082041","6208.0649304613","75.560074","13.406956728657","0.6467533","516.85174459389","1216.0774804461","95.56752","275.377","7.6635","6422","197","4.20608","0.594182","1.4885499477386","0.0707236","","","1.34","0.212773","8,9,35,62","retired as TFOP FP/SB1","2019-04-10","2024-09-08","2024-09-09"
+"399870368","624.01","","5","5","5","5","4","5","5","156.6","282.2","317","0","1","1","CP","CP","9.3371","0.01","1","qlp-s71-ffi","QLP","74.552333","9.997979","-2.657","0.096","-4.996","0.065","2459197.007544","0.0002534","2.7443216","0.0000017","3.42","0.044","10.989882","0.126148","10071","116.18","20.1852","0.687018","5405.6","2388","199","330.739","6.685","8730","152.7","4.19","0.07","1.97","0.07","","","2.19","0.314869","5,32,71","HAT-P-70 b","2019-04-23","2024-01-03","2024-01-05"
+"379929661","625.01","","5","5","5","5","4","5","5","88.4","150.8","317","0","1","1","CP","CP","9.6129","0.006","1","qlp-s61-ffi","QLP","130.505638","3.710566","-2.856","0.074","0.984","0.051","2459979.75103","0.0007969","4.786958","0.0000056","4.936","0.075","9.147755","0.100218","8390","92.2995","18.0112","0.675597","2320.18","1933","96","341.263","5.0425","7668.6","138.4","4.13","0.08","1.91","0.07","0.176","0.02","1.796","0.293388","7,34,61","HAT-P-69 b","2019-04-23","2023-03-28","2023-03-31"
+"65412605","626.01","","3","5","5","3","4","4","4","86.7","160.9","317","1","27","5","CP","CP","9.50712","0.006","1","qlp-s61-ffi","SPOC/QLP","108.123114","-24.95356","-2.276","0.06","0.338","0.075","2459980.873931","0.0003002","4.4010465","0.0000014","4.757","0.04","7.520825","0.0447","6903","41.169","19.7441","0.66082","3731.9","2177","261","437.215","8.357","8489","178.9","4.03","0.08","2.32","0.08","","","2.11","0.345411","7,33,34,61","KELT-25 b (Rodriguez Martinez et al; arxiv:1912.01017.pdf)","2019-04-23","2023-03-28","2023-03-31"
+"365781372","627.01","","5","5","5","5","5","5","5","136.7","229.8","317","0","0","1","PC","FP","10.0267","0.013","1","qlp","QLP","81.92358","7.918525","-2.362","0.125","-7.589","0.099","2458469.22408","0.00062","1.13889","0.00006","2.154","0.248","5.844139","0.00098","5368.19","0.902334","22.4869","1.44558","16504.7","3157","87","629.834","29.16","7852.8","250.7","4.08","1.28","2.79","0.18","","","2.42","0.341473","6","check nearby bright stars; might be synchronized","2019-04-23","2019-04-23","2022-12-14"
+"281408474","628.01","","4","5","5","4","4","4","4","89.4","247.6","100.48","6","12","5","PC","CP","9.65646","0.007","1","qlp","QLP","99.263061","1.76755","-1.437","0.117","-1.082","0.087","2458469.2352","0.00043","3.4076","0.00014","3.69","0.056","8.173711","0.000265","7500","0.244342","12.1343","0.579782","1052.9","1586","170","178.68","2.991","6174","156.8","4.23","0.08","1.38","0.07","","","1.179","0.161577","6","hot Jupiter; may be on 281408443 (R=1.06 Rsun)","2019-04-23","2020-05-20","2022-12-14"
+"293853437","629.01","","4","5","5","4","4","4","5","33.3","143.6","104.84","0","33","5","CP","CP","8.69437","0.006","1","qlp-s33-tois","QLP","95.827908","0.883347","6.476","0.105","-3.898","0.099","2459221.689296","0.000718","8.7179665","0.0000123","6.143","0.124","2.630666","0.000072","2420","0.0662036","12.3121","0.469985","2341.09","1937","42","333.379","8.0155","9165","230.7","4.05","0.07","2.38","0.09","","","2.321","0.329025","6,33","brown dwarf companion with a mass of roughly 55 Mjup","2019-04-23","2024-09-09","2024-09-10"
+"123898871","630.01","","5","5","5","5","3","5","5","125","219.8","317","0","0","1","EB","APC","9.84786","0.006","1","spoc","UNKNOWN","90.916011","-19.04084","-4.403","0.202","6.224","0.229","2459201.815341","0.00037622446","4.9093943359379","0.00012077004","4.1269759718401","0.022911498","14.038659","0.232075","12846.848713935","213.72575","20.086958249648","0.98250514","1605.5796872563","1614.461585388","50.338337","309.705","10.4445","7210.5","161","4.11","0.5","1.69733","0.0815279","","","1.629","0.274452","33","","2019-04-23","2021-02-18","2022-12-14"
+"97158538","631.01","","5","5","5","5","5","5","5","17.8","80.9","29.67","2","1","3","EB","FP","8.783341","0.006","1","spoc","UNKNOWN","105.945472","-30.726357","-12.978","0.039","22.818","0.053","2459229.708439","0.001046011","2.5950747126995","0.00020455132","0.79212736041253","0.2731439","0.722527","0.048998","665.25027744797","45.128178","5.9382554925551","6.0433493","5582.8100399467","2204.6160370442","11.98571","233.697","1.524","6852","125","3.91","0.09","2.24201","0.0953369","","","1.483","0.25686","7,33,34","synchronized; TFOP FP retired as EB","2019-04-23","2021-03-11","2022-12-14"
+"349790953","632.01","","5","5","5","5","5","5","5","2176.8","13769.6","317","0","0","1","EB","FP","10.3357","0.006","1","qlp","UNKNOWN","113.454773","-61.292453","-2.417","0.085","6.778","0.06","2459387.579573","0.0002494","1.5521101","7e-7","2.699","0.034","5.911612","0.271178","5430","249.733","208.489","","5297.55","2376","263","1278.41","54.865","4997.1","86","2.36","0.17","12.23","","-0.53","0.09","","","1,3,4,5,6,7,8,9,10,11,13,27,28,29,30,31,32,33,34,35,36,37,38","Secondary; too large to be a planet","2019-04-11","2021-08-20","2022-12-14"
+"348755723","633.01","","5","5","5","5","5","5","5","6.8","62.2","20.97","1","0","3","PC","FP","13.9036","0.007","1","spoc","SPOC","134.088088","-12.934871","30.243","0.102","2.488","0.143","2458517.809802","0.002628","4.503645","0.000869","1.973292","0.304933","13.685524","1.211043","12525.725237","1114.7897","11.197034","1.881909","35.794997688192","623.84304009755","9.939798","116.496","0.8835","3267","","4.438","","1","","","","0.427418","0.0204592","8","Follow-up (Will Waalkes and Zach Berta-Thompson) ruled out a transit on TOI 633 but confirmed a 9.6 ppt event on 348755728; GAIA stellar parameters: Teff = 3414 K; R = 0.567 R_solar","2019-04-23","2020-05-29","2022-12-14"
+"344926234","634.01","","5","5","5","5","5","5","5","8.6","85.8","3.07","0","3","1","PC","FA","9.1299","0.006","1","spoc","SPOC","151.55755","3.946493","20.649","0.284","-18.065","0.478","2458517.428167","0.001804","0.49359","0.000072","1.545897","0.336383","0.267886","0.029709","246.702105","27.362505","1.733849","1.121573","7238.7191072054","2352.5300559817","7.43477","92.8368","0.7164","5872","191","4.43995","0.313994","1.02918","0.149487","0.005","0.027","1.09","0.139553","8","Diff Image Quality flagged as unreliable","2019-04-23","2019-04-23","2022-12-14"
+"286132427","635.01","","5","5","5","5","5","5","5","11.3","17.6","2.74","0","3","3","PC","FA","8.1075","0.006","1","spoc","SPOC","146.72453","-4.29824","-45.703","0.083","-40.413","0.087","2458517.43594","0.001801","0.493379","0.000077","1.5","0.283602","0.211024","0.024663","194.341058","22.715282","1.503946","0.944963","7066.3432822638","2338.3980084102","8.047397","58.7453","0.24805","5914","191","4.46485","0.254775","1.00635","0.112958","0.106","0.017","1.05","0.13495","8","could be on TIC 286132422","2019-04-23","2019-04-23","2022-12-14"
+"146463781","636.01","","5","5","5","5","5","5","5","106.6","215.6","47.31","1","0","0","PC","FP","14.7034","0.007","1","spoc","SPOC","123.885413","-31.556521","-28.848","0.073","69.089","0.081","2458517.476816","0.002485","0.417921","0.000079","1.843947","0.247587","46.183846","3.920988","41644.893112","3604.8499","5.657227","1.322447","159.37986344637","906.20845979845","9.291737","158.67","1.342","3278","100","4.97806","0.517731","0.275","0.06","","","0.368528","0.0204606","8","crowded field; likely EB off target to SSE; but check if nearby PC.","2019-04-11","2019-04-11","2022-12-14"
+"133334108","637.01","","1","4","1","1","3","4","4","9.8","90.2","6.86","3","5","3","PC","PC","8.9454","0.6","1","qlp-s62-ffi","SPOC","120.787418","-38.74201","9.999","0.046","-103.899","0.056","2460008.594941","0.0035325","2.8579169","0.0000124","3.818","1.204","0.574506","0.913345","529","840.868","","","643.09729920595","1284.3663568834","30","64.5529","0.1326","5637","188","4.52053","0.258867","","","","","","","7,8,34,35,61,62","v-shaped; no stellar parameters but possible G/K dwarf host; possible offset to E","2019-04-11","2023-04-04","2023-04-07"
+"78154865","638.01","","5","5","5","5","5","5","5","11.1","99.3","4.14","0","4","1","PC","FA","8.9225","0.006","1","spoc","SPOC","147.86736","-4.123323","-2.379","0.072","14.086","0.073","2458517.42793","0.001407","0.493826","0.000055","1.162615","0.459021","0.33725","0.048427","310.570859","44.601707","1.940277","4.062545","8648.3392029824","2459.5345539574","8.201568","96.6355","0.50395","6030","192","4.41585","0.275802","1.08524","0.131985","","","1.12","0.141539","8","PC; TIC 78154863 in same pixel","2019-04-23","2019-04-23","2022-12-14"
+"82362447","639.01","","5","5","5","5","5","5","5","94.3","145.3","317","1","0","2","PC","FP","15.2474","0.008","1","spoc","SPOC","124.250133","-47.651954","96.758","0.109","-102.395","0.128","2458517.560677","0.005268","2.819817","0.001165","6.611278","0.349024","220.283783","14.845177","183631.033642","13579.864","22.75573","21.919445","31.848457992023","605.8873037679","12.677918","160.84","1.525","3601","119","4.81887","0.453432","0.441","0.086","","","0.271062","0.0207766","8","Crowded field; likely EB off target to SSE; but check if nearby PC (not a cut and paste error; same comment as line 104).","2019-04-23","2019-04-23","2022-12-14"
+"147977348","640.01","","3","5","5","3","4","4","4","96.7","141.8","317","6","16","5","CP","CP","10.0367","0.006","1","qlp-s34-tois","QLP","99.734594","-36.64613","-3.872","0.04","4.927","0.045","2459250.338129","0.0002984","5.0037758","0.000003","3.439","0.182","8.053385","0.001485","7390","1.36807","19.7788","0.93671","1150.12","1622","210","341.997","2.8165","6442","136.5","3.91","0.09","2.09","0.09","","","1.3","0.209691","6,7,33,34","TOI-640 b","2019-05-06","2024-09-08","2024-09-08"
+"49079670","641.01","","4","5","5","4","4","4","4","11.8","83","10.51","2","13","6","PC","APC","9.90377","0.006","1","qlp-s33-tois","QLP","101.0717","-23.819187","-31.405","0.031","23.686","0.049","2459223.641588","0.0014295","1.8930707","0.0000044","1.339","0.31","0.684229","0.001583","630","1.45793","3.11788","0.209892","524.289","1333","19","134.043","0.547","5646","129.7","4.4","0.07","1.04","0.05","","","1.002","0.121427","6,7,33","","2019-05-06","2024-09-08","2024-09-08"
+"79292541","642.01","","3","4","3","3","3","4","4","44","141.1","107.44","1","1","1","PC","PC","9.4247","0.015","1","qlp-s33-tois","QLP","104.055775","-20.052499","-9.759","0.088","4.756","0.121","2459227.230752","0.0006633","2.2786049","0.000003","1.924","0.638","1.140622","0.022887","1050","21.0795","12.6809","1.43308","10942.1","2849","45","472.224","15.4545","8550","199.1","3.93","0.08","2.63","0.11","","","2.13","0.32076","6,7,33","","2019-05-06","2024-08-14","2024-08-16"
+"432008938","643.01","","5","5","5","5","5","5","5","9.7","143.4","51.79","0","0","2","PC","FP","13.7006","0.007","1","spoc","SPOC","120.69393","-23.696727","100.619","0.058","-195.052","0.06","2458522.349321","0.003658","9.653456","0.002539","4.00937","0.258226","47.820639","4.558786","43088.5649","4189.9946","7.281973","1.406418","3.1265702202429","339.14607583089","13.058762","87.7731","0.34095","3359","69","4.93457","0.410313","0.315","0.055","","","0.341657","0.0202832","8","period might be double; crowded field","2019-04-11","2019-04-11","2022-12-14"
+"63303499","644.01","","5","5","5","5","5","5","5","4.8","41.5","6.13","0","2","1","EB","FP","10.194","0.006","1","spoc-s01-s36-b0A-PC","QLP","104.922683","-24.883877","-11.529","0.033","27.957","0.049","2459202.295987","0.0030478325","1.9271327582175","0.00020987987","4.553007662113","0.3852849","0.636317","0.037772","585.89786279573","34.789112","2.3659","0.51685","1087.6116431103","1464.6646894955","11.259578","203.532","1.1425","5952","664.1","","","1.25","0.27","","","","","6,7,33,34","possible NEB to E; TIC 63303496; centroid offset in consecutive sectors; retired as TFOP FP/NEB","2019-05-06","2024-09-08","2024-09-08"
+"157568289","645.01","","5","5","5","5","5","5","5","55.3","107.7","120.72","1","0","1","PC","FP","10.4091","0.006","1","qlp","QLP","106.767434","-36.770799","0.934","0.046","8.274","0.058","2458468.73679","0.00085","1.84051","0.00006","4.642","0.055","2.802446","0.000165","2577.82","0.152151","13.9166","1.05797","4390.21","2267","113","414.522","5.2525","5710.5","216.5","3.6","0.45","2.49","0.19","","","1.28","0.20692","6,7","Either diluted or blended PC: matches 17000 ppm deep eclipse on 157568287 of dT=1.8 mag; need SG1 to check on which target","2019-05-06","2019-05-06","2022-12-14"
+"238197709","646.01","","5","5","5","5","5","5","5","59.6","112.7","317","9","0","3","EB","FP","10.3001","0.006","1","spoc","QLP","57.265805","-72.947299","19.539","0.045","25.393","0.039","2459184.759271","0.0015802899","13.725252177625","0.0021086705","3.1694156547125","0.15170136","5.383122","0.225062","4945.7679342308","207.26817","20.335256813276","14.115476","312.44606543201","1072.2931078643","31.775454","316.643","2.1045","6104","126.8","3.96","0.08","1.86397","0.0808844","","","1.15","0.148423","2,3,5,6,9,10,12,13,27,28,29,30,32","4-sigma odd-even; TFOP FP. Retire.","2019-08-15","2021-02-02","2022-12-14"
+"92992033","647.01","","3","4","3","3","3","4","4","","","116.5","1","3","7","PC","PC","10.2339","0.007","1","qlp","QLP","83.955484","-18.649591","0.273","0.051","9.298","0.073","2458470.60184","0.01","4.90765","0.00501","3.753","0.689","0.879803","0.00208","810","1.91617","13.2707","","260.337","1119","13","553.626","10.6785","4900","122","","","5.01","","","","","","6","v-shaped; evolved star","2019-05-06","2020-05-20","2022-12-14"
+"78672342","648.01","","5","5","5","5","5","5","5","17.2","45.4","81","0","0","1","PC","FP","10.1347","0.016","1","qlp","QLP","103.00276","-18.95443","-10.688","0.05","2.799","0.055","2458471.30172","0.00691","2.97638","0.00175","3.212","0.957","0.864418","0.003636","795.842","3.34883","11.0372","1.52854","2695.88","2007","14","637.257","13.704","6492.5","372.3","3.57","0.63","3.56","0.44","","","1.46","0.253325","6","possible odd-even; GAIA DR2 Teff = 4060 K and Rad = 10.8 Rsun","2019-05-06","2019-05-06","2022-12-14"
+"35582553","649.01","","3","4","3","3","4","4","4","126","127","317","3","3","7","PC","PC","10.0461","0.006","1","qlp-s33-tois","QLP","102.22267","-13.527269","-6.243","0.07","4.382","0.091","2459225.989665","0.0008914","0.9370901","0.000002","1.312","0.139","1.695071","0.002007","1560","1.84868","9.49947","0.571323","3103.07","2079","33","430.622","7.2705","6779","147.4","3.83","0.09","2.43","0.11","","","1.454","0.264152","6,7,33","","2019-05-06","2024-09-08","2024-09-08"
+"349373192","650.01","","5","5","5","5","5","5","5","4.6","38.9","11.72","0","0","1","EB","FP","9.7839","0.006","1","qlp-s06-ffi","QLP","110.261044","-60.155475","-1.667","0.077","12.491","0.075","2458326.31528","0.00441","0.76983","0.00003","2.774","0.185","0.17394","0.000207","160.192","0.191012","","","49237.6","4149","32","402.762","5.5185","8658","230.9","3.92","0.11","","","-0.458135","0.0457707","1.8","0.282418","4,5,6","likely NEB on TIC 349411363 130","2019-03-21","2023-08-07","2023-08-07"
+"72090501","651.01","","3","4","3","3","3","4","4","307.2","1089.5","83.23","2","1","5","PC","PC","9.0185","0.6","1","qlp","QLP","92.105662","-11.147333","6.801","0.357","-15.818","0.31","2459226.896187","0.0010135","1.0697877","0.0000022","1.979","0.083","4.340753","1.472051","3990","1354.89","","","63832.9","4428","31","74.834","1.0759","8576.7","231.6","","","","","","","","","6,33","maybe odd-even; two stars on the same TESS pixel","2019-05-06","2021-02-19","2022-12-14"
+"22221375","652.01","","1","5","5","1","4","4","4","10.5","122.6","5.22","1","12","9","CP","CP","7.3635","0.006","1","qlp-s62-ffi","SPOC/QLP","149.123515","-24.099186","-177.111","0.095","46.867","0.085","2460013.591733","0.0012798","3.9846589","0.0000062","2.146","0.528","0.48326","0.02424","445","22.3254","2.12827","0.10949","647.901","1405","25","45.683","0.10505","5903","","4.44653","","1.03","0.04","0.0169231","0.016641","1.09","0.13291","9,35,62","HD 86226 c","2019-05-07","2023-04-12","2023-04-25"
+"33153766","653.01","","5","5","5","5","5","5","5","376.7","364.4","317","1","3","1","EB","FP","8.5234","0.006","1","qlp-s09-ffi","UNKNOWN","144.77363","-45.426185","-19.613","0.049","5.576","0.045","2458544.60377","0.00086","0.68831","0.00004","1.365","0.041","4.33382","0.256305","3983.64","236.038","21.715","5.31915","21261.5","3364","23","213.947","1.306","6054","193","3.47323","0.304437","3.13","0.09","","","1.08","0.135507","9","TFOP FP; retired as NEB","2019-05-07","2021-12-07","2022-12-14"
+"35009898","654.01","","1","4","4","1","4","4","4","10.3","81.9","6.18","11","5","16","PC","PC","12.2255","0.007","1","qlp-s46-tois","UNKNOWN","164.724551","-5.547545","99.174","0.097","-266.107","0.069","2459576.067923","0.0011757","1.5275657","0.000004","1.12","0.143","3.076989","0.005208","2830","4.79704","2.37126","0.125097","53.3454","752","24","57.7553","0.18245","3433","86","4.89676","0.432223","0.43","0.01","","","0.422643","0.0203147","9,36,45,46","check neighbor TIC 35009899 (Tmag ~ 16.2)","2019-05-07","2022-03-10","2022-12-14"
+"35516889","655.01","","5","5","5","5","5","5","5","225.2","191.5","317","0","0","1","KP","KP","11.6044","0.006","1","spoc","UNKNOWN","148.416767","-45.659108","-35.407","0.041","17.288","0.04","2459304.062715","0.0001451","0.7888392476341","4.881454e-7","1.5967107136782","0.009605379","24.632464","0.126853","22431.915162517","116.82918","16.124712887172","0.7670051","3170.9871228778","1913.8961515723","211.58167","268.325","1.709","5568","","4.39267","","1.0280499458313","0.0486734","0.21","0.1","0.97","0.127479","9,36","WASP-19 b","2019-05-07","2021-10-07","2022-12-14"
+"36734222","656.01","","5","5","5","5","5","5","5","374.5","565.2","114.79","0","0","3","KP","KP","11.1184","0.006","1","spoc","UNKNOWN","154.908187","-9.806443","-42.044","0.069","-38.193","0.066","2459279.797452","0.0000674","0.81347362933667","2.942888e-7","1.2306764613171","0.0048376364","29.292899","0.09197","26619.054969306","84.70349","13.160153258884","1.2992077","680.89486988926","1302.8360437545","358.0055","86.7467","0.3269","4400","","4.64555","","0.75764900445938","0.0747613","","","0.65","0.082049","9,35","WASP-43 b","2019-05-07","2021-10-07","2022-12-14"
+"48103627","657.01","","5","5","5","5","4","5","5","27.2","79.4","113.28","0","0","1","CP","CP","12.4399","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC/QLP","147.4067","-33.218503","-8.463","0.042","0.734","0.057","2459283.031579","0.001460856","4.5696698033487","0.0000059327713","3.9536170736647","0.07687171","10.75967","0.184047","9861.0793919641","169.49892","13.058292754462","0.6644163","616.12217995248","1270.6807784354","42.40866","562.256","9.6955","6122","188","4.283","","1.2830599546432","0.0608568","","","1.11","0.143814","9,35,36","HATS-19 b","2019-05-07","2024-09-09","2024-09-10"
+"48476907","658.01","","3","4","3","3","3","4","4","22.3","111.5","40.77","1","1","3","PC","PC","9.5359","0.006","1","qlp-s63-ffi","SPOC/QLP","150.152654","-34.681865","-50.825","0.164","19.857","0.224","2460030.273032","0.0008584","4.7192734","0.0000073","1.301","0.37","1.691809","0.172038","1557","158.44","7.15211","0.49726","156.343","985","29","212.005","5.3535","6521","199","4.22041","2.01084","1.6","0.08","","","1.31","0.203754","9,35,36,62,63","also alerted as TOI 659 on TIC 48476908","2019-05-07","2023-05-11","2023-06-16"
+"48476908","659.01","","3","4","3","3","3","4","4","48.8","175.8","68.54","0","1","4","PC","PC","10.245","0.006","1","qlp-s63-ffi","SPOC","150.153861","-34.681446","-52.296","0.056","25.232","0.088","2460030.273214","0.0008429","4.7192771","0.0000059","1.594","0.445","3.105299","1.618225","2856","1489.33","9.68968","1.93768","515.984","1327","28","245.318","2.5865","5990","192","4.00966","0.748527","1.42","0.07","","","1.2","0.169116","9,35,36,62,63","two stars of similar brightness in the same pixel; match to TOI 658","2019-05-07","2023-05-11","2023-06-16"
+"53189332","660.01","","5","5","5","5","5","5","5","25.3","94.2","99.31","0","1","2","KP","KP","10.99","0.006","1","qlp-s46-tois","UNKNOWN","166.429628","-5.079485","-24.818","0.077","-13.294","0.06","2459575.806751","0.0007093","9.2896818","0.0000133","5.272","0.092","7.375428","0.000439","6770","0.404464","12.124","0.542696","315.859","1174","101","352.181","6.2825","6055","","4.22795","","1.42","0.06","","","1.24","0.190383","9,36,45,46","WASP-106 b","2019-05-07","2022-03-10","2022-12-14"
+"53735810","661.01","","5","5","5","5","5","5","5","37.6","112.7","111.12","0","0","1","KP","KP","11.248","0.006","1","spoc","UNKNOWN","158.22503","-34.989907","11.492","0.083","-13.533","0.084","2459283.745637","0.000913295","4.0860569346571","0.000004004147","4.4736394445415","0.055040374","7.769529","0.091461","7130.4577629401","84.23555","12.910721796164","0.66500527","1434.7704147233","1569.6952814727","47.927032","500.258","13.1685","6580","","4.0663","","1.4774099588394","0.0742387","0.05","0.05","1.56","0.245319","9,36","WASP-66 b","2019-05-07","2021-10-07","2022-12-14"
+"54085154","662.01","","5","5","5","5","5","5","5","13","116","5.71","2","6","1","EB","FP","8.2046","0.006","1","qlp-s09-ffi","UNKNOWN","160.180141","-31.927233","-2.069","0.05","-15.577","0.058","2458544.29067","0.00422","1.0016","0.00028","1.238","0.326","0.324443","0.001858","298.778","1.7113","2.39729","0.269908","2192.47","1906","14","87.2682","0.28245","6380","80","4.438","","1.26","0.11","","","1.27","0.192852","9","TFOP FP; retired as NEB","2019-05-07","2021-12-07","2022-12-14"
+"54962195","663.01","","3","4","4","4","4","3","4","9.9","82.5","8.6","29","5","9","PC","PC","11.7602","0.007","1","spoc-s62-b0A","SPOC/QLP","160.065852","-8.511083","-142.182","0.075","-82.962","0.062","2459989.369731","0.003316319","2.6005301887862","0.0006162857","1.8846124551018","0.19290678","2.501683","0.247695","2301.4830733478","228.10982","2.8658272640392","0.2375042","48.421108261331","672.78830087427","10.116237","64.2308","0.1799","3719","64","4.76941","0.347691","0.51236099004745","0.0152398","","","0.510139","0.0203013","9,35,62","potential multi","2019-05-07","2023-10-04","2023-10-19"
+"54962195","663.02","","3","4","4","4","4","3","4","10.9","102.5","14.79","29","5","9","PC","PC","11.7602","0.007","2","spoc-s62-b0A","SPOC/QLP","160.065852","-8.511083","-142.182","0.075","-82.962","0.062","2459989.642558","0.0057528075","4.6991465549232","0.0017539107","2.5200473435288","0.39453098","2.623833","0.409043","2413.722117397","376.67136","3.9416204158631","7.739804","22.000131256168","552.36489234192","9.834454","64.2308","0.1799","3719","64","4.76941","0.347691","0.51236099004745","0.0152398","","","0.510139","0.0203013","9,35,62","low SNR","2019-05-07","2023-10-04","2023-10-19"
+"54962195","663.03","","1","4","1","1","4","4","4","1.8","36.1","4.63","29","5","9","PC","PC","11.7602","0.007","3","spoc-s01-s65-b0A-PC","SPOC","160.065852","-8.511083","-142.182","0.075","-82.962","0.062","2458547.138797","0.003127827","7.1024748585508","0.000032585256","2.7542652434357","0.5472849","1.431635","0.158204","1317.715762045","145.70102","1.9895243960714","0.55708754","12.683457311821","481.31474060355","8.827338","64.2308","0.1799","3719","64","4.76941","0.347691","0.51236099004745","0.0152398","","","0.510139","0.0203013","9,35,62","candidate 3 in multi-planet system; low SNR","2021-07-08","2024-02-15","2024-02-17"
+"55092869","664.01","","5","5","5","5","5","5","5","123.6","246.1","121.01","0","11","5","KP","KP","7.3212","0.006","1","spoc-s62-b0A","SPOC","161.706905","-9.399365","-79.091","0.09","-78.576","0.067","2459988.88442","0.0009165268","4.7359231896056","0.00029657118","7.0819611648289","0.050132286","2.542375","0.0312","2338.8745558911","28.736029","13.575258919242","0.21154155","468.25598786036","1186.425805999","79.11996","99.1596","0.52105","5370","","3.72765","","2.7871499061584","","0.27","0.1","","","9,62","KELT 11 b","2019-05-07","2023-04-13","2023-04-25"
+"73723286","665.01","","5","5","5","5","5","5","5","149.1","320.4","317","0","3","1","EB","FP","9.1116","0.006","1","spoc-s01-s65-b0A-PC","SPOC/QLP","155.637125","-40.516347","38.971","0.041","-42.676","0.05","2458547.302488","0.0002416432","14.066109004697","0.0000033757274","3.4744354824951","0.016363243","18.079598","0.121293","16514.048296514","111.70845","21.566273768692","1.115898","153.03945283382","897.05815910568","165.70532","131.018","0.577","6157","194","4.20407","0.308573","1.4764100313187","0.0761156","","","1.01","0.13158","9,63","TFOP FP; retired as SB1","2019-05-06","2023-10-25","2023-11-03"
+"82128636","666.01","","3","5","5","3","3","4","4","59.6","70.2","317","4","1","1","PC","APC","8.8252","0.008","1","spoc-s01-s36-b0A","SPOC","124.110352","-46.429818","-15.594","0.447","14.876","0.397","2459994.287254","0.0007341632","7.4760687287845","0.000012735065","1.6231452400689","0.082194306","1.650748","0.082261","1519.2394846847","75.76197","14.54442246838","10.05097","1663.7504041306","1628.8901348363","21.090237","237.035","14.643","6680","201","4.20036","1.91341","2.3351099491119","0.169547","","","1.59","0.27764","8,9,34,35,61,62","v-shaped; TFOP APC/VPC?/SM","2019-05-06","2023-10-02","2023-10-02"
+"101955023","667.01","","5","5","5","5","5","5","5","10.2","28.3","1.95","1","1","2","KP","KP","10.8372","0.007","1","spoc","UNKNOWN","153.70907","-47.154936","-1053.98","0.074","414.3","0.083","2459280.989404","0.0008845008","1.6289321997705","0.000003783475","0.80927595296808","0.09636562","2.73093","0.105684","2512.119244706","97.33358","1.2145664239661","0.15818869","20.959318856235","545.71267461198","25.76042","12.613","0.007","3202","","4.86375","","0.22640700638294","0.00697427","","","0.195794","0.0201573","9,10,36","GJ 1132 b","2019-05-07","2021-10-07","2022-12-14"
+"102195674","668.01","","5","5","5","5","3","5","5","130.9","229.4","317","0","1","1","EB","APC","11.3425","0.006","1","spoc","UNKNOWN","154.191741","-42.559071","-20.767","0.038","-3.744","0.041","2459283.065609","0.00054231315","4.3787302311837","0.00018216146","3.8275040128084","0.03273729","33.293732","0.369287","30199.268409697","340.06842","21.69624096914","1.0139132","644.36922537362","1285.0009455194","89.1589","344.134","3.2735","6159","194","4.37691","0.403057","1.2260600328445","0.0565628","","","1.19","0.168746","9,36","TFOP APC/SB1; retired as EB","2019-05-07","2021-05-20","2022-12-14"
+"124573851","669.01","","2","4","2","4","4","4","4","4.4","44.2","6.89","5","17","6","PC","PC","10.1755","0.006","1","qlp-s62-ffi","SPOC","158.900701","-5.181374","9.845","0.064","72.079","0.059","2460013.733784","0.0038883","3.9451359","0.0000177","2.424","0.389","0.913488","0.056356","841","51.9043","2.51666","0.161931","286.87","1146","15","142.867","0.8505","5581.9","76","4.13","0.12","0.99","0.04","-0.006","0.016","0.996","0.127635","9,35,62","","2019-05-06","2023-04-12","2023-04-25"
+"147660201","670.01","","5","5","5","5","5","5","5","54.9","150.2","32.88","4","1","1","EB","FP","11.1557","0.006","1","spoc-s09-b01","UNKNOWN","163.9091","-42.84928","-55.007","0.059","18.019","0.062","2458543.348205","0.002717","0.579398","0.000108","1.64214","0.200189","1.438551","0.141322","1324.07712","130.15393","5.759676","9.940321","4535.9180847904","2093.0810718222","11.090368","191.494","1.5515","5688","188","4.48774","0.314376","0.950534","0.137621","","","0.88","0.105132","9","TFOP FP; retired as NEB","2019-05-07","2021-12-07","2022-12-14"
+"151681127","671.01","","5","5","5","5","3","5","5","129.4","360.6","317","0","0","1","PC","APC","9.1379","0.006","1","qlp-s63-ffi","SPOC/QLP","166.888906","-40.206918","-22.398","0.049","9.419","0.054","2460021.290156","0.0002552","10.1970284","0.0000034","4.694","0.24","17.634737","0.321622","16111","296.181","23.8452","0.726641","869.85","1512","242","279.74","2.9965","7949","219","4.21106","0.450146","1.82","0.05","","","2.13","0.299991","9,36,63","TFOP SB1/APC; likely too large to be planetary","2019-05-06","2023-05-11","2023-06-16"
+"151825527","672.01","","3","5","5","3","4","4","4","22.9","132.3","22.85","8","1","4","PC","CP","11.6739","0.007","1","spoc","UNKNOWN","167.990863","-39.328115","85.141","0.046","-74.728","0.038","2458546.479982","0.00025414512","3.6335735388124","0.000003272654","1.7809076697393","0.053174198","9.442953","0.154976","8659.5689929587","142.72823","5.0924146400677","0.23408793","33.474284946818","613.47599933143","51.374588","66.9071","0.15285","3765","65","4.75169","0.342271","0.54406797885895","0.016274","","","0.539888","0.0203613","9,10,36","","2019-05-07","2021-07-15","2023-12-03"
+"151959065","673.01","","5","5","5","5","5","5","5","40.2","84.2","317","0","0","1","EB","FP","11.955","0.006","1","spoc-s01-s65-b0A-PC","SPOC/QLP","168.998428","-36.459406","-16.179","0.041","-0.612","0.037","2458551.634917","0.0004886439","10.542625374919","0.0000064110714","6.2145259477993","0.05191497","18.38407","0.140577","16789.807611555","129.46811","22.010410563662","1.0512202","437.1833461272","1166.2338750271","124.46334","677.796","15.1375","6114","194","4.28439","2.00499","1.6581699848175","0.0783919","","","1.4","0.24639","9,10,36,63","GAIA DR2 R = 1.7 Rsolar; transiting object might be slightly bigger; TFOP FP/SB1","2019-05-06","2023-10-25","2023-11-03"
+"158588995","674.01","","3","5","5","3","4","4","4","51.4","240.1","24.23","7","1","9","CP","CP","11.8764","0.007","1","spoc-s01-s65-b0A-CP","SPOC/QLP","164.586559","-36.858109","-163.27","0.057","-3.766","0.068","2459301.778142","0.0003876","1.9771658419252","8.690407e-7","1.1104153448681","0.020793837","15.172616","0.146572","13877.305969833","134.98889","5.2706002713204","0.17071044","40.722768870116","644.28656367819","127.449066","46.0851","0.1156","3467","64","4.87946","0.378912","0.42194399237633","0.0125279","","","0.416017","0.0202508","9,10,36,63","TOI-674 b","2019-05-07","2024-02-14","2024-02-17"
+"169226822","675.01","","5","5","5","5","5","5","5","142.2","154.7","317","0","2","5","KP","KP","9.62959","0.006","1","qlp-s62-ffi","SPOC/QLP","160.558765","-3.834999","19.224","0.081","17.026","0.067","2460261.126509","0.0005290455","4.1779929","0.0000024","4.144","0.035","13.705617","0.483987","12544","445.669","15.3075","0.746125","663.252","1413","305","159.507","1.2005","5620","","4.18582","","1.35","0.06","-0.193","0.014","1.05","0.130177","9,35,46,62,72","WASP-127 b","2019-05-06","2024-02-01","2024-02-02"
+"219187649","676.01","","3","5","5","3","4","4","4","38.7","78.8","129.46","1","0","9","PC","PC","13.4629","0.007","1","spoc-s01-s65-b0A-PC","SPOC/QLP","171.205976","-18.617278","-20.877","0.049","9.135","0.028","2458544.344126","0.0009689551","2.15030072322","0.000004486041","1.9774725588652","0.112432174","10.10174","1.059849","9260.8973045373","975.6809","14.125305612146","1.6035311","1201.7050633382","1501.6517354138","20.831371","758.199","16.9815","5430","185","4.41381","2.00406","1.2320599555969","","","","0.96","","9,63","","2019-05-07","2024-01-16","2024-01-27"
+"280206394","677.01","","3","5","5","3","4","4","4","63.3","250","112.5","9","3","3","CP","CP","9.271401","0.006","1","qlp-s63-ffi","SPOC/QLP","144.119359","-50.463093","-24.817","0.051","42.417","0.05","2460030.705344","0.0002656","11.2365977","0.0000052","2.292","0.071","10.269536","0.168996","9414","155.639","13.0203","0.601669","37.6345","690","198","141.812","0.6195","6446","198","4.37882","0.315236","1.29","0.06","","","1.18","0.165057","9,10,35,36,62,63","TOI-677 b / TOI-677.01","2019-05-06","2023-05-11","2023-06-16"
+"294395926","678.01","","1","4","1","2","3","4","4","2.6","29.7","11.57","3","3","5","PC","PC","10.9162","0.006","1","spoc-s01-s69-b0A-PC","SPOC/QLP","109.330734","-55.597929","-31.454","0.044","71.617","0.06","2458493.024505","0.0028233111","11.329845914462","0.000036585803","4.4750092742459","0.26888007","0.891895","0.043386","821.1284780179","39.959164","3.4134505583671","0.2777056","100.70593069053","807.94818825278","18.031015","205.847","1.1015","5624","187","4.39124","0.357916","1.057000041008","0.0536432","","","0.99","0.124922","3,6,7,8,9,13,30,33,34,35,36,61,62,67,69","crowded field","2019-05-06","2024-03-11","2024-03-16"
+"308050066","679.01","","5","5","5","5","4","5","5","51.2","88.5","317","0","1","6","PC","APC","9.99028","0.006","1","qlp-s62-ffi","QLP","155.436002","-17.224364","-4.257","0.081","6.445","0.07","2460004.893282","0.0004537","11.1755425","0.0000057","5.482","0.155","8.581828","0.084588","7873","77.9054","17.5706","0.834302","294.91","1154","121","320.671","4.835","6655","83","3.9","0.16","1.91","0.09","-0.27","0.12","1.402","0.233681","9,35,62","TFOP APC/SB1","2019-05-06","2023-04-12","2023-04-25"
+"335499997","680.01","","4","5","5","4","4","4","4","40.6","148.3","21.23","9","5","11","PC","APC","8.98207","0.006","1","spoc","QLP","179.163601","-12.377519","-57.328","0.101","-6.649","0.049","2459281.007126","0.00035724352","0.43356904747084","0.0000045587435","0.97782274929882","0.09263339","0.805853","0.028749","741.94307908965","26.478586","4.8760212957299","1.5310265","26682.494735115","3259.6904316176","30.875286","163.41","1.5935","5967","192","3.9495","0.351821","1.7627999782562","0.0837786","","","1.102","0.148313","9,36","v-shaped; Retired as APC/BEB/V0","2019-05-06","2021-10-14","2022-12-14"
+"410450228","681.01","","3","4","4","3","3","4","4","35.2","78","317","7","3","1","PC","PC","10.6845","0.006","1","spoc-s01-s39-b0A-PC","SPOC/QLP","117.894946","-60.41239","-4.18","0.049","11.242","0.061","2460045.433204","0.001270033","15.778493134183","0.000024735744","3.3857405624131","0.057214625","7.414375","0.145735","6805.6275579618","134.21829","18.287240126645","2.2080905","342.24594589086","1096.9941905681","80.43115","421.349","4.588","7447","41","3.79","0.17","1.6898000240326","0.060696","-0.122325","0.0513331","1.65","0.261066","8,9,27,31,34,35,36,37,61,62,63,64","Likely EB;  likely too large to be a planet at this irradiation","2019-05-06","2023-07-12","2023-07-12"
+"429304876","682.01","","4","4","4","4","4","4","4","10.2","86","13.63","9","41","6","CP","CP","9.2231","0.006","1","qlp-s63-ffi","SPOC/QLP","167.88543","-22.07278","-91.427","0.055","-53.36","0.051","2460037.259934","0.0016046","6.8392388","0.0000127","4.176","0.77","1.317797","0.045834","1213","42.2136","3.74186","0.251835","234.46","1090","35","83.1548","0.30135","5085","76","3.92","0.12","1.08","0.07","0.27","0.1","0.85","0.100848","9,36,63","statistically validated by Giacalone et al 2020","2019-05-06","2023-05-10","2023-06-16"
+"437248515","683.01","","5","5","5","5","5","5","5","82.6","110.5","317","0","0","1","KP","KP","11.4553","0.008","1","qlp","UNKNOWN","169.43886","-19.054778","-28.708","0.081","0.99","0.054","2459303.595258","0.0003068","3.4058883","0.000002","2.364","0.126","18.16345","0.00241","16590","2.22011","16.8846","0.746487","485.219","1307","134","383.829","6.334","6302","","4.30907","","1.27","0.05","-0.08","0.1","1.2","0.166911","9,36","WASP-31 b","2019-05-07","2021-11-10","2022-12-14"
+"462162948","684.01","","1","4","1","3","3","4","4","6.7","47.5","57.68","6","8","2","PC","PC","9.8532","0.147","1","qlp-s63-ffi","SPOC/QLP","150.433636","-59.850029","-8.933","0.243","3.14","0.229","2460015.416494","0.0025447","19.8507621","0.0000536","2.249","0.71","1.919105","0.127327","1766","117.266","8.778562","6.315287","48.527486386926","673.15751521786","18","2228.79","928.525","9488","242","4.07548","1.24613","2.35947","1.45549","","","","","9,10,36,37,63","no stellar radius; Gaia DR2 Teff ~9500 K; slight depth aperture correlation","2019-05-06","2023-05-05","2023-05-05"
+"281731203","685.01","","5","5","5","5","5","5","5","22.8","81.5","75.59","2","2","8","KP","KP","9.9623","0.007","1","qlp-s46-tois","QLP","163.032312","0.493167","-23.664","0.075","-44.171","0.068","2460268.402363","0.0378686","11.6332127","0.0002106","5.081","0.188","3.784952","0.000218","3480","0.200411","10.264","0.549285","126.951","935","100","213.283","1.958","5287.7","128.3","3.88","0.45","1.73","0.09","","","0.96","0.119201","9,35,45,46,72","K2-261 b","2019-05-07","2024-02-01","2024-02-01"
+"339857675","686.01","","3","4","3","3","3","4","4","4","33.7","10.04","0","1","1","PC","PC","9.9362","0.006","1","spoc","UNKNOWN","111.601066","-54.452065","-3.067","0.04","25.498","0.045","2458492.219912","0.0013282662","3.5137766919546","0.000015685058","1.6884833586676","0.28678173","0.35806","0.032992","329.73099136645","30.386244","3.1403258128698","0.9420801","1686.8265023476","1634.509140204","10.798298","255.337","1.3065","6279.8","127.2","4.26","0.36","1.5900700092316","0.0682663","","","1.37","0.223169","7,8,9,34,35,36","","2019-04-30","2021-07-28","2022-12-14"
+"74534430","687.01","","1","4","1","1","3","4","4","0.6","42.3","5.54","9","6","3","PC","PC","9.8445","0.006","1","spoc-s01-s36-b0A-PC","QLP","137.672815","-45.098845","241.16","0.054","-308.694","0.062","2459977.554802","0.0064164","36.299512914018","0.00018691302","4.4333922628582","0.36538026","1.436562","0.105343","1322.247274554","97.02001","2.2115006906393","0.7431631","3.1697819600861","340.31186958328","13.075341","42.4467","0.05995","4253.9","63.6","4.57","0.23","0.61751902103424","0.0562111","","","0.66","0.0842374","8,9,35,36,62,63","","2019-04-30","2023-05-05","2023-05-05"
+"339636032","688.01","","5","5","5","5","5","5","5","5","42.3","11.88","1","2","3","EB","FP","8.5885","0.006","1","qlp-s61-ffi","QLP","110.194274","-55.379531","-40.087","0.044","41.156","0.038","2459986.414867","0.0033922","6.8787507","0.0000223","2.599","0.548","0.389849","0.024619","359","22.6747","3.45801","0.216133","266.78","1125","24","176.054","0.717","6636","132.3","3.99","0.09","1.98","0.09","","","1.39","0.234376","3,6,7,8,9,13,30,33,34,35,36,61","TFOP FP/NEB","2019-04-30","2023-03-08","2023-03-24"
+"445822015","689.01","","5","5","5","5","5","5","5","85.1","256.4","47.58","4","0","1","PC","FP","10.7014","0.006","1","qlp","QLP","147.005591","-48.320751","-18.317","0.046","27.152","0.044","2458545.05695","0.00336","1.66402","0.00044","3.397","0.124","8.681911","0.522073","7964.45","480.731","7.65443","1.88798","8754.73","2694","18","108.513","0.329","4841.3","52.9","4.71","0.28","0.78","0.02","","","0.79","0.0900772","9","","2019-05-07","2019-05-07","2022-12-14"
+"101497191","690.01","","5","5","5","5","5","5","5","74.4","596.7","317","0","0","2","PC","FP","10.298","0.006","1","qlp","QLP","149.225807","-33.799397","-16.532","1.444","-19.248","1.526","2458547.35119","0.0022","3.64376","0.00067","3.38","0.344","3.951564","0.020944","3632.91","19.2898","","","2107.88","1887","29","3500.23","1245.96","5463.2","49.4","4.39","2","","","","","","","9","need SG1 to check 101497184; assuming R ~ 1.0 R_solar (TIC) transiting object is about 5 Rearth","2019-05-07","2019-05-07","2022-12-14"
+"156991337","691.01","","5","5","5","5","5","5","5","9.8","66.1","20.32","3","1","1","PC","FP","10.234","0.006","1","spoc","UNKNOWN","99.953812","-42.045199","-11.214","0.046","18.134","0.045","2458474.395282","0.0028329145","6.9055861871996","0.000052980315","3.2073505452715","0.26897958","1.201305","0.208346","1105.8311127571","191.87572","4.7527340312637","1.4784077","232.45144747842","995.87037511671","10.477873","169.117","0.6915","5846","131.4","4.4","0.08","1.0790699720383","0.053588","","","1.06","0.137834","6,7,33","","2019-05-02","2021-09-28","2022-12-14"
+"320417762","692.01","","5","5","5","5","5","5","5","4.7","46","12.26","1","1","12","V","FA","9.0188","0.007","1","qlp","QLP","118.004229","10.249288","-5.013","0.137","-4.75","0.073","2458491.74051","0.00966","1.03604","0.00068","1.855","0.435","0.271468","0.001496","250","1.37812","3.52761","0.390778","21307.5","3365","11","481.966","19.0405","9622","136.9","3.95","0.07","2.74","0.13","","","2.45","0.317648","7","low S/N transit; follow-up determines signal likely due to pulsations at half period","2019-05-17","2020-05-20","2022-12-14"
+"458589703","693.01","","5","5","5","5","5","5","5","","","317","0","4","5","PC","FA","11.2248","0.006","1","qlp","QLP","124.274902","8.248819","-79.27","0.071","59.066","0.047","2458506.49374","0","","","4.029","0.127","10.517272","1.110831","9640","1022.59","17.7255","2.94079","","","28","114.765","0.543","4654.2","138.8","4.59","0.1","0.72","0.06","-0.249859","0.0175704","0.74","0.089004","7","Column effect introduced during calibration; not a real transit","2019-05-02","2020-05-20","2022-12-14"
+"55383975","694.01","","5","5","5","5","5","5","5","8.1","79.7","110.17","0","1","1","EB","FP","11.2595","0.006","1","spoc-s01-s65-b0A-PC","QLP","77.383578","-64.026083","6.468","0.044","25.987","0.054","2458366.772014","0.00034132984","48.051198847766","0.000020062815","4.307057406259","0.029568134","15.862131","0.077229","14503.360487728","71.12794","12.845611726267","0.62924635","12.527159221598","479.8250297631","202.09285","223.882","1.248","5354.96","44.8088","4.45894","0.121106","1.0417000055313","0.0505779","0.425802","0.0475908","0.93","0.118852","1,4,5,6,7,8,9,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,65","likely gas giant","2019-04-30","2023-11-13","2023-12-08"
+"55559618","695.01","","1","4","1","5","3","5","5","1.2","28.5","7.68","3","2","3","PC","PC","10.749","0.006","1","spoc-s01-s69-b0A-PC","QLP","73.138235","-64.928868","-21.123","0.049","106.744","0.052","2458346.404484","0.0031104006","21.376423663993","0.000059006292","4.7666334493079","0.26657143","0.853726","0.040605","786.0019743813","37.397713","2.6824172993464","0.18327017","23.82454441184","563.47661982673","20.838196","144.045","0.5405","5591","187","4.38111","2.00397","0.8114629983902","0.0419397","","","0.96","0.118161","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,61,62,63,64,65,67,68,69","Was previously designated as EB/AFA; reinstated as PC","2019-04-30","2024-03-27","2024-04-05"
+"77156829","696.01","","1","4","4","1","4","4","4","8.3","25.3","0.88","45","2","3","CP","CP","10.4276","0.007","1","spoc-s01-s36-b0A-PC","SPOC","68.178987","-39.790874","239.41","0.041","-967.772","0.051","2458411.473627","0.00040476615","0.86024057895247","0.000010231897","0.51243446152304","0.1604382","0.781507","0.070337","719.53577078646","64.78025","0.97187948817576","0.56376266","112.39713908447","830.44058138009","13.214655","19.8782","0.0094","3450","111","4.89044","0.492117","0.33818998932838","0.0104196","","","0.320556","0.0204311","4,5,31,32","LHS 1678 b","2019-05-17","2024-09-09","2024-09-10"
+"77156829","696.02","","1","4","4","1","4","4","4","2.6","14.9","1.13","45","2","3","PC","CP","10.4276","0.007","2","spoc","SPOC","68.178987","-39.790874","239.41","0.041","-967.772","0.051","2458411.067517","0.00086533575","3.6942604088346","0.000010844465","1.1278521136011","0.27371076","0.904602","0.070961","832.82259210465","65.35565","1.042840695527","0.4390688","16.10195034027","510.90407928239","13.202267","19.8782","0.0094","3450","111","4.89044","0.492117","0.33818998932838","0.0104196","","","0.320556","0.0204311","4,5,31,32","potential multi; real period is 3.69 days confirmed with SPOC Y1+Y3 multisector","2019-05-17","2021-07-28","2022-12-14"
+"77156829","696.03","","1","5","5","1","4","4","4","1.3","15.2","0.56","45","2","3","CP","CP","10.4276","0.007","3","spoc-s01-s36-b0A-PC","SPOC","68.178987","-39.790874","239.41","0.041","-967.772","0.051","2458414.562933","0.0013630722","4.9652068552764","0.000018849563","0.93615235843292","0.77546746","0.687552","0.119726","633.05808491718","110.265656","0.85669246416633","2.6625428","10.855888198289","462.95213370933","9.041866","19.8782","0.0094","3450","111","4.89044","0.492117","0.33818998932838","0.0104196","","","0.320556","0.0204311","4,5,31,32","LHS 1678 d","2021-07-08","2024-09-09","2024-09-10"
+"77253676","697.01","","1","5","5","1","4","4","4","4.3","55.1","7.39","1","4","10","PC","APC","9.3553","0.006","1","spoc","UNKNOWN","69.704221","-36.681326","28.168","0.037","25.051","0.047","2458418.925917","0.0021352977","8.6078603043452","0.000036210367","3.6798696865114","0.20879152","0.602818","0.031475","555.06217658168","28.989202","2.6206141183612","0.21008046","117.54953235965","839.79827068182","13.272943","93.7714","0.2132","5447","185","4.39971","0.269972","0.96814900636673","0.0515628","","","0.97","0.12804","4,5,31,32","potential L1 planet","2019-05-17","2021-07-06","2022-12-14"
+"141527579","698.01","","1","4","1","1","3","4","4","0.6","29.4","5.03","6","0","1","PC","PC","12.1293","0.007","1","spoc-s01-s69-b0A-PC","SPOC","87.739087","-76.61961","158.696","0.048","157.834","0.055","2458328.941861","0.0010995009","15.086773783282","0.000019293491","2.125029129455","0.3323893","2.07783","0.090554","1911.9221795755","83.39961","2.0905858507051","0.6946929","3.5705630840662","350.59355423126","23.508717","63.3731","0.13315","3570","64","4.83196","0.367048","0.47184199094772","0.014121","","","0.469549","0.0203577","1,2,3,4,5,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","L1 candidate","2019-04-30","2024-03-11","2024-03-16"
+"149302744","699.01","","1","5","5","1","3","4","4","1.3","19.3","6.57","2","1","1","PC","PC","9.8106","0.006","1","qlp-s69-ffi","SPOC","83.38224","-62.109022","-8.356","0.054","23.462","0.059","2460197.51395","0.0050417","14.8011934","0.0000637","3.42","0.375","0.374644","0.023334","345","21.4913","2.44796","0.151077","55.7499","761","16","193.29","0.894","6138.6","54","4.07","0.11","1.42","0.06","-0.39","0.1","1.16","0.151885","1,2,3,4,5,6,7,9,10,11,12,13,27,29,30,31,32,33,34,35,36,37,39,61,62,63,64,65,66,67,68,69","potential L1 planet; possible multi; TOI 699.01	","2019-04-30","2023-11-16","2023-12-08"
+"149302744","699.02","","1","4","1","1","3","4","4","0.6","13.5","5.93","2","1","1","PC","PC","9.8106","0.006","2","qlp-s69-ffi","SPOC","83.38224","-62.109022","-8.356","0.054","23.462","0.059","2460175.078683","0.0084232","33.6336133","0.000265","5.352","0.683","0.417003","0.024388","384","22.4618","2.30517","0.155509","27.3212","636","15","193.29","0.894","6138.6","54","4.07","0.11","1.42","0.06","-0.39","0.1","1.16","0.151885","1,2,3,4,5,6,7,9,10,11,12,13,27,29,30,31,32,33,34,35,36,37,39,61,62,63,64,65,66,67,68,69","potential L1 planet; possible multi; TOI 699.02","2019-04-30","2023-11-16","2023-12-08"
+"149302744","699.03","","3","4","3","3","3","4","4","0","7.1","9.16","2","1","1","PC","PC","9.8106","0.006","3","spoc-s01-s39-b0A-PC","SPOC","83.38224","-62.109022","-8.356","0.054","23.462","0.059","2458374.209051","0.0074021243","672.6366236365","0.010677898","7.4883768610218","1.177137","0.459501","0.056008","423.12609177616","51.583866","2.9749826229931","1.8601334","1.0263045630812","256.70765206689","7.345261","193.29","0.894","6138.6","54","4.07","0.11","1.4186400175095","0.0618693","-0.39","0.1","1.16","0.151885","1,2,3,4,5,6,7,9,10,11,12,13,27,29,30,31,32,33,34,35,36,37,39","could be variability; low SNR; potential multi","2021-07-19","2022-03-22","2022-12-14"
+"150428135","700.01","","2","5","5","2","4","4","4","1.6","80.7","7.23","16","3","3","CP","CP","10.9102","0.007","1","spoc-s01-s69-b0A-CP","SPOC","97.095717","-65.578615","-102.75","0.051","161.805","0.06","2459303.157062","0.001218","16.051105978455","0.000009000038","1.396822858368","0.054549325","3.010052","0.080722","2768.5212417896","74.3447","2.5869211660558","0.10166379","2.7275631386718","327.76566159889","39.344032","31.1265","0.0206","3482","","4.438","","0.41945698857307","0.0125728","","","0.413261","0.0203393","1,3,4,5,6,7,8,9,10,11,13,27,28,30,31,33,34,35,36,37,38,61,62,63,64,65,66,68,69","TOI-700 c / TOI-700.01","2019-04-30","2024-02-14","2024-02-17"
+"150428135","700.02","","2","5","5","2","4","4","4","0.1","3.9","2.33","16","3","3","CP","CP","10.9102","0.007","2","spoc-s01-s69-b0A-CP","SPOC","97.095717","-65.578615","-102.75","0.051","161.805","0.06","2458330.486155","0.0040126494","37.423683827416","0.00014945505","3.3650101248839","0.33689576","0.801082","0.06126","737.55193871549","56.42106","1.3296571127861","0.121734485","0.88223858605574","247.18166976583","13.430718","31.1265","0.0206","3482","","4.438","","0.41945698857307","0.0125728","","","0.413261","0.0203393","1,3,4,5,6,7,8,9,10,11,13,27,28,30,31,33,34,35,36,37,38,61,62,63,64,65,66,68,69","TOI-700 d / TOI-700.02","2019-04-30","2024-02-14","2024-02-17"
+"150428135","700.03","","2","5","5","2","4","4","4","0.5","6.3","0.85","16","3","3","CP","CP","10.9102","0.007","3","spoc-s01-s69-b0A-CP","SPOC","97.095717","-65.578615","-102.75","0.051","161.805","0.06","2458331.349645","0.0019034237","9.9772729631573","0.000023784049","2.2583630996384","0.40294933","0.499393","0.038273","459.85254790772","35.250004","0.96172882830263","0.39835432","5.1416079313861","384.05594200181","13.609558","31.1265","0.0206","3482","","4.438","","0.41945698857307","0.0125728","","","0.413261","0.0203393","1,3,4,5,6,7,8,9,10,11,13,27,28,30,31,33,34,35,36,37,38,61,62,63,64,65,66,68,69","TOI-700 b / TOI-700.03","2019-07-23","2024-02-14","2024-02-17"
+"150428135","700.04","","2","5","5","2","4","4","4","0.1","4.5","0.81","16","3","3","CP","CP","10.9102","0.007","4","spoc-s01-s69-b0A-CP","SPOC","97.095717","-65.578615","-102.75","0.051","161.805","0.06","2458352.99952","0.005665797","27.809689757355","0.00015413604","2.9558823410895","0.68581676","0.441793","0.05765","406.82325165664","53.0958","0.94918578055327","0.31348795","1.3107501123849","272.8976057758","7.2197175","31.1265","0.0206","3482","","4.438","","0.41945698857307","0.0125728","","","0.413261","0.0203393","1,3,4,5,6,7,8,9,10,11,13,27,28,30,31,33,34,35,36,37,38,61,62,63,64,65,66,68,69","TOI-700 e / TOI-700.04","2021-11-19","2024-02-14","2024-02-17"
+"219239945","701.01","","5","5","5","5","5","5","5","2.9","35.8","13.88","0","1","1","PC","FP","10.966","0.006","1","spoc","SPOC","64.52165","-53.80127","42.013","0.034","36.099","0.04","2458389.366552","0.005664","13.697384","0.002108","4.783848","0.424539","1.153606","0.092672","1061.94658","85.35073","4.211945","0.685604","96.893803420101","800.19116231904","12.751473","217.621","0.8895","5837","190","4.37713","0.321497","1.10089","0.16444","","","1.03","0.130284","3,4,5","transits in close proximity to some but not all momentum dumps","2019-05-17","2019-05-17","2022-12-14"
+"237914496","702.01","","1","4","1","1","4","4","4","3.2","36.2","4.86","4","1","4","PC","PC","11.8371","0.006","1","spoc-s01-s69-b0A-PC","SPOC","56.174949","-65.198339","-24.797","0.039","178.787","0.048","2458326.81595","0.000933829","3.5681409898016","0.000006183105","1.4556337049801","0.15401964","0.985209","0.066393","906.99935411256","61.14857","2.0483578257743","0.26984078","49.36362265235","676.03861838585","14.556614","84.4039","0.17925","4015","170","4.61505","0.235853","0.57773500680923","0.0594221","","","0.62","0.0829191","1,2,3,4,7,11,27,29,30,31,34,37,61,62,63,64,65,67,68,69","L1 candidate","2019-04-30","2024-03-11","2024-03-16"
+"237928815","703.01","","1","4","1","1","4","4","4","2.2","33.5","5.52","4","4","6","PC","PC","10.2036","0.006","1","spoc-s01-s69-b0A-PC","SPOC","57.999823","-59.882442","28.775","0.055","32.674","0.058","2458356.921235","0.0011666904","8.6729682507875","0.0000121483845","2.959888544283","0.31799826","0.787089","0.038214","724.67321532779","35.195774","2.28271","0.119422","114.26498077672","833.86940039413","21.131302","120.984","0.5465","5384","185","4.54758","0.368997","0.91","0.04","","","","","2,4,8,29,30,31,38,62,65,68,69","potential L1 candidate in multi-planet system; Gaia Rs=0.91+/-0.04","2019-04-30","2024-04-24","2024-04-25"
+"237928815","703.02","","1","4","1","1","4","4","4","1.3","29.5","7.1","4","4","6","PC","PC","10.2036","0.006","2","spoc-s01-s39-b0A-PC","SPOC","57.999823","-59.882442","28.775","0.055","32.674","0.058","2458370.301484","0.0026894035","22.56833424117","0.00010771941","4.2171540090202","0.2998695","0.966766","0.075562","890.0280316905","69.59249","2.479501","2.229857","31.925483711313","606.25330766598","12.018536","120.984","0.5465","5384","185","4.54758","0.368997","0.852304","0.147665","","","","","2,4,8,29,30,31,38","actual period is 22.568 d; possible multi","2019-04-30","2022-03-22","2022-12-14"
+"260004324","704.01","TIC 260004324.01","1","5","5","1","4","4","4","2.8","7.9","2.08","6","2","3","CP","CP","10.1428","0.007","1","qlp-s68-ffi","SPOC","91.089986","-55.311538","681.726","0.05","342.132","0.059","2460188.796953","0.00152","3.8142935529943","0.0000063672887","1.346","0.304","0.553867","0.060394","510","55.6233","1.23497","0.0783065","84.1685","843","23","29.8424","0.0239","3625","69","4.7833","0.060185","0.5","0.01","","","0.502062","0.0202567","1,2,3,4,5,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,64,65,66,67,68","LHS 1815 b","2019-04-30","2023-11-16","2023-12-08"
+"391904697","705.01","","1","4","1","2","3","4","4","0.4","16.8","9.95","6","1","3","PC","PC","11.4994","0.006","1","spoc-s01-s69-b0A-PC","SPOC","106.477148","-72.558765","-12.103","0.04","22.769","0.033","2458352.13367","0.003120442","47.019637233703","0.00015010033","5.8659334695966","0.42340186","1.359917","0.066482","1251.7456152091","61.23012","3.101283431211","0.76830506","8.6423924744489","437.2987599286","20.053982","191.058","0.6585","5249.18","43.8635","4.68369","0.119192","0.87787699699402","0.0440101","0.257849","0.04705","0.9","0.106305","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,39,62,63,64,65,66,67,68,69","L1 candidate","2019-04-30","2024-09-10","2024-09-11"
+"219345200","706.01","","1","4","1","3","3","4","4","1.2","57.7","317","1","0","3","PC","PC","8.3643","0.006","1","spoc-s01-s36-b0A-PC","SPOC","74.752657","-49.736179","64.586","0.119","-27.388","0.12","2458434.911525","0.00091128965","719.0381326763","0.0012107957","5.4244095671874","0.08054838","5.280169","0.067528","4851.4092337475","62.193977","16.633355699343","3.9165146","0.85383145878855","245.16743736256","98.32419","94.697","0.53915","5709.6","57","3.53","0.08","1.4981000423431","0.0624095","-0.43","0.09","1.02","0.128373","4,5,6,31,32","Likely too large to be a planet at allowed insolations. Two transits two years apart. Actual period is likely shorter.","2019-04-30","2024-09-10","2024-09-11"
+"167342439","707.01","","1","4","1","1","3","4","4","0.4","17.1","6.35","1","2","1","PC","PC","10.0906","0.006","1","spoc-s01-s69-b0A-PC","SPOC","98.729589","-67.537274","-14.99","0.048","-11.318","0.052","2458345.524261","0.003929684","52.799305770892","0.00020731076","6.1194799587076","0.5253979","0.587835","0.034295","541.26960228636","31.586758","2.3982713628857","0.9239807","10.971835791986","464.18336695994","18.050943","130.959","0.4145","5409.22","41.7711","4.46229","0.115388","1.0210100412369","0.0503342","0.327557","0.0462431","0.94","0.11495","1,2,3,4,5,6,7,8,9,11,12,13,28,29,30,31,32,33,34,35,36,38,39,61,62,64,65,66,67,69","potential multi; close to 3:1 resonance","2019-04-30","2024-03-11","2024-03-16"
+"167342439","707.02","","2","4","2","2","3","4","4","0.5","2","2.82","1","2","1","PC","PC","10.0906","0.006","2","spoc-s01-s69-b0A-PC","SPOC","98.729589","-67.537274","-14.99","0.048","-11.318","0.052","2458328.766769","0.00604547","17.47574654223","0.00011236841","4.6911418220222","0.54811865","0.177281","0.020277","163.26848404086","18.675787","1.4862816678263","0.3462308","47.922110082194","671.04822613643","8.244168","130.959","0.4145","5409.22","41.7711","4.46229","0.115388","1.0210100412369","0.0503342","0.327557","0.0462431","0.94","0.11495","1,2,3,4,5,6,7,8,9,11,12,13,28,29,30,31,32,33,34,35,36,38,39,61,62,64,65,66,67,69","close to 3:1 resonance; low SNR","2024-03-14","2024-03-14","2024-03-18"
+"391821647","708.01","","5","5","5","5","5","5","5","2.5","29.2","4.2","0","0","1","PC","FP","10.8623","0.006","1","spoc","SPOC","82.764859","-70.357179","6.515","0.046","23.14","0.053","2458325.573663","0.004267","1.996071","0.000106","5.910879","0.409116","0.383079","0.039293","352.76672","36.18996","1.947951","0.430095","1372.5643889916","1552.3974879815","9.086427","214.756","1.1995","6636","200","4.60452","0.386891","0.975121","0.154384","","","1.52","0.269856","1,2,3,4,5,6","large scatter in centroid from sector to sector; very crowded field; possible secondary","2019-04-30","2019-04-30","2022-12-14"
+"396720998","709.01","","3","5","5","3","3","4","4","1.2","132.2","13.14","11","0","2","PC","APC","13.987","0","1","spoc","SPOC","65.655386","-54.147179","8.37","0.114","-0.758","0.143","2458392.822001","0.0010114873","32.376600643543","0.00007131529","3.8827520997207","0.07480632","58.643485","1.309763","52579.874090846","1205.6091","3.6771515162805","2.7770011","4854.687828164","2128.9236019258","35.44597","1350.32","112.465","50000","","5.80276","","0.14699999988079","0.111","","","0.5","0.3","3,4,5,30,31,32","TFOP work in progress.","2019-04-30","2021-07-01","2022-12-14"
+"396720998","709.02","","2","4","2","2","3","4","4","0","1.8","2.36","11","0","2","PC","PC","13.987","0","2","spoc","SPOC","65.655386","-54.147179","8.37","0.114","-0.758","0.143","2458399.221135","0.0060723363","777.05167419913","0.009044809","4.3877266333807","0.6006862","7.858622","1.125267","7211.9264886421","1035.8727","1.3396101525526","1.017282","70.124499163394","738.05239299437","7.504179","1350.32","112.465","50000","","5.80276","","0.14699999988079","0.111","","","0.5","0.3","3,4,5,30,31,32","1.3 Re candidate around a white dwarf; potential multi-planet system","2021-07-08","2021-07-08","2022-12-14"
+"309402106","710.01","","5","5","5","5","5","5","5","9.7","98.8","317","6","0","1","EB","FP","8.488401","0.006","1","spoc-s01s13-b0A","SPOC","124.748703","-65.278089","-13.07","0.064","12.778","0.05","2458343.942146","0.000563","216.24584","0.000042519358","1.0703728958227","0.039187644","5.491616","0.15516","5045.1950681103","142.8977","18.568140396751","12.38025","312.43518352692","1072.2837712575","33.773872","157.721","0.7265","7053","206","4.22463","0.342048","1.59688","0.199247","","","1.71","0.291279","1,5,8,9,10,11","v-shaped; period could be shorter; TFOP FP","2019-05-20","2021-12-07","2022-12-14"
+"38510224","711.01","","1","4","1","2","3","4","4","0.7","18.4","5.38","6","2","3","PC","PC","11.7481","0.006","1","spoc-s01-s39-b0A-PC","UNKNOWN","62.516131","-61.942668","5.702","0.04","-47.955","0.053","2458329.912944","0.0026475838","18.384182681663","0.00008029298","3.6024350988553","0.40769303","1.152437","0.082527","1060.8710115696","76.00732","2.1764029205571","1.220033","10.41122251981","458.13680393266","13.509027","118.28","0.3065","4356","173","4.60471","0.2","0.68140697479248","0.078794","","","0.68","0.0818538","1,2,3,4,5,7,8,11,12,28,29,30,31,32,34,35,38,39","possible multi; potential L1 candidate","2019-05-24","2022-03-22","2022-12-14"
+"38510224","711.02","","2","4","2","2","3","4","4","0.3","17.2","6.61","6","2","3","PC","PC","11.7481","0.006","2","spoc-s01-s39-b0A-PC","SPOC","62.516131","-61.942668","5.702","0.04","-47.955","0.053","2458342.544345","0.0038740404","35.942798614403","0.00022127171","2.6194092957606","0.44957748","1.254311","0.131811","1154.5959554757","121.39538","2.4536150965128","0.98512965","4.2587123968498","366.38638561321","9.405911","118.28","0.3065","4356","173","4.60471","0.2","0.68140697479248","0.078794","","","0.68","0.0818538","1,2,3,4,5,7,8,11,12,28,29,30,31,32,34,35,38,39","low SNR; possible multi","2021-07-08","2022-03-22","2022-12-14"
+"150151262","712.01","","1","5","5","1","4","4","4","3.1","51.4","5.7","18","3","3","CP","CP","9.9059","0.006","1","qlp-s67-ffi","SPOC","92.936106","-65.825839","-2.929","0.047","31.003","0.045","2460139.317299","0.0011927","9.531366","0.0000121","1.673","0.388","0.99499","0.049927","916","45.983","2.24794","0.243983","19.4095","584","27","58.6212","0.0796","4504","168","4.58833","0.2","0.72","0.08","","","0.71","0.0851576","3,4,5,6,7,9,10,11,13,27,29,30,31,32,33,34,36,37,39,61,62,63,64,65,66,67","TOI-712 b","2019-05-20","2023-10-16","2023-10-19"
+"150151262","712.02","","1","4","1","2","4","4","4","0.5","32.8","6.62","18","3","3","CP","CP","9.9059","0.006","2","qlp-s67-ffi","SPOC","92.936106","-65.825839","-2.929","0.047","31.003","0.045","2460083.780694","0.0025975","51.6991421","0.0001292","4.371","0.822","1.454775","0.045005","1339","41.4499","2.45531","0.262497","2.70562","357","30","58.6212","0.0796","4504","168","4.58833","0.2","0.72","0.08","","","0.71","0.0851576","3,4,5,6,7,9,10,11,13,27,29,30,31,32,33,34,36,37,39,61,62,63,64,65,66,67","TOI-712 c","2019-05-24","2023-10-16","2023-10-19"
+"150151262","712.03","","5","5","5","5","5","5","5","0.6","38.8","8.22","18","3","3","IS","FA","9.9059","0.006","3","spoc","SPOC","92.936106","-65.825839","-2.929","0.047","31.003","0.045","2458417.120619","0.005172","53.746482","0.005896","5.592988","0.414857","1.692398","0.185225","1557.541816","170.5844","3.263156","1.020019","3.3582641004195","345.26174508379","8.504271","58.6212","0.0796","4504","168","4.58833","0.2","0.842645","0.128211","","","0.71","0.0851576","3,4,6,7,9","first transit is momentum dump; second is likely instrument noise but could be a single transit; TFOP FA","2019-05-24","2021-11-02","2022-12-14"
+"150151262","712.04","","1","5","5","1","4","4","4","0.1","21.9","4.83","18","3","3","CP","CP","9.9059","0.006","4","qlp-s67-ffi","SPOC","92.936106","-65.825839","-2.929","0.047","31.003","0.045","2460082.804195","0.003952","84.83869","0.0003679","5.194","0.732","1.108016","0.052531","1020","48.3813","2.03857","0.226089","1.21501","292","19","58.6212","0.0796","4504","168","4.58833","0.2","0.72","0.08","","","0.71","0.0851576","3,4,5,6,7,9,10,11,13,27,29,30,31,32,33,34,36,37,39,61,62,63,64,65,66,67","TOI-712 d","2021-07-08","2023-10-16","2023-10-19"
+"167600516","713.01","","1","4","1","2","3","4","4","0.6","31.3","7","7","1","3","PC","PC","10.6925","0.006","1","spoc-s01-s69-b0A-PC","SPOC","102.021376","-65.624257","-19.099","0.045","-124.999","0.038","2458346.710529","0.0023568238","35.999358758257","0.000083512175","4.1814010807142","0.25744647","1.18055","0.043239","1086.736249687","39.823483","2.225339376674","0.43023574","3.7788536316049","355.59837459551","26.001986","69.3653","0.0937","4316.7","69","4.60858","0.2","0.65107500553131","0.054108","","","0.67","0.084638","1,2,3,4,5,6,7,8,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","potential L1 planet; possible multi","2019-05-24","2024-09-10","2024-09-11"
+"167600516","713.02","","2","4","4","2","3","4","4","2.3","5.2","1.43","7","1","3","PC","PC","10.6925","0.006","2","spoc-s01-s69-b0A-PC","SPOC","102.021376","-65.624257","-19.099","0.045","-124.999","0.038","2458325.894696","0.0008400176","1.8715208835723","0.0000064724863","1.0213465692927","0.078903824","0.277755","0.022538","255.7891339312","20.757965","1.0618157481157","0.7781768","194.7571991599","952.78109127461","15.014284","69.3653","0.0937","4316.7","69","4.60858","0.2","0.65107500553131","0.054108","","","0.67","0.084638","1,2,3,4,5,6,7,8,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","potential multi","2019-05-24","2024-09-10","2024-09-11"
+"219195044","714.01","","2","4","4","2","3","4","4","2","5.7","2.83","15","0","1","PC","PC","11.5436","0.007","1","qlp-s38-tois","UNKNOWN","92.392417","-53.822988","92.721","0.055","115.298","0.058","2459355.443079","0.0019142","4.3239398","0.0000146","1.372","0.193","0.977603","0.001539","900","1.41779","1.48051","0.0761585","16.8196","564","18","53.8473","0.0679","3782","","4.438","","0.47","0.01","","","0.470893","0.0203489","1,2,4,5,6,7,8,11,12,28,31,32,33,34,35,38","potential multi planet system","2019-05-24","2022-03-22","2022-12-14"
+"219195044","714.02","","2","4","4","2","3","4","4","0.8","29.8","3.04","15","0","1","PC","PC","11.5436","0.007","2","spoc-s01-s39-b0A-PC","UNKNOWN","92.392417","-53.822988","92.721","0.055","115.298","0.058","2458419.107846","0.001706858","10.17752525533","0.000035842717","2.0928209450356","0.3249302","1.035938","0.076421","953.67871201681","70.3837","1.5538939226595","0.41264367","7.5929377033976","423.37207455202","13.673494","53.8473","0.0679","3782","","4.438","","0.47314101457596","0.0141473","","","0.470893","0.0203489","4,5,6,7,8,11,12,28,31,32,33,34,35,38","possible multi","2019-05-24","2022-03-21","2022-12-14"
+"271971130","715.01","","3","5","5","3","4","4","4","0.1","34.2","3.18","10","0","2","PC","CP","13.5308","0.007","1","spoc-s01-s39-b0A-PC","SPOC","113.852328","-73.577409","82.634","0.078","9.987","0.098","2458327.551316","0.0017363796","19.287971738622","0.00005552132","2.0923185292721","0.25845242","5.004253","0.293641","4598.481625607","270.41656","1.5946643072569","0.25002378","0.72128641300152","235.04265674598","16.709684","42.4048","0.08555","3075","","4.438","","0.22982400655746","0.0068728","","","0.199363","0.0200854","1,2,3,4,5,6,7,8,9,10,11,12,13,27,29,30,31,32,33,34,35,36,37,39","M dwarf host","2019-05-24","2022-03-21","2023-12-03"
+"119081096","716.01","","5","5","5","5","5","5","5","17.7","93.2","8.74","2","0","5","PC","FP","12.4268","0.007","1","qlp","QLP","136.238912","-18.502674","94.649","0.045","-39.417","0.059","2458518.10991","0.00404","0.83707","0.00029","2.497","0.567","2.984988","0.01766","2745.5","16.2657","2.98849","0.323354","2645.93","1998","17","88.8248","0.3145","3776","152.8","4.72","0.33","0.52","0.04","","","0.501502","0.0203183","8","potentially planet on a neighboring star; centroid shift in y; long transit duration; depth increase with larger aperture","2019-05-24","2019-05-24","2022-12-14"
+"275248683","717.01","","5","5","5","5","5","5","5","13.3","15.3","2.58","1","0","3","EB","FP","11.4407","0.007","1","qlp-s08-b03b","QLP","147.970536","2.116647","-26.092","0.176","62.064","0.26","2458518.26617","0.00283","0.53079","0.00012","1.238","0.234","1.209173","0.003164","1113.07","2.91444","","","977.343","1557","16","34.7229","0.0951","3788.4","244.9","4.87","0.38","","","","","0.377486","0.0202404","8","SG1 to check faint neighbor in the south; likely BEB judging from difference images; retired as NEB","2019-05-24","2021-12-07","2022-12-14"
+"150247134","718.01","","5","5","5","5","5","5","5","3.8","10.6","52.89","0","1","3","V","FA","11.4845","0.006","1","qlp","QLP","94.167445","-62.648403","-3.58","0.049","34.785","0.057","2459144.828069","0.0415971","12.8650769","0.0009118","3.979","0.913","1.16236","0.004771","1070","4.39433","1.90058","1.9097","40.6428","703","9","726.88","13.106","5031","122","","","0.81","0.81","","","","","1,2,3,4,5,6,8,9,10,11,12,13,28,29,30","SG1 to check which host; neighbor in the same pixel 150247131","2019-05-24","2020-12-22","2022-12-14"
+"184952758","719.01","","5","5","5","5","5","5","5","3.9","49.9","3.95","0","1","3","EB","FP","9.0349","0.006","1","qlp-s62-ffi","QLP","128.144178","-36.346818","57.83","0.043","-24.55","0.045","2460007.695053","0.0031751","4.109953","0.0000161","4.641","0.882","0.471312","0.02417","434","22.2615","1.81345","0.114574","1091.8","1601","22","84.7306","0.2111","5653","122.3","4.46","0.08","0.97","0.05","","","1","0.126454","8,35,61,62","TFOP FP/NEB","2019-05-24","2023-03-29","2023-03-31"
+"131419878","720.01","TIC 131419878.01","5","5","5","5","5","5","5","4.6","45","6.58","1","0","1","EB","FP","8.8154","0.006","1","qlp-s08-b03b","QLP","118.037196","-37.799016","-12.175","0.112","8.992","0.11","2458494.08915","0.00651","3.16043","0.00071","1.922","0.489","0.220785","0.00157","203.33","1.44642","2.38866","0.252569","616.95","1388","9","151.634","1.4935","6482.3","205.2","4.21","0.35","1.52","0.1","","","1.41","0.237257","7,8,34","neighboring star could be source of signal; needs SG1 to confirm host; TFOP FP; retired as NEB","2019-05-24","2021-12-07","2022-12-14"
+"38571020","721.01","","1","4","1","2","3","4","4","1","16.1","5.01","2","3","3","PC","PC","10.1805","0.006","1","qlp-s67-ffi","QLP","63.199385","-64.347805","24.215","0.046","-54.199","0.048","2460144.557795","0.0049513","12.2877358","0.0000501","4.445","0.473","0.342061","0.018533","315","17.0696","2.09232","0.121648","127.181","935","17","206.294","1.0775","6008.62","40.1065","4.21807","0.110743","1.3","0.06","-0.159903","0.0457789","1.11","0.140501","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,37,38,39,61,62,64,65,66,67","","2019-05-24","2023-10-16","2023-10-19"
+"38509907","722.01","","2","4","4","2","3","4","4","0.2","3.7","2.23","6","1","8","PC","PC","11.9755","0.006","1","spoc-s01-s65-b0A-PC","QLP","62.379568","-62.850656","124.306","1.442","166.091","1.509","2458339.134431","0.0019262449","15.300489180499","0.000039095325","3.1952319096983","0.38967842","1.374641","0.070194","1265.2897826912","64.64893","2.3968761093104","0.8987442","17.081640844612","518.50404181175","18.516653","57.6851","3.6551","4082","170","4.63162","0.2","0.660762","0.0640396","","","","","1,2,3,4,5,7,8,9,10,11,12,27,28,29,30,31,32,34,35,37,38,39,61,62,63,64,65","potential L1 planet; stellar radius is from SPOC Y1 multisector; TIC 38509907 has been joined with TIC 684936227; possible additional candidate at ~83.78 days","2019-05-24","2024-01-22","2024-01-22"
+"177077336","723.01","","1","5","5","1","3","4","4","2.6","6.1","1.38","2","2","1","PC","PC","10.0686","0.006","1","qlp-s68-ffi","SPOC","103.243335","-70.641686","-56.35","0.054","143.357","0.048","2460192.912711","0.0025281","1.4178596","0.0000028","1.452","0.177","0.221513","0.015458","204","14.2368","1.10894","0.0796732","452.395","1284","20","80.9812","0.18575","4907.96","59.9497","4.57809","0.140551","0.76","0.05","0.0501746","0.0577727","0.8","0.0892751","2,3,4,5,6,7,8,9,10,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68","potential L1 planet; variable host","2019-05-08","2023-11-16","2023-12-08"
+"339961200","724.01","","2","4","2","2","3","4","4","4.8","52.5","4.9","1","2","5","PC","PC","9.7333","0.006","1","spoc-s01-s69-b0A-PC","SPOC/QLP","112.555258","-58.53966","-47.598","0.071","51.696","0.064","2458382.865527","0.0004093162","3.2126399877101","0.000005135337","0.60069820561898","0.056791864","0.554001","0.036725","510.12362962631","33.824657","2.0575828519729","0.85836506","327.78496848125","1085.2180485959","15.40013","95.3452","0.25305","5330","125","4.51","0.08","0.88283002376556","0.048588","","","0.92","0.115462","3,4,6,7,8,9,10,13,27,30,33,34,36,37,61,62,63,64,67,68,69","slightly v-shaped; variable host","2019-04-24","2024-02-23","2024-03-03"
+"410245915","725.01","","5","5","5","5","5","5","5","39.9","127.9","42.21","1","2","1","EB","FP","10.2658","0.006","1","qlp-s61-ffi","QLP","133.964876","-20.274779","-1.1","2.7","-5.3","2.9","2459986.360794","0.00156","0.9889446","0.0000017","1.681","0.297","1.063456","1.00142","979","921.917","7.2993","","33896","","26","272.834","","6173.3","152.9","4.22","2","1.5","","","","","","8,35,61","retired as NEB","2019-05-24","2023-03-08","2023-03-24"
+"174143743","726.01","","5","5","5","5","5","5","5","5.3","48","4.27","2","2","1","PC","FP","10.1007","0.006","1","qlp","QLP","113.88333","-36.386962","6.948","0.045","39.068","0.052","2458492.31313","0.00572","0.46132","0.00009","1.32","0.28","0.238888","0.001115","220","1.02671","1.89253","0.156017","13156","2983","10","206.755","1.309","6629","128.8","4.41","0.08","1.21","0.05","","","1.39","0.227374","7,8","Could be EB; V-shape in SPOC data","2019-05-24","2020-05-20","2022-12-14"
+"149788158","727.01","","1","4","1","2","4","4","4","3.9","60.3","4.53","10","3","11","PC","PC","11.0002","0.007","1","qlp","QLP","130.736931","-2.498585","22.577","0.07","-120.15","0.049","2459245.51846","0.0032401","4.7244442","0.0000431","0.999","0.373","1.60808","0.027908","1480","25.7038","1.97562","0.283431","6.29202","441","10","42.972","0.06285","3653","157","4.74","0.01","0.5","0.01","","","0.495286","0.0202891","8,34","SG1 to check if signal is real and if it is on the target or neighbor 149788157; period might be double","2019-05-24","2021-06-11","2024-01-08"
+"149788158","727.02","","1","4","1","2","4","4","4","5.2","9.9","1.28","10","3","11","PC","PC","11.0002","0.007","2","spoc-s01-s65-b0A-PC","SPOC","130.736931","-2.498585","22.577","0.07","-120.15","0.049","2458518.087839","0.0014310536","0.74997111499344","0.000012874561","1.0576059373724","0.43571705","0.479878","0.074685","441.88666327054","68.78463","1.0797147161062","1.5446223","241.1610486506","1005.0705332314","8.536096","42.972","0.06285","3653","157","4.74","0.01","0.49720400571823","0.0147744","","","0.495286","0.0202891","8,34,61","L1 candidate","2023-12-07","2023-12-07","2024-01-18"
+"96097215","728.01","","5","5","5","5","5","5","5","24.6","111.5","19.05","6","4","4","PC","FA","10.5656","0.008","1","qlp","QLP","146.891712","-7.33087","-20.668","0.078","-11.696","0.066","2458518.94089","0.0023","1.60245","0.00025","0.312","0.195","0.966735","0.191546","890","176.405","4.69411","1.48288","55.2437","759","9","172.097","1.3785","5648","215.8","","","0.98","0.08","","","1.029","","8","low SNR; need SG1 to confirm transit is real and not noise;","2019-05-24","2020-05-20","2023-04-03"
+"144138509","729.01","","3","5","5","3","4","4","4","","","19.9","0","4","9","PC","PC","10.5568","0.007","1","spoc-s01-s65-b0A","SPOC","176.035412","-9.948864","-37.854","0.092","3.923","0.044","2458564.817795","0.0035262625","","","2.9940024247928","1.738889","1.468766","0.182879","1351.8684486929","168.42345","4.6946201607806","4.998273","6.3171718017062","404.34345863355","12.04952","235.665","2.6845","6023.2","116","4.05","0.2","1.232990026474","0.0548895","-0.57","0.12","1.12","0.152312","9,36,46,63","likely asteroid based on difference image in s9; no additional events","2019-05-15","2024-02-22","2024-03-03"
+"11561667","730.01","","3","5","5","3","4","4","4","34.6","77.6","125.99","3","0","2","CP","CP","14.9181","0.008","1","spoc-s01-s65-b0A-CP","SPOC","149.823667","-27.392817","-24.635","0.104","-8.286","0.098","2458543.868539","0.00074958324","3.0876297334421","0.0000040383993","2.2386246106264","0.115302674","44.787769","1.481479","40411.814245855","1363.5623","13.901129352616","0.60331833","95.85718118071","798.04230257153","29.327133","436.176","10.655","4105","171","4.438","","0.69385999441147","","","","0.64","","9,35,62","HATS-77 b","2019-06-06","2024-02-14","2024-02-17"
+"34068865","731.01","","3","5","5","3","4","4","4","239.2","983.8","7.52","5","2","2","CP","CP","8.031941","0.007","1","qlp-s62-ffi","SPOC","146.121464","-45.779016","-462.549","0.056","-582.814","0.058","2460013.7131","0.0006209","0.3219233","4e-7","0.199","0.086","0.221513","2.093318","204","1926.16","2.66076","0.921089","469.443","1296","17","9.41263","0.002835","3518","84","4.82492","0.061282","0.46","0.01","","","0.454797","0.0202618","9,35,36,62","GJ 367 b","2019-06-06","2023-04-12","2023-04-25"
+"36724087","732.01","","1","5","5","1","4","4","4","10.5","19.2","1.56","14","1","7","CP","CP","10.5848","0.007","1","spoc-s01-s36-b0A","SPOC","154.644903","-11.717801","-341.409","0.114","-247.87","0.105","2459988.468158","0.0010487546","0.76839038111076","0.000009604465","1.0241241543017","0.45347685","0.981942","0.100955","903.99332140946","92.97864","1.1406446955934","1.5143634","112.64090666011","830.89048174332","12.229575","21.9814","0.04025","3329","72","4.94957","0.423263","0.37413901090622","0.0111845","","","0.362023","0.0202675","9,35,62","LTT 3780 b / TOI-732.01","2019-06-06","2023-10-04","2023-10-05"
+"36724087","732.02","","1","5","5","1","4","4","4","2.1","109","5.9","14","1","7","CP","CP","10.5848","0.007","2","spoc-s62-b0A","SPOC","154.644903","-11.717801","-341.409","0.114","-247.87","0.105","2459992.612785","0.0010680043","12.253430820242","0.0015667251","1.3699490378551","0.13741581","4.05697","0.356683","3729.6347090621","328.46353","2.2967943695148","0.39371803","2.8062633608138","330.10481269349","10.1567335","21.9814","0.04025","3329","72","4.94957","0.423263","0.37413901090622","0.0111845","","","0.362023","0.0202675","9,35,62","LTT 3780 c / TOI-732.02","2019-06-06","2023-10-02","2023-10-19"
+"106402532","733.01","","1","5","5","1","4","4","4","4.4","59.6","4.44","2","2","5","CP","CP","8.8411","0.006","1","qlp-s63-ffi","SPOC","159.409318","-40.888259","27.543","0.04","19.347","0.042","2460030.757093","0.0026729","4.8847937","0.0000143","2.51","0.473","0.519106","0.032425","478","29.8637","1.94753","0.125355","223.094","1076","17","75.2092","0.176","5969","192","4.5172","0.279076","0.94","0.05","","","1.01","0.131692","9,36,63","TOI-733 b","2019-06-06","2023-05-05","2023-06-16"
+"146846569","734.01","","3","4","3","3","3","4","4","40.8","459.6","100.72","6","0","2","PC","PC","15.173","0.008","1","spoc-s01-s65-b0A-PC","SPOC","160.889636","-44.621815","-287.11","2","132.7","2","2458545.448428","0.00022647079","4.7535387557657","0.0000021743638","1.0905964574577","0.036170825","277.857415","21.310449","225793.10609578","19436.281","12.186349635898","55.087612","2.6086288504695","324.13268206737","38.594772","","","3010","97","5.10976","0.525773","0.20127999782562","0.00623173","","","0.170263","0.020122","9,10,36,63","~21000 ppm secondary in SPOC s1-s65","2019-06-06","2024-02-14","2024-02-17"
+"150271680","735.01","","5","5","5","5","5","5","5","8.4","60.1","9.42","0","0","3","PC","FP","9.5215","0.006","1","spoc","SPOC","94.754704","-63.864708","31.763","0.215","-44.282","0.225","2458543.967327","0.00332","2.593694","0.00059","3.054429","0.651651","0.5721","0.051636","526.784827","47.557205","2.980736","2.776967","4.3241754874356","367.7863249183","11.244808","121.755","1.467","5316.6","64","3.88","0.1","1.28725","0.137373","-0.82","0.08","0.92","0.115036","9","","2019-05-15","2019-05-15","2022-12-14"
+"181804752","736.01","","2","4","4","5","4","3","2","8.3","253.1","9.22","58","3","8","CP","CP","13.5571","0.008","1","spoc-s01-s65-b0A-CP","SPOC","165.690484","-16.406444","-221.078","0.219","-58.999","0.138","2458546.508066","0.00066380855","4.9899175788749","0.0000055999312","1.3819653750545","0.09407357","20.751572","1.378163","18931.410581168","1268.5297","2.985843595244","1.2432178","2.2410792399625","312.0570888658","26.609259","26.4927","0.0639","2940","67","5.14315","0.410207","0.17143000662327","0.00518929","","","0.14169","0.0200509","9,36,63","LP 791-18 c / TOI 736.01","2019-06-06","2024-02-14","2024-02-17"
+"181804752","736.02","","2","4","4","5","4","3","2","8.8","21","1.83","58","3","8","CP","CP","13.5571","0.008","2","spoc-s01-s65-b0A-CP","SPOC","165.690484","-16.406444","-221.078","0.219","-58.999","0.138","2458543.558006","0.00069767056","0.94799454357822","0.0000138934165","0.56466297813632","0.2614891","4.570272","0.615776","4200.5288900366","566.98956","1.1926392092996","0.47840133","20.519837882984","542.82923700204","10.809539","26.4927","0.0639","2940","67","5.14315","0.410207","0.17143000662327","0.00518929","","","0.14169","0.0200509","9,36,63","LP 791-18 b","2019-06-06","2024-01-17","2024-01-27"
+"219189765","737.01","","3","5","5","3","4","4","4","51.8","103.9","98.54","3","0","6","CP","CP","14.7599","0.008","1","spoc-s01-s65-b0A-CP","SPOC","171.014792","-19.556959","-38.857","0.118","39.679","0.077","2458544.430655","0.0003372431","1.7318529396486","0.000001841744","1.6919638993423","0.05425991","40.212311","0.904414","36359.43017485","832.64935","12.029949282695","0.48911378","86.636546404149","778.11723070716","44.193367","299.389","7.0265","3394","102","4.9186","0.487781","0.61521899700165","0.020916","","","0.600332","0.021826","9,36,63","HATS-74 A b","2019-06-06","2024-02-12","2024-02-17"
+"260304800","738.01","","3","4","4","3","3","4","4","21.3","73.8","60.94","4","0","3","PC","PC","12.7474","0.006","1","spoc-s01-s69-b0A-PC","SPOC","94.535471","-57.558727","-5.197","0.025","25.629","0.029","2458544.257701","0.00020061286","3.4405946355686","0.0000011947279","2.5441316975963","0.034675956","9.429683","0.075089","8647.4527321823","69.15744","8.896642060929","0.52666616","331.82749832558","1088.5486481278","119.29514","389.884","2.253","5324","184","4.43563","2.00393","0.9422550201416","0.0537487","","","0.91","0.119942","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,68,69","","2019-05-15","2024-09-08","2024-09-09"
+"279425357","739.01","","3","4","4","3","3","4","4","18.9","78.8","77.73","6","0","6","PC","PC","11.6049","0.006","1","spoc-s01-s69-b0A-PC","SPOC/QLP","104.991003","-57.618675","-4.901","1.121","-7.095","1.121","2458547.482086","0.0005546339","9.0150439020478","0.000005693237","1.6002058747326","0.05217852","5.224175","0.141138","4800.0853697903","129.98482","12.228492072375","5.054026","188.17937138826","944.6322162913","50.423065","340.416","","6083.61","125","4.3203","0.2","1.1584000587463","","-0.617295","0.1","","","9,10,27,28,29,30,31,32,33,34,35,36,37,38,39,62,63,64,65,66,67,69","V-shaped","2019-06-06","2024-09-08","2024-09-09"
+"310009611","740.01","","1","4","1","1","3","4","4","5.2","55.3","4.64","1","2","1","PC","PC","9.529","0.006","1","qlp-s63-ffi","UNKNOWN","152.118034","-50.307503","-25.127","0.05","-30.379","0.049","2460036.326522","0.0030325","2.131225","0.0000064","3.006","1.188","0.520192","0.032695","479","30.1126","1.98371","0.127756","3661.38","2167","23","115.091","0.44","5776","189","4.40631","0.269085","0.97","0.05","","","1.1","0.143176","9,10,36,63","variable bright host star; crowded field","2019-05-15","2023-05-11","2023-06-16"
+"359271092","741.01","","3","4","3","3","3","4","4","2","21.4","0.57","0","2","4","PC","PC","7.66874","0.007","1","qlp-s62-ffi","SPOC/QLP","140.399376","-60.281169","-840.114","0.056","182.09","0.062","2460006.41417","0.0048554","7.5768334","0.0000352","2.073","0.83","0.313823","0.034909","289","32.1517","0.867887","0.066986","26.1371","629","12","10.454","0.00315","3766","95","4.75957","0.060823","0.53","0.02","","","0.522473","0.0202738","9,10,36,37,62","Crowded field. High proper motion star.","2019-06-06","2023-04-12","2023-04-25"
+"373424049","742.01","","5","5","5","5","5","5","5","7.8","75.3","9","2","1","1","PC","FP","8.6333","0.006","1","spoc","SPOC","140.056794","-53.119685","2.654","0.063","-0.909","0.062","2458543.475174","0.00283","0.963081","0.000194","2.378514","0.265809","0.265236","0.019935","244.261214","18.360544","2.727644","0.596427","23744.773941","3166.006188","13.63825","227.265","1.844","8688","230","4.32187","0.344824","1.68698","0.245108","","","2.12","0.313598","9,10","A type star; could be on 373424060","2019-06-06","2019-06-06","2022-12-14"
+"434486077","743.01","","3","4","3","3","3","4","4","23","62.9","84.05","2","0","2","PC","PC","14.3858","0.007","1","spoc-s01-s36-b0A-PC","SPOC","156.572646","-23.508063","-31.688","0.065","-2.992","0.059","2459989.182624","0.0026277462","2.2284671054591","0.00000735925","1.5708912401721","0.13534065","16.853101","1.050907","15402.429959358","967.4528","10.956005310233","0.7381707","378.64826258467","1125.067920544","17.991327","638.972","14.2035","5156","182","4.46838","2.00362","0.82428801059723","","","","0.82","","9,36,62","two stars in pixel","2019-06-06","2023-10-03","2023-10-05"
+"437242640","744.01","","5","5","5","5","5","5","5","123.4","349.9","118.08","0","1","3","KP","KP","9.7566","0.006","1","qlp-s63-ffi","SPOC","165.399368","-23.860946","-43.9","0.069","-65.794","0.069","2460031.706114","0.0002086","4.3176859","0.0000011","1.822","0.154","12.319996","0.321276","11283","295.862","13.3926","0.793785","229.962","1084","136","132.096","0.8515","5700","","4.50578","","1.11","0.06","0.04","0.1","1.014","0.12983","9,36,63","WASP-34 b","2019-05-15","2023-05-11","2023-06-16"
+"444842193","745.01","","2","5","5","2","3","4","4","6.5","52.2","5.9","1","1","3","PC","APC","10.5488","0.006","1","spoc-s01-s65-b0A-APC","SPOC","147.757437","-55.318299","-52.223","0.05","-5.862","0.053","2458544.259371","0.002182767","1.0790928318675","0.000005699392","3.802109408534","0.2881824","0.622077","0.075022","572.78989069067","69.09556","3.5422650161381","2.2273698","2285.3834584569","1763.4352567067","18.43127","175.381","0.9965","5741","189","4.47122","0.307748","0.97299802303314","0.0456433","","","1.07","0.131911","9,10,36,37,63","odd-even and v-shaped; likely EB","2019-06-06","2024-09-08","2024-09-09"
+"167418903","746.01","","3","4","4","3","3","4","4","19.4","101.7","67.75","6","1","7","PC","PC","11.3786","0.006","1","qlp-s39-tois","UNKNOWN","99.620795","-67.64895","-3.159","0.043","6.515","0.038","2459367.92025","0.0004955","10.980302","0.0000089","1.597","0.156","9.333908","0.002717","8560","2.50259","9.67383","0.543752","24.3873","619","72","234.418","1.0545","5614.9","126","4.47","0.08","0.96","0.05","-0.159866","0.1","0.99","0.122522","1,2,3,4,5,6,7,8,9,11,12,13,28,29,30,31,32,33,34,35,36,37,38","","2019-04-01","2022-03-22","2022-12-14"
+"15445551","747.01","","5","5","5","5","5","5","5","114.5","111.4","317","0","0","1","KP","KP","10.349","0.006","1","spoc","UNKNOWN","185.324682","-52.840816","-1.356","0.041","3.919","0.04","2459308.413696","0.00037470163","1.68278959367","0.00004584463","3.0183508825006","0.026562033","8.806065","0.096984","8077.8824915758","89.32127","14.800463738279","0.69054896","4170.1035014591","2049.540280567","80.504036","298.392","3.579","6271","196","4.08214","0.411485","1.568029999733","0.0719699","","","1.31","0.203274","10,11,37","WASP-87 b","2019-06-05","2021-07-26","2022-12-14"
+"104024556","748.01","","5","5","5","5","5","5","5","132.9","198.1","317","0","1","1","KP","KP","10.3182","0.006","1","qlp-s64-ffi","SPOC","196.043793","-35.549529","-18.658","0.121","1.037","0.075","2460064.168409","0.0003659","2.0219583","0.0000018","2.681","0.084","10.955883","0.196406","10040","180.88","20.1548","0.900287","3208.41","2096","110","423.552","10.6475","7000","","4.13412","","1.94","0.08","","","1.57","0.260657","10,37,64","WASP-167 b","2019-06-11","2023-06-28","2023-08-10"
+"5868998","749.01","","5","5","5","5","4","5","5","621.3","500.7","317","4","0","8","PC","APC","13.9372","0.007","1","spoc","SPOC","187.781988","-23.773715","-35.236","0.193","-35.044","0.11","2458569.93359","0.000286","0.63554","0.000012","1.257326","0.023871","57.022842","0.90478","51164.635251","832.9864","14.372489","6.281129","233.51269272891","997.00508316647","74.55815","232.123","5.3735","3602","66","4.8169","0.364675","0.442","0.069","","","0.527","","10","Likely EB","2019-06-11","2019-06-11","2022-12-14"
+"14614418","750.01","","5","5","5","5","5","5","5","83.6","67.7","317","0","0","0","KP","KP","13.3898","0.008","1","qlp","UNKNOWN","173.95742","-29.156064","3.179","0.046","-4.904","0.035","2459304.327073","0.0004481","0.8378445","0.000001","1.768","0.058","22.433478","0.005679","20450","5.23061","15.1164","","2569","1983","71","624.368","15.7565","5600","","4.43826","","1.02","","","","1.01","","10,36","HATS-18 b","2019-06-11","2021-11-10","2022-12-14"
+"14661418","751.01","","5","5","5","5","5","5","5","46.3","143.7","100.05","0","0","0","KP","KP","12.4806","0.006","1","spoc","UNKNOWN","174.009869","-29.543364","24.921","0.042","-9.907","0.032","2459303.027567","0.0003595","4.7228146286607","0.0000033164583","2.1894173969358","0.040665444","24.902903","0.283723","22675.381267129","261.28473","12.137650390898","0.91417116","111.29899741294","828.40471601475","97.16079","229.518","1.601","4803","","4.64154","","0.79323500394821","0.0582462","0.024189","0.0782272","0.757","0.0889309","10,36","HATS-22 b","2019-06-11","2021-12-02","2022-12-14"
+"61538902","752.01","","5","5","5","5","5","5","5","46","148.8","115.93","0","0","1","KP","KP","11.3743","0.006","1","spoc-s01-s39-b0A-PC","UNKNOWN","176.299052","-42.063958","11.67","0.048","-1.593","0.037","2459309.447174","0.00055664487","5.7481343632827","0.0000038102783","2.6720120881523","0.03762507","13.428622","0.131128","12292.046065457","120.765656","13.23743470706","0.63841736","345.7199266119","1099.7674270851","99.69562","301.462","3.3435","5900","","4.52994","","1.1278300285339","0.0532764","","","1.1","0.145172","10,37","WASP-129 b","2019-06-11","2022-03-30","2022-12-14"
+"61988212","753.01","","5","5","5","5","3","5","5","67.8","162.1","84.72","4","0","2","PC","APC","14.3042","0.006","1","spoc","SPOC","178.074448","-47.583414","-5.923","0.127","-5.052","0.089","2458569.455416","0.001448","0.555255","0.000049","1.622036","0.081342","25.726433","2.124161","23416.400387","1954.5116","18.630967","18.70032","5682.4367089667","2214.3863789991","16.535254","597.747","35.053","5591","184","4.38111","","1.06168","1.06168","","","1.02","","10","Likely EB; Gaia Rstar = 0.66Rsun","2019-06-11","2019-06-11","2022-12-14"
+"72985822","754.01","","3","4","3","4","3","4","4","32.2","93.4","107.38","0","0","3","PC","PC","12.2397","0.006","1","spoc-s01-s39-b0A-PC","UNKNOWN","189.297113","-42.413637","-13.027","0.083","-6.377","0.164","2459310.244279","0.0017946988","3.8639768265485","0.000007924161","2.0935118154114","0.085695796","8.250601","0.629566","7570.2839946872","579.68384","12.654153859758","1.1621752","733.32419919207","1327.2225555833","30.536245","498.36","13.3015","6214","190","4.26729","","1.2262300252914","0.0632462","0.188862","0.068938","1.14","0.14759","10,37","v-shaped; check neighbors","2019-06-11","2022-03-21","2022-12-14"
+"73228647","755.01","","2","5","5","2","4","4","4","5.6","56.8","5.26","1","3","5","CP","CP","9.4628","0.006","1","qlp-s64-ffi","SPOC","190.036564","-44.312078","-3.723","0.097","-13.684","0.123","2460066.437431","0.002085","2.5404679","0.0000081","2.154","0.326","0.621219","0.030886","572","28.4465","2.15331","0.134377","622.47","1391","16","106.307","0.7195","6003","192","4.47356","0.276774","0.99","0.05","","","1.03","0.135847","10,37,64","HD 110113 b","2019-06-11","2023-06-28","2023-08-10"
+"73228647","755.02","","5","5","5","5","5","5","5","2.9","40.2","5.13","1","3","5","KP","KP","9.4628","0.006","2","spoc-s01-s65-b0A-CP","SPOC","190.036564","-44.312078","-3.723","0.097","-13.684","0.123","2458576.159251","0.0018910358","6.7418795627991","0.00001917955","1.371085679909","0.6001972","0.48928","0.088481","450.54206493591","81.49111","2.1138481681597","4.644325","193.83229521575","951.64787935681","8.289674","106.307","0.7195","6003","192","4.47356","0.276774","0.98664897680283","0.0502011","","","1.03","0.135847","10,37,64","HD 110113 c confirmed with RVs (Osborn 2021)","2024-02-01","2024-02-01","2024-02-02"
+"73649615","756.01","","2","4","4","2","4","4","4","12.7","74.4","8.61","3","0","6","PC","PC","12.5554","0.007","1","spoc-s01-s39-b0A-PC","UNKNOWN","192.103738","-45.470471","-216.372","0.066","29.209","0.066","2459308.00435","0.00259373","1.2392527880455","0.000006727919","1.1492706450041","0.17487271","3.019704","0.212587","2777.3856259454","195.78069","2.8667120718441","0.3954305","111.05629069578","827.95272628432","15.762","86.1759","0.31365","3614","64","4.81257","0.359456","0.50762802362442","0.0151246","-0.475514","0.0826626","0.505544","0.020319","10,11,37","","2019-06-05","2022-03-21","2022-12-14"
+"130924120","757.01","","3","4","4","4","3","3","4","2.3","56.4","5.45","5","3","3","PC","PC","9.0498","0.006","1","qlp-s64-ffi","SPOC","187.994843","-35.554452","47.935","0.073","107.175","0.103","2460039.192903","0.0039903","17.4682298","0.0000697","3.491","0.414","1.005858","0.051044","926","47.0122","2.17884","0.139569","24.3644","618","18","60.3418","0.201","5499","186","4.39962","2.00408","0.76","0.04","","","0.92","0.11236","10,37,64","L1 candidate; some variability in LC","2019-06-11","2023-06-28","2023-08-10"
+"131081852","758.01","","5","5","5","5","3","5","5","94.3","195.6","317","0","0","1","PC","APC","9.957501","0.006","1","spoc-s01-s39-b0A-APC","UNKNOWN","189.76217","-31.992266","-19","2.5","-26.8","2.4","2458575.745562","0.00026675418","13.273551080991","0.000007748915","6.7060028666718","0.02454332","23.112203","0.099706","21062.153575507","91.82865","19.055885698969","0.058318935","117.99365287976","889.10521677045","222.54208","154.532","","6072","193","4.29177","2.00457","1.2612600326538","","","","","","10,37","Possible EB; ~1000 ppm secondary","2019-06-11","2023-01-24","2023-01-26"
+"152147232","759.01","","5","5","5","5","3","5","5","32.2","90.1","112.12","0","1","1","PC","APC","11.6713","0.006","1","qlp-s37-tois","UNKNOWN","169.909474","-39.46208","-33.382","0.048","8.644","0.042","2459331.163575","0.0005546","4.2135662","0.0000062","2.904","0.095","6.971043","0.000575","6400","0.529801","12.9663","0.613837","504.781","1320","46","516.041","8.7495","6107","193","4.11585","0.61556","1.53","0.07","","","1.28","0.205272","10,36,37","TFOP APC/SB1","2019-06-11","2023-01-24","2023-01-26"
+"162362398","760.01","","5","5","5","5","3","5","5","70.2","217.5","317","0","0","1","PC","APC","10.6171","0.006","1","spoc-s01-s39-b0A-APC","UNKNOWN","169.414385","-44.017088","-18.637","0.074","8.558","0.064","2458578.666284","0.00062497525","12.339636761931","0.000015049149","6.2659032422989","0.048744667","14.63196","0.142254","13386.131103615","131.012","28.833172146373","1.3389844","1153.2432471983","1486.2777613198","108.47124","651.263","22.129","7852","217","4.20409","0.682895","2.2974100112915","0.105799","","","1.94","0.310494","10,36,37","Likely EB; large radius (~29 Re)","2019-06-11","2023-01-24","2023-01-26"
+"165317334","761.01","","2","4","2","2","3","4","4","2.8","45.4","8.15","7","2","5","PC","PC","10.9217","0.006","1","spoc-s01-s65-b0A-PC","SPOC","179.262998","-38.104794","-111.607","0.052","-18.278","0.034","2458576.38961","0.0017563235","10.555733223311","0.000020719212","2.8163532047401","0.28940824","1.636049","0.096383","1505.7221535009","88.76775","2.7774832244492","0.62425745","16.731751501709","515.82822372737","16.076832","66.8154","0.1808","4368","174","4.56706","0.236556","0.68475997447967","0.0702512","","","0.63","0.0791937","10,37,63,64","potential multi","2019-06-11","2024-02-01","2024-02-02"
+"165317334","761.02","","2","4","2","2","3","4","4","3.1","4.8","2.43","7","2","5","PC","PC","10.9217","0.006","2","spoc-s01-s65-b0A-PC","SPOC","179.262998","-38.104794","-111.607","0.052","-18.278","0.034","2458570.007581","0.0019092829","1.8320862830765","0.000012638243","1.4230142769814","0.38396782","0.40625","0.066079","374.09993093235","60.859608","1.3616949741305","1.9153537","172.82161102308","924.73918717415","7.4456773","66.8154","0.1808","4368","174","4.56706","0.236556","0.68475997447967","0.0702512","","","0.63","0.0791937","10,37,63,64","centroid variation between sectors mostly centered around star; high proper motion star; low SNR; potential multi","2024-02-01","2024-02-01","2024-02-02"
+"178709444","762.01","TIC 178709444.01","4","4","4","4","3","4","4","30.1","149","49.53","5","0","2","PC","PC","13.6615","0.007","1","spoc","UNKNOWN","166.074742","-47.821496","-159.157","0.07","-24.515","0.067","2459329.505631","0.0008324","3.4716808020319","0.0000032942403","1.3816977728099","0.044831026","33.770063","0.877706","30624.643459913","808.0704","8.027234045234","0.29949307","17.001217020345","517.89265579447","40.89199","98.4458","0.4309","3399","102","4.91468","0.484981","0.42678499221802","0.0130268","","","0.421357","0.020525","10,36,37","epoch from qlp-s37-tois; all other parameters from spoc-s01-s39 multisector","2019-06-11","2021-11-09","2023-04-20"
+"178819686","763.01","","2","5","5","2","4","4","4","4.7","57.8","6.41","9","1","4","CP","CP","9.5275","0.006","1","spoc-s01-s65-b0A-CP","SPOC","194.468098","-39.758061","-76.902","0.073","-84.817","0.055","2460046.424157","0.0023161012","5.605774799187","0.000011414336","3.021389697455","0.46949676","0.761572","0.048465","701.18823160562","44.637024","2.409708802577","1.5932673","182.93499903983","937.98080323964","18.749166","95.1274","0.45155","5767","189","4.34736","2.00358","0.90676099061966","0.0467135","","","0.97","0.114611","10,37,64","TOI-763 b / TOI-763.01","2019-06-11","2024-01-30","2024-02-02"
+"178819686","763.02","","1","4","1","2","4","4","4","3.7","56.6","8.59","9","1","4","CP","CP","9.5275","0.006","2","spoc-s01-s65-b0A-CP","SPOC","194.468098","-39.758061","-76.902","0.073","-84.817","0.055","2460046.212045","0.0029952964","12.277244423743","0.00003085127","3.8398888593322","0.28587875","0.944418","0.048316","869.46291818549","44.49966","2.8635085115912","0.41841304","64.319569464379","722.27990415994","15.86392","95.1274","0.45155","5767","189","4.34736","2.00358","0.90676099061966","0.0467135","","","0.97","0.114611","10,37,64","TOI-763 c / TOI-763.02","2019-06-11","2024-01-30","2024-02-02"
+"181159386","764.01","","5","5","5","5","3","5","5","106.4","251","317","0","0","1","PC","APC","11.1689","0.006","1","spoc-s01-s39-b0A-APC","UNKNOWN","174.302837","-38.307191","-6.075","0.044","2.292","0.03","2458574.583993","0.00035888163","5.6316662587869","0.0000038410917","6.5350825665745","0.033529762","15.179328","0.102995","13883.401767822","94.857735","33.644875860196","1.6967282","2898.4431042792","1871.3755219121","138.26785","789.341","19.1095","6632","200","4.20607","1.94281","2.7821199893951","0.139628","","","1.43","0.225089","10,36,37","TFOP APC; too large (Rp > 30Re)","2019-06-11","2023-01-24","2023-01-26"
+"219401954","765.01","","5","5","5","5","5","5","5","7.5","53.2","6.93","2","2","1","PC","FA","9.647","0.006","1","spoc","SPOC","78.165188","-53.743438","17.488","0.046","32.329","0.057","2458570.226021","0.002456","0.861484","0.000147","1.293669","0.397879","0.311334","0.041585","286.708078","38.300644","2.512038","4.220942","10152.614938853","2560.1430249664","8.275544","168.781","0.7225","5724.7","57","3.82","0.08","1.45505","0.165864","-0.24","0.09","1.02","0.129493","10","Low SNR; possible secondary","2019-06-11","2019-06-11","2022-12-14"
+"219698950","766.01","","5","5","5","5","5","5","5","65.6","208.4","105.75","0","0","1","KP","KP","11.5122","0.008","1","spoc-s01-s65-b0A-KP","SPOC","175.52524","-23.354845","-20.357","0.064","-0.924","0.046","2458570.564724","0.00015795427","3.4464529129058","0.0000015725985","2.4625990454954","0.018664438","17.86627","0.106293","16320.791172603","97.89503","12.539905243347","0.614805","489.94610005786","1199.9325263462","205.23804","283.971","3.73","5870","","4.4","","0.91309100389481","0.0445528","0.1","0.12","1.18","0.158994","10,36,63","HATS-1 b","2019-06-11","2024-04-24","2024-04-30"
+"229047362","767.01","","5","5","5","5","5","5","5","87.6","259.7","116.81","0","0","1","KP","KP","11.2175","0.006","1","spoc","SPOC","195.359758","-27.522227","-29.268","0.061","-6.293","0.047","2458572.990673","0.000252","3.764873","0.000069","2.759996","0.022034","24.438343","0.146737","22257.118447","135.14021","13.95182","0.090622","357.01228723637","1108.6399908895","155.86082","211.416","1.4575","5703","","4.51085","","0.92","","0.06","0.03","1.025","0.123143","10","WASP-25 b","2019-06-11","2019-06-11","2022-12-14"
+"229811538","768.01","","5","5","5","5","3","5","5","35.8","75.8","317","0","1","1","PC","APC","12.2864","0.008","1","qlp-s37-tois","SPOC","198.635626","-24.14419","-10.709","0.064","2.776","0.057","2459316.29169","0.0006896","11.5294381","0.0000144","4.881","0.091","28.19024","0.00219","25630","2.01662","18.7142","0.908215","149.636","974","105","469.997","9.4505","5956","192","4.31259","2.00378","1.15","0.05","","","1.21","0.184341","10,37","possible secondary; TFOP APC","2019-06-11","2023-01-24","2023-01-26"
+"248075138","769.01","","5","5","5","5","5","5","5","51.5","194.1","81.22","0","1","1","KP","KP","11.3728","0.006","1","qlp-s37-tois","SPOC","192.981203","-42.073617","-49.781","0.061","4.865","0.064","2459332.02995","0.0002793","4.9816784","0.000003","2.733","0.053","19.842907","0.001648","18110","1.51789","10.7801","0.64077","137.118","953","137","177.291","1.3105","5315","","4.51737","","0.79","0.05","0.29","0.05","0.92","0.114537","10,37","WASP-42 b","2019-06-11","2023-01-24","2023-01-26"
+"248111245","770.01","","5","5","5","5","5","5","5","26.3","31.6","317","0","0","1","KP","KP","12.3335","0.006","1","spoc-s01-s39-b0A-KP","UNKNOWN","193.55246","-46.587716","-13.593","0.07","0.545","0.074","2459310.764623","0.0020390798","4.6370478737018","0.000010513086","4.8238321719544","0.11697414","8.464736","0.190761","7765.9973286218","175.68155","15.304546503321","1.0992488","1342.5732659661","1543.8469648612","33.603905","816.988","39.2265","6438","","4.10962","","1.6805399656296","0.114653","","","1.41","0.241258","10,11,37","HATS-27 b","2019-06-05","2022-03-30","2022-12-14"
+"277634430","771.01","","3","4","4","3","3","4","4","4.9","15.5","2.53","7","0","1","PC","PC","12.0874","0.007","1","spoc-s01-s39-b0A-PC","UNKNOWN","164.11389","-72.985174","39.475","0.081","-76.411","0.06","2459335.352285","0.0019598098","2.3260077350821","0.0000048553343","0.99608678448879","0.18412185","3.566838","0.175367","3279.789131833","161.50557","1.3960868737115","0.44174787","14.896600189798","501.06208361105","22.615362","25.2788","0.0257","3231","","4.438","","0.24185700714588","0.00727155","","","0.2121","0.0201145","10,11,12,37,38","Possible centroid offset; s38 affected by scattered light","2019-06-05","2022-03-21","2022-12-14"
+"286864983","772.01","","3","4","4","3","4","4","4","14.3","101.4","38.41","7","3","7","PC","PC","10.8815","0.006","1","spoc-s01-s65-b0A-PC","SPOC","190.191401","-21.872782","-29.764","0.079","-11.733","0.046","2458575.945327","0.0007515909","11.016342110475","0.00001125629","3.5235771249212","0.08699317","7.537832","0.194566","6918.5557902228","179.18578","6.9124464711137","0.48400095","47.708531064069","670.29929219368","39.05228","135.371","0.955","5184","182","4.57383","0.395411","0.81537401676178","0.0503367","","","0.858","0.104624","10,37,64","possible multi","2019-07-24","2024-01-22","2024-01-27"
+"286864983","772.02","","1","4","1","1","4","4","4","0","17.7","24.57","7","3","7","PC","PC","10.8815","0.006","2","spoc-s01-s65-b0A-PC","SPOC","190.191401","-21.872782","-29.764","0.079","-11.733","0.046","2459313.643175","0.0016565331","744.20076033013","0.0028914735","4.3105796305394","0.22739072","4.668676","0.253084","4290.7780125563","233.07181","5.3137751320638","0.6521376","0.17340400275846","164.58283128486","17.026077","135.371","0.955","5184","182","4.57383","0.395411","0.81537401676178","0.0503367","","","0.858","0.104624","10,37,64","alerted as single but now have two events; actual period likely shorter than max period of ~744 days; potential multi","2022-03-24","2024-01-22","2024-02-19"
+"286865921","773.01","","5","5","5","5","5","5","5","44.8","136.8","101.4","0","1","2","KP","KP","11.5037","0.006","1","qlp-s37-tois","SPOC","190.151956","-19.284353","-23.173","0.08","-12.865","0.061","2459329.250355","0.0004408","4.971298","0.0000046","3.283","0.088","13.250508","0.001451","12130","1.33654","12.1956","0.676242","238.875","1095","107","271.103","3.667","5510","","4.44137","","1.09","0.06","","","0.963","0.124322","10,37","WASP-83 b","2019-06-11","2023-01-24","2023-01-26"
+"294301883","774.01","","5","5","5","5","5","5","5","69.2","83.3","317","0","0","6","KP","KP","11.3473","0.006","1","spoc-s01-s39-b0A-KP","UNKNOWN","203.758195","-17.503496","12.072","0.077","-3.837","0.07","2459310.444439","0.00047407817","4.465634329942","0.0000023999446","3.5125179895836","0.028601402","18.984906","0.128115","17333.755723058","117.99138","14.646776348545","0.63955903","471.60159503684","1188.5393527978","155.33298","297.462","3.9085","6070","","4.4201","","1.090360045433","0.0470527","0.09","0.04","1.134","0.153521","10,37","WASP-55 b","2019-06-11","2022-03-30","2022-12-14"
+"304042899","775.01","","5","5","5","5","5","5","5","107.9","248.5","317","1","0","1","PC","FP","9.5369","0.006","1","spoc","SPOC","164.799978","-59.23397","-24.478","0.089","19.54","0.093","2459313.56423","0.003532989","12.445874118302","0.0050027245","11.542458744701","0.25815743","7.680869","0.205606","7049.3777391907","189.3522","21.084793346303","8.848064","308.65842293366","1069.0284981539","34.94298","220.953","2.6095","6746","202","4.41572","0.439532","1.5288000106811","0.0662512","","","1.45","0.24339","10,37","likely EB; odd-even; large; v-shaped","2019-06-05","2019-06-05","2022-12-14"
+"306996324","776.01","TIC 306996324.01","2","5","5","2","4","4","4","1.8","67.8","4.82","7","3","8","CP","CP","9.73597","0.007","1","qlp-s63-ffi","QLP","178.577997","-37.553357","251.112","0.051","-145.059","0.034","2460013.811167","0.0033256","15.6653204","0.0000558","2.972","1.206","1.467821","0.150756","1351","138.842","2.02611","0.132178","14.4076","542","15","27.1701","0.03205","3806","66","4.73575","0.338566","0.53","0.02","","","0.52973","0.0202495","10,37,63","TOI-776 c / TOI 776.01","2019-06-11","2023-05-11","2023-06-16"
+"306996324","776.02","TIC 306996324.02","2","5","5","2","4","4","4","3.4","75.4","4.18","7","3","8","CP","CP","9.73597","0.007","2","qlp-s63-ffi","QLP","178.577997","-37.553357","251.112","0.051","-145.059","0.034","2460031.06683","0.0025422","8.2466307","0.0000344","2.4592174409909","0.22746527","1.180035","0.078017","1086.2620211366","71.85391","1.8754314587068","0.280195","11.997444716601","474.6701688941","18","27.1701","0.03205","3806","66","4.73575","0.338566","0.53302401304245","0.0157771","","","0.52973","0.0202495","10,37,63","TOI 776.02 / TOI-776 b","2019-06-11","2023-09-21","2023-09-25"
+"334305570","777.01","","3","4","4","3","3","4","4","24.5","109.3","54.02","8","1","5","PC","PC","9.3712","0.006","1","spoc-s01-s39-b0A-PC","UNKNOWN","183.118731","-49.00774","-8.827","0.051","-23.394","0.036","2459314.556187","0.0010507639","8.3008552902116","0.000011298432","4.7925921078374","0.08681659","2.875758","0.055403","2645.1663433745","51.026665","8.4465727674583","0.50224984","468.77143924951","1186.7521726469","37.4951","182.314","1.433","7199","208","4.3586","0.384488","1.6028300523758","0.0833116","0.115163","0.0399537","1.18","0.169135","10,37","","2019-06-11","2022-03-21","2023-05-01"
+"335630746","778.01","","3","5","5","3","4","4","4","132.2","169.1","317","9","14","9","CP","CP","8.69009","0.006","1","qlp-s46-tois","SPOC","199.33385","-15.273705","-60.6","0.083","-26.012","0.065","2459574.942709","0.0001636","4.6336155","0.0000016","3.557","0.041","8.348756","0.000082","7660","0.0756118","15.2453","0.624586","734.672","1450","370","161.743","1.1155","6780","202","4.08247","0.654941","1.68","0.07","","","1.428","0.243124","10,37,46","TOI-778 b","2019-06-11","2024-09-09","2024-09-10"
+"374095457","779.01","","3","4","4","3","3","4","4","32.9","365.1","10.95","7","2","1","PC","PC","8.2158","0.007","1","spoc-s01-s65-b0A-PC","SPOC/QLP","159.933006","-48.996687","-14.916","0.07","10.537","0.067","2458543.83064","0.00015371358","0.78391485362703","0.0000014430645","1.6423921021229","0.06971736","0.997315","0.016969","918.13964340397","15.629073","","","3608.5342786069","1976.7532356945","67.59588","634.714","17.664","5780","","4.438","","","","","","","","9,10,36,37,63","No stellar parameters; variable ApSi host so Rp likely > 6 Re","2019-06-05","2024-02-23","2024-09-01"
+"398943781","780.01","","5","5","5","5","5","5","5","134.6","360.4","123.82","0","1","1","KP","KP","10.7875","0.006","1","qlp-s37-tois","SPOC","190.618803","-30.639818","14.9","0.076","11.889","0.054","2459329.902022","0.0001207","3.0524018","8e-7","2.483","0.023","24.452648","0.00019","22270","0.175155","13.7594","0.652368","344.149","1199","323","163.371","1.0595","5545","","4.52787","","0.88","0.04","0.06","0.02","0.976","0.123773","10,37","WASP-41 b","2019-06-11","2023-01-24","2023-01-26"
+"413376180","781.01","","5","5","5","5","5","5","5","97.2","181.8","128.95","0","0","1","KP","KP","12.7492","0.006","1","qlp","UNKNOWN","176.738826","-22.56301","-46.424","0.047","-1.172","0.024","2459303.359237","0.0003375","1.3541351","0.000001","1.894","0.025","22.333726","0.001349","20360","1.24215","14.0693","0.899122","667.122","1415","102","341.925","3.636","5227","","4.47443","","0.93","0.06","","","0.825","0.0938295","10,36","HATS-2 b","2019-06-11","2021-11-09","2022-12-14"
+"429358906","782.01","","2","4","4","2","4","4","4","2.1","57.2","7.25","9","0","12","PC","PC","12.2875","0.007","1","spoc-s01-s65-b0A-PC","SPOC","183.920361","-18.910338","-163.72","0.151","-36.819","0.096","2458577.042174","0.0014045216","8.0239811468365","0.000016911143","1.7082730596787","0.37981406","4.362618","0.318608","4010.0577601438","293.40546","2.592665251282","0.915131","5.3901674678228","388.6156750986","14.5085945","52.5122","0.2036","3331","63","4.94964","0.399131","0.40651598572731","0.0122887","","","0.398817","0.0204054","10,36,63","L1 candidate","2019-06-11","2024-02-15","2024-02-17"
+"451645081","783.01","","1","4","1","2","3","4","4","4.2","64.1","6.28","1","3","5","PC","PC","9.9222","0.006","1","spoc-s01-s39-b0A-PC","SPOC","172.155637","-54.784223","-119.182","0.044","3.231","0.036","2459312.121241","0.002800567","8.1125146865053","0.00003084877","2.0330297625383","0.3530448","1.330751","0.124968","1224.9160656138","115.09274","2.3812032801156","1.3902668","32.962419782492","611.11721949804","10.499904","55.3043","0.0999","4498.94","87","4.5","0.19","0.66836100816727","0.0577939","0.25","0.09","0.71","0.0804688","10,37","potential L1 candidate; period updated to ~8.1 days with spoc-s01-s39 multisector","2019-06-11","2022-03-21","2022-12-14"
+"460984940","784.01","","2","5","5","2","4","4","4","6.4","74","4.03","4","3","3","PC","CP","8.7537","0.006","1","qlp-s63-ffi","SPOC","159.341221","-63.655692","3.567","0.047","-154.911","0.046","2460038.66554","0.0019217","2.7970316","0.0000064","2.185","0.322","0.522365","0.023037","481","21.2174","1.84303","0.116988","413.894","1256","22","64.5997","0.1102","5849","190","4.5297","0.261519","0.9","0.05","","","0.96","0.122658","10,11,37,38,63","Crowded field; potential L1 planet","2019-06-05","2023-05-11","2023-06-29"
+"374829238","785.01","","1","4","1","2","3","4","4","0.2","2.1","1.75","0","0","1","PC","PC","11.5026","0.007","1","spoc-s01-s39-b0A-PC","SPOC","88.33729","-65.6335","-15.241","0.051","102.216","0.046","2458363.821446","0.011247206","18.626388027151","0.00035152686","15.690422310266","0.9219414","0.461457","0.049335","424.92748073877","45.43838","1.1783901718118","0.27808923","4.2857736526307","366.96703864147","8.328106","65.5548","0.09825","3783","","4.438","","0.5613009929657","0.0166798","","","0.555307","0.0202895","2,3,6,7,9,10,12,13,27,29,30,33,34,36,37,39","bad transit shape; consistent centroid offset","2019-06-14","2022-03-21","2022-12-14"
+"375059587","786.01","","1","4","1","2","3","4","4","1.5","21","5.98","1","1","5","PC","PC","9.8192","0.006","1","qlp-s68-ffi","SPOC","100.104215","-63.339108","7.75","0.064","32.109","0.046","2460176.555048","0.0042418","12.6693786","0.0000493","4.818","1.166","0.348577","0.028501","321","26.2503","2.30678","0.159921","562.492","1356","19","167.948","0.9015","5853.8","45.2182","4.22099","0.115886","1.31","0.06","-0.00795581","0.0463279","1.06","0.127543","1,2,3,4,5,6,7,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68","possible multi","2019-06-14","2023-10-16","2023-10-19"
+"375059587","786.02","","1","4","1","1","3","4","4","0.5","13.2","5.26","1","1","5","PC","PC","9.8192","0.006","2","qlp-s67-ffi","SPOC","100.104215","-63.339108","7.75","0.064","32.109","0.046","2460161.039382","0.0104583","38.5537648","0.0003573","6.071","0.529","0.357266","0.020902","329","19.2514","2.14038","0.136663","20.9962","596","14","167.948","0.9015","5853.8","45.2182","4.22099","0.115886","1.31","0.06","-0.00795581","0.0463279","1.06","0.127543","1,2,3,4,5,6,7,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68","potential multi; centroids scattered between sectors but majority on target","2021-07-28","2023-10-16","2023-10-19"
+"350584963","787.01","","2","4","2","2","3","4","4","1.9","25.6","2.98","1","3","1","PC","PC","9.4799","0.006","1","qlp-s63-ffi","SPOC","87.116029","-56.004119","23.605","0.065","2.831","0.061","2460039.713456","0.003501","2.1263242","0.0000071","2.17","0.285","0.162873","0.009468","150","8.71994","1.54125","0.0892549","1647.7","1774","17","180.291","1.0145","6623","200","4.38359","0.333554","1.32","0.06","","","1.44","0.248612","1,2,3,4,5,6,7,8,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63","centroid variation between sectors; slight depth aperture correlation","2019-05-24","2023-05-11","2023-06-16"
+"349829627","788.01","","3","5","5","3","3","4","4","2.5","16.5","7.71","2","2","1","PC","PC","9.0255","0.006","1","spoc-s01-s39-b0A-PC","QLP","113.695288","-61.240068","-31.077","0.055","-36.691","0.044","2458329.402681","0.002170365","6.4871556789078","0.000030772462","2.1325588474563","0.24685037","0.119157","0.015816","109.74166662466","14.566966","2.6869025845729","4.479964","284.77701299884","1047.7218043016","9.234935","184.204","0.849","4997","172","3.45154","0.335717","2.5686399936676","","","","","","1,3,4,5,6,7,8,9,10,11,13,27,28,29,30,31,32,33,34,35,36,37,38,39","low S/N; crowded field; possible offset toward faint neighbor TIC 765721735; some odd-even clearer in SPOC TEC plots","2019-06-14","2022-03-22","2022-12-14"
+"300710077","789.01","","2","4","4","2","3","4","4","0.8","5.4","1.27","26","0","3","PC","PC","11.9802","0.007","1","spoc-s01-s39-b0A-PC","UNKNOWN","115.270225","-71.303764","129.613","0.056","148.226","0.068","2458329.112439","0.0012325154","5.4469906619341","0.000016166818","1.5712123324216","0.5933363","0.905782","0.088284","833.90823744136","81.30914","1.0772467159433","1.3966876","9.5473067534029","448.32191502571","12.41423","43.407","0.0579","3471","64","4.87707","0.378264","0.37114000320435","0.0111606","","","0.358579","0.0203116","1,2,3,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,35,36,37,38,39","potential multi; crowded field","2019-06-14","2022-03-22","2022-12-14"
+"300710077","789.02","","2","4","2","2","3","4","4","0.3","4","2.2","26","0","3","PC","PC","11.9802","0.007","2","spoc-s01-s39-b0A-PC","SPOC","115.270225","-71.303764","129.613","0.056","148.226","0.068","2458334.769484","0.0020042395","12.970602785046","0.000054607557","2.1262586776887","0.64405185","1.287783","0.123262","1185.3884787608","113.52202","1.2844056786219","1.1167526","3.002452680042","335.72895018223","10.144441","43.407","0.0579","3471","64","4.87707","0.378264","0.37114000320435","0.0111606","","","0.358579","0.0203116","1,2,3,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,35,36,37,38,39","candidate in multi-planet system","2021-07-28","2022-03-18","2022-12-14"
+"300710077","789.03","","2","4","2","2","3","4","4","0.4","4.9","1.03","26","0","3","PC","PC","11.9802","0.007","3","spoc-s01-s39-b0A-PC","SPOC","115.270225","-71.303764","129.613","0.056","148.226","0.068","2458329.961434","0.0022095814","8.0433668737267","0.000036654536","2.5355214181213","0.5224638","0.765894","0.072545","705.16548399934","66.81449","1.0165102530683","0.57924926","5.6777013762137","393.69770780349","10.987737","43.407","0.0579","3471","64","4.87707","0.378264","0.37114000320435","0.0111606","","","0.358579","0.0203116","1,2,3,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,35,36,37,38,39","small planet candidate in potential multi-planet system","2021-07-28","2022-03-22","2022-12-14"
+"308994098","790.01","","1","4","1","3","3","4","4","1.2","40.1","39.19","3","0","1","PC","PC","8.9914","0.006","1","spoc","SPOC","123.39778","-64.090901","-24.667","0.074","47.921","0.071","2458352.487862","0.0029354559","199.57790731317","0.00092809886","11.896875126478","0.19273095","1.919776","0.039744","1766.6170107699","36.605125","6.9936043292336","0.2952909","7.5757107736103","423.13173231676","46.028843","167.218","0.884","6988","205","4.25649","0.403409","1.4608000516891","0.0586934","","","1.52","0.253533","1,4,8,9,10,11,28,31,34,36,37,38,61,62,64,68,69","potential multi","2019-06-14","2024-03-14","2024-03-16"
+"308994098","790.02","","1","4","1","4","3","4","4","0.8","18.5","6.37","3","0","1","PC","PC","8.9914","0.006","2","spoc-s01-s69-b0A-PC","SPOC","123.39778","-64.090901","-24.667","0.074","47.921","0.071","2458345.441513","0.0055887634","41.017517375265","0.00026658195","8.2090012644237","0.39441288","0.248971","0.021488","229.2846535791","19.79059","2.4013155039687","0.25611043","62.46175426898","717.00683210509","9.812724","167.218","0.884","6988","205","4.25649","0.403409","1.4608000516891","0.0586934","","","1.52","0.253533","1,4,8,9,10,11,28,31,34,36,37,38,61,62,64,68,69","possible multi near 5:1 resonance","2022-03-24","2024-03-14","2024-03-16"
+"308994098","790.03","TIC 308994098.03","3","4","3","3","3","4","4","","","34.03","3","0","1","PC","PC","8.9914","0.006","3","spoc-s01-s69-b0A-PC","SPOC","123.39778","-64.090901","-24.667","0.074","47.921","0.071","2460203.621473","0.04815303","","","17.355047238946","0.3328776","1.769291","0.080461","1628.2500301132","74.10458","6.4367305691354","0.31293473","6.7526692774701","411.13894730497","25.358255","167.218","0.884","6988","205","4.25649","0.403409","1.4608000516891","0.0586934","","","1.52","0.253533","1,4,8,9,10,11,28,31,34,36,37,38,61,62,64,68,69","single transit exterior to 2 TOIs","2024-03-14","2024-03-14","2024-03-18"
+"306472057","791.01","TIC 306472057.01","1","4","1","3","3","4","4","1.8","35","77.78","9","1","3","PC","PC","10.7525","0.006","1","spoc-s01-s69-b0A-PC","SPOC","118.434757","-69.701736","-5.065","0.056","8.192","0.051","2458427.621432","0.001388358","139.30485123035","0.00021866953","12.194829344439","0.11817927","5.505237","0.088466","5057.6776281985","81.47706","10.466817116646","0.45350966","10.669465053247","460.95168926002","59.601326","341.221","3.0735","6572","199","4.35381","0.434965","1.4296200275421","0.0590955","","","1.43","0.24724","4,5,6,8,9,10,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","also a CTOI from Planet Hunters; potential multi","2019-06-14","2024-03-11","2024-03-16"
+"306472057","791.02","TIC 306472057.02","3","4","3","3","3","4","4","0.1","22.4","99.05","9","1","3","PC","PC","10.7525","0.006","2","spoc-s01-s69-b0A-PC","SPOC","118.434757","-69.701736","-5.065","0.056","8.192","0.051","2458583.273564","0.0036711325","928.045581387","0.0009378785","11.576689025693","0.1613313","6.924051","0.150316","6356.9944677109","138.43613","12.067271404059","0.528396","3.6827047011415","353.31451009272","31.67289","341.221","3.0735","6572","199","4.35381","0.434965","1.4296200275421","0.0590955","","","1.43","0.24724","4,5,6,8,9,10,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","duo at 3x report period (928.047 d); event at ~3130 matches CTOI; potential multi","2024-03-14","2024-03-14","2024-03-18"
+"294780517","792.01","","5","5","5","5","5","5","5","1.8","24.2","12.67","1","0","1","EB","FP","11.7345","0.006","1","spoc-s01s13-b0A","SPOC","71.245764","-67.98105","-7.454","0.045","19.694","0.051","2458416.495917","0.0023369747","15.647705544223","0.00024793908","1.3360669793749","0.5425854","1.646321","0.170897","1515.1689468329","157.38956","3.2193275590268","4.9658775","30.636886347131","600.04097206118","10.254003","215.208","1.127","5107.98","125","4.5443","0.2","0.835807","0.204047","0.349553","0.1","0.86","0.0983604","4,5,6,7,8,9,10,11,12,13","low MES; crowded; TFOP FP/NEB","2019-06-14","2023-04-04","2023-04-07"
+"300013921","793.01","","5","5","5","5","5","5","5","0.8","30.9","15.38","1","3","3","EB","FP","10.8578","0.006","1","qlp-s36-ffi","SPOC","107.133952","-68.368778","-0.395","0.04","25.382","0.043","2459236.957286","0.0013824","54.6616036","0.0001672","2.388","0.143","2.195405","0.001169","2020","1.0763","4.04767","0.238537","1.20276","291","22","144.067","0.3935","5379","185","4.50461","0.302612","0.8","0.04","","","0.95","0.124974","1,2,3,4,5,6,7,8,9,10,11,12,13,28,29,30,31,32,33,34,35,36","TFOP SEB1/FP","2019-06-14","2023-04-04","2023-04-07"
+"299945285","794.01","","2","4","4","2","3","4","4","0.8","16.1","12.11","1","2","3","PC","PC","10.0176","0.006","1","spoc-s01-s39-b0A-PC","UNKNOWN","106.664922","-71.446827","4.668","0.038","-17.561","0.042","2459335.730301","0.0147425","52.396659527929","0.00038334052","8.4479270102174","0.38388726","0.485533","0.028252","447.09214217431","26.02056","3.5051170854204","0.45761874","40.826658538099","644.69708817787","16.64862","233.131","1.1705","6270.01","40.0668","4.07467","0.111098","1.5908399820328","0.0647336","-0.46561","0.0457919","1.22","0.185447","2,3,4,5,6,7,8,9,10,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39","","2019-06-14","2022-03-22","2023-01-24"
+"278895705","795.01","","1","4","1","2","3","4","4","2.3","27.3","8.9","7","1","1","PC","PC","10.2477","0.006","1","spoc-s01-s69-b0A-PC","SPOC","100.970374","-55.639","0.674","0.05","12.737","0.05","2458328.589363","0.00081952085","8.7609905515692","0.000010764269","0.90945621428795","0.13883205","0.520853","0.036507","479.60820160756","33.62394","2.9253441174071","1.8204955","288.36845454059","1051.0096099734","15.942211","216.257","1.205","6168.88","51.1185","4.24191","0.131914","1.3109699487686","0.0562513","-0.176312","0.0522299","1.18","0.163344","1,2,3,4,5,6,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,38,39,61,62,63,65,66,67,68,69","centroid variation among sectors; L1 candidate","2019-06-14","2024-02-22","2024-03-03"
+"277099925","796.01","","5","5","5","5","5","5","5","5.1","64.8","9.48","0","0","1","V","FA","10.721","0.6","1","spoc","UNKNOWN","83.986551","-67.459594","1.43","0.055","0.65","0.057","2458325.966891","0.00053203106","0.80863083848436","0.000004251261","3.0190282450259","0.1449003","0.96643","0.054029","889.71912217363","49.761765","3.0352964355662","0.41319102","3462.2277004013","1956.4045142456","19.006979","9590.75","1415.39","5780","","4.438","","1","","","","","","1,3,4,6,7,8,9,10,11,12,13,27,28,29,30,31,33,34,36","blue supergiant host star would put this candidate inside star; TFOP FA","2019-05-24","2021-07-28","2022-12-14"
+"271596225","797.01","","1","4","1","1","3","4","4","2.6","5.4","1.81","25","1","3","PC","PC","11.7144","0.007","1","spoc-s01-s69-b0A-PC","SPOC","108.563086","-74.603095","83.35","0.045","-127.921","0.042","2458326.820677","0.0005965679","1.8007935337818","0.0000043087825","1.1863073483261","0.345455","0.676134","0.047729","622.54820756136","43.959476","1.1904013745855","1.3750273","66.876621039838","729.35393450208","21.547968","56.1927","0.07895","3704","64","4.77431","0.348429","0.47370201349258","0.0140887","","","0.471474","0.0202932","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,66,67,68,69","potential multi; L1 candidate","2019-06-14","2024-02-22","2024-03-03"
+"271596225","797.02","","1","4","1","1","3","4","4","1.5","4.4","2.31","25","1","3","PC","PC","11.7144","0.007","2","spoc-s01-s69-b0A-PC","SPOC","108.563086","-74.603095","83.35","0.045","-127.921","0.042","2458327.416156","0.0008245677","4.1400061547057","0.000007344029","1.0309174916494","0.28555506","0.804118","0.064708","740.34540347338","59.59628","1.3230408103078","1.0773497","22.040675631588","552.6192070627","14.647768","56.1927","0.07895","3704","64","4.77431","0.348429","0.47370201349258","0.0140887","","","0.471474","0.0202932","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,66,67,68,69","centroid scatter between sectors; possible multi","2019-06-14","2024-02-15","2024-02-17"
+"271596225","797.03","","1","4","1","1","3","4","4","1.3","5.2","1.04","25","1","3","PC","PC","11.7144","0.007","3","spoc-s01-s69-b0A-PC","SPOC","108.563086","-74.603095","83.35","0.045","-127.921","0.042","2458327.46865","0.0010786696","2.730944911603","0.00000851786","1.111833744704","0.42460805","0.495414","0.055411","456.18938355137","51.033875","1.0182347451021","1.8227699","38.383299016518","634.82690472137","11.402601","56.1927","0.07895","3704","64","4.77431","0.348429","0.47370201349258","0.0140887","","","0.471474","0.0202932","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,66,67,68,69","near 3:2 resonance with TOI 797.01; potential multi","2021-07-08","2024-02-22","2024-03-03"
+"260640693","798.01","","3","5","5","3","3","4","4","0.3","29.5","28.13","1","2","2","PC","APC","11.908","0.018","1","spoc-s01-s39-b0A-PC","UNKNOWN","97.820494","-58.320438","23.531","3.268","58.968","3.281","2458358.457919","0.0016971162","95.239452917567","0.0002533854","1.6665620664049","0.09209507","6.267902","0.448086","5756.3197746725","412.61707","","","5.9969924743012","399.11966418985","16.888384","121.052","","4270","173","4.57808","0.227225","","","","","","","1,4,5,6,7,8,9,10,11,12,13,28,29,30,31,32,33,34,35,36,37,38,39","Gaia Teff + astrometry seem to indicate host is an M dwarf; no stellar radius","2019-06-14","2022-03-22","2022-12-14"
+"255685030","799.01","","1","4","1","2","3","4","4","1.9","25.9","4.45","7","1","3","PC","PC","10.5868","0.006","1","spoc-s01-s65-b0A-PC","SPOC","98.469125","-52.460296","26.549","0.047","33.568","0.046","2458439.49915","0.0015877077","5.5451660620184","0.000014761615","2.2293365225603","0.50111836","0.476763","0.045368","439.01856856656","41.784996","1.9448048116388","2.1533554","199.632649197","958.68877434287","13.385474","158.526","0.511","5643","188","4.48066","0.30271","0.91551899909973","0.047407","","","1","0.129836","5,6,7,8,12,32,33,34,35,61,66,68,69","L1 candidate","2019-06-14","2024-02-15","2024-02-17"
+"179308757","800.01","","3","5","5","3","3","4","4","5.2","62.7","10.76","1","1","1","PC","APC","12.3323","0.009","1","spoc","UNKNOWN","79.765915","-69.637926","1.856","0.063","0.651","0.078","2458354.979775","0.00092484435","0.96573034707994","0.000006687112","3.4341218777629","0.17803527","1.083421","0.084095","997.37014162465","77.45131","3.2694344400883","0.3847999","2732.424608876","1843.9825061024","13.379527","7596.91","1245.15","5780","","4.138","","1","","","","","","2,3,4,5,6,7,8,9,10,12,13,27,29,30,31,32,33,34,35,36","blue supergiant host","2019-06-14","2021-01-28","2022-12-14"
+"177258735","801.01","","2","4","2","2","3","4","4","2.5","11.8","0.57","0","2","1","PC","PC","7.5412","0.006","1","spoc-s01-s65-b0A-PC","SPOC","102.221691","-73.299335","-148.717","0.041","129.589","0.049","2460180.329588","0.0021409","0.77570121404676","0.000006995166","1.2815624247419","0.058242124","0.042028","0.00371","38.708764594583","3.41657","0.86202466545882","0.4990821","8186.2919627112","2426.0042478882","14.910253","71.3672","0.12065","6283.39","44.3964","4.438","","1.3560899496079","0.0518292","","","1.23","0.175303","1,2,3,4,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,36,37,38,39,61,62,63,64,66,67,68","Centroid variation from sector to sector.","2019-06-14","2023-11-15","2023-12-08"
+"167303382","802.01","","2","4","2","2","3","4","4","1.5","20.3","0.21","0","3","1","PC","PC","7.5209","0.006","1","spoc-s01-s69-b0A-PC","SPOC","97.985715","-68.7118","-57.122","0.056","-449.845","0.053","2458327.391469","0.0011844201","3.6939160413374","0.000008947278","1.7264201197121","0.07393331","0.081224","0.00639","74.80718596221","5.88551","0.65013529363938","0.45104668","186.86689563914","942.98078286543","14.108527","28.1042","0.0231","5235.78","28.5591","4.438","","0.74981999397278","0.0367236","","","0.89","0.106524","1,2,3,5,6,7,8,9,10,11,12,13,27,28,29,30,32,33,35,36,37,38,39,61,62,63,65,66,67,68,69","Centroid variation among sectors","2019-06-14","2024-04-24","2024-04-30"
+"143526444","803.01","","5","5","5","5","5","5","5","9.9","27.2","77.01","0","1","1","EB","FP","9.3309","0.007","1","qlp-s61-ffi","SPOC","125.645029","-19.254613","-7.548","0.047","5.082","0.047","2459974.31761","0.0112209","15.3050693","0.0001821","3.872","2.27","0.836339","0.235052","770","216.467","10.4166","","340.827","1197","14","403.772","5.3305","5370","184","3.32339","0.486817","4.16","","-0.218126","0.040295","","","7,8,34,61","TFOP FP/NEB","2019-06-14","2023-03-08","2023-03-24"
+"41227743","804.01","","2","4","2","2","3","4","4","1.6","17.6","4.03","0","1","2","PC","PC","10.714","0.018","1","qlp","SPOC","91.519783","-69.420238","-6.6","2.5","15.6","2.4","2459354.872017","0.0073318","2.8376065","0.0000334","3.689","0.283","0.206309","0.077337","190","71.2276","","","1636.0680921131","1622.0718716501","15","285.647","","5988","192","4.30679","2.00394","","","","","","","1,2,3,4,5,6,7,8,10,11,13,27,28,30,31,32,33,34,35,36,37,38","Crowded field. Low SNR. Some depth aperture correlation. Asymmetric transit shape. No stellar radius.","2019-06-14","2021-11-09","2022-12-14"
+"38460940","805.01","","1","4","1","2","3","4","4","1.1","5.5","2.17","4","0","4","PC","PC","13.1018","0.007","1","spoc-s01-s39-b0A-PC","QLP","61.135799","-62.989132","272.141","0.054","-442.905","0.057","2459357.993045","0.0019773","4.1177648564948","0.000011241644","1.2126750498782","0.33637387","2.11723","0.177516","1948.1405783198","163.48494","1.2761469813921","0.62429076","8.9265383471938","440.849668254","12.71026","51.8767","0.0846","3376","","4.438","","0.28112900257111","0.00856972","","","0.25524","0.0202332","1,3,4,5,7,8,11,12,27,28,29,30,31,32,34,35,37,38","","2019-06-14","2022-03-21","2024-02-18"
+"33831980","806.01","","1","4","1","2","3","4","4","0.5","18.7","5.84","4","2","1","PC","PC","11.9763","0.006","1","spoc","UNKNOWN","63.416059","-76.098013","-42.732","0.038","-74.262","0.04","2459354.184184","0.0043794","21.916540342444","0.00011768704","3.5049060055392","0.41228026","1.353795","0.094721","1246.1139584951","87.237144","2.2820256026943","0.7547799","5.8871769254438","397.27983468859","13.879484","104.44","0.216","4130","171","4.438","","0.63160902261734","0.0584171","","","0.65","0.08282","1,2,3,5,6,8,9,12,13,27,28,29,32,33,35,36,38,39","low MES; SPOC multisector detection; epoch from qlp-s39-tois; all other parameters from spoc-s01-s39 multisector","2019-06-14","2021-11-09","2022-12-14"
+"30853470","807.01","","2","4","2","2","3","4","4","2.3","30.7","4.76","0","1","3","PC","PC","11.3042","0.006","1","spoc-s01-s39-b0A-PC","UNKNOWN","75.915921","-66.654923","45.263","0.043","54.406","0.046","2458327.657733","0.0022007471","5.2702296886967","0.000022135906","2.1191884265602","0.21143864","0.588302","0.046572","541.69926765621","42.893032","2.0235740643699","0.27358785","70.662260358539","739.46331088919","13.917286","106.984","0.2685","4662","174","4.56787","0.2","0.69307398796081","0.0804573","","","0.74","0.0965165","1,2,3,4,5,6,7,8,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38","SPOC Y1+Y3 indicates 5-sigma centroid offset; very crowded field","2019-06-14","2022-03-21","2022-12-14"
+"30122649","808.01","","1","4","1","2","4","4","4","2.5","38.9","5.79","2","2","6","PC","PC","10.0659","0.006","1","spoc","UNKNOWN","133.74855","-44.28863","45.227","0.042","-24.871","0.061","2458526.848747","0.0024436223","9.7394089424207","0.000048503764","3.5625788347404","0.30716562","0.696967","0.05098","641.72408215176","46.95302","2.2696307169805","0.44483107","60.388078925615","710.98027658183","10.951617","98.1848","0.2805","5216","183","4.52613","0.315454","0.83319801092148","0.0491985","","","0.87","0.106442","8,9,35,36","faint near neighbors","2019-06-14","2021-07-28","2022-12-14"
+"149301575","809.01","","1","4","1","2","3","4","4","0.2","11.9","10.49","0","1","1","PC","APC","10.3046","0.006","1","spoc","SPOC","82.979518","-60.476724","8.506","0.042","91.193","0.046","2458340.472565","0.008635","183.458919","0.011896","10.764682","0.878858","0.700833","0.100578","645.283132","92.63192","3.379417","1.013043","7.0550172965989","415.66577800998","7.475879","195.029","0.8085","5804.3","76","3.89","0.12","1.30725","0.162266","-0.37","0.1","1.04","0.12855","1,2,3,4,5,6,7,8,9","low S/N","2019-06-14","2019-06-14","2022-12-14"
+"388106759","810.01","","1","4","1","2","3","4","4","0.7","12.2","7.29","0","3","3","PC","PC","10.5173","0.006","1","spoc-s01-s39-b0A-PC","UNKNOWN","62.854009","-69.474879","-18.955","0.038","13.972","0.046","2458332.252134","0.0041984883","28.305824376489","0.00020039099","4.929174788","0.6905831","0.360762","0.031611","332.21903281438","29.11396","2.6009966547415","1.7616156","55.537710325079","696.2524594727","11.239473","232.47","1.119","5704.59","42.9664","4.09162","0.115055","1.4006500244141","0.0637915","-0.166535","0.04619","1.02","0.125359","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,36,37,38,39","potential multi","2019-06-14","2022-03-21","2022-12-14"
+"388106759","810.02","","2","4","2","2","3","4","4","0.2","8.7","7.8","0","3","3","PC","PC","10.5173","0.006","2","spoc-s01-s39-b0A-PC","SPOC","62.854009","-69.474879","-18.955","0.038","13.972","0.046","2458406.642076","0.012174688","90.849270984149","0.001838768","9.9324565890694","0.71714747","0.370496","0.037745","341.18097987892","34.764084","2.7061236771972","0.6434066","11.730786185241","472.01035826824","9.50019","232.47","1.119","5704.59","42.9664","4.09162","0.115055","1.4006500244141","0.0637915","-0.166535","0.04619","1.02","0.125359","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,36,37,38,39","outter candidate in possible multi planet system","2020-12-21","2022-03-22","2022-12-14"
+"100757807","811.01","","3","4","4","3","3","4","4","19.8","104.4","130.87","6","20","1","PC","PC","10.9339","0.006","1","qlp-s33-tois","QLP","88.030314","-32.925074","14.968","0.036","25.624","0.045","2459193.531565","0.0005494","25.1760133","0.0000271","4.418","0.099","13.734206","0.000816","12570","0.751679","14.2012","0.716072","24.1525","617","115","284.002","1.711","6025.9","128.6","4.3","0.08","1.24","0.06","0.17","0.12","1.12","0.147126","5,6,32,33","could be on companion 100757804; confirmed BD (Carmichael+21)","2019-06-21","2024-04-24","2024-04-25"
+"363914762","812.01","","3","4","4","3","3","4","4","23.7","37.9","317","8","10","3","PC","PC","10.9582","0.006","1","qlp-s34-ffi","QLP","89.235658","-49.006949","1.318","0.041","-2.148","0.042","2459249.58779","0.0004867","13.8665912","0.000014","6.491","0.063","8.644208","0.000176","7930","0.162","14.3875","0.604743","271.767","1131","86","426.024","3.8905","6707","133.4","4.2","0.09","1.57","0.07","","","1.42","0.244192","5,6,7,32,33,34","could be on 363914760","2019-06-21","2024-09-06","2024-09-07"
+"55525572","813.01","TIC 55525572.01","1","4","1","3","4","4","4","2.1","23.1","41.34","7","1","3","CP","CP","9.8467","0.006","1","spoc-s01-s65-b0A-CP","CTOI","72.69401","-60.905461","-3.733","0.047","-2.789","0.054","2459125.846913","0.0113373","83.896243409579","0.00022198864","13.033084610315","0.22037427","1.322877","0.037303","1217.6723244725","34.356415","7.2168831818719","0.47846976","29.583274792134","594.81417751145","28.517313","263.145","1.569","5823.7","76","3.77","0.12","2.0435400009155","0.0984121","-0.03","0.1","1.05","0.130094","4,5,6,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65","TOI-813 b; CTOI from Planet Hunters TESS","2019-06-21","2023-12-05","2023-12-08"
+"255760319","814.01","","5","5","5","5","5","5","5","4.3","33.4","12.46","0","0","1","EB","FP","8.9944","0.006","1","qlp-s08-b03b","QLP","99.714619","-53.107598","5.4","0.048","-17.345","0.053","2458359.73394","0.00711","7.21048","0.00045","2.671","0.341","0.27157","0.000699","250.094","0.643423","3.7188","0.212937","124.246","930","14","196.472","1.0895","5920.4","78.3","3.91","0.33","2.14","0.06","","","1.16","0.166166","2,5,6,7,8,12,29,32","likely BEB; eclipse on a lower left neighbor; retired as NEB","2019-06-21","2021-12-07","2022-12-14"
+"102840239","815.01","","1","4","1","3","3","4","4","4.4","71.8","7.39","5","3","3","PC","PC","9.36","0.006","1","qlp-s63-ffi","QLP","155.871938","-43.834925","8.928","0.047","7.102","0.05","2460026.624284","0.0016396","11.1972769","0.0000256","3.061","0.434","1.413462","0.058404","1301","53.7906","2.62397","0.163711","33.9923","672","26","59.7117","0.1293","4953.9","107.6","4.59","0.08","0.76","0.04","0.0371026","0.039434","0.82","0.0943077","9,36,63","potential multi","2019-06-21","2023-05-05","2023-06-16"
+"102840239","815.02","","3","4","4","3","3","4","4","0","14","5.41","5","3","3","PC","PC","9.36","0.006","2","qlp-s63-ffi","QLP","155.871938","-43.834925","8.928","0.047","7.102","0.05","2460023.129913","0.0043632","734.4987702","0.0000804","2.529","0.588","1.090627","0.078859","1004","72.6296","2.1838","0.168773","9.04438","483","12","59.7117","0.1293","4953.9","107.6","4.59","0.08","0.76","0.04","0.0371026","0.039434","0.82","0.0943077","9,36,63","real period likely shorter than max period of ~734.4987 d","2023-04-27","2023-04-27","2024-02-26"
+"175180796","816.01","TIC 175180796.01","5","5","5","5","5","5","5","26.5","133.9","13.73","2","0","1","EB","FP","11.143","0.006","1","qlp","QLP","116.010481","-36.996503","7.426","0.041","-95.61","0.048","2458493.44312","0.00335","1.55747","0.00022","2.714","0.128","3.40144","0.280865","3127.94","258.653","3.80336","1.12504","5034.13","2346","29","74.5217","0.15655","4146.6","148.6","4.6","0.12","0.62","0.04","-0.14","0.08","0.65","0.0790193","7,8","likely BEB on 175180784 (evolved star according to Gaia)","2019-06-21","2020-12-16","2022-12-14"
+"30312676","817.01","","5","5","5","5","5","5","5","10.9","49.9","43.82","0","1","1","EB","FP","11.3029","0.006","1","qlp-s28-tois","QLP","74.286788","-66.390334","1.858","0.053","-0.031","0.045","2459126.7692","0.00227","1.10223","","2.598","0.365","1.102582","0.152557","1015","140.5","7.4694027187282","4.917793","199185","5885","7","7294.41","1017.21","8747","230","4.08022","1.32314","2.23767","1.46589","","","","","1,2,3,4,5,6,7,8,10,11,12,13,27,28,29,30","odd-even and a significant secondary just before 0.50 on the s27 QLP report","2019-06-17","2022-02-15","2022-12-14"
+"46096489","818.01","","5","5","5","5","5","5","5","105.7","274","117.81","0","0","1","KP","KP","10.6481","0.006","1","spoc-s11-b02","SPOC/QLP","214.683011","-20.275437","-0.04","0.082","17.257","0.061","2458598.072777","0.00045","3.118536","0.000084","2.043274","0.024721","13.374414","0.152551","12242.731322","140.4948","11.857124","0.105384","481.91697265335","1194.9859663829","103.52802","194.134","1.9255","5700","","4.49158","","0.95","","0.127692","0.0196116","1.02","0.124764","11","WASP-16 b","2019-06-17","2024-09-09","2024-09-09"
+"73717937","819.01","","5","5","5","5","5","5","5","8.9","46.1","68.16","0","0","1","KP","KP","11.7528","0.006","1","qlp-s37-tois","SPOC","192.189568","-47.613679","-32.058","0.09","2.831","0.107","2459301.040554","0.0024036","16.2546802","0.0000718","4.74","0.26","5.38774","0.002065","4950","1.90176","9.68176","0.544216","63.815","787","25","400.331","9.984","5846","","4.41665","","1.32","0.07","","","1.05","0.131523","10,11,37","HATS-17 b","2019-06-17","2023-01-24","2023-01-26"
+"111991770","820.01","","5","5","5","5","5","5","5","81.6","95.3","317","0","0","1","KP","KP","10.4445","0.006","1","spoc-s11-b02","SPOC/QLP","208.928011","-32.159712","8.77","0.065","-22.391","0.067","2458599.445086","0.0006","3.752062","0.000147","3.680056","0.038559","10.364272","0.090897","9500.430305","83.71538","14.937131","0.135883","1237.7366285637","1512.783609361","107.7432","282.091","3.3325","6300","","4.16979","","1.48","","-0.1","0.1","1.176","0.152175","11","WASP-15 b","2019-06-17","2024-09-09","2024-09-09"
+"125405602","821.01","","5","5","5","5","5","5","5","1.9","66.3","7.47","8","1","6","PC","FA","11.1825","0.007","1","spoc","SPOC","209.615851","-23.277572","242.852","0.08","-252.531","0.072","2458606.784642","0.002901","13.823303","0.004073","1.365217","0.266457","2.779274","0.430504","2556.532346","396.43063","2.806009","0.578105","4.5470053171344","372.43553815474","7.192833","39.5907","0.0991","3669","72","4.78896","0.361894","0.477","0.074","","","0.444969","0.0203638","11","low SNR (7.3)","2019-06-17","2019-06-17","2022-12-14"
+"127530399","822.01","","5","5","5","5","5","5","5","48.8","199.5","84.2","5","1","3","KP","KP","11.1116","0.006","1","spoc-s01-s65-b0A-KP","SPOC/QLP","217.6092","-46.159516","12.561","0.074","-73.208","0.066","2458602.855939","0.00023389219","7.1335148612162","0.0000021075355","3.1376264903062","0.030195158","19.762776","0.128257","18037.530017547","118.12178","10.478657952014","0.7627535","64.45936094479","722.67203361046","160.54788","122.91","0.565","4775","","4.60305","","0.78987699747086","0.0568267","","","0.76","0.0892047","11,38,65","WASP-132b","2019-06-17","2024-09-08","2024-09-09"
+"127530399","822.02","","2","5","5","2","4","4","4","8.4","56.1","6.06","5","1","3","PC","CP","11.1116","0.006","2","spoc","SPOC","217.6092","-46.159516","12.561","0.074","-73.208","0.066","2458597.575673","0.0015353507","1.0115335885043","0.0000097638","1.6201452786866","0.25378376","0.695842","0.080192","640.68927881719","73.85662","2.3332032666429","0.4378438","871.73338433444","1385.8482224881","8.900014","122.91","0.565","4775","","4.60305","","0.78987699747086","0.0568267","","","0.76","0.0892047","11,38","second candidate around WASP-132","2021-10-28","2021-10-27","2022-12-14"
+"158978373","823.01","","3","5","5","3","3","4","4","10.1","68.4","35.71","17","2","5","PC","APC","9.9623","0.006","1","spoc-s01-s65-b0A-PC","SPOC/QLP","218.658293","-40.739863","15.019","0.086","-8.005","0.082","2458609.010777","0.00085980206","13.533757878618","0.000014352163","3.557124954268","0.1807191","2.429178","0.06181","2234.8547565845","56.9277","6.2692928564937","0.6167794","167.19474350269","917.11839513438","37.883034","201.873","2.6725","6309","196","4.23525","0.340612","1.3003200292587","0.0571256","","","1.24","0.178864","11,38,65","","2019-06-17","2024-09-09","2024-09-09"
+"193641523","824.01","","2","5","5","2","4","4","4","21.5","127.3","9.05","13","3","8","CP","CP","10.0732","0.006","1","spoc-s01-s65-b0A-CP","SPOC/QLP","222.16547","-57.588867","-51.604","0.068","-152.392","0.079","2458597.813432","0.00034183686","1.3929721273093","0.0000028535712","1.0799517159342","0.12347158","1.712554","0.057046","1576.0776119462","52.540215","2.9539056735046","1.0760398","411.50016110843","1148.7148936973","34.290123","63.9262","0.14315","4452","174","4.49909","0.3415","0.72963500022888","0.0566885","","","0.7","0.0881697","11,12,38,65","TOI-824b (Burt et al 2020)","2019-06-17","2024-02-14","2024-02-17"
+"220029715","825.01","","5","5","5","5","5","5","5","12.1","59.8","25.42","0","0","1","KP","KP","12.4284","0.006","1","spoc-s01-s65-b0A-KP","SPOC","208.856746","-21.207859","-43.125","0.044","-36.694","0.04","2458598.749132","0.0007183256","3.1853185990629","0.0000043549326","2.2396997934733","0.21417066","5.352102","0.181621","4917.3378908314","167.26488","5.4220349628714","1.100917","211.6178316242","972.76472726434","27.773184","240.707","1.6385","4944","180","4.50243","2.00346","0.7819589972496","0.0462186","0.255864","0.0788158","0.819","0.0985067","11,37,64","HATS-7 b","2019-06-17","2024-03-14","2024-03-16"
+"243200602","826.01","","5","5","5","5","5","5","5","31.8","145.6","84.85","0","1","1","KP","KP","10.491","0.006","1","qlp-s64-ffi","SPOC/QLP","203.106019","-42.475273","6.111","0.078","-1.238","0.082","2460063.00836","0.000515","11.5509742","0.0000078","3.571","0.061","11.835831","0.216714","10842","199.581","11.0252","0.604944","56.355","763","120","172.256","1.379","5625","","4.49092","","1.06","0.06","","","0.99","0.124152","11,37,64","WASP-130 b","2019-06-17","2023-06-28","2023-08-10"
+"270507305","827.01","","3","5","5","3","3","4","4","97.7","190.4","113.85","4","0","1","PC","APC","11.5746","0.006","1","spoc-s01-s69-b0A-APC","QLP","98.893269","-79.715754","-2.741","0.04","21.782","0.045","2458597.454096","0.00012369962","1.2282706085119","5.61621e-7","2.05541761736","0.016682874","7.641683","0.076959","7013.5398278165","70.87926","14.617872780497","1.1473384","3428.5103713058","1951.6238484096","188.97186","336.988","2.538","5848","190","4.33233","2.00353","1.274099946022","0.0577764","","","1.09","0.132523","1,4,7,8,11,12,13,27,28,31,34,37,38,39,61,62,64,65,66,67","v shaped; large; TFOP ambiguous planet candidate; possible synchronization; likely EB","2019-06-17","2024-09-09","2024-09-09"
+"271168962","828.01","","5","5","5","5","5","5","5","106.9","130.2","317","0","1","1","KP","KP","9.47199","0.006","1","spoc-s64-b0A","SPOC","210.193571","-30.583608","10.294","0.129","-9.852","0.126","2460043.844612","0.00044400542","5.3220505095485","0.0001805448","3.8815964207395","0.030681096","7.148931","0.052162","6562.7794805902","48.041794","17.103808709754","0.8589254","995.37241269798","1432.570980817","115.694046","200.075","2.625","6030","","4.09435","","1.9575699567795","0.0975076","-0.25","0.09","1.01","0.127613","11,64","WASP-131 b","2019-06-17","2023-06-15","2023-06-16"
+"276128561","829.01","","3","4","4","3","4","4","4","13.2","76.4","17.04","2","4","4","PC","PC","10.5623","0.006","1","spoc-s01-s39-b0A-PC","SPOC/QLP","224.208391","-37.042983","-68.205","0.18","-19.607","0.119","2459334.53125","0.0015830168","3.2877916038872","0.0000077281475","2.3400994631565","0.13936068","1.933446","0.088876","1779.1851978133","81.85431","4.2854013545768","0.44446254","350.7238881774","1103.7255252461","18.113161","142.461","2.7135","5636","188","4.3723","2.00387","0.9488850235939","0.0560351","","","0.9","0.114292","11,38","","2019-06-17","2024-09-08","2024-09-09"
+"281924357","830.01","","3","4","3","3","3","4","4","96.2","293.9","317","4","0","1","PC","PC","10.9303","0.006","1","spoc-s01-s69-b0A-PC","SPOC/QLP","129.756861","-74.763114","-12.22","0.039","21.112","0.04","2458584.453568","0.00034153785","15.040522059615","0.000004853109","2.2981690600892","0.026562797","19.701037","0.158557","17981.690321678","146.02602","23.069297449164","6.7669544","79.805754707641","762.30418112","143.27821","222.995","1.0705","5900","191","4.36304","0.348956","1.0430999994278","0.049809","","","1.07","0.136978","10,11,12,33,36,37,38,39,64,65,66","v-shaped; likely EB; likely too large for period; two stars in pixel","2019-06-17","2024-06-03","2024-08-16"
+"307610438","831.01","","5","5","5","5","3","5","5","402.9","345.7","317","4","0","1","PC","APC","8.8098","0.006","1","spoc-s01-s65-b0A-APC","SPOC/QLP","229.033411","-38.87541","-18.5","1.2","-20.7","1.3","2458597.273868","0.0001588285","1.5617356942238","0.0000012756911","2.1307550603719","0.039281435","4.836949","0.088434","4445.0857356262","81.44771","7.7731045405067","0.21621789","1606.0377681413","1614.5767268049","108.28333","86.0601","","5808","190","4.33972","2.00354","1.1447800397873","","","","","","11,38,65","TFOP APC; almost synchronized at 2x period; no odd-even or secondary; 2 stars in pixel","2019-06-17","2024-09-08","2024-09-09"
+"350332997","832.01","","5","5","5","5","5","5","5","25.1","53.5","82.55","1","3","1","EB","FP","11.7611","0.006","1","qlp-s38-tois-FP","QLP","84.081627","-54.191199","13.661","0.039","1.427","0.045","2459357.079526","0.0005017","1.9160221","0.0000014","1.405","0.045","2.64155","0.00065","2430","0.59901","10.8261","0.59309","339.505","1195","58","586.704","7.0895","5623","187","4.37483","2.0039","2.09","0.11","","","0.97","0.121111","1,3,4,5,6,7,10,11,13,27,28,30,31,32,33,34,37,38","possible 600 ppm secondary; TFOP FP; retired as EB","2019-06-17","2024-09-08","2024-09-09"
+"362249359","833.01","","2","5","5","2","4","4","4","7.8","10.3","2.51","6","2","3","CP","CP","10.1461","0.007","1","spoc-s01-s65-b0A-CP","SPOC","145.645472","-62.475886","-157.239","0.045","79.715","0.044","2458544.120496","0.0006876463","1.0418890027079","0.000005550461","1.2737667259348","0.24143624","0.505403","0.033954","465.38541119533","31.272263","1.3890309919376","0.70231384","270.06817400863","1033.9227740988","16.191872","41.7148","0.0418","3965","72","4.68337","0.067569","0.60333597660065","0.0177147","","","0.590802","0.0201601","9,10,11,36,37,63,64","TOI-833 b","2019-06-17","2024-02-14","2024-02-17"
+"404340025","834.01","","5","5","5","5","5","5","5","125.7","144.4","317","0","1","1","KP","KP","10.7036","0.006","1","spoc-s01-s65-b0A-APC","SPOC/QLP","195.828164","-49.639773","25.809","0.13","-22.57","0.083","2458597.038666","0.00009669748","2.6755521237442","4.812351e-7","3.227733643435","0.013742782","15.68326","0.054861","14340.99086478","50.527294","16.335519417354","0.8612724","1360.1640729381","1548.8792954244","321.52252","258.777","3.2545","6783","202","4.24271","0.49365","1.3441499471664","0.0706784","0.147754","0.0921297","1.1","0.137196","11,37,38,64","WASP-108b; only appears in a submitted (never accepted) 2014 paper: arXiv:1410.3449","2019-06-27","2024-09-08","2024-09-09"
+"405700729","835.01","","1","4","1","2","3","4","4","9.1","63.9","16.46","16","2","3","PC","PC","10.849","0.006","1","spoc-s01-s65-b0A-PC","SPOC","192.057325","-56.894318","-59.842","0.069","-11.593","0.077","2458600.307433","0.0011391708","4.7920152665314","0.000009607899","1.4903703267685","0.12251432","2.21993","0.165907","2042.5421095326","152.79448","4.7342032444896","0.3681557","229.22525188141","992.396820587","14.286556","166.834","1.7535","6012","192","4.76675","0.46946","0.88282799720764","0.0481784","","","1","0.1207","11,37,38,64","low SNR; crowded field; potential L1 candidate with Rp uncertainty","2019-06-17","2024-09-08","2024-09-09"
+"440887364","836.01","","2","4","4","4","4","2","4","9.1","126.6","7.5","37","8","11","CP","CP","8.6486","0.006","1","qlp-s38-ffi","SPOC","225.079883","-24.454202","-199.576","0.076","-27.911","0.07","2459356.164023","0.0014976","8.5954792","0.0000305","2.47","0.421","1.238445","0.001306","1140","1.20287","2.64032","0.246702","40.8229","704","21","27.5024","0.02935","4476","175","4.58156","0.337936","0.69","0.06","","","0.66","0.077312","11,38","TOI-836 c/.01","2019-06-17","2024-09-08","2024-09-09"
+"440887364","836.02","","2","5","5","4","4","2","4","7.6","93.1","3.52","37","8","11","CP","CP","8.6486","0.006","2","qlp-s38-ffi","SPOC","225.079883","-24.454202","-199.576","0.076","-27.911","0.07","2459355.705342","0.0016091","3.8167262","0.0000133","1.602","0.128","0.62991","0.000532","580","0.490274","1.69257","0.158074","40.9119","763.98638720341","17","27.5024","0.02935","4476","175","4.58156","0.337936","0.69","0.06","","","0.66","0.077312","11,38","TOI-836 b/.02","2019-06-17","2024-09-08","2024-09-09"
+"460205581","837.01","","3","5","5","3","4","4","4","21.9","126.1","39.06","9","3","3","CP","CP","9.9322","0.006","1","qlp-s63-ffi","SPOC/QLP","157.037281","-64.505211","-18.017","0.039","11.307","0.037","2460022.80686","0.0007052","8.3249172","0.0000064","1.406","0.363","4.935012","0.264788","4535","243.849","7.0011","0.372404","40.8042","704","41","142.488","0.4595","6513","199","4.53694","0.338064","1.01","0.04","","","1.15","0.157036","10,11,37,38,63","validated planet (Bouma+2020)","2019-06-17","2023-05-05","2023-06-16"
+"461271719","838.01","","5","5","5","5","5","5","5","19.9","81.6","66.21","1","3","3","EB","FP","8.7823","0.006","1","spoc-s01-s65-b0A-PC","SPOC","203.166643","-38.845947","4.757","0.122","-4.461","0.139","2458603.195906","0.0012588934","7.6246239065786","0.000010472634","2.03281273622","0.12419714","1.36461","0.079771","1256.0632059206","73.469444","14.495183381863","10.429498","2343.2709936059","1774.4974464309","26.24138","305.237","5.3895","7313","210","4.14443","1.636","2.6298298835754","0.104221","","","1.72","0.288235","11,37,64","period updated to 7.62 days with s37 data; TFOP FP; retired as SB1","2019-06-27","2024-09-08","2024-09-09"
+"466840711","839.01","","5","5","5","5","5","5","5","97.1","230.9","317","0","0","0","KP","KP","14.1491","0.014","1","spoc-s01-s39-b0A-KP","SPOC","166.979879","-61.14625","-4.522","0.039","2.488","0.034","2458571.551642","0.0043260483","2.4855806353704","0.000024902827","3.0016362134328","0.52410424","21.525595","2.661547","19630.567197909","2448.3728","36.509125370379","163.50601","4135.3642286592","2045.2584293882","8.80846","1627.63","76.74","6933","","4.25089","","1.5994399785995","","","","1.79","","10,11,37","OGLE2-TR-L9b","2019-06-17","2022-03-30","2022-12-14"
+"287563610","840.01","","3","5","5","3","5","4","5","14.8","54.3","55.46","1","0","3","KP","KP","13.0546","0.006","1","qlp-s37-tois","SPOC","198.132842","-45.590574","-13.42","0.054","-1.788","0.052","2459328.560231","0.002208","3.7993182","0.000016","2.302","0.188","8.272171","0.007752","7590","7.13973","8.54839","","225.371","1079","17","488.176","10.773","5318","184","4.43686","2.00392","0.97","","","","0.98","","11,37","HATS-20 b","2019-06-17","2023-01-24","2023-01-26"
+"238932509","841.01","TIC 238932509.01","3","4","4","3","3","4","4","41.5","116.5","91.37","6","0","1","PC","PC","12.5528","0.006","1","qlp-s38-tois","SPOC","94.942993","-53.226707","15.099","0.029","15.172","0.029","2459353.972698","0.0003187","3.4934316","0.0000017","1.453","0.138","15.561007","0.005147","14230","4.74018","11.4663","0.770529","116.196","914","133","306.068","1.3085","5153","182","4.46892","2.00362","0.9","0.06","","","0.84","0.101332","1,2,5,6,7,8,11,12,28,31,32,33,34,35,38","","2019-06-17","2022-03-21","2022-12-14"
+"141768070","842.01","TIC 141768070.01","3","4","4","3","3","4","4","43.3","110.6","98.15","2","0","3","PC","PC","12.6264","0.006","1","spoc-s01-s69-b0A-PC","SPOC","91.937566","-73.391862","9.745","0.027","-29.959","0.032","2458569.617192","0.0001226181","2.7863812622797","6.4597117e-7","1.8415463889271","0.015038516","12.69975","0.087817","11628.759451157","80.87883","12.002483563535","0.68055093","483.44079109699","1195.9294828781","190.52057","368.8","1.8855","5376","185","4.42496","2.00401","1.0007300376892","0.0564422","","","0.9","0.113727","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","","2019-06-17","2024-02-28","2024-03-03"
+"437333618","843.01","","5","5","5","5","5","5","5","40.4","109.5","130.15","0","0","1","KP","KP","12.472","0.007","1","spoc-s01-s65-b0A-KP","SPOC/QLP","207.907675","-23.78124","-19.483","0.067","-13.537","0.059","2458598.424853","0.00042801697","4.2986466102144","0.0000024255394","3.1434482907749","0.056292467","16.713427","0.200811","15275.758454677","184.93654","14.289260876952","0.784883","454.87205166286","1177.8556322399","93.34464","471.158","8.957501","5715","","4.34342","","1.1185200214386","0.0595176","","","1.03","0.12544","11,37,64","HATS-25 b","2019-06-17","2024-09-08","2024-09-09"
+"380886535","844.01","","5","5","5","5","5","5","5","6.3","31.1","40.76","2","4","15","PC","FP","11.7952","0.008","1","spoc-s42-s43-b0A","QLP","19.461136","0.346971","-6.903","0.077","-33.44","0.059","2459451.724033","0.0034352588","8.9066250879176","0.0010360494","1.9618337652927","0.5932804","2.368219","0.275614","2178.833633788","253.81749","7.1574107917184","4.4914646","325.16513050367","1083.0431038723","7.5065594","472.297","10.8055","5829.6","138.8","4.1","0.08","1.5159499645233","0.0906633","-0.053","0.074","1.05","0.130085","3,30,42,43","centroid offset on TIC 380886534","2019-07-10","2022-01-26","2022-12-14"
+"32283946","845.01","","5","5","5","5","5","5","5","91.9","183.7","317","0","0","1","PC","FP","11.7582","0.006","1","qlp","QLP","24.172722","-31.670795","16.042","0.032","2.217","0.035","2458389.0024","0.0012","7.06181","0.00108","5.853","0.127","24.980803","0.000899","22745.5","0.827632","24.7848","0.272669","721.751","1443","127","475.359","7.87","5818.3","26.9","4.4","2","1.49","0.01","","","1.06","0.131324","3","warm Jupiter; might be too big; period might be double","2019-07-10","2019-07-10","2022-12-14"
+"229141709","846.01","","5","5","5","5","5","5","5","17.4","77.8","109.12","0","0","1","PC","FP","11.766","0.006","1","qlp","QLP","26.376875","-51.296821","25.698","0.036","11.896","0.032","2458363.76296","0.00238","14.20489","0.00151","4.924","0.446","9.554672","0.11839","8761.57","109.035","12.4595","1.396","386.596","1235","45","446.815","4.514","6316.3","32.9","4.3","2","1.21","0.01","","","1.22","0.18146","3","likely warm Jupiter","2019-07-10","2019-07-10","2022-12-14"
+"231289421","847.01","","3","4","3","3","3","4","4","42.4","44","317","3","0","1","PC","PC","12.0594","0.006","1","spoc-s01-s69-b0A-PC","QLP","43.875521","-53.665545","10.193","0.084","2.199","0.086","2459118.662958","0.00067000365","3.2063107174349","0.0000040254777","2.8362398593679","0.092239976","7.528435","0.174794","6909.9609504081","160.97807","20.2776","8.44437","2254.62","1919","43.022377","659.753","21.123","5286.9","735.4","","","2.29","0.54","","","","","2,3,30,69","Gaia Rs = 2.29 Rsun; Rp would be ~20 Re","2019-07-10","2024-09-08","2024-09-09"
+"42015200","848.01","","5","5","5","5","5","5","5","109.3","198","317","2","0","1","EB","FP","11.6818","0.007","1","qlp-tois-update","QLP","24.216097","-39.142583","21.676","0.022","-6.177","0.03","2458391.66318","0.00244","9.77742","0.00254","6.713","0.421","7.342635","0.70586","6740","649.91","35.6978","","480.928","1304","48","527.114","6.945","4513","123","","","2.87","","","","","","3","TFOP FP; retired as EB","2019-07-10","2022-07-28","2022-12-14"
+"33595516","849.01","","1","5","5","1","4","4","4","13.3","72.2","12.39","10","13","9","PC","CP","11.5485","0.006","1","qlp","QLP","28.715796","-29.421709","73.315","0.056","20.664","0.042","2458384.01956","0.00218","0.76566","0.00015","1.452","0.21","1.531968","0.001865","1410","1.71758","3.54139","0.245668","2314.06","1932","17","225.734","1.558","5311","132.3","4.47","0.08","0.92","0.05","","","0.914","0.108529","3","flat-bottomed","2019-07-10","2020-05-20","2022-12-14"
+"423670610","850.01","","5","5","5","5","4","5","5","186.5","627.2","317","2","2","7","PC","APC","11.3488","0.007","1","qlp","QLP","9.765924","-17.221806","17.649","0.093","-5.026","0.046","2458384.40921","0.00105","10.32103","0.00074","3.283","0.094","65.97679","1.637928","58957.4","1507.45","34.1767","5.55584","218.123","1070","72","342.206","5.0595","5863.5","86.1","4.38","2","1.28","0.04","","","1.1","0.132825","3","possibly 2x period","2019-07-10","2019-07-10","2022-12-14"
+"40083958","851.01","","1","5","5","1","4","4","4","21.9","125","11.56","7","12","9","PC","APC","10.9994","0.006","1","qlp-s30-ffi","QLP","7.387843","-10.468279","134.694","0.205","48.138","0.108","2459141.24058","0.00125","0.6296","","0.309","0.111","0.858071","0.041446","790","38.1727","3.39154","0.557635","193.701","1039","9","154.477","2.3285","5485","137.1","4.64","0.08","0.77","0.04","","","0.961","0.120493","3,30","short period; nearby companion with dmag 5.6","2019-07-10","2024-09-08","2024-09-09"
+"29918916","852.01","","4","4","4","4","4","4","4","17.9","58.2","57.49","1","14","6","PC","PC","10.9495","0.007","1","qlp-s30-tois","QLP","24.740265","-7.280979","-0.429","0.068","-17.32","0.054","2459138.585219","0.0077928","4.943336","0.0000562","3.147","0.445","2.184526","0.002147","2010","1.97791","6.40301","0.418118","311.475","1170","17","351.426","5.2355","5574","115.6","3.95","0.08","1.73","0.09","","","0.98","0.12421","3,30","Confirmed Brown Dwarf","2019-07-10","2024-09-08","2024-09-09"
+"138727432","853.01","","3","4","3","3","3","4","4","74.8","109","317","3","14","11","PC","PC","10.7598","0.006","1","qlp-s30-tois","QLP","32.914289","-37.892988","8.339","0.029","-13.95","0.038","2459139.838276","0.0013272","6.8646554","0.0000478","4.725","0.492","5.54051","1.855468","5090","1707.49","17.29","6.32816","1640.28","1772","57","287.558","2.232","5937","131.1","4.19","0.08","1.38","0.07","","","1.08","0.138176","3,30","candidate for warm Jupiter","2019-07-10","2024-09-08","2024-09-09"
+"160222069","854.01","","3","5","5","3","3","4","4","6.7","39.9","20.6","0","0","6","PC","APC","10.717","0.006","1","qlp","QLP","28.078089","-43.047613","90.961","0.057","-4.891","0.063","2459135.870907","0.0033028","5.850943","0.0000364","2.675","0.414","1.118885","0.00197","1030","1.8146","4.80002","0.309347","208.275","1058","11","279.96","3.915","5928","131","4.19","0.08","1.38","0.07","","","1.08","0.137838","3,29,30","likely on 160222071 (dmag 4.2) to NE and still could be a planet; possible odd-even; depth aperture correlation","2019-07-10","2020-12-22","2022-12-14"
+"269558487","855.01","","3","4","4","3","4","4","4","12","64.1","18.29","9","5","5","PC","PC","10.6541","0.007","1","qlp-s43-tois","QLP","15.543042","-2.144574","24.584","0.111","-10.31","0.072","2459497.639662","0.0012367","1.8301156","0.0000038","1.018","0.216","1.205837","0.003576","1110","3.29391","4.46184","0.309321","515.147","1327","18","294.418","5.5405","6671","115.3","4.41","0.08","1.22","0.05","-0.43","0.12","1.41","0.23476","3,30,42,43","","2019-07-10","2022-12-12","2022-12-16"
+"306338882","856.01","","5","5","5","5","3","5","5","30.5","23.5","317","4","2","2","PC","APC","10.3244","0.008","1","qlp","QLP","14.094894","-14.788329","-2.95","0.103","-2.499","0.063","2458387.38778","0.003","5.4014","0.00187","1.442","0.257","1.331918","0.004237","1225.99","3.90247","16.7216","1.23518","41.9773","709","12","574.712","13.734","5179.9","122.6","","","4.34","0.21","","","","","3","hot Jupiter candidate","2019-07-10","2019-07-10","2022-12-14"
+"404467699","857.01","","3","5","5","3","5","4","5","79.5","87.7","317","0","1","4","PC","KP","10.2676","0.007","1","qlp","UNKNOWN","25.871364","-14.149185","24.873","0.084","-9.773","0.06","2459137.830843","0.0003385","3.9080236","0.0000027","3.292","0.265","8.830274","0.001936","8100","1.78321","15.1385","0.73671","744.132","1455","126","286.484","3.6485","6143","131.4","4.08","0.08","1.63","0.08","","","1.16","0.162343","3,30","likely hot Jupiter","2019-07-10","2020-12-21","2022-12-14"
+"198008005","858.01","","3","5","5","3","4","4","4","84.4","213.3","124.62","4","1","3","PC","CP","10.6444","0.006","1","spoc","SPOC","60.199826","-54.592918","10.997","0.047","-10.99","0.044","2459088.312195","0.00036137828","3.2797281770004","0.000025462343","3.5187008577907","0.028268568","12.062168","0.09684","11048.182608344","89.188705","13.811758128179","0.6877438","913.77644296668","1402.263852711","102.837204","250.489","1.509","5857","135.1","4.24","0.08","1.2974699735641","0.0636332","","","1.06","0.128916","3,4,29,30,31","may also be on 198008002","2019-07-10","2021-09-29","2023-12-03"
+"150430484","859.01","","3","4","3","3","3","4","4","36.2","141","70.08","6","1","5","PC","PC","11.9587","0.006","1","spoc-s01-s69-b0A-PC","QLP","97.144014","-61.150325","86.201","0.047","37.551","0.043","2459038.871639","0.00048261497","5.1543264610188","0.000005212454","1.0633819543671","0.05572561","2.741832","0.112259","2522.1346872878","103.38881","4.6014268307182","0.34533516","104.60211005953","815.65191636796","29.320278","193.087","0.807","4971","128.7","4.59","0.09","0.75619697570801","0.049583","","","0.82","0.0910242","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","","2019-07-10","2024-09-08","2024-09-09"
+"321011127","860.01","","3","4","4","3","3","4","4","58.6","90.1","317","4","0","3","PC","PC","11.6704","0.006","1","qlp-s30-tois","QLP","43.546163","-41.514421","-0.177","0.031","-10.197","0.036","2459139.444944","0.0005809","6.4535152","0.000007","2.202","0.135","12.228856","0.080832","11200","74.446","19.7517","1.77562","240.342","1096","75","494.093","5.1775","5906","133.8","4.07","0.08","1.58","0.08","","","1.07","0.141367","3,4,30","large Rp; V-shaped; likely EB","2019-07-10","2024-09-08","2024-09-09"
+"372913430","861.01","","5","5","5","5","5","5","5","164.7","532.5","317","0","2","1","PC","FP","8.3502","0.006","1","qlp","QLP","119.533518","-60.780499","-3.81","0.081","12.358","0.057","2459169.053069","0.0021841","6.7391601","0.0000245","2.537","0.24","3.305665","0.685156","3040","630.853","30.8876","9.40735","5656.73","2416","18","422.358","5.8415","10341","224.9","3.8","0.06","3.39","0.09","","","2.66","0.34902","1,4,5,7,8,9,10,11,27,31","TFOP NEB; crowded field","2019-07-12","2021-07-29","2022-12-14"
+"309254930","862.01","","3","4","4","3","3","4","4","130.5","157.2","317","4","0","1","PC","PC","8.9904","0.007","1","spoc-s01-s69-b0A-PC","SPOC","124.300024","-65.65708","-13.6","1.7","20.1","1.7","2459062.548458","0.00010744694","3.3102158563415","7.48296e-7","2.7252649068091","0.01121042","5.543194","0.032476","5092.4594142763","29.91108","","","528.70604217165","1222.9911602528","173.12677","","","","","","","","","","","","","28,31,32,35,36,37,38,61,62,63,64,65,68,69","variable host; visual binary separated by ~ 1 arc sec; no stellar radius; Gaia DR2 Rstar~2.7 and Rp/Rstar~0.07 consistent with possible inflated hot Jupiter","2019-07-12","2024-02-23","2024-03-03"
+"238898571","863.01","","2","4","2","2","3","4","4","3.7","7.5","1.63","0","3","3","PC","PC","9.954701","0.006","1","spoc-s01-s65-b0A-PC","SPOC","93.729429","-49.756087","-15.007","0.036","38.605","0.037","2458438.45614","0.0009837406","0.52513057338871","0.00000838883","1.4255092378836","0.17708044","0.194173","0.019487","178.82434172109","17.947891","1.1546621120569","1.137853","4078.0671726183","2038.1368599884","10.101417","111.279","0.2285","5867","190","4.5948","0.258772","0.85030198097229","0.0409598","","","1","0.128783","5,6,7,32,33,34,61","low SNR; some scatter in centroids between sectors","2019-07-12","2024-01-16","2024-01-27"
+"231728511","864.01","","2","4","4","2","3","4","4","6.3","13.5","0.99","10","0","5","PC","PC","11.4966","0.007","1","spoc-s01-s39-b0A-PC","SPOC","81.443395","-51.357031","-123.361","0.056","5.104","0.06","2458411.153078","0.0004863466","0.52066871526902","0.000010701773","0.57081610021194","0.11516695","0.680574","0.072463","626.63551364033","66.73877","1.0047438010853","0.78484046","241.89165428885","1005.8308938307","14.267641","38.0915","0.0463","3460","","4.438","","0.39860999584198","0.0120441","","","0.38991","0.0203907","4,5,6,27,31,32,33,37","","2019-07-12","2022-03-22","2022-12-14"
+"44797824","865.01","","2","5","5","2","4","4","4","20.3","100.7","11.51","6","2","7","PC","APC","9.7976","0.006","1","spoc-s01-s36-b0A","SPOC","62.454351","-26.022091","-33.684","0.031","-26.61","0.044","2458411.586206","0.0003392209","0.74557866203876","0.000009680995","0.49017240948958","0.067137666","0.8523","0.064045","784.68917575019","58.98619","3.4024739745724","1.797148","4518.5746486452","2091.0774319947","17.488182","136.022","0.478","5181","182","4.14486","0.287225","1.1984399557114","0.0637688","","","0.95","0.117878","4,5,31","not exactly synchronized; Retired as APC/VPC/SB2; see observing notes","2019-07-12","2024-09-08","2024-09-09"
+"381976956","866.01","","5","5","5","5","5","5","5","17.7","13.9","317","1","0","5","V","FA","9.0099","0.006","1","spoc-s01s06-b02","SPOC","77.546589","-57.586679","-28.031","0.041","-2.248","0.047","2458330.873539","0.002735047","22.338916","0.000684","3.4122326746614","0.44343308","0.657662","0.087195","605.54538867466","80.306694","18.449977045839","13.532745","1556.9001967091","1602.0827450196","7.3012457","455.064","4.2105","4866","171","2.50648","0.696119","7.56825","1.72302","","","","","1,2,3,4,5,6","Could also be around 381976959; needs SG1 to check; signal not found in QLP s39; retired as TFOP FA/SV","2019-07-12","2024-09-08","2024-09-09"
+"358460246","867.01","","2","5","5","2","3","4","4","1","15.4","5.56","2","1","5","PC","PC","10.4283","0.006","1","spoc-s01-s69-b0A-PC","SPOC","119.014208","-64.941154","-20.496","0.044","71.972","0.04","2458326.182858","0.0034279304","15.404376804989","0.00006285163","4.7120319264825","0.36136106","0.30574","0.020916","281.55691057952","19.264055","2.287219458686","0.35422304","100.91582179785","808.36884063983","13.722465","200.12","0.8545","5777.36","113.596","4.30388","0.195352","1.2349900007248","0.0561407","0.00784038","0.1","1.04","0.124783","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,63,64,65,68,69","","2019-07-12","2024-09-08","2024-09-09"
+"271596418","868.01","","5","5","5","5","5","5","5","3.5","27.3","4.13","3","1","1","PC","FP","10.7109","0.006","1","spoc","SPOC","108.568016","-74.970528","3.562","0.032","59.957","0.04","2458325.748771","0.00151","0.556109","0.000017","1.096708","0.221493","0.187697","0.025124","172.860189","23.13988","1.609049","2.070679","8967.4525288038","2481.915670562","7.987135","230.697","1.043","5670.45","40.2845","4.16644","0.110912","1.18329","0.158197","-0.0318574","0.0457846","1.01","0.126285","1,2,3,4,5,6","probably NEB; V-shaped transits and ultra short period; needs SG1 to confirm if on target or neighbor; crowded field; slight centroid offset in difference images","2019-07-12","2019-07-12","2022-12-14"
+"200807066","869.01","","5","5","5","5","5","5","5","1.5","30.3","7","0","2","3","V","FA","8.9043","0.006","1","spoc-s01-s36-b0A","SPOC","53.178982","-51.788532","103.407","0.048","111.455","0.056","2458404.072952","0.0049345694","26.258823935817","0.0002777761","4.4279477366591","0.70264274","0.272565","0.038056","251.01050682096","35.050304","2.0533304988894","1.3756185","54.414217537597","692.70424121151","7.737952","110.247","0.3125","5908","191","4.28153","0.29009","1.248409986496","0.0595477","","","1.07","0.138607","3,4,30,31","Possible single event (second event is on momentum dump); first event could be systematic","2019-07-12","2024-09-08","2024-09-09"
+"219229644","870.01","","1","4","4","1","4","4","4","0.9","35.3","6.07","5","1","4","PC","PC","10.7791","0.007","1","spoc-s01-s36-b0A-PC","SPOC","63.31929","-50.944261","105.027","0.039","50.272","0.049","2458390.800785","0.0023296175","22.037954651408","0.00009714042","2.5061632021449","0.25435203","1.312479","0.104167","1208.1077142403","95.93706","2.3351040465708","0.287695","4.0755023101593","362.38067989711","12.581541","53.8027","0.06305","3927","67","4.6966","0.331107","0.61113601922989","0.0180853","","","0.59708","0.0202403","3,4,5,30,31,32","weak secondary","2019-07-12","2024-09-08","2024-09-09"
+"219344917","871.01","","1","4","1","1","3","4","4","1.2","32.5","3.49","3","3","3","PC","PC","9.7607","0.006","1","spoc","QLP","74.737626","-50.627415","-79.355","0.049","-121.707","0.055","2458417.051084","0.00207126","14.36273803273","0.00006837242","3.2043797823004","0.40776542","0.588604","0.044348","541.97705062335","40.845634","1.6866314142227","1.3281828","24.136340475291","565.31122032635","12.021679","68.0473","0.10365","4939","180","4.58489","0.308587","0.73218899965286","0.0451432","","","0.81","0.0974807","4,5,6,31,32","some odd-even","2019-07-12","2021-07-28","2022-12-14"
+"220459826","872.01","","2","4","4","2","3","4","4","5.2","40.4","7.8","16","2","3","PC","PC","11.8348","0.006","1","spoc-s01-s69-b0A-PC","SPOC","74.868182","-55.92906","19.247","0.042","33.917","0.048","2458411.717988","0.00046697183","2.2395543927195","0.0000036990525","1.1228525054815","0.18701218","1.252342","0.058756","1152.7849513536","54.11446","2.7483505604321","0.9812851","300.91470339244","1062.2594462609","24.14831","179.254","0.692","4872.54","125","4.68951","0.2","0.75635999441147","0.0519875","0.209392","0.1","0.79","0.0945501","2,3,4,5,6,9,10,12,13,27,29,30,31,32,33,36,37,39,63,64,65,66,67,68,69","L1 candidate","2019-07-12","2024-09-08","2024-09-09"
+"220459826","872.02","","1","4","1","2","3","4","4","2.3","26.5","6.36","16","2","3","PC","PC","11.8348","0.006","2","spoc-s01-s39-b0A-PC","SPOC","74.868182","-55.92906","19.247","0.042","33.917","0.048","2458415.299111","0.0008853212","4.9727600712239","0.000012578861","0.68189703377412","0.255837","1.100134","0.130142","1012.7477418598","119.85806","2.3994417777444","4.2811537","103.87926969063","814.23913375484","8.581863","179.254","0.692","4872.54","125","4.68951","0.2","0.75635999441147","0.0519875","0.209392","0.1","0.79","0.0945501","4,5,6,9,10,12,13,27,29,30,31,32,33,36,37,39","candidate 2 in potential multi-planet system","2021-07-08","2022-03-21","2022-12-14"
+"237920046","873.01","","2","4","2","2","4","4","4","1.3","25.1","3.5","4","0","4","PC","PC","12.1249","0.007","1","spoc-s01-s69-b0A-PC","SPOC","56.736636","-63.336878","241.031","0.048","98.112","0.046","2458326.224903","0.0015249635","5.931200319734","0.000012634926","2.0314486529481","0.31917432","1.110109","0.083873","1021.9253752844","77.24677","1.7979810875634","0.40627712","17.018984153646","518.02790881837","13.363984","76.9563","0.1427","3797","64","4.74005","0.340758","0.5203999876976","0.0154554","","","0.517851","0.0202854","1,2,3,4,11,28,29,30,31,34,38,61,62,64,65,68,69","","2019-07-12","2024-09-08","2024-09-09"
+"232025086","874.01","","1","4","1","1","3","4","4","2.5","32.3","4.71","0","2","3","PC","PC","8.7542","0.006","1","qlp-s61-ffi","SPOC/QLP","96.069345","-46.93762","-11.745","0.038","-5.975","0.041","2459986.581877","0.0064089","5.9049399","0.0000345","3.797","1.183","0.244318","0.018574","225","17.1075","2.01304","0.133943","661.809","1413","14","130.527","0.359","6437","198","4.2473","0.303189","1.42","0.06","","","1.26","0.200693","5,6,7,32,33,34,61","potential L1 planet; possible unrelated transit near TBJD 1512","2019-07-12","2023-04-04","2023-04-07"
+"14165625","875.01","","1","4","1","1","3","4","4","1.6","26.7","6.31","8","2","3","PC","PC","11.3877","0.006","1","spoc","SPOC","78.037215","-37.708481","21.18","0.037","46.527","0.049","2458442.024946","0.005781","11.020153","0.002316","3.638535","0.756925","1.169888","0.159754","1076.926754","147.12764","2.343228","2.098464","23.824306513559","563.47521318261","7.154832","106.12","0.2475","4407","174","4.56293","0.240923","0.719466","0.075354","","","0.67","0.0789942","5,6","","2019-07-12","2019-07-12","2022-12-14"
+"32497972","876.01","","1","4","1","5","3","5","5","0.6","29.8","8.13","7","4","3","PC","PC","11.534","0.007","1","spoc-s01-s36-b0A-PC","SPOC","84.109334","-24.244444","102.724","0.033","-136.427","0.048","2458457.39545","0.0026864996","29.48290220332","0.00015214829","2.3634406738881","0.54256445","2.246","0.198013","2066.5043819144","182.36015","2.7733273528724","1.4128063","3.0151313312837","336.08281640532","11.34459","78.1864","0.1803","3955","65","4.68874","0.328713","0.60373902320862","0.0180584","","","0.591129","0.0203525","5,6,32,33","potential L1 planet; P=29d","2019-07-12","2024-09-08","2024-09-09"
+"255704097","877.01","","5","5","5","5","3","5","5","37","133","121.81","1","4","1","PC","APC","10.6237","0.006","1","spoc-s01-s36-b0A-PC","QLP","99.11511","-50.297401","-7.67","0.09","10.129","0.071","2459174.826371","0.0011505206","6.0158019742753","0.00012447182","1.8775213615511","0.0900724","5.8152","0.578301","5341.6796351981","532.4933","13.627855031801","1.2419329","1280.3562296936","1525.6413614557","30.12466","452.682","8.5155","7836","201.7","4.14","1.6","1.5943499803543","0.0562261","","","1.8","0.290926","6,7,8,32,33,35","TFOP APC","2019-04-01","2024-08-14","2024-08-16"
+"219380235","878.01","","5","5","5","5","5","5","5","7","30.6","22.39","2","1","3","V","FA","10.8239","0.006","1","qlp","QLP","76.761786","-51.766957","24.993","0.053","25.261","0.064","2459196.628398","0.0115033","3.9773904","0.0000718","2.82","1.089","1.231923","0.014729","1134","13.5662","5.03874","0.765135","460.733","1290","14","334.457","3.86","5518.3","121.1","3.93","0.08","1.77","0.09","0.34","0.1","0.97","0.125392","4,5,6,30,31","TFOP FP","2019-07-12","2020-12-22","2022-12-14"
+"37084932","879.01","","5","5","5","5","5","5","5","72.3","173.3","317","1","1","7","PC","FP","9.5254","0.017","1","qlp","QLP","98.123772","-3.54484","-0.024","0.126","-2.476","0.122","2458470.64431","0.00102","6.58454","0.00012","3.395","0.395","5.989058","0.003415","5500.94","3.14556","","","1274.11","1664","88","602.726","24.072","8829","148.8","3.91","0.7","","","","","2.51","0.337469","6","Clear centroid shift; Need SG1 to check the low parallax target 37161310.","2019-07-12","2019-07-12","2022-12-14"
+"34077285","880.01","","3","4","4","4","4","3","4","25","169.6","22.35","12","19","8","PC","PC","9.2563","0.006","1","qlp-s33-tois","QLP","94.164473","-13.987337","0.962","0.056","23.237","0.056","2459224.830978","0.0005187","6.3872524","0.0000082","2.608","0.24","3.817638","0.001073","3510","0.987947","5.0445","0.331905","73.9967","817","70","60.6679","0.11205","4935","122.3","4.52","0.09","0.82","0.05","","","0.81","0.0991949","6,33","Need SG1 to Check 34077287 (R = 2.5 Rsun); Period might be twice","2019-07-12","2024-09-08","2024-09-09"
+"34077285","880.02","","1","4","1","1","4","4","4","14.5","118.2","8.16","12","19","8","PC","PC","9.2563","0.006","2","spoc","SPOC","94.164473","-13.987337","0.962","0.056","23.237","0.056","2459202.295333","0.0029818339","2.5735942821357","0.00054787163","2.481006399968","0.1769986","0.803308","0.056434","739.60082826091","51.97616","2.7779228542671","0.22940397","301.86610972162","1063.0980928074","12.548503","60.6679","0.11205","4935","122.3","4.52","0.09","0.816999","0.0517714","","","0.81","0.0991949","33","part of potential multi; 2.57 day signal","2021-02-19","2021-02-11","2022-12-14"
+"34077285","880.03","","1","4","1","1","4","4","4","4","69.3","8.57","12","19","8","PC","PC","9.2563","0.006","3","qlp","SPOC","94.164473","-13.987337","0.962","0.056","23.237","0.056","2459220.659691","0.0017929","14.3318853","0.0000831","1.596","0.398","1.075411","0.003246","990","2.98933","2.87022","0.239215","9.971","495","14","60.6679","0.11205","4935","122.3","4.52","0.09","0.82","0.05","","","0.81","0.0991949","6,33","14.3 day signal; part of potential multi","2021-02-19","2021-03-01","2022-12-14"
+"237808867","881.01","","5","5","5","5","5","5","5","","","317","2","3","6","PC","FP","9.792","0.011","1","qlp","QLP","104.479884","5.748028","-4.303","0.368","-1.956","0.296","2458468.86467","0.00204","0.56708","0.0001","1.253","0.251","1.064543","0.002347","980","2.16154","29.9735","","3660","2166","29","994.732","317.089","5274","122","","","9.78","","","","","","6","2 stars in the same pixel; check 237808865; TFOP NEB","2019-07-12","2020-05-20","2022-12-14"
+"92013169","882.01","","5","5","5","5","5","5","5","21","74.9","50.31","0","1","9","EB","FP","9.73965","0.006","1","qlp-s72-ffi","QLP","89.16524","14.785575","5.202","0.105","-11.742","0.083","2460282.512522","0.0014526","2.3552639","0.0000039","1.033","0.187","0.990643","0.07351","912","67.7026","8.10129","0.469696","698.522","1432","23","387.97","9.4935","7069","174.9","3.88","0.09","2.37","0.11","","","1.565","0.280089","6,33,43,44,45,71,72","centroid offset on TIC 92013174 (Tmag~13 ); TFOP FP/NEB","2019-07-12","2024-01-17","2024-01-27"
+"123846039","883.01","","3","4","3","4","4","4","4","26.6","163.6","41.07","6","2","7","PC","PC","9.3722","0.006","1","qlp-s33-tois","QLP","103.369061","-6.507835","-50.205","0.11","-76.037","0.112","2459200.686728","0.0007771","10.0577297","0.0000167","3.65","0.23","5.289542","0.001597","4860","1.47064","7.17665","0.383469","91.5488","861","76","102.637","0.571","5651","126.5","4.43","0.07","1.01","0.05","","","1.003","0.123357","6,33","","2019-07-12","2024-09-08","2024-09-09"
+"167031605","884.01","","5","5","5","5","5","5","5","","","317","1","1","7","EB","FP","9.9534","0.032","1","qlp-tois-update","QLP","93.921031","11.832621","1.717","0.106","-2.319","0.097","2458468.69741","0.00245","2.7809","0.00061","1.803","0.258","3.251214","1.576808","2990","1451.24","56.3202","","26869.1","3566","15","1390.46","132.62","11246","128","","","5.45","","","","","","6","TFOP FP; giant star; EB with variability","2019-07-12","2022-07-11","2022-12-14"
+"25334160","885.01","","5","5","5","5","3","5","5","","","317","0","1","5","PC","APC","10.1775","0.014","1","qlp","QLP","98.26778","-10.870679","-3.944","0.055","-1.974","0.059","2458471.20029","0.00644","2.56876","0.00214","2.767","0.578","0.391501","0.002211","360.521","2.0364","17.6099","1.73201","357.805","1211","9","693.394","17.5465","4312.9","136.1","","","8.43","0.53","","","","","6","Large planet;  might be noise or a blended signal","2019-07-12","2019-07-12","2022-12-14"
+"120269103","886.01","","5","5","5","5","5","5","5","47","110.6","317","0","13","7","EB","FP","8.26522","0.006","1","spoc-s33-b0A","QLP","101.693856","-6.144778","-4.955","0.101","-1.849","0.092","2459203.108337","0.0014894293","20.427672651028","0.0021032665","5.1878327038806","0.11190236","3.249583","0.064091","2988.5020776454","59.02865","19.957658539863","0.71937275","1594.3028140133","1611.6192742946","55.28208","364.928","7.2985","8844","179.9","3.76","0.07","3.25795","0.109422","","","2.225","0.303836","6,33","TFOP FP; NEB","2019-07-12","2024-09-08","2024-09-09"
+"437984134","887.01","","5","5","5","5","4","5","5","41.1","164.9","117.41","0","2","3","PC","APC","8.16507","0.006","1","qlp","QLP","94.545308","15.952049","1.222","0.097","-19.332","0.083","2458472.07754","0.00092","5.77114","0.00059","2.791","0.05","2.099465","0.000325","1931.81","0.299452","10.9488","0.576438","408.749","1252","32","192.612","1.9285","7173","181.9","4.03","0.35","2.26","0.12","","","1.665","0.291571","6","Period is probably 3 times longer (~ 15 or 17 days); do reanalysis with longer period; Only two events visible; the latest is partial and might not be real","2019-07-12","2019-07-12","2022-12-14"
+"438295981","888.01","","5","5","5","5","5","5","5","12.6","63.6","28.62","1","2","5","PC","FP","9.52621","0.006","1","qlp","QLP","96.666044","13.29938","-2.47","0.077","-14.371","0.065","2458472.15837","0.00314","3.96643","0.00167","2.025","0.28","0.899765","0.002003","828.371","1.84461","5.99981","0.331791","376.453","1227","17","263.022","3.008","6565.2","95.4","4.09","0.37","1.9","0.05","","","1.471","0.255432","6","A clear centroid shift; signal comes from a blended star. Check neighbors","2019-07-12","2019-07-12","2022-12-14"
+"284288080","889.01","","5","5","5","5","5","5","5","13.1","53.4","29.39","0","0","1","PC","FP","10.8457","0.006","1","qlp","QLP","106.649775","-53.546434","-3.782","0.056","-3.748","0.05","2458469.90719","0.00309","1.83485","0.00022","2.673","0.597","1.303666","0.002211","1200","2.03671","5.90327","0.371084","3996.1","2215","27","388.477","4.375","6466","129.5","4.11","0.09","1.68","0.07","","","1.32","0.209578","6,7,8,9","blended with something faint; and the matches 284288094 or 284288093 is an EB but with the period 7.3 days","2019-07-12","2020-05-20","2022-12-14"
+"333607525","890.01","","5","5","5","5","3","5","5","316.8","828.8","317","1","1","3","PC","APC","10.936","0.007","1","qlp-s33-tois","QLP","100.36319","-12.285043","-10","1.9","-0.6","1.9","2459226.741148","0.0005088","3.2022978","0.000005","3.51","0.397","46.382246","0.104488","41820","96.232","34.5557","","1640.28","","65","474.565","","6600","351.5","4.17","1.78","1.67","","","","","","6,33","TFOPWG APC; retired as SB2","2019-07-12","2022-07-11","2022-12-14"
+"33690636","891.01","","5","5","5","5","5","5","5","3.9","33.6","7.73","0","1","1","EB","FP","11.0427","0.006","1","qlp-s06-ffi","QLP","93.122299","-16.792043","-11.768","0.053","-25.565","0.06","2458468.9545","0.00672","4.99915","0.00244","5.256","0.449","0.743192","0.002005","684.271","1.84694","2.28122","0.193112","386.241","1235","10","123.997","0.453","4696","155.9","","","0.79","0.05","","","0.699","0.0849539","6","Centroid page weirdness; check all neighbors","2019-07-12","2024-09-08","2024-09-09"
+"66561343","892.01","","3","5","5","3","4","4","4","21.5","89.6","99.21","4","14","7","PC","CP","10.9739","0.03","1","qlp","UNKNOWN","86.738228","-11.23534","-0.143","0.086","5.967","0.096","2459219.552074","0.0007998","10.6265837","0.0000166","5.415","0.119","8.20653","0.000696","7530","0.641108","12.0335","0.407719","571.007","1361","79","340.543","4.827","7723","270.7","4.43","0.08","1.35","0.04","","","1.82","0.307281","6,33","TFOP CP","2019-07-12","2021-02-19","2022-12-14"
+"123958679","893.01","","3","4","3","3","4","4","4","6.3","27.7","67.35","1","1","7","PC","PC","11.4847","0.022","1","qlp","QLP","103.678583","-7.131316","0.518","0.065","-0.644","0.074","2459210.205916","0.0136694","5.6148305","0.0001365","3.829","0.944","2.500069","0.012575","2300","11.582","9.62058","1.11908","3420.14","2130","8","1241.42","70.575","9856","389.3","4.01","0.08","2.59","0.15","","","2.52","0.355635","6,33","","2019-07-12","2020-05-20","2022-12-14"
+"42755801","894.01","","5","5","5","5","5","5","5","68.9","136.8","317","0","1","10","EB","FP","9.1672","0.033","1","qlp-s33-tois","QLP","96.793934","-4.7801","-5.237","0.26","-4.108","0.228","2459225.901334","0.0023125","4.3433389","0.0000194","4.514","0.313","1.194967","0.258854","1100","238.385","24.4433","7.41825","60347.5","4366","35","661.74","108.299","9900","580.3","3.68","0.13","3.83","0.56","","","2.53","0.377302","6,33","V shaped; TFOP FP; retired as NEB","2019-07-12","2024-09-08","2024-09-09"
+"250484865","895.01","","5","5","5","5","5","5","5","5.8","63.2","2.88","6","5","7","PC","FP","8.7973","0.006","1","qlp","QLP","94.205654","-2.92914","23.14","0.068","-61.444","0.066","2458468.75811","0.00645","0.76189","0.00043","1.904","0.272","0.206309","0.000685","190","0.630631","1.50503","0.119189","6450.77","2496","10","96.3043","0.3819","5998","121.7","4.39","0.08","1.11","0.05","","","1.11","0.142881","6","crowded field; might be variability","2019-07-12","2020-05-20","2022-12-14"
+"102283403","896.01","","5","5","5","5","5","5","5","7.3","64.7","10.36","0","4","12","PC","FA","9.08959","0.006","1","qlp","QLP","89.15458","10.551759","-10.692","0.072","1.799","0.064","2458471.13285","0.00712","3.52985","0.0027","1.907","0.551","0.608183","0.005744","560","5.29033","3.20773","0.372829","489.2","1310","9","156.139","0.998","6627","128.9","4.31","0.09","1.37","0.06","","","1.39","0.233785","6","marginal signal","2019-07-12","2020-05-20","2022-12-14"
+"229384040","897.01","","5","5","5","5","5","5","5","8.3","59.8","8.51","1","56","13","EB","FP","9.11269","0.006","1","qlp-s33-tois","QLP","98.59774","8.413625","-13.628","0.066","-67.866","0.058","2459211.72088","0.0082594","1.2980202","0.0000159","3.007","0.483","0.271468","0.000769","250","0.707837","2.58794","0.191928","6354.72","2487","10","165.943","1.114","6128","132","4.08","0.08","1.62","0.07","","","1.158","0.15674","6,33","TFOP FP; retired as NEB","2019-07-12","2024-09-08","2024-09-09"
+"124543547","898.01","","5","5","5","5","5","5","5","","","317","0","2","5","PC","FP","10.5672","0.009","1","qlp","QLP","104.480707","-9.924849","4.912","0.109","-21.569","0.111","2458487.5","0","","","7.352","0.649","6.534039","0","6000","0","19.7649","2.75132","5400","2388","15","479.081","13.379","5652","266.8","4.32","2","2.74","0.25","","","1.07","0.14116","6","single-transit","2019-03-21","2019-03-21","2022-12-14"
+"177162886","899.01","","3","4","4","3","3","4","4","19.1","81.2","96.56","5","0","1","PC","PC","11.5865","0.006","1","spoc-s01-s69-b0A-PC","SPOC","104.492446","-71.523106","-6.952","0.043","0.834","0.045","2458544.868477","0.00034614548","12.846194325651","0.000004580524","3.1160809704965","0.028564665","9.298132","0.058009","8527.3304873618","53.426765","11.886739068051","0.6794846","107.80593018868","821.8270133429","165.5589","304.798","2.1015","5591","125","4.30695","0.2","1.1878700256348","0.0674397","0.222103","0.1","0.99","0.120724","9,10,11,12,13,27,29,30,31,32,33,34,35,36,37,39,61,62,63,64,65,66,67,68,69","","2019-07-15","2024-08-14","2024-08-16"
+"210873792","900.01","","1","4","1","1","3","4","4","3.7","37.8","8.09","0","1","3","PC","PC","11.9085","0.006","1","spoc-s01-s39-b0A-PC","SPOC","245.905129","-31.373574","-89.072","0.109","-117.306","0.077","2458626.484539","0.0055813696","4.8494108157839","0.00005621754","5.2266368031413","0.60119057","1.457971","0.134612","1341.9401257975","123.974266","2.7650340632928","0.4910216","56.856117126364","700.34825169471","9.014666","121.037","0.742","3861","142","4.71767","0.400347","0.68071097135544","0.0617663","","","0.666","0.0818058","12,39","slight centroid offset to NE","2019-07-15","2022-03-22","2022-12-14"
+"214361331","901.01","","3","4","3","3","3","4","4","76.6","231.2","86.52","5","1","3","PC","PC","9.6877","0.006","1","spoc","SPOC","261.062847","-50.386051","-9.514","0.079","-22.793","0.069","2459362.247825","0.0008366277","3.2308422920558","0.00020717378","0.92826992320279","0.08167249","2.638754","0.16448","2427.4314637798","151.48016","11.144363992851","15.465436","1292.7015226032","1529.3057261493","17.397303","190.467","1.56","7062","206","4.49596","0.535849","1.3843599557877","0.065","","","1.24","0.185574","12,39","Low priority; possible EB; possibly synchronized","2019-07-15","2021-09-24","2022-12-14"
+"216935214","902.01","","3","5","5","3","3","4","4","43.3","66.3","317","4","0","3","PC","APC","8.957","0.006","1","spoc-s01-s69-b0A-APC","SPOC","259.49578","-45.883555","3.534","0.076","-5.92","0.055","2458633.240139","0.0011365437","18.259267300066","0.000025678104","1.7158921821335","0.12747529","1.988157","0.119031","1829.4851390786","109.62598","15.899504642146","17.881565","358.70597613776","1109.9525227492","17.756294","219.439","1.9595","7142","207","4.15713","1.69746","2.2950301170349","0.102688","","","1.27","0.189779","12,39,66","","2019-07-15","2024-08-14","2024-08-16"
+"238197638","903.01","","3","4","4","3","3","4","4","11.7","35","92.34","9","2","3","PC","PC","11.7874","0.006","1","qlp-s39-tois","SPOC","57.489027","-72.793731","3.914","0.038","13.088","0.04","2460044.048378","0.0024396928","7.2766004","0.0000251","4.626","0.479","2.652434","0.000562","2440","0.517164","11.5799","0.570533","591.917","1374","57","739.231","10.915","6266","41","4.27","0.17","2.21","0.1","0.180043","0.0652891","1.17","0.154425","2,3,5,6,9,10,12,13,27,28,29,30,32,33,36,37,61,63,64","TOI 903.01. TFOP investigation in progress.","2019-07-15","2023-06-15","2023-06-15"
+"261257684","904.01","","1","4","1","1","4","4","4","2.2","53.8","5.96","7","4","6","CP","CP","10.846","0.007","1","spoc-s01-s69-b0A-PC","SPOC","89.371273","-83.129726","-28.941","0.032","110.858","0.033","2458626.968411","0.00085205893","10.877274819865","0.000011637236","2.682953269299","0.21896666","1.985692","0.069269","1827.2189378538","63.796677","2.3096129984998","0.41049486","8.316864303878","433.1214112378","28.084484","46.0891","0.0349","3992","170","4.61929","0.240707","0.53243899345398","0.0157936","","","0.529185","0.0202724","12,13,27,38,39","TOI-904 b","2019-07-15","2024-08-14","2024-08-16"
+"261257684","904.02","TIC 261257684.02","1","4","1","1","4","4","4","0.1","27.7","6.1","7","4","6","CP","CP","10.846","0.007","2","spoc-s01-s69-b0A-PC","SPOC","89.371273","-83.129726","-28.941","0.032","110.858","0.033","2458630.353329","0.0030933106","83.999399068768","0.00025963466","4.9317658271293","0.33311003","2.017642","0.117194","1856.5912767141","107.9341","2.3408341032149","0.32274127","0.54485989868012","219.1245114863","14.180324","46.0891","0.0349","3992","170","4.61929","0.240707","0.53243899345398","0.0157936","","","0.529185","0.0202724","12,13,27,38,39,61,65,66,67","TOI-904 c; CTOI from Hugh Osborn","2022-04-20","2024-08-14","2024-08-16"
+"261867566","905.01","","3","5","5","3","4","4","4","118.6","308.7","126.47","5","1","3","CP","CP","10.5721","0.006","1","spoc-s01-s69-b0A-CP","SPOC","227.658675","-71.361632","-25.839","0.033","-41.15","0.051","2458628.349689","0.00012635152","3.7395715608664","7.0185973e-7","2.0436597331202","0.011729374","16.692637","0.106372","15256.902347663","97.96748","13.931735271932","0.7286332","353.31423245614","1105.7578537073","220.35062","158.649","0.7215","5565","187","4.46277","0.287097","1.0001800060272","0.0521105","","","0.93","0.120097","12,38,39,65,66","TOI-905 b","2019-07-15","2024-02-14","2024-02-17"
+"298372701","906.01","","3","4","4","3","3","4","4","53.7","180.2","46.95","6","6","3","PC","PC","8.5097","0.006","1","qlp-s65-ffi","SPOC","239.825514","-49.366664","-28.638","0.106","-38.072","0.084","2460094.242152","0.0006026","1.6647888","0.0000013","1.152","0.132","1.738569","0.074949","1600","69.028","5.25863","0.513844","751.21","1458","47","133.752","1.0755","5954.53","53.0596","3.68582","0.109431","1.42","0.13","-0.1648","0.072","","","12,39,65","visual binary; v-shaped;","2019-07-15","2024-08-14","2024-08-16"
+"305424003","907.01","","3","4","3","3","3","4","4","26.8","85.9","67.34","8","10","3","PC","PC","9.9444","0.006","1","spoc-s01-s39-b0A-PC","SPOC","262.183407","-62.840383","-1.388","0.041","-37.836","0.056","2458627.05684","0.00083211536","4.5849129052303","0.000008883302","5.2493974326056","0.12818953","2.283606","0.056007","2101.0682794136","51.583145","9.6158851331359","0.6116279","1729.6714348175","1644.7907421744","28.746328","312.529","4.21","6272","196","3.8399","0.756872","2.0597898960113","0.0922839","","","1.2","0.172843","12,39","Large planet candidate; low priority","2019-07-15","2024-03-14","2024-03-14"
+"350153977","908.01","","1","5","5","1","4","4","4","5.8","47.1","9.87","8","3","1","CP","CP","10.6513","0.006","1","spoc-s01-s69-b0A-CP","SPOC","53.159427","-81.250745","5.839","0.04","-0.307","0.044","2458626.550518","0.00081654114","3.18377891634","0.000005693874","2.3252968281453","0.3331702","0.923495","0.044439","850.20841332368","40.928772","3.1080163062412","1.5717691","519.52681996858","1217.6479520746","23.563166","175.748","0.636","5500","76","4.99","0.12","1.0523600578308","0.0594975","0","0.1","0.96","0.125324","1,12,13,27,28,39,66,67,68","TOI-908 b","2019-07-15","2024-03-14","2024-03-16"
+"364107753","909.01","","5","5","5","5","5","5","5","6.8","82.6","3.93","1","1","1","EB","FP","7.0514","0.006","1","qlp-s66-ffi","SPOC","251.362526","-71.839588","40.743","0.043","53.07","0.058","2460119.573617","0.0034306","3.9043855","0.0000182","3.525","0.339","0.276898","0.011864","255","10.9272","1.80937","0.0973429","836.633","1498","19","51.8209","0.0908","6059.06","50.4474","4.29","0.11","1.31","0.05","-0.51","0.05","1.13","0.152036","12,39,66","High priority (2.7 Rp); bright; nearby star; retired as TFOP FP/NEB","2019-07-15","2023-08-07","2023-08-10"
+"369327947","910.01","","1","5","5","1","4","4","4","6.5","27.3","1.12","12","0","3","CP","CP","10.1508","0.007","1","spoc-s01-s69-b0A-PC","SPOC","290.23794","-82.559788","342.184","0.072","-1230.22","0.079","2458626.204389","0.0004260434","2.0291066524349","0.000004434313","0.73395612082333","0.11758856","1.036853","0.065486","954.52077996236","60.31323","1.0407954126351","0.12550709","22.071338149365","552.81130488898","16.95669","12.4814","0.0065","3194","101","4.96718","0.069791","0.2874970138073","0.00950598","","","0.262417","0.0206699","12,13,27,39,66,67","LHS 475 b","2019-07-15","2024-08-14","2024-08-16"
+"389070884","911.01","","5","5","5","5","3","5","5","351.6","675.6","317","3","0","1","PC","APC","7.9771","0.006","1","spoc-s01-s69-b0A-APC","SPOC","262.335243","-38.645969","-5.439","0.087","-76.767","0.068","2458627.859074","0.00017627938","8.5841821859831","0.0000016031511","2.0925447818745","0.016918926","9.009244","0.054549","8263.4886290956","50.240047","21.404564927416","3.3309472","332.3230715225","1088.9548483954","166.83147","84.7758","0.3915","5963","80","4.438","","1.4470800161362","0.0702814","","","1.09","0.140014","12,39,66","Low priority; TFOP APC; possible SB1; crowded field","2019-07-15","2024-08-14","2024-08-16"
+"406941612","912.01","","1","4","4","1","3","4","4","4.7","86.4","3.89","8","1","5","PC","PC","10.4904","0.007","1","spoc-s01-s69-b0A-PC","SPOC/QLP","229.328567","-80.473345","-450.955","0.04","-93.819","0.042","2458628.407636","0.0006210055","4.6780590186754","0.000004402943","1.8117451832168","0.07460143","2.205457","0.072129","2029.239148005","66.43072","2.2524867687059","0.09304951","14.214599129899","495.22596131188","33.989044","26.1072","0.01665","3566","66","4.83519","0.370781","0.42646500468254","0.0127779","","","0.421006","0.0203416","12,13,39,65,66","Potentially small planet (2.22 Re)","2019-07-22","2024-09-08","2024-09-09"
+"407126408","913.01","","1","5","5","1","4","4","4","4","66.6","7.39","10","3","3","PC","CP","9.6181","0.006","1","qlp","SPOC","234.572324","-80.803427","-40.069","0.04","83.388","0.043","2460079.227435","0.0043162","11.0993596","0.0000393","3.169","1.637","1.293882","0.197503","1191","181.89","2.61336","0.285342","99.3533","879","16","65.1769","0.0991","4948","180","4.60394","0.311168","0.73","0.05","","","0.82","0.0972518","12,13,65","TOI-913 b","2019-07-15","2023-07-19","2023-12-03"
+"153027658","914.01","","5","5","5","5","5","5","5","12.2","38.2","36.24","2","1","4","EB","FP","10.2413","0.006","1","qlp","QLP","48.726093","-44.961855","-31.351","0.914","-22.988","1.315","2458384.9247","0.0034","2.3374921","0.0000103","2.279","0.371","0.825473","0.001399","760","1.28847","4.00659","0.483414","975.016","1556","27","233.2062","28.1867","5963.4","347.5","3.65","0.1","1.54","0.17","-0.95","0.08","","","3,4,30,31","v-shaped; likely offset to W","2019-07-23","2021-01-05","2022-12-14"
+"259389219","915.01","","5","5","5","5","5","5","5","27.4","65.8","80.77","3","1","1","EB","FP","11.2486","0.006","1","qlp-s32-tois","QLP","68.803771","-51.396562","-9.856","0.034","-1.993","0.042","2459199.865578","0.0010627","2.3250156","0.0000057","1.775","0.405","1.227576","0.020967","1130","19.3113","10.7275","1.12022","2083.06","1882","18","506.371","4.8725","5753","127.6","3.83","0.08","2.05","0.1","","","1.03","0.129552","3,4,5,30,31,32","retired as TFOP FP/NEB","2019-07-23","2024-09-08","2024-09-09"
+"348844154","916.01","","5","5","5","5","5","5","5","12.4","22.1","317","0","0","1","EB","FP","11.2532","0.006","1","qlp-s04-b02","QLP","105.956649","-60.297493","-9.046","0.037","33.673","0.04","2458343.2066","0.00401","29.17362","0.00233","8.075","0.499","6.052282","0.024702","5558.85","22.7513","15.4676","1.2126","167.644","1002","53","427.276","3.7265","5493.2","126.6","3.92","0.52","1.89","0.09","","","1.05","0.133358","4","slightly off target; hint of an odd-even difference; retired as NEB","2019-07-23","2021-12-07","2022-12-14"
+"207237016","917.01","","3","4","4","3","3","4","4","25.3","58.9","317","6","0","3","PC","PC","11.2459","0.006","1","spoc-s01-s69-b0A-PC","QLP","49.816476","-59.400109","14.253","0.041","11.78","0.042","2459104.563086","0.0014304479","26.41265166868","0.0000609858","3.0511383191096","0.119284414","6.498239","0.493206","5967.2243425104","454.15604","24.163132001424","2.0123992","256.85410563022","1021.0367587293","31.442625","704.528","10.789","6070","123.6","3.65","0.08","2.6286599636078","0.119935","","","1.13","0.157274","2,3,4,29,30,69","","2019-07-23","2024-04-24","2024-04-30"
+"294869729","918.01","","5","5","5","5","5","5","5","10.4","23.6","33.26","2","1","3","PC","FP","11.2716","0.006","1","qlp","QLP","71.799228","-68.985641","3.379","0.057","7.2","0.055","2459199.904943","0.0032227","1.1140067","0.0000061","3.072","0.457","0.445243","0.001013","410","0.93294","6.34675","0.441032","6504.41","2501","20","549.872","6.956","5614","126.5","3.5","0.08","2.94","0.14","","","0.99","0.12566","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31","may be real HJ around giant star.","2019-07-23","2021-01-28","2022-12-14"
+"150167117","919.01","","5","5","5","5","3","5","5","79.9","267","317","2","0","5","PC","APC","11.1835","0.006","1","spoc-s01-s69-b0A-APC","QLP","93.413565","-62.219723","-12.295","3.049","23.012","2.331","2459045.82948","0.00021160302","20.027271705486","0.000006332245","2.5785743972421","0.021332981","19.185967","0.121438","17515.71296891","111.84186","23.649744114931","7.4071307","53.376850815769","689.3788994695","193.29501","","","5811.1","125","","","1.1369999647141","0.29772","-0.221005","0.1","","","27,28,29,30,31,32,33,34,35,36,38,39,61,62,63,64,65,66,67,68,69","large; v-shaped; likely EB; TFOP APC; formerly FP/EB; large radius for orbital period","2019-04-01","2024-09-06","2024-09-07"
+"271722899","920.01","","5","5","5","5","5","5","5","","","317","0","1","1","PC","FP","11.191","0.006","1","qlp","QLP","110.312488","-73.453234","1.064","0.043","7.226","0.046","2458335.23411","0.00239","19.2998","","3.17","0.382","2.026549","0.002794","1864.78","2.57372","","","16.9727","565","29","3540.18","305.4","3818","163","","","","","","","","","4","period is double; star is likely a giant; TFOP FP","2019-07-23","2020-06-29","2022-12-14"
+"278775625","921.01","","2","4","2","2","3","4","4","2.8","27.6","10.04","0","1","3","PC","PC","11.2559","0.006","1","spoc-s01-s69-b0A-PC","QLP","99.674204","-56.22054","0.263","0.04","33.507","0.05","2459036.701454","0.00090534403","5.128726506032","0.0000105223535","2.0606408107697","0.29495126","0.879202","0.041443","809.44725408399","38.169827","3.3763609416504","1.1695324","426.76834257909","951","20.004562","294.015","2.0195","6055.5","112.5","4.38","0.08","1.14","0.05","-0.0579013","0.0486604","1.13","0.150113","1,2,3,4,5,6,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,65,66,67,68,69","","2019-07-23","2024-09-06","2024-09-07"
+"278199349","922.01","","5","5","5","5","5","5","5","","","317","1","0","1","PC","FP","11.499","0.006","1","qlp","QLP","110.890427","-79.504188","0.084","0.029","-4.817","0.033","2458418.21857","0.00159","9.46516","0.00275","3.951","0.391","11.956907","0.089049","10952.3","82.0134","","","83.6782","842","42","1220.48","24.485","4120","171","","","","","","","","","4","giant; TFOP EB","2019-07-23","2020-06-29","2022-12-14"
+"301051430","923.01","","5","5","5","5","5","5","5","6.1","38.3","15.35","5","3","3","EB","FP","11.0264","0.006","1","spoc-s01-s36-b0A-PC","QLP","50.036337","-45.061851","25.459","0.036","12.055","0.046","2459117.395284","0.0023116209","3.2744665179962","0.00025232506","1.5496650668266","0.36316103","0.997251","0.085869","918.08031444591","79.08558","4.0297948357589","1.5242478","920.874570417","1404.9791186469","9.946655","302.944","2.087","6049","136.2","4.3","0.09","1.2460999488831","0.060309","","","1.13","0.15102","30,31","Centroid offset centered on nothing in S31. Weak signal; possibly V","2019-07-23","2024-08-14","2024-08-16"
+"382068562","924.01","","3","4","4","3","3","4","4","78.5","188.1","317","2","0","1","PC","PC","11.3593","0.006","1","spoc-s01-s69-b0A-PC","QLP","79.656888","-55.888562","-5","0.032","54.438","0.038","2459045.879938","0.00013736871","12.127270200934","0.00000269737","2.0368112590195","0.014602367","21.018376","0.128072","19172.464488077","117.95186","20.316179169419","2.443098","85.768160838009","776.16002973895","241.29767","251.24","1.077","5682","128.9","4.45","0.08","0.99382698535919","0.047789","","","1.01","0.127576","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,63,64,65,66,67,68,69","v-shaped transit and large Rp for given period; Gaia DR2 error 5.51 km/s; likely EB","2019-07-23","2024-03-11","2024-03-16"
+"300599466","925.01","","5","5","5","5","5","5","5","","","317","0","1","1","EB","FP","11.3377","0.006","1","qlp-tois-update","QLP","113.047662","-68.012289","2.81","0.047","0.639","0.052","2458331.86537","0.00222","13.17741","0.00018","2.75","0.527","1.901703","0.003395","1750","3.12692","49.318","","44.0738","717","32","1811.81","85.235","5027.7","74","","","10.05","","-0.65","0.11","","","1,2,3,4,5,6,7,8,9,11,12,13","TFOP NEB; giant star","2019-07-23","2022-07-11","2022-12-14"
+"176796997","926.01","","3","4","4","3","3","4","4","","","317","6","2","4","PC","PC","10.5926","0.006","1","qlp-s31-tois","QLP","48.378728","-32.00557","-4.2","2.5","-12.1","2.5","2459168.347895","0.0020946","1.7957918","0.0000088","1.666","0.309","0.836339","0.001862","770","1.7153","7.76436","0.47648","718.524","1442","14","216.207","","5658.4","106.1","","","2.61","0.1","-0.24","0.09","","","4,31","","2019-07-23","2024-09-06","2024-09-07"
+"261258875","927.01","","5","5","5","5","5","5","5","7.5","35.6","19.67","1","1","3","PC","FP","9.2691","0.006","1","qlp","QLP","89.730768","-79.743374","-2.119","0.179","23.541","0.18","2458327.45003","0.00426","2.5852","0.00002","1.963","0.395","0.314909","0.0005","290","0.460655","4.66502","0.305191","1150.76","1622","20","314.616","9.2115","6639","127.5","3.73","0.09","2.66","0.13","","","1.4","0.231032","1,4,5,7,8,11,12,13,27,28","minor centroid offset","2019-07-09","2020-10-26","2022-12-14"
+"300557619","928.01","","5","5","5","5","5","5","5","16.1","41.4","317","1","1","1","EB","FP","11.4124","0.006","1","qlp-s04-b02","QLP","112.599235","-71.595463","-22.505","0.042","37.897","0.045","2458350.32222","0.00158","30.57908","0.00067","6.297","0.332","14.177198","0.055927","12972.8","51.5093","14.1152","0.912472","81.7492","837","75","310.211","2.2835","5848","42.2","4.35","0.17","1.13","0.02","-0.106992","0.0906213","1.1","0.142807","1,4","TFOP FP; retired as NEB","2019-01-18","2021-12-07","2022-12-14"
+"175532955","929.01","","2","4","2","2","3","4","4","3.5","38.4","7.75","1","2","3","PC","PC","11.4337","0.006","1","qlp-s31-tois","QLP","45.907166","-39.930776","212.275","0.036","43.11","0.039","2459169.679461","0.0024797","5.830149","0.0000282","2.618","0.322","1.423247","0.002031","1310","1.87049","2.70505","0.241415","59.7261","774","13","114.421","0.2935","4451","122.1","4.57","0.1","0.72","0.06","","","0.7","0.0881281","3,4,30,31","","2019-07-23","2024-09-06","2024-09-07"
+"100921768","930.01","","3","4","3","3","3","4","4","10.3","39.2","35.26","0","1","3","PC","PC","8.1605","0.006","1","qlp","QLP","54.308702","-44.472006","-5.147","0.178","7.185","0.163","2459165.027663","0.0171056","4.90038","0.00157","3.506","0.527","0.260608","0.000948","240","0.872914","6.56819","0.545096","736.282","1451","9","306.118","8.031","6504","127.3","3.32","0.09","4.18","0.21","","","1.33","0.216397","3,4,30,31","may be on 100921770","2019-07-23","2021-01-28","2022-12-14"
+"206474443","931.01","","3","4","4","3","3","4","4","","","317","5","0","4","PC","PC","11.5458","0.006","1","qlp-s31-tois","QLP","57.336855","-47.91819","7.2","2.6","-4.5","2.4","2459169.291398","0.0005295","3.2452094","0.000004","2.722","0.237","8.031508","0.002523","7370","2.32378","20.6894","0.927778","600.388","1379","77","","","5928","123.8","","","2.31","0.09","","","","","4,31","TOI 931. TFOP investigation in progress.","2019-07-23","2024-09-06","2024-09-07"
+"260417932","932.01","","1","4","1","1","3","4","4","1.4","33.2","7.41","5","3","3","PC","PC","10.7378","0.006","1","spoc-s01-s69-b0A-PC","QLP","95.940941","-54.578024","-41.018","0.031","34.96","0.038","2459068.256452","0.0016834284","19.310601534657","0.0000566775","3.7831012496941","0.21206692","1.328667","0.048323","1222.9987583503","44.506573","2.7470788403583","0.3770876","12.02391870935","474.93180855378","22.311699","85.3837","0.12545","4444","124","4.55","0.1","0.73407298326492","0.0597135","","","0.7","0.0779847","1,2,4,5,6,7,8,9,11,12,28,29,31,32,33,34,35,36,38,39,61,62,65,66,67,68,69","possible multi","2019-07-23","2024-09-06","2024-09-07"
+"260417932","932.02","TIC 260417932.02","1","4","1","1","3","4","4","1.5","25.7","3.6","5","3","3","PC","PC","10.7378","0.006","2","qlp-s39-tois","QLP","95.940941","-54.578024","-41.018","0.031","34.96","0.038","2459380.465927","0.0025486","7.9856481","0.0000318","2.729","0.216","0.499554","0.000512","460","0.471583","1.70724","0.149537","34.6569","675","16","85.3837","0.12545","4444","124","4.55","0.1","0.73","0.06","","","0.7","0.0779847","1,2,4,5,6,7,8,9,11,12,28,29,31,32,33,34,35,36,38,39","inner candidate in potential multi","2021-03-25","2022-03-22","2022-12-14"
+"260130483","933.01","","3","5","5","3","3","4","4","4.7","39.6","107.36","5","4","3","PC","PC","10.6361","0.006","1","spoc-s01-s69-b0A-PC","QLP","92.305335","-55.403754","27.96","0.036","-47.398","0.04","2458611.742342","0.008617625","88.935063688331","0.001301054","8.308619712369","0.15964653","4.380477","0.077801","4026.4400749188","71.65514","12.651729074508","0.6012361","18.030168912613","525.55684690252","67.159645","300.423","1.821","5546.9","103.9","3.93","0.08","1.7867200374603","0.0812036","-0.95","0.11","0.98","0.132966","11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,64,65,66,67,68,69","possible odd-even","2019-06-17","2024-03-11","2024-03-16"
+"220475245","934.01","","3","4","4","3","3","4","4","45.8","124.4","104.13","6","0","1","PC","PC","12.708","0.006","1","spoc-s01-s69-b0A-PC","SPOC","75.350678","-56.141416","0.279","0.022","-17.249","0.029","2458625.082479","0.00013374271","3.7817383272493","7.5820867e-7","2.4092232939014","0.016979704","20.68441","0.097907","18870.72162531","90.17135","12.439284594635","0.81960773","194.08685828075","951.96017920253","237.5815","301.872","1.0735","4833","178","4.51712","2.00347","0.86975502967834","0.0570855","","","0.79","0.0954544","2,3,4,5,6,7,9,10,12,13,27,29,30,31,32,33,36,37,39,63,64,65,66,67,68,69","","2019-07-15","2024-09-06","2024-09-07"
+"260476837","935.01","","5","5","5","5","5","5","5","116.3","114.7","317","7","0","2","EB","FP","12.7918","0.007","1","qlp-s28-tois","SPOC","96.248202","-59.804574","0.565","3.241","54.946","3.241","2458327.85012","0.00183","2.23294","0.00001","2.032","0.074","18.538892","0.021384","16930","19.6955","15.959056","17.639652","328.21371936803","","121","282.203","","4814","178","4.51946","2.00348","0.804149","0.804149","","","","","1,2,3,4,5,6,7,8,9,10,11,12,13,28,29,30","Low priority","2019-07-15","2024-09-06","2024-09-07"
+"278198753","936.01","","3","4","3","3","3","4","4","15.2","58.8","57.76","3","0","1","PC","PC","12.6327","0.008","1","spoc-s01-s69-b0A-PC","SPOC","111.036157","-78.442588","-4.952","0.414","36.434","0.545","2460127.938065","0.0019383403","7.9365330258629","0.000008935377","1.8486897036315","0.074031","7.622257","0.40325","6995.7727313532","371.33795","7.76368","1.12632","164.75866190104","913.75930732314","31.660107","238.321","14.87","4320","173","4.57232","0.231441","0.85","0.1","","","","","1,3,4,7,10,11,12,13,27,30,31,33,34,37,38,39,61,63,64,65,66,67","2 stars in pixel; visual binary; Ziegler has identified a stellar companion with a separation of 0.7154'' and delta magnitude of 1; v-shaped; no stellar radius and SPOC is assuming solar Rstar; radius kept from qlp-s39-tois","2019-07-24","2024-02-28","2024-02-29"
+"425163745","937.01","","5","5","5","5","5","5","5","563.2","594.4","317","2","0","1","EB","FP","10.855","0.006","1","qlp-s05-b01","QLP","58.896845","-2.505949","15.116","0.077","-7.142","0.062","2458438.55668","0.00035","0.27664","0.00001","0.72","0.012","17.147424","0.814454","15669.3","749.859","24.4651","5.82969","15418.8","3104","121","321.78","5.8815","5341.6","269.9","4.09","0.47","1.78","0.17","-0.061","0.026","1.033","0.131281","5","V shaped; likely EB; retired as NEB","2019-07-24","2021-12-07","2022-12-14"
+"332660150","938.01","","3","4","3","4","4","4","4","4.7","42.9","15.62","4","5","11","PC","PC","10.8479","0.007","1","qlp-s32-tois","QLP","63.032344","-12.118836","-6.466","0.046","-10.769","0.041","2459193.804926","0.0028951","8.8073507","0.0000447","4.264","0.411","1.847322","0.001166","1700","1.0737","4.0916","0.230702","220.735","1073","19","215.034","1.909","5981","125.9","4.49","0.08","0.99","0.05","","","1.1","0.146506","5,32","Co-moving M dwarf 7.7","2019-07-24","2024-09-06","2024-09-07"
+"67772767","939.01","","3","4","4","3","4","4","4","29.5","98.9","105.12","4","9","9","PC","PC","10.9335","0.007","1","qlp-s32-ffi","QLP","63.786841","-7.315748","4.617","0.051","-14.8","0.035","2459199.364902","0.0007912","7.6107227","0.0000116","4.249","0.229","6.971043","0.000986","6400","0.908335","12.4861","0.648829","297.144","1156","83","352.195","4.6785","6159.5","130.8","4.14","0.09","1.53","0.08","-0.23","0.12","1.17","0.166203","5,32","Check 67772765 but otherwise a good giant planet candidate","2019-07-24","2024-09-06","2024-09-07"
+"248434716","940.01","","5","5","5","5","3","5","5","","","12.42","0","1","4","PC","APC","11.0057","0.006","1","qlp-s32-tois","QLP","77.403593","-5.67097","-7.9","3.9","32.3","4.1","2459199.145034","0.001233","0.7386689","0.0000014","0.594","0.18","1.108016","0.014623","1020","13.4679","3.6178","0.378712","378.381","1228","19","","","5100.2","109.7","","","0.85","0.04","","","","","5,32","Retired as SB2 and revived as APC","2019-07-24","2024-09-06","2024-09-07"
+"408137826","941.01","","3","4","3","3","4","4","4","11.2","62","39.11","4","12","5","PC","PC","10.9968","0.006","1","qlp","UNKNOWN","78.300525","6.545915","17.295","0.176","-31.602","0.118","2459198.275288","0.0015275","8.5145626","0.0000267","3.78","0.261","3.545282","0.00122","3260","1.12382","6.95626","0.374315","166.575","1000","30","263.386","6.2255","5920","129.1","4.32","0.08","1.18","0.06","","","1.078","0.138831","5,32","Check star 17","2019-07-24","2021-02-01","2022-12-14"
+"146520535","942.01","","3","5","5","3","4","4","4","6.8","50.9","12.2","25","18","3","PC","CP","11.0462","0.007","1","qlp","QLP","76.649617","-20.245613","15.382","0.034","-3.976","0.04","2458441.57167","0.00496","4.32765","0.00173","3.181","0.479","1.60808","0.002817","1480","2.59497","3.52025","0.272617","261.858","1120","11","152.601","0.692","4945","121","4.43","0.09","0.91","0.06","","","0.814","0.0972503","5","Probable young K dwarf. Transit is believable enough. Maybe also a signal at 10.15 days with Tc=1447?","2019-07-24","2020-05-20","2022-12-14"
+"399871011","943.01","","3","4","3","3","4","4","4","23.1","92.6","118.26","13","17","9","PC","PC","11.0412","0.009","1","qlp","QLP","74.555144","8.980825","2.493","0.075","-6.744","0.043","2458444.27026","0.00106","12.35611","0.00083","5.963","0.521","8.74271","0.002106","8020","1.93969","13.4341","0.632642","366.445","1218","62","397.789","7.0255","6794","135.7","4.28","0.09","1.45","0.06","","","1.46","0.239351","5","Warm Jupiter candidate","2019-07-24","2020-05-20","2022-12-14"
+"434234955","944.01","","5","5","5","5","5","5","5","29","29.2","317","2","1","9","EB","FP","11.3818","0.008","1","qlp-s32-tois","QLP","63.811095","14.944839","3.722","0.121","-2.855","0.074","2459196.69943","0.0025882","6.0588453","0.0000338","4.084","0.372","2.979","0.925197","2740","851.775","35.2541","11.7813","4249.82","2249","25","938.401","44.721","7011","107.1","3.51","0.09","3.6","0.23","0.182","0.014","1.54","0.263919","5,32","Hint of secondary may be driven by momentum dumps in second orbit.","2019-07-24","2024-09-06","2024-09-07"
+"167714792","945.01","","3","4","3","3","3","4","4","8.7","44.7","19.17","0","3","3","PC","PC","11.1224","0.006","1","qlp-s32-tois","QLP","80.455333","-36.673792","1.326","0.042","9.579","0.043","2459199.603438","0.0067829","0.9298045","0.000009","1.203","0.375","0.782012","0.004662","720","4.294","4.60146","0.421019","4136.65","2234","11","516.104","6.0015","7019","133.6","4.19","0.09","1.65","0.07","","","1.55","0.264888","5,6,32","","2019-07-24","2024-09-06","2024-09-07"
+"219205407","946.01","","5","5","5","5","5","5","5","210.9","381.3","317","0","0","1","EB","FP","10.8732","0.006","1","qlp-s38-tois-FP","QLP","92.833906","-51.466622","-12.661","0.095","12.065","0.118","2459356.387875","0.0000744","6.1253092","0.000001","1.992","0.025","43.643544","0.008976","39400","8.26705","22.9909","1.48982","60.67","777","276","164.458","1.516","5008.3","61.9","","","1.05","0.07","","","0.83","0.0986101","1,5,6,7,8,11,28,32,33,34","TFOP FP; retired as SB2","2019-04-01","2024-09-06","2024-09-07"
+"262330063","947.01","","5","5","5","5","4","5","5","64.9","94.7","317","0","1","3","PC","APC","10.642","0.008","1","qlp-s05-b01","QLP","78.318822","4.809898","19.609","0.076","-13.807","0.064","2458444.9382","0.00135","7.31523","0.00108","1.832","0.168","8.967108","0.043551","8225","40.1108","17.8813","1.51633","187.784","1031","43","390.775","6.9555","6251.5","148.3","4","0.49","1.79","0.09","","","1.24","0.187876","5","needs follow-up to determine which star is source. TFOP APC; previously retired as  SB2","2019-07-24","2021-12-07","2022-12-14"
+"146438872","948.01","","5","5","5","5","3","5","5","17","57.7","96.64","0","4","1","PC","APC","10.5068","0.007","1","qlp-s05-b01","QLP","75.531735","-22.711864","9.231","0.034","9.723","0.037","2458442.13529","0.00315","12.7009","0.00217","3.208","0.678","2.698778","0.038003","2482.58","35.0013","10.5402","1.37025","270.518","1129","17","370.711","3.624","6092.9","164.2","3.65","0.11","1.92","0.1","-0.675","0.0777817","1.05","0.131455","5","marginal; previously retired as SB1","2019-07-24","2021-12-07","2022-12-14"
+"189013222","949.01","","5","5","5","5","5","5","5","10.3","77.2","6.82","0","3","0","O","FP","10.2892","0.006","1","qlp-s32-ffi","QLP","79.101853","-15.512686","4.352","0.047","-27.448","0.051","2459199.159811","0.0029667","1.3228701","0.0000071","1.589","0.324","0.782012","0.002577","720","2.37381","2.50355","0.202899","910.45","1530","13","112.611","0.399","5136.1","201.1","","","0.84","0.05","","","0.898","0.108998","5,32","Same as TOI 426.01; retired as duplicate/TFOP FP","2019-07-24","2022-01-25","2022-12-14"
+"245947683","950.01","","5","5","5","5","5","5","5","38.8","114.4","40.09","2","1","9","PC","FA","10.2098","0.006","1","qlp","QLP","70.375099","14.815533","11.031","0.072","-28.797","0.037","2458439.35452","0.00487","1.14288","0.00059","1.699","0.204","2.467423","0.007514","2270","6.92052","7.08364","0.564923","3104.56","2079","9","211.593","1.9625","6706","451.3","4.23","0.13","1.51","0.08","","","1.424","0.311166","5","may be on 245947692","2019-07-24","2020-05-20","2022-12-14"
+"449050247","951.01","","5","5","5","5","5","5","5","216","297.6","317","0","0","1","EB","FP","10.0938","0.006","1","qlp-s05-b01","QLP","67.551337","5.298825","42.469","0.108","-8.611","0.073","2458441.2993","0.00036","2.96845","0.00008","3.707","0.043","18.68778","0.000522","17064.8","0.480494","20.1857","0.279842","969.61","1554","212","206.344","2.9425","5761.5","36.8","4.35","0.47","1.4","0.02","","","1.231","0.200225","5,12","NEB from WASP-South	","2019-07-24","2021-12-07","2022-12-14"
+"319312479","952.01","","3","4","3","3","4","4","4","17.2","63.9","43.05","2","3","9","PC","PC","10.0716","0.007","1","qlp-s31-ffi","QLP","61.77946","-13.766859","-0.041","0.084","7.796","0.082","2459168.2004","0.00157","1.79011","0.00001","1.372","0.305","0.466967","0.003362","430","3.09637","7.38823","0.587766","1262.31","1660","14","459.161","14.758","7110","124.8","3.9","0.09","2.33","0.12","","","1.58","0.26325","5,31","observing notes say mass <2 M_Jup","2019-07-24","2024-09-06","2024-09-07"
+"449050248","953.01","","5","5","5","5","5","5","5","210.4","263.7","317","0","0","1","EB","FP","9.87405","0.006","1","qlp-s05-b01","QLP","67.552495","5.298431","42.704","0.063","-9.038","0.035","2458441.29935","0.00033","2.96844","0.00008","3.663","0.05","14.23792","0.000508","13028","0.468074","19.3343","0.5836","981.423","1559","209","204.316","1.692","5772","84.7","4.1","0.06","1.54","0.05","-0.16","0.04","1.19","0.173954","5,12","SB1 from WASP-South SB1 RV variation=30 km/s	","2019-07-24","2021-12-07","2023-03-15"
+"44792534","954.01","","3","5","5","4","4","3","4","32.8","95.8","60.95","7","19","6","CP","CP","9.77919","0.006","1","qlp-s31-ffi","QLP","61.941059","-25.208803","-5.787","0.042","-29.623","0.045","2459167.32483","0.00093","3.68497","0.00001","4.536","0.486","2.249803","0.000621","2070","0.572102","9.05543","0.475878","1260.27","1659","43","238.768","1.89","5756","127.5","3.88","0.07","1.93","0.1","","","1.03","0.126389","4,5,31","TOI-954 b","2019-07-24","2024-04-24","2024-04-25"
+"146467675","955.01","","5","5","5","5","5","5","5","16.8","73.7","22.01","1","4","5","EB","FP","9.70467","0.006","1","qlp-s32-tois","QLP","76.081839","-20.731341","-15.51","0.033","-17.482","0.043","2459199.705849","0.0011718","1.6375303","0.0000046","1.606","0.228","0.836339","0.001052","770","0.968713","5.03673","0.289912","900.876","1526","24","211.351","1.269","5888.8","108.6","3.99","0.07","1.72","0.08","-0.463348","0.073994","1.068","0.132956","5,32","possibly an EB. May be on 146467673. Retired as TFOP FP","2019-07-24","2024-09-06","2024-09-07"
+"146434840","956.01","","5","5","5","5","5","5","5","40.7","64.6","317","0","0","1","EB","FP","9.49344","0.006","1","qlp-s05-b01","QLP","75.360839","-22.382135","19.728","0.038","25.233","0.042","2458445.26599","0.00242","17.95473","0.0025","3.139","0.366","6.492576","0.619433","5962.04","570.356","14.9952","4.79364","225.794","1079","23","210.646","1.309","6029.5","244.8","4.22","0.12","1.77","0.14","-0.58","0.09","1.161","0.161277","5","possibly an EB; retired as NEB","2019-07-24","2021-12-07","2022-12-14"
+"249067445","957.01","","5","5","5","5","5","5","5","5.6","60.1","7.52","1","3","7","EB","FP","8.95699","0.006","1","qlp-s32-tois","QLP","79.432431","-0.370122","-5.427","0.099","-4.661","0.078","2459198.9042","0.0023712","0.8317937","0.0000193","1.875","0.239","0.217169","0.000441","200","0.406279","2.64673","0.154363","25432.4","3518","12","280.188","4.9225","8897","170.2","4.27","0.07","1.82","0.06","","","2.241","0.316844","5,32","Rstar = 1.96 Rsun in TIC. Rp = 4 Re.","2019-07-24","2024-09-06","2024-09-07"
+"92880568","958.01","","3","5","5","3","3","4","4","164.8","125.6","317","9","3","5","PC","APC","10.964","0.008","1","qlp-s32-ffi","QLP","83.215825","-19.575073","-6.934","0.041","-7.583","0.062","2459199.98007","0.0008978","0.5875044","0.0000011","1.344","0.02","1.825571","0.655072","1680","603.162","14.3274","3.9317","31057.7","3698","58","297.121","2.9405","5745.1","130.2","4.14","0.08","1.43","0.08","-0.22","0.1","1.03","0.12512","5,6,32","TFOP investigation in progress. V-shaped.","2019-07-24","2024-09-06","2024-09-07"
+"279999655","959.01","","5","5","5","5","5","5","5","446","1734.2","317","2","2","3","PC","FP","10.649","0.008","1","qlp","QLP","114.012456","4.715116","-1.142","0.133","1.312","0.084","2458492.69541","0.00037","1.54104","0.00004","1.686","0.046","33.792639","1.180924","30644.8","1087.08","","","11491.8","2884","145","639.564","22.816","8264","300.9","4.09","1.38","","","-0.126478","0.0738681","1.72","0.272772","7","","2019-07-24","2019-07-24","2022-12-14"
+"5109298","960.01","","5","5","5","5","5","5","5","33.1","116.2","106.53","1","1","9","EB","FP","10.6698","0.012","1","spoc-s33-b0A","QLP","107.59809","-5.432679","-4.426","0.081","-4.126","0.074","2459202.960241","0.005883572","1.6187106687918","0.0006550305","4.7397490497505","0.38189626","1.469093","0.133197","1352.1697972869","122.67115","12.594860181262","12.417894","26480.607658278","3253.5069310172","10.174758","789.891","30.7345","9385","206.7","4.12","0.07","2.22468","0.105417","","","2.38","0.324361","7,33","TFOP FP; retired as NEB","2019-07-24","2023-08-10","2023-08-18"
+"265077027","961.01","","5","5","5","5","5","5","5","183.9","334.5","317","2","2","4","PC","FP","10.6596","0.006","1","qlp","QLP","127.178328","4.038553","-12.983","0.085","0.219","0.058","2458496.16829","0.00121","4.79586","0.00067","2.132","0.11","29.596388","1.034273","26891.1","952.147","23.4129","4.50006","377.084","1227","84","246.177","3.1815","5782.5","112","4.37","2","1.3","0.05","","","1.08","0.135194","7","","2019-07-24","2019-07-24","2022-12-14"
+"141776043","962.01","","5","5","5","5","5","5","5","33.4","88.6","94.58","1","1","1","PC","FP","11.2295","0.006","1","qlp","QLP","117.712497","-21.015735","-9.921","0.039","0.43","0.036","2458493.35787","0.00223","4.06269","0.00071","4.299","0.179","4.580598","0.851873","4210","784.296","","","","","66","447.244","5.667","","","","","","","","","","","7","V shaped and maybe odd even difference","2019-07-24","2020-05-20","2022-12-14"
+"25799609","963.01","","3","4","3","3","4","4","4","19.7","106.8","58.5","1","3","5","PC","PC","10.6412","0.006","1","spoc-s01-s65-b0A-PC","QLP","119.1493","-0.772849","1.129","0.064","10.848","0.043","2459235.097859","0.0013181699","11.117846394594","0.00002699853","4.5596639372695","0.11128271","6.223689","0.132638","5715.8314770558","122.157036","8.8518805638755","0.42499477","118.76848390061","841.96696628554","44.108593","203.873","1.585","5814.9","111.1","4.4","0.07","1.0661599636078","0.0472889","-0.016","0.051","1.046","0.128597","7,34,61","possible centroid shift to the NW","2019-07-24","2024-01-16","2024-01-27"
+"179155220","964.01","","5","5","5","5","5","5","5","287.8","596.4","90.34","1","0","3","PC","FP","10.6659","0.006","1","qlp","QLP","109.106905","-8.329732","-1.464","0.068","-86.426","0.058","2458491.88882","0.00059","0.60274","0.00002","1.834","0.017","18.35513","0.510375","16763.6","469.962","11.8344","2.05443","18432.4","3246","129","127.566","0.675","5146.2","120.2","4.61","0.28","0.83","0.04","","","0.895","0.109987","7","short period and V-shaped","2019-07-24","2019-07-24","2022-12-14"
+"179159972","965.01","","5","5","5","5","5","5","5","19.8","94.6","20.92","1","2","6","PC","FP","10.6124","0.006","1","qlp","QLP","109.056276","-9.893473","-20.821","0.119","48.724","0.109","2458491.95227","0.00378","1.37101","0.00035","2.379","0.432","1.696626","0.063808","1561.43","58.7673","4.99178","0.972297","17275","3193","21","224.488","4.1545","5947.5","51.9","4.22","0.41","1.15","0.02","","","1.151","0.161443","7","check TIC 179159990","2019-07-24","2019-07-24","2022-12-14"
+"178367144","966.01","","5","5","5","5","5","5","5","113.6","144.1","317","0","1","1","KP","KP","10.5572","0.006","1","spoc-s61-b0A","QLP","123.392246","-1.982787","-14.052","0.091","-3.169","0.055","2459965.700001","0.0003222638","3.4091567921922","0.00008965943","3.2067861077936","0.025477385","17.837137","0.195815","16294.396940159","180.33635","15.91629987481","0.73173845","918.38770702632","1404.0296041278","81.03313","253.985","3.36","6316","120.3","4.37","0.08","1.2106900215149","0.0548342","","","1.244","0.18593","7,34,61","WASP-180 A b","2019-07-24","2023-08-10","2023-08-18"
+"445586472","967.01","","5","5","5","5","5","5","5","6.6","29.3","23.06","0","1","1","EB","FP","10.5704","0.006","1","spoc","QLP","117.084021","-57.236311","-16.929","0.049","8.655","0.05","2459230.004598","0.004605945","1.7393631493407","0.00061331433","3.6069027551282","0.85206544","0.465752","0.047981","428.88119393374","44.19116","5.1189079412037","4.030304","11860.009525758","2661.5890983397","8.666388","522.06","7.0035","7051","134.9","3.87","0.09","2.40368","0.102113","","","1.56","0.27747","7,8,9,10,34","TFOP FP; retired as NEB","2019-07-24","2021-03-11","2022-12-14"
+"453209605","968.01","","5","5","5","5","5","5","5","","","17.63","0","0","1","PC","FP","10.5766","0.006","1","qlp","QLP","116.914289","11.980797","-9.2","2","-0.2","2","2458493.61746","0.00238","2.80944","0.0006","3.151","0.205","1.745562","0.001473","1606.43","1.35648","","","536.378","1340","20","","","4968.3","82","","","","","","","","","7","no planet radius estimate because no stellar radius estimate but star is likely to be evolved so planet likely to be large.","2019-07-24","2019-07-24","2022-12-14"
+"280437559","969.01","","2","5","5","2","4","4","4","20.2","103.4","13.08","7","4","8","PC","CP","10.5424","0.006","1","qlp","UNKNOWN","115.136686","2.098588","-34.152","0.091","-77.936","0.058","2459248.377773","0.0012764","1.8237371","0.0000042","1.347","0.303","2.053983","0.002638","1890","2.4297","3.64998","0.388173","167.634","1002","30","77.2554","0.32535","4249.1","132.6","4.43","0.11","0.82","0.08","0.086","0.041","0.66","0.0799349","7,34","","2019-07-24","2021-06-11","2022-12-14"
+"174599051","970.01","","1","4","3","1","3","4","4","5.7","44.7","11.13","0","2","1","PC","PC","10.5248","0.006","1","qlp-s34-tois","QLP","114.699006","-39.135518","-43.354","0.046","-8.11","0.056","2459244.013263","0.0050251","4.985636","0.0000443","3.736","1.174","1.053675","0.006665","970","6.13888","3.35045","0.343854","408.008","1252","17","147.148","0.602","5189","121.3","4.33","0.09","1.07","0.06","","","0.88","0.108967","7,8,34,61","some centroid offset not centered on another star","2019-07-24","2023-08-10","2023-08-10"
+"177722855","971.01","","5","5","5","5","5","5","5","14.1","62.3","22.45","0","5","7","EB","FP","10.5224","0.006","1","qlp-s33-tois","QLP","107.42144","-11.328877","-26.461","0.067","17.049","0.061","2459225.430047","0.0032688","2.3960724","0.0000279","4.53","0.82","0.738552","0.001453","680","1.33785","3.54571","0.252742","3570.59","2153","18","229.595","2.293","5743","241.8","4.18","0.09","1.37","0.07","","","1.026","0.146742","7,33","retired as TFOP FP/NEB","2019-07-24","2024-09-08","2024-09-09"
+"125894957","972.01","","5","5","5","5","5","5","5","","","317","0","1","1","EB","FP","10.5484","0.015","1","qlp-tois-update","QLP","115.280389","-26.070939","-2.163","0.043","3.375","0.048","2458493.15026","0.00337","2.67425","0.00073","3.779","0.919","2.086617","0.01068","1920","9.83619","178.665","","2364.93","1942","24","3083.92","309.965","4770","122","","","36.51","","","","","","7","BEB or diluted planet; almost exactly same aperture for 125894951; TFOP FP","2019-07-24","2022-07-11","2022-12-14"
+"409459226","973.01","","5","5","5","5","5","5","5","","","317","0","0","3","EB","FP","10.5816","0.012","1","qlp-tois-update","QLP","109.950322","-11.942687","-0.8","0.099","1.984","0.081","2458491.82839","0.00395","1.27997","0.00041","2.425","0.265","0.858071","0.00093","790","0.856405","285.674","","379.23","1229","17","4153.03","1077.88","3435","122","","","102.03","","","","","","7","BEB or diluted planet; multiple stars in the aperture; blended; centroid shift; giant star; TFOP FP","2019-07-24","2022-07-11","2022-12-14"
+"333821572","974.01","","5","5","5","5","5","5","5","18.2","83.7","55.55","0","3","4","EB","FP","10.4337","0.006","1","qlp-s61-ffi","UNKNOWN","116.274911","-17.17511","0.525","0.049","0.485","0.047","2459985.027628","0.0015473","2.8259491","0.0000049","2.409","0.863","2.39778","0.247756","2206","228.166","8.56637","0.636143","4419.71","2271","29","522.177","10.23","8192","132.7","4.21","0.08","1.84","0.07","","","2.005","0.305762","7,34,61","TFOP FP/NEB","2019-07-24","2023-03-08","2023-03-24"
+"133654092","975.01","","5","5","5","5","5","5","5","","","317","0","1","1","EB","FP","10.4527","0.011","1","qlp","QLP","121.185099","-41.559812","-2.128","0.086","3.033","0.075","2458493.1271","0.00456","1.97353","0.00065","2.169","0.231","0.942207","0.001915","867.428","1.76394","","","57.3824","766","16","4947.72","1271.4","2828","161","","","","","","","","","7","too big; Rstar = 152 Rsun in tic8","2019-07-24","2021-04-20","2022-12-14"
+"347098457","976.01","","5","5","5","5","5","5","5","","","317","0","2","3","EB","FP","10.4856","0.012","1","spoc","UNKNOWN","117.470237","-16.023413","-1.507","0.045","2.711","0.044","2459230.210781","0.0029841643","3.1510408367629","0.0007502868","2.9657375445535","0.19588423","2.200962","0.256759","2025.1072723766","236.45537","297.11172615239","69.31585","2194.072880036","1745.5508783205","13.123485","4189.87","686.175","4240","122","","","49.1612","","","","","","7,34","TFOP FP; retired as EB","2019-07-24","2021-03-18","2022-12-14"
+"268371979","977.01","","5","5","5","5","5","5","5","","","317","0","1","5","PC","FP","10.5153","0.017","1","qlp","QLP","105.063071","-2.347448","-0.426","0.061","0.26","0.061","2458492.39581","0.00552","2.78102","0.00103","1.657","0.263","0.81313","0.003383","748.64","3.11544","2.23876","0.289796","111.574","905","10","6862.39","1465.47","4538","165","","","0.74","0.08","","","","","7","TFOP EB; Gaia suggests the star is evolved based on parallax and Teff","2019-07-24","2020-07-09","2022-12-14"
+"73038411","978.01","","3","4","3","4","4","4","4","22","93.8","89.95","7","2","5","PC","PC","10.339","0.006","1","qlp-s61-ffi","QLP","120.204125","-2.010837","-1.065","0.065","-14.423","0.039","2459977.379099","0.0009354","13.1660135","0.0000154","4.668","0.204","6.203126","0.116763","5697","107.537","11.3913","0.535327","134.826","949","39","291.631","3.667","6368","126.8","4.18","0.08","1.52","0.07","","","1.269","0.190732","7,34,61","","2019-07-24","2023-04-04","2023-04-07"
+"5772442","979.01","","5","5","5","5","5","5","5","20.3","55.9","41.88","1","2","7","PC","FP","10.351","0.006","1","qlp","QLP","111.766458","-7.129696","-26.859","0.176","-13.631","0.137","2458492.50181","0.00278","1.10578","0.00022","1.87","0.207","0.730428","0.001051","672.523","0.968288","7.4741","0.662273","2163.51","1900","20","414.876","20.5","5650.4","227.6","4.32","2","2.62","0.21","","","1.044","0.124647","7","Saturn-sized; Slight centroid shift; potentially blended (BEB or diluted planet); need SG1 to check","2019-07-24","2019-07-24","2022-12-14"
+"93594834","980.01","","5","5","5","5","5","5","5","9.5","37.2","16.25","0","4","8","EB","FP","10.3138","0.007","1","spoc-s34-b0A","QLP","114.420797","-7.33674","-16.724","0.054","-33.873","0.044","2459228.778145","0.0058574425","1.3387554535647","0.0005486349","3.2413087750043","0.42075393","0.387943","0.0408","357.24492763415","37.577885","4.1672557751769","0.89411604","5177.3878513452","2163.452799993","7.937647","269.611","2.3345","5322","129.4","3.82","0.09","1.96337","0.110487","","","0.92","0.119562","7,34","TFOP FP; retired as NEB","2019-07-24","2024-09-08","2024-09-09"
+"127476180","981.01","","5","5","5","5","5","5","5","12.4","64.4","19.99","0","3","4","PC","FP","10.2957","0.006","1","qlp-s61-ffi","QLP","117.113226","-28.204828","-20.695","0.041","12.432","0.049","2459985.779503","0.0021299","1.6055589","0.0000034","2.253","0.518","1.268881","0.076522","1168","70.4768","4.70308","0.282444","3384.43","2124","17","297.758","2.581","6711","138","4.25","0.09","1.48","0.06","","","1.426","0.2463","7,61","centroid offset to W and depth aperture correlation","2019-07-24","2023-03-22","2023-12-16"
+"177126182","982.01","","5","5","5","5","5","5","5","20.1","26.8","317","0","1","5","EB","FP","10.3075","0.022","1","qlp-s33-tois","QLP","106.405063","-11.979855","-0.718","0.065","-2.104","0.066","2459216.0127","0.002381","6.3037582","0.000034","3.757","0.791","1.847322","0.00391","1700","3.60134","13.147","0.853252","1735.06","1798","25","793.408","25.934","8502","259.5","3.78","0.08","3.08","0.13","","","2.11","0.314251","7,33","TFOP FP; retired as EB","2019-07-24","2024-09-08","2024-09-09"
+"148659924","983.01","","5","5","5","5","5","5","5","15","130.5","26.06","0","0","1","EB","FP","10.3437","0.007","1","qlp-s61-ffi","QLP","114.864422","-32.903754","-5.117","0.06","3.948","0.071","2459973.559152","0.0033141","7.3816254","0.0000373","4.696","0.971","2.767809","0.698489","2546","643.125","","","9359.75","2740","26","551.738","11.2085","9260.2","233.5","4.08","1.26","","","","","","","7,34,61","TFOP FP/NEB","2019-07-24","2023-03-08","2023-03-24"
+"33091633","984.01","","5","5","5","5","5","5","5","417","1776.5","317","1","1","5","PC","FP","10.2763","0.006","1","qlp","QLP","104.87593","-4.812169","-4","2","0.2","2.1","2458495.71336","0.00121","7.52118","0.00097","6.133","0.189","56.403578","2.567259","50623.3","2361.74","12.9114","3.55629","1910.28","1841","103","442.789","","6184.6","545.8","4.11","1.5","0.52","0.09","","","","","7","planet radius mass and Teff are inconsistent.","2019-07-24","2019-07-24","2022-12-14"
+"425220920","985.01","","5","5","5","5","5","5","5","104.3","182.5","317","0","4","5","PC","FP","10.2462","0.006","1","qlp","QLP","111.644015","7.01633","15.61","0.082","-6.35","0.069","2458494.52201","0.00152","8.76905","0.00107","3.504","0.217","15.705301","0.880182","14361","810.349","21.0089","5.47454","538.251","1341","43","260.641","3.3555","5906.8","319","4.22","0.04","1.59","0.17","0.0954963","0.0126866","1.108","0.141922","7","period might be twice","2019-07-24","2019-07-24","2022-12-14"
+"320536216","986.01","","5","5","5","5","4","5","5","66.2","225.7","71.09","6","1","4","PC","APC","10.1796","0.007","1","qlp-s71-ffi","QLP","120.105441","10.343871","-4","0.094","-1.715","0.057","2460258.730754","0.0003079","0.5476695","2e-7","1.038","0.091","2.980089","0.21171","2741","194.973","9.95459","0.492063","38950.9","3913","109","407.542","9.495","8274.5","181.1","4.17","0.65","1.65","0.06","","","1.94","0.315035","7,34,44,45,46,61,71","TFOP APC; 8+ sigma odd-even from SPOC s1-s65","2019-07-24","2024-01-04","2024-01-05"
+"52548453","987.01","","5","5","5","5","5","5","5","55.5","64.7","317","0","1","1","PC","FP","10.1887","0.007","1","qlp","QLP","100.9257","-30.491967","-1.513","0.036","9.463","0.045","2458495.94244","0.00101","5.21517","0.00061","5.655","0.133","4.999201","0.000393","4593.85","0.361761","16.9109","1.04564","1037.07","1580","105","375.582","3.46","6080","187.5","3.78","0.7","2.27","0.14","","","1.23","0.191315","7","","2019-07-24","2019-07-24","2022-12-14"
+"113553629","988.01","","5","5","5","5","5","5","5","15.1","34","108.18","0","0","1","PC","FP","10.1989","0.008","1","qlp","QLP","113.424039","-30.996054","-5.229","0.042","3.841","0.049","2458491.91542","0.00613","4.30438","0.00248","3.037","0.41","0.729862","0.002719","672.002","2.50426","13.7564","1.38032","503.88","1319","10","785.176","17.585","6056.9","247","4.17","1.75","4.82","0.38","","","1.27","0.200205","7","marginal signal; crowded field","2019-07-24","2019-07-24","2022-12-14"
+"207277638","989.01","","5","5","5","5","4","5","5","8.1","45.4","28.03","0","3","5","PC","APC","10.1094","0.007","1","qlp-s71-ffi","QLP","110.506534","10.238635","-6.645","0.096","-7.866","0.068","2460255.030178","0.0037188","3.121181","0.0000108","1.417","0.562","0.620132","0.103909","571","95.6994","5.74349","0.483611","1102.11","1605","9","476.811","13.685","7814","115.8","","","2.06","0.08","","","1.88","0.296582","7,33,71","TFOP APC/SB2","2019-07-24","2024-01-03","2024-01-05"
+"88684250","990.01","","3","4","3","3","4","4","4","24.4","106.3","79.54","2","6","3","PC","PC","10.0998","0.007","1","qlp-s61-ffi","QLP","121.913554","-5.770077","-3.806","0.088","-1.406","0.051","2459981.051319","0.0015978","4.587386","0.0000154","4.36","0.361","3.611731","0.066322","3321","61.0829","10.6337","0.433352","4384.23","2266","30","465.99","11.462","8388","125.1","4.22","0.07","1.86","0.07","","","2.08","0.311534","7,34,61","","2019-07-24","2023-04-04","2023-04-07"
+"7561203","991.01","","3","4","3","3","4","4","4","38.2","146.3","111.44","6","1","4","PC","PC","10.1137","0.009","1","qlp-s61-ffi","QLP","114.346166","-11.151301","-3.178","0.117","-0.656","0.105","2459987.447924","0.0019118","2.4843225","0.0000052","1.999","0.553","1.60373","2.076588","1476","1910.78","12.9191","4.12144","32959.2","3753","24","616.305","28.9275","9855","169.3","4.18","0.08","2.13","0.11","","","2.52","0.33114","7,34,61","possible secondary not at half phase","2019-07-24","2024-09-08","2024-09-09"
+"108835813","992.01","","5","5","5","5","5","5","5","6.9","41.3","44.36","2","1","1","PC","FP","10.0813","0.01","1","qlp","QLP","112.616704","-26.080682","-2.927","0.061","-2.298","0.071","2458494.06581","0.00827","4.76516","0.00348","2.892","0.561","0.703447","0.002955","647.689","2.72142","","","2214.79","1911","11","822.322","29.2465","9412.5","376.9","","","","","","","2.82","0.38191","7","3 stars in central pixel","2019-07-24","2019-07-24","2022-12-14"
+"259353953","993.01","","3","4","3","3","4","4","4","11.1","65.5","20.32","1","5","5","PC","PC","10.0634","0.006","1","qlp-s61-ffi","QLP","113.960841","-15.499455","-9.483","0.058","-4.963","0.05","2459985.812048","0.0021423","1.4635019","0.0000035","1.518","0.367","0.992817","0.062253","914","57.3358","4.75869","0.251543","4081.06","2226","21","366.482","5.409","8035","150.8","4.28","0.08","1.67","0.05","","","1.944","0.308287","7,34,61","v-shaped","2019-07-24","2023-07-12","2023-08-10"
+"93963408","994.01","","5","5","5","5","5","5","5","4.1","42.8","14.13","0","1","7","PC","FP","10.0267","0.006","1","spoc","UNKNOWN","115.046333","-9.084269","-7.229","0.089","-2.482","0.079","2459229.899754","0.004038877","2.3967220266188","0.00069638697","3.9453168199789","0.70991313","0.417979","0.036697","384.89854735457","33.798634","3.8384486176859","1.9348891","15531.063623686","2847.2135988061","9.605016","543.152","19.1305","10393","222.8","4.32","0.07","1.87739","0.078985","","","2.679","0.35317","34","","2019-07-24","2020-05-20","2022-12-14"
+"317951248","995.01","","5","5","5","5","5","5","5","","","317","1","2","7","PC","FP","10.0781","0.007","1","qlp","QLP","110.811443","5.56285","2.061","0.405","-7.082","0.336","2458493.5283","0.00264","3.4438","0.00066","2.572","0.247","7.912018","0.79004","7260.75","727.389","","","1413.67","1708","22","1080.88","355.634","4805.2","46.5","","","","","-0.13705","0.0479089","","","7","TFOP NEB; impact param >1 with not a great fit to transit shape","2019-07-24","2020-07-09","2022-12-14"
+"142918609","996.01","","5","5","5","5","5","5","5","31.9","57.8","317","1","2","4","PC","FP","9.7925","0.006","1","qlp","QLP","119.349948","-19.516015","-3.9","0.848","3.866","1.158","2458494.77797","0.00213","14.5378","","6.826","0.499","4.395259","0.011655","4040","10.7344","16.0523","","","","20","379.693","","8007","","","","2.05","","","","","","7","","2019-07-24","2020-08-03","2022-12-14"
+"341729521","997.01","","5","5","5","5","5","5","5","231.2","496.8","317","4","4","1","EB","FP","9.7727","0.006","1","spoc-s34-b0A","QLP","121.319521","-59.579798","-44.77","0.044","-2.616","0.036","2459230.149086","0.00033954473","8.4134855687533","0.000264497","3.5568334036908","0.031893447","19.146065","0.117015","17479.60533057","107.768585","20.510695887213","5.1767187","127.91642127611","857.73143084495","177.73282","113.667","0.2655","5786","132.9","4.52","0.08","0.926261","0.045789","","","1.04","0.122464","4,7,8,9,10,34","TFOP FP; retired as EB","2019-07-24","2024-09-08","2024-09-09"
+"54390047","998.01","","5","5","5","5","5","5","5","8.2","50.8","18.72","2","2","5","EB","FP","9.6952","0.007","1","spoc-s34-b0A","QLP","118.319555","-14.218823","-1.706","0.069","-1.714","0.061","2459229.569561","0.002223784","0.94143596330583","0.00015808809","1.3606995575889","0.3867723","0.369118","0.036579","339.91266178782","33.689648","4.5292089908626","3.9919791","41562.587811436","3641.6264486851","9.02753","482.278","11.1405","8322","130.7","4.01","0.07","2.34986","0.0915779","","","2.05","0.307938","7,34","TFOP FP/NEB","2019-07-24","2024-09-08","2024-09-09"
+"341186896","999.01","","5","5","5","5","5","5","5","29","132.6","26.43","0","1","1","EB","FP","9.6171","0.006","1","qlp-s61-ffi","QLP","118.864086","-58.22206","-17.19","0.042","12.272","0.039","2459985.987965","0.0018666","1.5078959","0.0000015","2.759","0.255","1.998507","0.033629","1839","30.9731","5.53091","0.231482","9662.8","2762","63","180.02","0.6635","6635","130.1","4.35","0.09","1.3","0.05","","","1.39","0.231919","7,8,9,10,27,34,35,36,37,61","centroid offset; TFOP FP/NEB","2019-07-24","2024-09-08","2024-09-09"
+"50365310","1000.01","","5","5","5","5","5","5","5","10.1","64.5","28.66","0","1","5","EB","FP","9.604","0.013","1","spoc-s34-b0A","QLP","112.357708","-12.69596","-5.964","0.085","-0.076","0.072","2459229.630046","0.0016573033","2.1713483871574","0.0002636803","2.0172195761016","0.31958792","0.713439","0.041018","656.8860988609","37.77821","5.8181633393081","1.9105465","22601.948581394","3127.2040524422","12.843955","485.735","11.9515","10249","264.7","4.19","0.07","2.16986","0.0725729","","","2.64","0.34882","34","TFOP FP; retired as NEB","2019-07-24","2024-09-09","2024-09-09"
+"88863718","1001.01","","3","4","3","3","4","4","4","60.1","175.1","87.17","0","1","7","PC","PC","9.42344","0.006","1","qlp-s61-ffi","QLP","122.580465","-5.513852","-4.956","0.102","-15.555","0.072","2459987.948873","0.0019158","1.9316462","0.0000053","3.166","0.647","1.397155","1.28898","1286","1186.49","11.2154","2.6242","44464.5","4045","30","295.862","5.91","7070","126.4","4.03","0.09","2.01","0.09","","","1.565","0.266028","7,34,61","v-shaped","2019-07-24","2023-04-03","2023-04-04"
+"124709665","1002.01","","5","5","5","5","5","5","5","","","317","3","1","5","EB","FP","9.299501","0.058","1","qlp-s33-tois","QLP","104.726966","-10.580455","-1.462","0.206","-2.249","0.206","2459224.687802","0.0006253","1.8675574","0.000003","1.408","0.184","1.629827","0.001909","1500","1.7584","23.7529","","2860.61","2037","28","943.109","106.333","8924","124","","","5.73","","","","","","7,33","TFOP FP; retired as NEB","2019-07-24","2022-07-11","2022-12-14"
+"106997505","1003.01","","5","5","5","5","5","5","5","23.1","181.8","317","0","3","1","EB","FP","9.3003","0.037","1","qlp-s07-ffi","QLP","110.559945","-25.207017","-0.939","0.041","1.64","0.055","2458493.3957","0.00535","2.74323","0.00108","3.167","0.642","0.416362","0.000849","383.41","0.781988","","","1177.36","1631","14","7728.17","1899.57","5388.5","567","4.15","1.64","","","","","","","7","No Gaia DR2 radius but might be evolved so transiting object might be too big; TIC8 gives a radius of ~80 Rsun which makes the companion radius stellar in size","2019-07-24","2022-02-22","2022-12-14"
+"238597883","1004.01","","5","5","5","5","5","5","5","40.8","159.9","88.76","0","1","1","EB","FP","9.1355","0.006","1","qlp-s61-ffi","QLP","122.178195","-48.802811","-4.496","0.069","9.347","0.062","2459987.047262","0.0037481","3.5730141","0.0000128","3.37","1.029","0.82004","1.419496","755","1306.55","11.3113","3.24714","54679.3","4260","24","356.437","4.6175","9219","171.1","4.14","0.07","2.15","0.06","","","2.34","0.329495","7,9,34,61","SPOC s34 shows an offset ~20'' NW (near TIC 238597889); TFOP FP/NEB","2019-07-24","2024-09-09","2024-09-09"
+"169904935","1005.01","","5","5","5","5","5","5","5","39.3","189.1","34.91","3","3","4","EB","FP","9.1309","0.006","1","qlp-tois-update","QLP","120.704811","-11.101521","-26.932","1.935","-2.901","2.06","2458492.5552","0.00106","4.55072","0.00033","2.599","0.284","3.937496","0.002364","3620","2.1771","6.54449","0.45717","254.05","1112","73","100.711","14.121","5613","179.9","","","1.09","0.07","","","","","7","TFOP FP; retired as NEB","2019-07-24","2022-02-22","2022-12-14"
+"156115721","1006.01","","5","5","5","5","5","5","5","67.8","234.2","56.74","0","0","4","EB","FP","9.2386","0.006","1","spoc","UNKNOWN","124.359239","-27.273521","-29.1","2.6","-6.8","2.2","2459229.984579","0.0021594113","2.5047918251485","0.0004076079","4.3797563310993","0.10365538","2.468011","0.088362","2270.5402193869","81.38088","8.6950898179112","8.438766","1750.9326349666","1649.8220699131","19.892866","","","6616","200","","","1.53429","1.4887","","","","","7,8,34","TFOP FP; retired as NEB","2019-07-24","2021-03-23","2022-12-14"
+"65212867","1007.01","","3","4","3","3","4","4","4","53.1","60.1","317","1","4","8","PC","PC","8.87759","0.006","1","qlp","UNKNOWN","112.752393","-4.463359","0.357","0.058","3.399","0.045","2459247.930695","0.0013","6.9989206","0.0000137","3.953","0.437","3.087878","0.001025","2840","0.943618","14.7752","0.764705","448.744","1282","44","283.291","3.0025","6596","139.2","3.71","0.09","2.7","0.13","0.154","0.01","1.376","0.229992","7,34","","2019-07-24","2021-06-11","2022-12-14"
+"440801822","1008.01","","5","5","5","5","5","5","5","9.5","70.5","10.37","1","2","5","EB","FP","8.9362","0.012","1","qlp-s71-ffi","QLP","109.382839","13.395219","-17.9","1.1","1.3","1","2460258.236122","0.0028047","2.0483755","0.0000055","2.767","0.861","0.524537","0.045537","483","41.94","3.19621","","5644.4","","33","144.297","","6858.5","584.6","4.2","1.9","1.57","","","","","","7,33,44,45,46,71","retired as TFOP FP/NEB","2019-07-24","2023-12-08","2023-12-13"
+"107782586","1009.01","","3","4","3","3","3","4","4","","","18.56","0","1","3","PC","PC","8.4331","0.028","1","spoc-s01-s65-b0A-PC","QLP","111.667845","-24.462111","-3.297","0.319","4.849","0.358","2459229.230924","0.00038879208","1.9600276739088","0.0000025492343","2.0065257092509","0.05059105","1.855618","0.053855","1707.6272692668","49.601223","","","1063.3422958401","1456.4246534157","37.165833","866.147","172.097","8868.7","809.8","","","","","","","","","7,34,61","no stellar radius; Simbad lists as B3III/IV; planet likely larger; odd-even; hot star with extremely rapid rotation","2019-07-24","2024-01-16","2024-01-27"
+"139853601","1010.01","","5","5","5","5","5","5","5","","","29.45","2","1","4","EB","FP","8.45086","0.006","1","spoc","UNKNOWN","112.293981","-21.832912","-5.746","0.176","4.502","0.261","2459228.878101","0.0007913349","0.68087019960378","0.00003904395","2.4634563274238","0.055706516","1.638309","0.043399","1507.8006888953","39.971123","5.9115908263802","1.5360428","87140.699588446","4382.0266062418","23.648024","485.122","36.246","9438","782","","","1","","","","","","7,34","TFOP FP; retired as EB","2019-07-24","2021-03-18","2022-12-14"
+"114018671","1011.01","","1","4","4","1","3","4","4","5.2","9.9","2.7","5","3","3","PC","PC","8.2388","0.006","1","qlp-s61-ffi","UNKNOWN","113.984761","-32.841999","145.102","0.046","-134.901","0.052","2459984.627768","0.0026189","2.4704981","0.0000073","2.191","0.482","0.271468","0.019682","250","18.1279","1.44656","0.107503","575.597","1364","17","52.62","0.0793","5413.7","132.8","4.46","0.09","0.94","0.05","-0.1","0.05","0.94","0.119244","7,34,61","","2019-07-24","2023-03-22","2023-03-24"
+"427508467","1012.01","","4","5","5","4","4","4","4","406.6","853.9","317","1","2","10","PC","APC","8.12718","0.006","1","qlp","UNKNOWN","117.095285","6.785064","-2.99","0.202","-0.029","0.106","2459252.509595","0.0003695","0.884182","7e-7","1.621","0.035","2.053983","0.338114","1890","311.366","24.8132","5.41599","112144","5098","102","295.959","11.315","8928","128.7","3.92","0.08","2.72","0.13","","","2.251","0.33898","7,34","V-shaped; slight centroid offset","2019-07-24","2021-06-11","2023-03-10"
+"97700520","1013.01","","5","5","5","5","5","5","5","","","117.29","5","1","3","EB","FP","7.6095","0.006","1","spoc","SPOC","107.286063","-31.933523","-3.973","0.063","7.061","0.071","2459232.248322","0.00051247806","5.4255547904656","0.0002073206","3.9637474199894","0.02114011","16.342886","0.259493","14939.634222197","238.97354","","","273.58806957647","1037.2753045477","44.632336","510.295","9.32","8868.7","809.8","","","","","","","","","7,34","hot star; transiting object might be too big; Gaia DR2 delta r mag for 97700562 = 8 mag","2019-07-24","2021-03-18","2022-12-14"
+"96246348","1014.01","","5","5","5","5","5","5","5","","","28.62","1","2","3","EB","FP","7.678","0.012","1","spoc-s01-s65-b0A-PC","QLP","103.561602","-34.22282","-13.063","0.078","9.737","0.141","2459985.657041","0.0003095","1.409518410534","0.0000023423552","0.94849993958614","0.041390125","3.089522","0.056331","2841.5103257563","51.88166","","","1650.4220709579","1625.6180217682","57.17235","224.672","2.8445","9307","938.9","","","","","","","","","6,7,33,34,61","phantom TIC; real stars are TIC 772008799 and TIC 772008800; retired as TFOP FP/EB","2019-07-24","2023-11-20","2023-12-08"
+"155044736","1015.01","","5","5","5","5","5","5","5","","","317","1","0","3","EB","FP","10.7069","0.008","1","spoc-s01-s65-b0A-PC","QLP","122.895964","-27.971896","1.566","0.052","-17.974","0.053","2459963.610065","0.0042213355","1.3730466333416","0.000006717689","2.570851454755","0.19505374","1.414013","0.104938","1301.5065338376","96.64637","42.147941738838","46.48904","3160.6328329294","1912.331863615","14.037444","906.496","28.8415","4897","122","","","6.7996101379394","","","","","","7,8,34,61","centroid offset centered near TIC 155044728 (Tmag ~14); secondary in spoc-s61; Rp~32 Re; retired as TFOP NEB/FP","2019-04-01","2023-12-20","2023-12-20"
+"175310067","1016.01","","5","5","5","5","5","5","5","26.6","106.2","128.46","4","0","1","EB","FP","10.6257","0.006","1","spoc-s34-b0A","QLP","116.110771","-36.098285","-9.231","0.048","11.614","0.052","2459238.831138","0.006715143","12.688941493603","0.009508793","7.9201001247508","0.53937656","3.515711","0.255453","3232.8527885305","235.25328","14.060834204963","15.241591","425.15941767691","1158.131036823","13.069341","368.646","3.784","7601","135.8","4.31","0.08","1.53641","0.0479799","","","1.77","0.302711","34","TFOP FP; retired as NEB","2019-04-01","2024-09-09","2024-09-09"
+"182943944","1017.01","","5","5","5","5","5","5","5","220.4","324.3","317","1","0","1","PC","FP","10.6019","0.006","1","qlp","QLP","124.726411","-37.78325","-11.278","0.045","9.593","0.045","2458518.96536","0.00137","1.10422","0.00013","2.37","0.062","15.503405","0.916518","14177.7","843.788","21.0448","5.22012","39459.3","3926","56","406.997","4.7245","6995.2","157","4.07","0.55","1.61","0.07","","","1.6","0.280433","8","possibly off target to N","2019-07-24","2019-07-24","2022-12-14"
+"291555748","1018.01","","5","5","5","5","5","5","5","115.8","173","317","2","0","1","PC","FP","10.6254","0.006","1","qlp","QLP","111.716019","-50.266567","-8.018","0.049","11.56","0.047","2458492.78078","0.00073","4.95912","0.00016","2.509","0.13","8.108077","0.214956","7440","197.962","22.9123","3.28055","673.55","1419","92","360.541","2.9645","5889","124.3","3.86","0.07","2","0.09","","","1.07","0.134657","7,8,9","","2019-04-01","2020-05-20","2022-12-14"
+"341420329","1019.01","","3","4","4","3","3","4","4","134","305.4","317","3","3","1","PC","PC","10.6348","0.006","1","spoc-s01-s65-b0A-PC","QLP","120.147994","-54.878552","-11.732","0.047","2.586","0.061","2459232.446864","0.000120362376","5.2341007583314","0.0000011918585","3.7078139349831","0.012520368","22.818097","0.055161","20796.941629329","50.80361","24.29314079278","0.7497171","1453.6663847323","1574.8381847875","442.28204","399.544","4.1635","7645","134.4","4.3","0.08","1.5620299577713","0.0481257","","","1.79","0.289153","7,8,9,34,35,36,61,62,63","Large for its insolation","2019-07-24","2024-02-15","2024-02-17"
+"140706664","1020.01","","5","5","5","5","5","5","5","85.8","336.1","87.05","1","0","1","PC","FP","10.7173","0.013","1","qlp","QLP","128.381976","-43.828421","-5.814","0.051","4.328","0.047","2458521.29108","0.00241","3.28892","0.00066","3.793","0.202","11.481242","0.576253","10518.9","530.608","","","29832.6","3661","32","906.827","23.8635","8734.2","283.6","4.1","1.45","","","","","","","8","slightly V shaped; possibly off target to N","2019-07-24","2019-07-24","2022-12-14"
+"143994283","1021.01","","5","5","5","5","5","5","5","6.4","51.7","9.97","1","2","1","PC","FP","10.5551","0.006","1","qlp","QLP","119.30075","-42.999149","-3.211","0.046","-15.082","0.051","2458492.90429","0.00426","1.90879","0.00035","1.909","0.231","0.671716","0.001561","618.482","1.43774","3.34688","0.217749","985.807","1561","14","235.974","1.579","6022.6","133.5","4.52","0.39","1.22","0.05","","","1.35","0.223358","8","","2019-07-24","2019-07-24","2022-12-14"
+"47384844","1022.01","","5","5","5","5","5","5","5","11.4","86.7","11.25","0","4","7","PC","FA","8.72924","0.007","1","qlp-s09-b03","QLP","162.96491","-5.788708","-15.787","0.09","-11.849","0.077","2458547.448","0.00834","3.09574","0.00677","4.475","1.196","0.412658","0","380","0","3.4262","0.778713","18087.9","3230","9","120.666","1.068","6084","111","4.13","0.3","1.41","0.05","","","1.192","0.168837","9","low SNR; could be instrument noise","2019-06-04","2021-12-07","2023-06-06"
+"238374636","1023.01","","5","5","5","5","5","5","5","200","189.8","317","2","0","1","EB","FP","9.697","0.006","1","qlp-s36-ffi","QLP","120.837688","-51.345626","-23.366","0.042","22.652","0.04","2459303.303969","0.003015","1.3214483","0.0000231","3.435","0.071","2.369489","0.149783","2180","137.946","21.8839","4.01475","35623.2","3827","76","316.398","2.247","5050.8","86.8","3.56","0.4","2.99","0.15","","","1.08","0.142595","7,8,9,34,35,36","retired as FP/NEB","2019-07-24","2021-12-07","2022-12-14"
+"141482386","1024.01","","5","5","5","5","5","5","5","","","317","0","0","1","EB","FP","10.0814","0.006","1","qlp","QLP","86.820714","-72.422611","1.128","0.044","11.563","0.047","2458339.72276","0.00592","18.0157","0.00015","2.524","0.403","0.662501","0.001806","610","1.66317","21.644","","7.64364","463","11","692.266","12.113","4709","122","","","7.61","","","","","","1,2,4,5,6,7,8,9,10,11,12,27,28,29","depth-aperture correlation; centroid image towards SW in past QLP sectors; v-shaped transits","2019-07-24","2020-11-13","2022-12-14"
+"297967252","1025.01","","3","4","3","3","3","4","4","","","44.4","0","0","3","PC","PC","5.5324","0.006","1","spoc-s01-s65-b0A-PC","QLP","142.521159","-51.517114","-19.153","0.168","11.046","0.178","2458545.149804","0.000091645066","9.6837921379025","9.408444e-7","2.4006056415601","0.008698617","4.61139","0.017196","4238.2399007623","15.838111","","","3176.3106916298","1914.6989260046","276.85928","129.838","1.713","8598.7","1245.7","","","","","","","","","9,10,35,36,62,63","literature EB (https://ui.adsabs.harvard.edu/abs/2021A%26A...652A.120I/abstract)","2019-07-24","2024-09-06","2024-09-15"
+"388624270","1026.01","","5","5","5","5","5","5","5","4.7","67.7","13.44","0","1","1","PC","FP","9.9138","0.006","1","spoc-s34-b0A","QLP","125.434634","-51.759442","47.228","0.047","-6.325","0.039","2459237.459734","0.0065036556","14.269437188666","0.009218703","6.9350493735573","0.466316","1.354097","0.102703","1246.3921871492","94.588425","3.7255381083624","0.26792818","51.258849553933","682.4360542009","14.453426","105.677","0.2575","5690","129","4.58","0.08","0.853898","0.0413895","","","1.01","0.12676","34","TFOP NEB","2019-06-11","2024-09-09","2024-09-09"
+"20318757","1027.01","","2","4","2","2","4","4","4","11.8","96.7","8.66","13","2","4","PC","PC","10.2103","0.006","1","qlp-s63-ffi","QLP","167.133275","-29.653135","-87.554","0.073","12.992","0.057","2460037.86905","0.0014061","3.2834565","0.0000046","1.537","0.709","1.692896","0.201336","1558","185.42","2.87648","0.314177","161.092","992","23","56.3449","0.13245","4272","122.7","4.6","0.11","0.68","0.06","","","0.67","0.0857226","9,36,63","TOI 1027.01; potential multi; variable host","2019-07-24","2023-05-05","2023-06-05"
+"20318757","1027.02","","2","4","4","2","4","4","4","3.7","61.4","8.1","13","2","4","PC","PC","10.2103","0.006","2","qlp-s63-ffi","QLP","167.133275","-29.653135","-87.554","0.073","12.992","0.057","2460032.53325","0.0029127","11.02875","0.0000354","2.715","0.404","1.840797","0.113392","1694","104.432","2.76586","0.268927","15.0463","548","17","56.3449","0.13245","4272","122.7","4.6","0.11","0.68","0.06","","","0.67","0.0857226","9,36,63","TOI 1027.02","2021-06-03","2023-05-05","2024-09-01"
+"20318757","1027.03","TIC 20318757.03","1","4","1","1","4","4","4","6.5","69.7","6.93","13","2","4","PC","PC","10.2103","0.006","3","qlp-s63-ffi","QLP","167.133275","-29.653135","-87.554","0.073","12.992","0.057","2460032.57304","0.0025669","5.0113292","0.000012","1.024","0.471","1.314536","0.19766","1210","182.035","2.52314","0.302798","17.1793","567","12","56.3449","0.13245","4272","122.7","4.6","0.11","0.68","0.06","","","0.67","0.0857226","9,36,63","L1 multi candidate","2023-05-18","2023-05-18","2023-06-16"
+"447283466","1028.01","","5","5","5","5","5","5","5","12.4","21.1","1.95","1","3","3","PC","FP","7.9059","0.006","1","qlp","QLP","157.098337","-51.705409","30.65","0.054","-33.906","0.056","2458544.48066","0.00412","1.01606","0.00034","2.843","0.278","0.260608","0.000408","240","0.375709","1.20704","0.0989898","2784.04","2023","27","23.7748","0.02025","4634","120.9","4.64","0.09","0.68","0.05","","","0.74","0.0871956","9,10","crowded; need SG1 to check neighbors","2019-07-24","2020-05-20","2022-12-14"
+"374908020","1029.01","","5","5","5","5","5","5","5","30.4","273.8","74.24","0","1","1","EB","FP","6.841","0","1","qlp-s09-b03","QLP","88.73909","-65.958839","","","","","2458365.89313","0.00096","36.22214","0.00046","5.107","0.188","7.812771","0.247764","7170","228.173","","","","","285","","","","","","","","","","","","","2,9","GAIA DR2: Teff = 6109 K; R = 1.091 R_solar; the planet is probably jupiter size; retired as NEB","2019-06-11","2021-12-07","2022-12-14"
+"464296022","1030.01","","5","5","5","5","5","5","5","149.1","265.6","317","1","0","1","EB","FP","9.5706","0.006","1","qlp-s63-ffi","QLP","155.831478","-57.590248","-26.184","2.184","22.489","1.073","2460054.783937","0.0006283","12.1246519","0.0000103","4.612","0.667","7.931977","7.063874","7279","6484.95","17.6729","2.59688","207.32","1057","60","78.41273","2.83992","4807.6","60","4.17","0.36","1.07","0.03","","","","","9,10,36,37,63,64","Looks like a ~12 day transit candidate blended with a ~1.5 day EB/variability; TFOP FP/NEB","2019-07-24","2023-05-31","2023-06-16"
+"304021498","1031.01","","5","5","5","5","5","5","5","13.4","59.5","37.26","0","0","3","EB","FP","9.7318","0.006","1","spoc","UNKNOWN","140.88389","-67.026006","-23.901","0.042","3.03","0.047","2459282.239861","0.002045949","5.6496834453474","0.000813583","2.5612881695499","0.407146","1.297506","0.112581","1194.3338557507","103.68587","6.7892616239839","2.551151","1226.2203256921","1509.2524072851","11.463815","270.771","1.6275","6415.4","103.2","3.98","0.08","1.9220000505447","0.0794221","-0.273697","0.052312","1.29","0.204498","9,10,11,36","centroid offset in spoc s36; 2 stars with one pixel separation (304021495); TFOP FP; retired as NEB","2019-06-25","2020-05-20","2022-12-14"
+"146589986","1032.01","","3","4","3","3","3","4","4","39.8","67.3","317","5","0","3","PC","PC","9.7611","0.006","1","spoc-s01-s65-b0A-PC","QLP","159.221506","-42.541639","-15.15","0.072","6.437","0.087","2459283.828685","0.00089682103","5.6643704401929","0.000010884941","3.8087394515707","0.088793464","3.797834","0.103424","3491.8232968021","95.25267","14.773894328442","0.7471176","7657.6621505398","2385.8536488408","35.9478","587.196","18.7865","10395","320.6","4.13","0.07","2.3383700847626","0.109357","","","2.68","0.356284","36,63","two stars in pixel; near neighbor is TIC 146589990","2019-07-24","2024-01-16","2024-01-27"
+"149601557","1033.01","","5","5","5","5","5","5","5","8.1","44.7","70.23","0","0","1","EB","FP","10.0163","0.006","1","qlp","SPOC","87.282586","-60.498444","8.9","3.1","20.7","2.2","2459179.54455","0.0021257","29.0162503","0.0001146","6.507","0.763","1.564587","0.002056","1440","1.89359","9.84223","","159.189","","35","219.94","","6113.1","","","","2.01","","0.0917514","0.0457663","","","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,30,31,32","the first two transit got de-trended badly; don't trust odd/even. The transit appears consistently","2019-06-11","2021-02-17","2022-12-14"
+"400595342","1034.01","","5","5","5","5","5","5","5","5.8","48.1","16.5","0","1","3","PC","FP","9.8174","0.006","1","spoc-s36-b0A","QLP","134.441752","-49.000578","-4.837","0.063","4.109","0.062","2459283.337537","0.0034839318","3.6344691576389","0.000977255","2.5339234084187","0.5744699","0.682816","0.061134","628.69901497883","56.304756","4.204836767838","2.1508167","5420.1783490138","2188.3820498785","9.941104","363.44","4.983","9810","173.7","4.43","0.06","1.6077599525452","0.0427739","","","2.51","0.343034","8,9,36","TFOP FP; retired as NEB","2019-07-24","2024-09-09","2024-09-09"
+"361413119","1035.01","","3","4","3","3","3","4","4","194.3","392.3","317","7","0","12","PC","PC","10.1126","0.006","1","spoc-s01-s39-b0A-PC","UNKNOWN","144.150273","-61.583182","-9.506","0.239","16.897","0.207","2459311.16903","0.001083395","6.0742781612436","0.00020656465","2.5468064476578","0.06710772","6.577722","0.134602","6039.9909481887","123.96505","31.371788372686","15.746507","1487.6197932427","1583.9546259329","45.244118","347.556","13.63","5964","128.4","3.7","0.09","2.4303801059723","0.151568","","","1.09","0.144591","9,10,36,37","Very large candidate - likely EB (Rp > 30 Re but with large error); secondary","2019-07-24","2022-03-22","2022-12-14"
+"146172354","1036.01","","3","4","3","3","3","4","4","19.6","91.4","29.87","5","4","5","PC","PC","10.2855","0.006","1","qlp-s63-ffi","QLP","157.867112","-42.240448","10.992","0.037","-57.748","0.049","2460037.172273","0.001095","3.7795212","0.000004","2.952","0.158","3.001864","0.065415","2761","60.2474","5.98375","0.311897","466.528","1294","37","184.015","0.962","5771","132.3","4.31","0.08","1.18","0.06","","","1.03","0.135665","9,36,63","multiple stars in pixel","2019-07-24","2023-05-05","2023-06-16"
+"363260203","1037.01","","5","5","5","5","5","5","5","10.1","88.4","13.52","1","1","3","EB","FP","9.0211","0.006","1","qlp-s36-tois","QLP","147.385172","-63.306478","-19.687","0.07","10.953","0.068","2459331.124512","0.0031745","1.2025238","0.0000067","1.991","0.052","0.42352","0.116799","390","107.57","6.31106","1.99504","208477","5952","25","279.698","3.279","9158","171.4","4.32","0.07","1.74","0.05","","","2.32","0.319521","9,11,36,37","TFOP FP; retired as EB","2019-07-24","2024-09-06","2024-09-07"
+"90544017","1038.01","","5","5","5","5","5","5","5","12.3","76.6","26.09","1","0","2","EB","FP","8.7157","0.006","1","qlp","QLP","128.454638","-49.940347","-15.5","1.6","7","1.5","2459273.371643","0.0020248","3.2235985","0.0000138","2.159","0.452","0.738552","0.001227","680","1.13","5.51341","","2064.8","","23","280.765","","8904","239.9","4.09","1.36","2.17","","","","","","8,9,35","TFOP FP; retired as NEB","2019-07-24","2021-05-05","2022-12-14"
+"461867584","1039.01","","3","5","5","3","3","4","4","","","25.37","8","0","3","PC","APC","8.5483","0.6","1","qlp-s63-ffi","QLP","149.688545","-58.760453","-6.434","0.215","4.098","0.246","2460031.2166","0.0007097","4.420125","0.0000085","3.956","1.259","2.680732","0.213151","2466","196.3","","","","","46","2864.34","1012.54","","","","","","","","","","","9,10,36,37,63","Transitting object might be too big as star is hot and distant (potential B4IV from Simbad which would imply radius > 30 Re); TFOP EB/APC","2019-07-24","2023-05-05","2023-06-16"
+"310483807","1040.01","","5","5","5","5","5","5","5","","","92.38","1","0","1","PC","FP","8.3854","0.007","1","qlp","QLP","128.61421","-61.488262","-11.78","0.118","6.725","0.097","2458520.65674","0.00497","2.55555","0.00045","1.566","0.375","0.369213","0.00149","340","1.37224","11.5901","","3520.68","2145","6","732.432","32.449","10037","123","","","6.04","","","","","","8,9,10","crowded; hot star","2019-07-24","2020-05-20","2022-12-14"
+"385624852","1041.01","","5","5","5","5","5","5","5","411","1767.7","317","5","0","3","EB","FP","8.0981","0.006","1","qlp","UNKNOWN","138.402252","-55.19791","-14.189","0.065","14.261","0.058","2459261.801216","0.0004000633","8.30792","0.00037","3.228","0.089","9.103959","0.17399","8350","160.238","43.1068","4.42399","2276.25","1924","137","305.034","2.981","9081","173.2","3.83","0.07","3.05","0.09","","","2.3","0.333768","9,10,35,36","TFOP FP; retired as EB","2019-07-24","2021-04-28","2022-12-14"
+"360286627","1042.01","","3","4","3","3","3","4","4","23.3","83.6","72.84","1","0","3","PC","PC","9.718","0.006","1","qlp-s37-tois","QLP","141.975215","-61.33004","-11.595","0.056","3.139","0.057","2459988.629522","0.0017504286","0.7581018","0.0000012","1.078","0.192","0.847205","0.000769","780","0.708192","10.0744","0.473762","17894","3222","32","792.633","19.4965","9917","199.6","3.75","0.06","3.51","0.12","","","2.54","0.324766","9,10,36,37,62","check neighbors; likely EB or BEB (V-shaped and very short period)","2019-07-24","2023-04-13","2023-04-13"
+"90448944","1043.01","","5","5","5","5","5","5","5","11.6","72.9","12.73","5","2","3","EB","FP","9.5719","0.006","1","qlp-s61-ffi","QLP","128.302319","-52.714202","-9.496","0.051","14.659","0.045","2459985.770425","0.0037454","1.4415577","0.0000074","2.349","0.682","0.550608","0.059679","507","54.9645","3.61078","0.26004","16861.8","3174","24","208.055","1.1015","6902","135.7","4.25","0.09","1.52","0.06","","","1.5","0.252304","8,9,35,36,61","TFOP FP/NEB","2019-07-24","2024-09-09","2024-09-09"
+"463402815","1044.01","","3","4","3","3","3","4","4","80.2","215.5","113.34","4","0","2","PC","PC","10.0031","0.006","1","qlp-s63-ffi","QLP","153.811023","-58.766393","-14.441","0.073","6.214","0.069","2460037.194672","0.000793","1.0085089","9e-7","1.642","0.343","3.317645","0.748255","3051","688.931","","","","","57","494.689","9.557","5215.2","1166.8","","","","","","","","","9,10,36,37,63","variable host; visual binary; likely A type star; v-shaped","2019-07-24","2023-05-11","2023-06-16"
+"54044474","1045.01","","5","5","5","5","5","5","5","107","150.8","317","0","0","1","EB","FP","9.6306","0.006","1","qlp-s36-ffi","QLP","159.887704","-32.51188","-34.609","0.053","14.667","0.057","2459301.544126","0.0006108","3.7039994","0.0000037","4.277","0.599","8.272171","0.001326","7590","1.22092","17.57","0.746573","3546.13","2149","146","300.696","3.3695","7013.8","299.6","4.21","0.44","1.9","0.08","","","1.58","0.271589","9,36","TFOP FP; retired as BEB","2019-07-24","2021-12-07","2022-12-14"
+"309787037","1046.01","","5","5","5","5","5","5","5","16.5","72.8","25.21","0","2","1","EB","FP","10.0119","0.006","1","qlp-s61-ffi","UNKNOWN","126.419468","-60.907514","-1.536","0.058","-9.979","0.048","2459987.448994","0.0015859","1.3042588","0.0000021","1.643","0.503","0.811823","0.058664","747.43669990385","54.030025","5.38606","0.35593","7170.41","2563","34","301.298","2.496","6762","130.2","4.11","0.08","1.75","0.07","","","1.45","0.240384","8,9,10,35,36,37,61","TFOP FP; retired as NEB/SB2","2019-07-24","2023-03-08","2023-03-24"
+"370745311","1047.01","","5","5","5","5","5","5","5","69.9","236.3","27.69","3","1","3","PC","FP","10.2355","0.006","1","qlp","QLP","144.581535","-67.505097","-35.412","0.104","24.084","0.128","2458544.79061","0.00092","0.62627","0.00002","0.666","0.169","2.043105","0.074398","1880","68.5212","5.72162","0.894462","3235.57","2101","41","134.926","1.0555","5622","131.2","4.5","0.07","0.93","0.05","","","1","0.119578","9,10,11","Check 2 minute data for odd even","2019-07-24","2020-05-20","2022-12-14"
+"384549882","1048.01","","5","5","5","5","5","5","5","78.9","309.2","77.13","6","1","3","PC","FP","8.802","0.006","1","qlp","QLP","136.527702","-54.903922","-10.863","0.096","7.063","0.089","2458518.376","0.00075","0.30412","0.00001","0.748","0.1","1.44499","0.00416","1330","3.83107","10.417","0.668057","280833","6413","70","440.426","9.484","11892","235.8","4.14","0.07","2.52","0.09","","","3.17","0.422288","8,9,10","probably EB","2019-07-24","2020-05-20","2022-12-14"
+"16288184","1049.01","","5","5","5","5","5","5","5","124.9","146.5","317","0","0","7","KP","KP","11.0657","0.006","1","spoc-s01-s39-b0A-KP","UNKNOWN","253.768848","-28.710584","-8.568","0.1","-5.562","0.055","2459363.821393","0.00069893606","2.1805277132592","0.0000027239244","2.9691750339948","0.040720966","17.887621","0.463595","16340.135320458","426.89557","16.808853048342","0.88213754","1770.4650538741","1654.4040679809","35.624012","314.995","7.0655","6599","200","4.21017","1.96411","1.2714600563049","0.0635578","","","1.198","0.180418","12,39","K2-237 b","2019-07-15","2022-03-30","2022-12-14"
+"66818296","1050.01","","5","5","5","5","5","5","5","114.9","185.6","317","0","1","1","KP","KP","11.0261","0.006","1","qlp-s38-tois","UNKNOWN","239.962248","-28.061794","-8.1","0.102","-9.639","0.055","2459355.54563","0.0002571","3.7354838","0.0000021","4.142","0.045","18.649341","0.000295","17030","0.271732","21.2315","1.19579","1292.19","1670","227","405.908","8.6","6650","","4.1639","","1.57","0.09","-0.07","0.1","1.354","0.214082","12,38","WASP-17 b","2019-07-15","2022-10-04","2022-12-14"
+"259863352","1051.01","","5","5","5","5","5","5","5","2.3","38.6","7.43","0","7","6","PC","FA","7.1278","0.006","1","spoc","SPOC","40.365939","-71.462749","168.17","2","-56.04","2","2458657.736625","0.007425253","21.701668960513","0.009532318","8.2676423540677","0.5088978","0.229828","0.027288","211.65673250838","25.132692","2.3751493842692","0.69834507","52.095","685.2","8.58716","53.19149","","5625","80","4.438","","1.56486","0.186629","","","","","13","Potential level one target around bright star","2019-08-16","2020-11-16","2022-12-14"
+"317060587","1052.01","","3","5","5","3","4","4","4","3.4","37.6","8.42","0","3","2","PC","CP","9.0197","0.006","1","spoc-s01s13-b0A","SPOC","337.510274","-75.646561","-63.327","0.046","-1.942","0.044","2458332.941229","0.0026419759","9.139803965992","0.000110879846","3.0912935708995","0.6627002","0.389215","0.036613","358.41578010221","33.721474","3.0629854973598","2.8175755","243.01176298976","1006.9932828513","10.624502","129.804","0.5575","5958.2","76","4.34","0.12","1.58","0.165123","-0.25","0.1","1.09","0.144301","1,13","Low priority; similar epoch and period from sector 1","2019-08-16","2021-12-07","2023-07-24"
+"112395568","1053.01","","5","5","5","5","5","5","5","34","73.4","95.3","5","2","1","PC","FP","8.8849","0.006","1","spoc","UNKNOWN","290.977117","-33.351416","-18.692","0.065","-8.192","0.059","2458657.999179","0.001553","5.742625","0.000621","2.860293","0.230499","1.201229","0.095469","1105.760867","87.92673","13.088532","3.636668","","","11.805602","263.729","2.8735","5664","188","3.26574","0.355261","3.86959","0.644568","","","","","13","Crowded field","2019-08-16","2019-08-16","2022-12-14"
+"366989877","1054.01","","1","4","4","1","4","4","4","2.9","47.7","6.52","4","8","3","CP","CP","8.4362","0.006","1","qlp-s67-ffi","SPOC","302.114174","-54.317501","1.594","0.054","-15.903","0.049","2460122.700139","0.0199476","15.5077855","0.0002372","4.565","0.427","0.557126","0.027626","513","25.4443","2.43432","0.142957","88.0718","853","12","88.4343","0.28175","6122","194","4.30881","0.268555","1.17","0.05","","","1.14","0.15899","13,27,67","HD 190622 b / TOI-1054 b (Cabrera+2023)","2019-08-16","2023-09-14","2023-09-25"
+"320004517","1055.01","","1","5","5","1","4","4","4","6.2","100.8","10.26","6","8","5","CP","CP","8.0888","0.006","1","qlp-s67-ffi","SPOC/QLP","293.286615","-54.532728","108.439","0.074","-82.632","0.052","2460128.652048","0.0015143","17.4713142","0.0000283","4.05","0.664","1.214532","0.033046","1118","30.4357","3.1646","0.186001","61.9515","781","28","57.2651","0.18695","5783.54","7.82429","4.49925","0.019231","0.97","0.05","-0.0525569","0.00695284","1.04","0.135125","13,27,67","HD 183579 b","2019-08-16","2023-10-16","2023-10-19"
+"421894914","1056.01","","1","5","5","1","3","4","4","4.3","40.3","9.55","1","3","1","PC","PC","9.6663","0.006","1","spoc-s01-s69-b0A-PC","SPOC","339.258703","-76.917605","9.716","0.041","-20.168","0.044","2458326.062424","0.0019966261","5.3079506597058","0.000019134352","3.2158593571658","0.29209438","0.425022","0.029062","391.38309342211","26.766296","3.0486927928188","0.36303592","603.24011159537","1263.986112852","13.572738","168.354","0.6765","6124.3","83","4.38","0.16","1.3696299791336","0.0633668","0.18","0.12","1.16","0.16165","1,13,27,67","","2019-08-16","2024-03-14","2024-03-16"
+"323132914","1057.01","","1","4","1","1","3","4","4","0.9","34.1","8.25","1","2","1","PC","PC","9.4091","0.006","1","spoc-s01-s39-b0A-PC","SPOC","127.996917","-78.407564","117.721","0.081","-24.565","0.076","2458607.345122","0.0026410809","51.171041394519","0.0002811759","6.4793585470217","0.3639887","0.93941","0.044648","864.85470451052","41.121582","2.7958806870192","0.54232544","11.214562391417","466.72958678703","19.600227","98.2855","0.26725","5599","187","4.46138","0.26998","0.94335597753525","0.0456583","","","1.01","0.127458","10,11,12,13,37,38,39","potential level one candidate","2019-08-16","2022-03-22","2022-12-14"
+"31553893","1058.01","","3","4","3","4","3","4","4","21.9","52","110.08","2","2","1","PC","PC","9.3781","0.007","1","spoc-s01-s69-b0A-PC","SPOC","288.911772","-31.790813","3.226","0.082","-16.323","0.067","2458663.023129","0.0045630136","11.129644103681","0.000060299943","7.0473821816517","0.31101194","1.033697","0.065918","951.6169809166","60.711002","12.840227058001","0.81620014","1255.6817163822","1518.2372485409","14.629036","338.831","6.705","5785","189","4.344","2.00356","3.4475600719452","0.174417","","","1.06","0.123241","13,27,67","Centroid offset and a single transit in Y3; centroid offset centered near TIC 31553886 Tmag ~13.3 in spoc-s1-s69","2019-08-16","2024-04-24","2024-04-30"
+"380783252","1059.01","","3","4","4","3","3","4","4","146.9","263.1","317","3","0","1","PC","PC","9.7825","0.006","1","qlp-s39-ffi","SPOC","269.714503","-60.922727","4.297","0.037","-207.409","0.034","2460106.337519","0.00038178376","9.4496506","0.0000028","2.021","0.027","21.657873","0.018204","19750","16.7663","17.0216","1.10249","38.5799","694","114","98.8783","0.4197","5509","186","4.39758","2.00408","0.94","0.06","","","0.88","0.106747","13,39,66","Rp may be too large for period; v-shaped","2019-08-16","2023-10-16","2023-10-16"
+"101230735","1060.01","","1","5","5","1","3","4","4","16.3","104.3","14.48","5","5","3","PC","APC","9.6652","0.006","1","qlp-s67-ffi","SPOC","299.290995","-48.934476","2.224","0.286","-14.604","0.228","2460149.536226","0.0019952","2.0685633","0.000004","0.373","0.065","0.545176","0.183724","502","169.202","3.89739","0.417306","24.409","619","11","128.491","3.3745","5687.9","76","4.6","0.12","1.14","0.07","-0.11","0.1","1.01","0.131792","13,27,67","Potential L1 candidate","2019-08-16","2023-10-16","2023-10-19"
+"253990973","1061.01","","5","5","5","5","5","5","5","9.1","70.1","4.77","1","0","1","PC","FP","9.7345","0.006","1","spoc","SPOC","284.688908","-41.242483","24.978","0.089","-71.79","0.091","2458654.253249","0.003078","0.540933","0.000107","1.674337","0.329757","0.279447","0.030011","257.347459","27.641214","2.28501","0.57323","","","8.619074","133.171","0.6935","5525","186","4.25342","0.29667","1.21935","0.16458","","","1.04","0.12785","13","Likely stellar variability but it is a potential level one candidate","2019-08-16","2019-08-16","2022-12-14"
+"299799658","1062.01","","1","5","5","1","4","4","4","5.8","62","5.89","3","3","4","CP","CP","9.478","0.006","1","qlp-s68-ffi","SPOC","38.120968","-78.023683","107.847","0.045","30.732","0.042","2460177.200429","0.0013316","4.1150576","0.0000056","1.08","0.323","0.528882","0.055216","487","50.8548","2.30057","0.16833","77.3573","826","14","82.1733","0.1632","5394","185","4.50942","0.276077","0.89","0.05","","","0.89","0.108716","1,13,27,28,66,67,68","TOI-1062 b","2019-08-16","2023-10-16","2023-10-19"
+"406976746","1063.01","","1","4","4","1","3","4","4","3.4","59.9","5.09","3","6","3","PC","PC","9.0689","0.006","1","qlp","SPOC","230.555493","-83.056214","-89.125","0.041","-9.6","0.044","2459374.315337","0.0021811","10.0665634","0.0000409","1.981","0.258","0.695094","0.000797","640","0.734176","2.09966","0.141438","23.8187","615","15","61.1201","0.1009","5552","187","4.61783","0.263463","0.79","0.05","","","0.9","0.115213","12,13,39","Potential level one candidate","2019-08-16","2021-08-26","2022-12-14"
+"79748331","1064.01","","3","5","5","3","4","4","4","4.9","61.1","6.63","20","3","5","CP","CP","10.0059","0.006","1","spoc-s01-s69-b0A-PC","SPOC","296.003935","-47.56203","-3.457","0.124","-100.891","0.072","2458656.668478","0.0011852143","6.4438657474041","0.00001645013","1.9309448873678","0.30149648","1.218827","0.08269","1121.9512275095","76.157646","2.4603440273947","1.638728","60.831305028303","712.2812840808","13.689148","68.0726","0.362","4803","178","4.52079","2.00348","0.73718899488449","0.0567035","","","0.74","0.08544","13,27,67","TOI-1064 b / TOI 1064.01","2019-08-16","2024-04-24","2024-04-30"
+"79748331","1064.02","","1","5","5","1","4","4","4","3.1","53","7.29","20","3","5","CP","CP","10.0059","0.006","2","spoc-s01-s69-b0A-CP","SPOC","296.003935","-47.56203","-3.457","0.124","-100.891","0.072","2458664.490132","0.0016961753","12.226559518865","0.00002691618","2.1904379425936","0.42197752","1.31059","0.094039","1206.3693292821","86.60944","2.6014766029943","1.7533404","25.897037760246","575.35020487131","13.444705","68.0726","0.362","4803","178","4.52079","2.00348","0.73718899488449","0.0567035","","","0.74","0.08544","13,27,67","TOI-1064 c / TOI 1064.02","2019-08-16","2024-04-24","2024-04-30"
+"7088246","1065.01","","5","5","5","5","5","5","5","84.9","112.7","317","0","0","0","KP","KP","13.2851","0.006","1","spoc","SPOC","286.36675","-50.06735","7.315","0.037","-0.862","0.029","2458654.347994","0.002094","2.160344","0.000276","1.828854","0.14481","21.223768","1.616364","19357.992992","1487.6189","22.503541","17.500204","","","17.524658","639.004","9.4715","5780","","4.32928","","1.2","","","","1.03","","13","HATS-23b","2019-08-16","2019-08-16","2022-12-14"
+"201604954","1066.01","","5","5","5","5","5","5","5","45","125.6","119.75","0","0","1","KP","KP","11.9707","0.006","1","spoc","SPOC","285.096517","-54.893341","3.99","0.054","-37.19","0.042","2458657.832537","0.001239","4.606184","0.000392","3.121643","0.078877","15.079836","1.120573","13793.034867","1031.5532","12.962219","0.582183","","","14.814943","353.891","4.919","5670","","4.3925","","1.07","","","","0.99","0.131434","13","HATS-29b","2019-08-16","2019-08-16","2022-12-14"
+"201642601","1067.01","","3","5","5","3","5","4","5","30.5","89.7","65.96","0","0","0","KP","KP","13.1686","0.006","1","spoc-s01-s69-b0A-KP","SPOC","288.672005","-59.57935","3.125","0.031","6.146","0.029","2458656.987874","0.000501203","3.1316735448352","0.0000033064548","2.457919743364","0.08156381","16.3165","0.334364","14915.694372162","307.91364","9.49951911724","0.3442331","148.65449911505","890.56221339254","37.781586","263.609","1.659","4351","167","4.438","","0.767009973526","","","","0.69","","13,27,67","HATS-48 b","2019-08-16","2024-03-14","2024-03-16"
+"6663331","1068.01","","5","5","5","5","5","5","5","40.4","104","125.28","0","0","0","KP","KP","13.2887","0.006","1","spoc","SPOC","284.399762","-49.138513","11.096","0.044","-5.764","0.042","2458656.633231","0.001251","3.180362","0.000247","2.111521","0.106258","23.256738","0.74124","21192.463324","682.47424","13.446487","0.600679","","","25.185488","535.383","7.8145","5498","","4.47934","","0.92","","","","0.96","","13","HATS-28b","2019-08-16","2019-08-16","2022-12-14"
+"31858843","1069.01","","5","5","5","5","5","5","5","121.5","117.2","317","0","0","1","KP","KP","10.4293","0.006","1","qlp-s67-ffi","SPOC/QLP","289.479212","-32.860124","-16.778","0.108","-31.803","0.089","2460147.378764","0.000256","2.9776446","8e-7","2.962","0.099","14.231319","0.13361","13022","123.052","14.4339","0.765765","758.324","1461","191","197.996","3.038","5703","188","4.25824","0.298282","1.22","0.06","","","1.025","0.126686","13,27,67","WASP-123 b","2019-08-16","2023-10-16","2023-10-19"
+"31858844","1070.01","","5","5","5","5","5","5","5","194.8","319.5","317","0","0","0","EB","FP","15.7114","0.023","1","spoc","SPOC","289.478541","-32.861327","","","","","2458655.579241","0.00053248624","2.9776151733517","0.000097812306","3.25697","0.030226","47.967636","0.452551","43218.111683","416.72778","26.88423","0.196978","873.27","1386.5","108.84278","","","5740","","4.29219","","1.28","","","","","","13,27","triggered by nearby event on 31858843 (WASP-123b)","2019-08-16","2021-03-18","2022-12-14"
+"120247528","1071.01","","3","5","5","3","5","4","5","57.1","152.9","111.68","1","0","1","PC","KP","11.5803","0.006","1","spoc","SPOC","280.184169","-58.459388","-27.094","0.052","-30.897","0.048","2458655.395924","0.001083","3.553814","0.000237","2.056578","0.048296","10.889275","0.303603","9979.266691","279.5894","12.539744","12.542709","","","40.43895","290.198","2.937","5639","188","4.37172","2.00387","1.07973","1.07973","","","0.98","0.124766","13","Possible secondary and V-shaped","2019-08-16","2019-08-16","2022-12-14"
+"140830390","1072.01","TIC 140830390.01","5","5","5","5","5","5","5","40.8","79.2","317","3","0","1","EB","FP","11.7106","0.006","1","spoc","QLP","75.627307","-72.913998","1.679","0.043","32.797","0.04","2459211.732146","0.0021947494","12.837968942384","0.003123603","9.8464122942517","0.1878411","11.503319","0.392032","10539.019279398","361.00934","25.488638240544","1.376776","374.129","1225","23.545876","703.878","10.696","5765","189","4.34773","2.00358","2.4494","0.11699","","","1.05","0.12655","1,2,3,4,5,6,8,9,10,11,12,13,27,28,29,30,31,33","Possible secondary","2019-08-16","2021-02-18","2022-12-14"
+"158297421","1073.01","","3","5","5","3","4","4","4","43.8","118.6","117.42","0","0","0","CP","CP","13.6699","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC","287.484402","-49.664942","3.827","0.058","4.878","0.038","2459036.472812","0.0012928093","3.9228016110681","0.000012181547","1.8736006984525","0.079814635","34.763157","1.138302","31510.900490616","1047.8658","13.336870477765","0.4312808","91.167588994765","788.0973496395","30.534128","300.67","3.806","4444","168","4.438","","0.69830000400543","","","","0.69","","13,27","HATS-47 b","2019-08-16","2021-12-09","2022-12-14"
+"327301957","1074.01","","1","4","1","1","3","4","4","2.4","43.9","8.52","4","2","1","PC","PC","10.6339","0.006","1","spoc","UNKNOWN","310.761004","-72.010267","20.031","0.042","42.175","0.054","2458662.650964","0.0031935729","13.94275970973","0.0001673784","3.7732510937919","0.36626056","1.468352","0.119522","1351.4876371706","110.07788","2.8501548496352","0.6062083","28.093","587.18","11.199634","107.356","0.408","5206","183","4.63095","0.280579","0.74167102575302","0.0479724","","","0.85","0.105742","13,27","","2019-08-16","2021-07-15","2022-12-14"
+"351601843","1075.01","","1","5","5","1","4","4","4","10.6","70.6","3.42","8","1","3","CP","CP","11.1186","0.007","1","spoc-s01-s69-b0A-CP","SPOC","309.971209","-65.449699","-99.737","0.023","-59.95","0.039","2458654.249503","0.00055394706","0.60473924067999","0.0000056355957","1.0403847063523","0.22145393","1.116367","0.06999","1027.6833478588","64.46101","1.8625587268573","1.4926332","528.0253154529","1222.5973095314","16.558659","61.4592","0.09435","4046","170","4.60963","0.230678","0.58033698797226","0.0172756","","","0.571742","0.0203056","13,27,67","TOI-1075 b","2019-08-16","2024-09-09","2024-09-09"
+"360742636","1076.01","","5","5","5","5","5","5","5","83.9","217.8","110.78","0","0","1","KP","KP","11.2474","0.006","1","spoc-s01-s69-b0A-KP","SPOC","294.633694","-55.330269","5.382","0.051","-38.112","0.047","2458654.163257","0.00011905812","2.5495610767429","6.9101577e-7","2.6173308097654","0.019333646","16.322791","0.088991","14921.402193637","81.960434","12.917128828952","0.6510275","757.12840665349","1337.8645147674","194.39462","248.46","2.1455","5659","","4.44653","","1.0399700403214","0.0519397","","","1.01","0.124398","13,27,67","HATS-33 b","2019-08-16","2024-09-09","2024-09-09"
+"369960846","1077.01","","3","4","4","3","1","4","4","50","97.3","107.24","6","0","0","PC","PC","13.461","0.006","1","spoc-s01-s69-b0A-PC","SPOC","173.810798","-88.096213","-22.788","0.032","9.977","0.031","2458654.102739","0.00020606104","1.6062693370766","0.0000010109247","1.9561304761731","0.044681553","18.31284","0.234701","16725.30193327","216.14401","12.643602948823","0.3239791","844.27005805952","1374.8018136875","76.68048","463.683","3.3225","5192","182","4.4617","2.00368","0.98432600498199","","","","0.82","","13,27,39,65,66,67","","2019-08-16","2024-03-14","2024-03-16"
+"370133522","1078.01","","1","5","5","1","4","4","4","15.6","24.9","1.55","18","1","13","CP","CP","10.1165","0.007","1","spoc-s01-s69-b0A-CP","SPOC/QLP","306.928646","-56.462287","424.414","0.073","-1230.62","0.073","2458654.10332","0.00036207514","0.51824246093613","0.0000041849426","0.85652489983912","0.07535014","0.903591","0.044265","831.89204236248","40.76848","1.3485120558984","0.09001432","255.14058152346","1019.3295978622","21.303896","20.373","0.0192","3325","102","4.88693","0.098941","0.39098900556564","0.0117402","","","0.381272","0.0203251","13,27,67","GJ 1252 b","2019-08-16","2024-09-09","2024-09-09"
+"379240073","1079.01","","3","4","4","3","3","4","4","21","22.6","317","0","0","2","PC","PC","13.1284","0.006","1","spoc-s01-s69-b0A-PC","SPOC","283.119492","-55.387928","-1.479","0.049","-2.677","0.043","2458656.380357","0.001989957","3.1644074904601","0.000012218839","2.0576293237196","0.21981187","6.100993","0.642955","5603.4635466042","592.0081","14.88147428076","1.1265037","2206.1550475594","1747.9490012661","9.939277","1179.27","45.91","6519","194","4.22068","","1.7233999967575","","","","1.34","","13,66","two stars in pixel; v-shaped","2019-08-16","2024-02-28","2024-03-03"
+"161032923","1080.01","","1","4","4","1","3","4","4","1.7","11.4","2.04","13","0","1","PC","PC","12.7067","0.007","1","spoc-s01-s69-b0A-PC","SPOC","276.368325","-52.214573","-270.293","0.107","-69.552","0.109","2458654.060577","0.0012185588","3.9652484553964","0.00001216172","1.0112592832945","0.57404715","4.003701","0.497455","3680.7544436395","458.06815","1.2305101950034","1.0583848","5.2829447924808","386.66847683113","8.871182","25.559","0.0541","3296","64","4.96636","0.407584","0.19998799264431","0.00598117","","","0.168986","0.0200576","13,66","L1 candidate","2019-08-16","2024-04-24","2024-04-30"
+"253728991","1081.01","","3","4","4","3","3","4","4","43","121.3","90.83","8","1","1","PC","PC","11.5247","0.006","1","spoc","SPOC","282.140409","-40.11177","-5.214","1.083","-5.918","1.083","2458654.026119","0.002567","2.98278","0.000442","3.109528","0.110696","6.682854","0.343037","6136.231662","315.89865","11.467011","11.475316","","","23.10213","354.05","","6027","192","4.29978","2.0042","1.23975","1.23975","","","","","13","","2019-08-16","2019-08-16","2022-12-14"
+"261108236","1082.01","","1","4","1","1","3","4","4","1.7","37","12.12","4","1","1","PC","PC","11.8835","0.006","1","spoc-s01-s69-b0A-PC","SPOC","83.275809","-80.815478","-10.282","0.042","45.685","0.05","2458626.085696","0.0031518615","16.346905262985","0.000050421717","3.5865697682015","0.22429983","2.404772","0.116407","2212.4257252101","107.20914","3.5059570723336","0.37850922","8.9995943654348","441.74890671905","19.334396","100.248","0.25385","4310","173","4.57345","0.230511","0.64961302280426","0.0616131","","","0.64","0.0832096","1,4,8,11,12,13,27,28,31,38,39,61,62,65,66,67","L1 candidate","2019-08-16","2024-03-11","2024-03-16"
+"322270620","1083.01","","1","4","1","1","1","4","4","1.8","51.7","10.42","8","0","0","PC","PC","12.0936","0.007","1","spoc-s01-s39-b0A-PC","SPOC","296.822194","-87.32281","-82.691","0.045","-290.716","0.055","2458627.916342","0.0048903455","12.980271263916","0.00012193299","2.8287209986804","0.34912866","3.134776","0.441507","2883.0717209258","406.56052","3.2077971846033","0.37611523","4.7341345756914","376.20962239073","9.925677","68.9109","0.125","3614","64","4.81257","0.359456","0.49132299423218","0.0146852","","","0.489415","0.0203502","12,13,39","potential level one candidate","2019-08-16","2022-03-22","2022-12-14"
+"380589029","1084.01","","5","5","5","5","5","5","5","95.1","98.6","317","0","0","2","KP","KP","12.2851","0.006","1","spoc-s01-s69-b0A-KP","SPOC","268.890707","-61.7474","1.031","0.04","-17.577","0.041","2458653.973305","0.00013019105","1.3484961264164","5.9755774e-7","2.4074260922085","0.021872703","20.234156","0.133325","18463.763668157","122.78925","15.882463791891","0.8602182","2706.9606225063","1839.6713041541","192.02113","494.182","12.174","6346","","4.38484","","1.1475900411606","0.061613","","","1.18","0.171463","13,39,66","HATS-24 b","2019-08-16","2024-09-09","2024-09-09"
+"381979901","1085.01","","5","5","5","5","3","5","5","58.9","66.7","317","0","0","1","PC","APC","11.6577","0.006","1","qlp-s39-tois","QLP","77.605399","-59.535664","1.584","1.171","17.711","1.171","2460041.175097","0.0008600293","3.2541181","8e-7","4.341","0.018","14.889355","0.000128","13620","0.118046","14.9476","","1436.45","","592","444.066","","6102","193","4.28649","2.00486","1.28","","","","","","2,3,4,5,6,7,8,9,10,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64","TFOP APC/SB2; 1000pm secondary; phased","2019-08-16","2023-07-12","2023-07-12"
+"468148930","1086.01","","3","4","4","3","1","4","4","26.7","22.8","317","6","0","0","PC","PC","12.2303","0.006","1","spoc-s01-s69-b0A-PC","SPOC","305.56982","-88.568495","16.867","0.035","-14.683","0.035","2458655.291499","0.0007413463","3.7178828400003","0.000004075253","5.5277826541803","0.11204057","5.294823","0.086616","4864.8405125459","79.77315","14.698619742091","0.85731834","1925.1426171631","1689.4116184961","37.898426","736.397","11.06","5818","190","4.33787","2.00353","2.0840001106262","0.106131","","","1.04","0.135358","13,27,66,67","","2019-08-16","2024-04-24","2024-04-30"
+"426077080","1087.01","","5","5","5","5","5","5","5","26.7","32.1","317","1","0","1","PC","FP","9.4142","0.006","1","qlp","QLP","238.001011","-76.49349","-5.338","0.041","-9.267","0.054","2458630.77194","0.0028","9.30992","0.00209","3.464","0.232","2.413014","0.001514","2220","1.39456","14.2968","0.777875","215.208","1067","31","416.25","5.019","6907","135.5","3.63","0.09","3.09","0.14","0.229216","0.0860622","1.5","0.256186","12","possibly 2x period","2019-08-06","2020-05-20","2022-12-14"
+"343648136","1088.01","","5","5","5","5","5","5","5","23","88.2","25.92","2","1","3","PC","FA","10.4613","0.006","1","qlp","QLP","272.311383","-76.300955","-23.549","0.047","-45.079","0.054","2458626.38955","0.00222","1.15395","0.00017","2.236","0.103","1.684197","0.001816","1550","1.67219","5.48364","0.324737","3534.3","2148","8","240.901","1.98","6093","131","4.2","0.08","1.4","0.07","","","1.14","0.160517","12,13","possible spot-crossing in transit","2019-08-06","2020-05-20","2022-12-14"
+"129319156","1089.01","","5","5","5","5","5","5","5","82.3","206.5","317","1","0","3","PC","FP","10.3918","0.01","1","qlp","QLP","228.84306","-52.885989","-10.161","0.125","-5.871","0.125","2458643.10264","0.00488","4.73703","0.00453","3.902","0.481","2.619782","1.500297","2410","1380.87","25.7144","10.2479","53821","4243","16","778.127","35.06","11600","368.2","4.13","0.07","2.48","0.13","","","3.07","0.398284","12","only 1 full transit; could be a single transit with a different period","2019-08-06","2020-05-20","2022-12-14"
+"361034196","1090.01","","5","5","5","5","5","5","5","109","166.5","317","1","2","2","PC","FP","10.0196","0.006","1","qlp","QLP","242.016315","-68.588832","5.989","0.034","2.514","0.049","2458628.96316","0.0022","2.19296","0.0003","4.586","0.079","5.369998","0.764858","4933.74","704.212","22.7769","8.69015","31883.5","3722","100","566.502","11.2155","7009.8","184.2","3.6","0.61","2.95","0.16","","","1.61","0.268741","12","Could be inflated hot Jupiter or Brown Dwarf at a short period","2019-08-06","2019-08-06","2022-12-14"
+"193413306","1091.01","","3","4","4","3","3","4","4","98.2","98.1","317","13","0","3","PC","PC","9.3529","0.006","1","qlp-s38-ffi","QLP","222.101134","-56.025931","-4.775","0.076","-15.261","0.068","2459359.55521","0.003007","1.725841","0.0000165","3.674","0.322","2.946339","0.196677","2710","181.13","15.0024","3.57813","50469.2","4175","35","321.671","3.7845","7348","133.8","3.9","0.09","2.39","0.09","","","1.67","0.278574","11,12,38","crowded field; marginal secondary","2019-08-06","2024-09-08","2024-09-09"
+"387079085","1092.01","","5","5","5","5","5","5","5","764.7","1413.3","317","2","0","3","PC","FP","9.0039","0.006","1","qlp","QLP","217.022882","-64.634285","-49.039","0.037","-21.072","0.055","2458601.38096","0.00061","1.1923","0.00003","3.119","0.024","4.057368","0.323352","3730","297.774","30.666","4.10377","40771.2","3958","132","209.919","1.7045","6534","136.4","3.95","0.09","2.04","0.09","","","1.35","0.230491","11,12","v-shaped; possible EB","2019-08-06","2020-05-20","2022-12-14"
+"382331352","1093.01","","5","5","5","5","5","5","5","","","30.39","1","0","4","PC","FP","10.0067","0.168","1","qlp","QLP","215.805264","-63.045983","-3.135","0.134","-4.442","0.203","2458601.33791","0.00465","11.47606","0.00162","6.083","0.44","3.316556","1.249087","3050","1149.79","","","","","24","1710.22","633.01","","","","","","","","","","","11,12","period could be 2 or 4x","2019-08-06","2020-05-20","2022-12-14"
+"136274063","1094.01","","5","5","5","5","3","5","5","43.2","128.7","61.33","9","0","3","PC","APC","9.9806","0.007","1","qlp-s38-tois","QLP","230.498827","-53.819601","-2.718","0.102","-4.896","0.092","2459360.160536","0.0013024","0.5971314","0.0000014","0.468","0.109","0.98847","0.013805","910","12.7147","9.08382","0.96597","1596.43","1760","13","426.003","9.675","7710","140.2","3.98","0.08","2.28","0.09","","","1.81","0.282737","12,38","","2019-08-06","2022-10-04","2022-12-14"
+"375223080","1095.01","","3","4","3","3","3","4","4","36.7","91.3","97.26","2","0","1","PC","PC","10.4291","0.006","1","qlp-s39-tois","QLP","133.968965","-75.926187","-4.136","0.04","11.358","0.042","2459387.42191","0.0004152","1.4821401","0.000001","1.779","0.022","1.988717","0.000222","1830","0.204039","11.9167","0.492218","2370.97","1944","67","582.521","7.7425","7066","133.7","3.78","0.09","2.66","0.11","","","1.56","0.265491","10,11,12,37,39","","2019-08-12","2022-03-22","2022-12-14"
+"375225453","1096.01","","5","5","5","5","5","5","5","11.1","39.8","27.97","0","0","1","PC","FP","10.11","0.006","1","spoc","UNKNOWN","133.826684","-73.173308","-21.883","0.034","19.084","0.046","2459307.93577","0.002752377","0.920952632017","0.00018551935","1.8602735373043","0.46476126","0.391891","0.046108","360.88015291607","42.466145","5.7349088560567","4.2950416","32740.362939948","3430.762243695","7.2275467","490.288","5.048","6553","136.4","3.65","0.09","2.8908898830414","0.125277","","","1.36","0.225456","10,11,12,37","NEB on 375225447 from TFOP","2019-08-12","2020-05-20","2022-12-14"
+"360630575","1097.01","","1","5","5","1","4","4","4","3.6","56.1","5.41","1","3","5","CP","CP","8.7215","0.006","1","qlp-s39-tois","QLP","189.775859","-74.57402","-50.359","0.039","-6.874","0.04","2459376.410518","0.0016778","9.188506","0.0000288","2.492","0.153","0.499554","0.000464","460","0.427735","2.16591","0.121765","63.4589","786","17","79.5561","0.14855","5876","124","4.48","0.08","0.98","0.04","","","1.06","0.13727","11,12,38,39","HD 109833 b; TCE at TBJD ~2358 delayed by a few hours","2019-08-12","2024-09-09","2024-09-10"
+"360630575","1097.02","","1","5","5","1","4","4","4","3.7","61.8","7.35","1","3","5","PC","CP","8.7215","0.006","2","spoc-s01-s39-b0A-PC","SPOC","189.775859","-74.57402","-50.359","0.039","-6.874","0.04","2459344.461827","0.0026102213","13.902839065179","0.0013870896","2.126442926881","0.41097364","0.702992","0.077015","647.27010387434","70.93129","2.6136848178109","1.333298","77.484188266586","756.69875859769","8.821142","79.5561","0.14855","5876","124","4.48","0.08","0.98321497440338","0.0449925","","","1.06","0.13727","38,39","possible multi; near 3:2 resonance","2022-03-24","2022-03-24","2023-03-03"
+"383390264","1098.01","","1","5","5","1","4","4","4","5.1","65.1","9.58","1","5","2","CP","CP","8.7581","0.006","1","spoc-s01-s69-b0A-CP","SPOC/QLP","192.589285","-88.121111","-18.776","0.039","-18.086","0.039","2458629.909082","0.000837284","10.182698273503","0.000012880755","2.8275108702242","0.2582998","0.724944","0.049137","667.47524583808","45.255642","3.0538056841953","0.79589766","198.39478302645","957.19916593642","14.584953","105.096","0.266","6153","194","4.34814","0.271419","1.1458200216293","0.0509699","","","1.29","0.206016","12,13,27,65,66,67","HD 110082 b","2019-08-16","2024-02-12","2024-02-17"
+"290348383","1099.01","","1","5","5","1","4","4","4","16.3","188.2","7.12","4","3","3","PC","CP","7.3661","0.006","1","qlp-s67-ffi","SPOC/QLP","328.718171","-77.338802","224.864","0.062","-186.625","0.057","2460140.220927","0.0009902","6.441006","0.000006","1.812","0.505","0.992817","0.05082","914","46.8059","2.56374","0.19448","87.8902","853","34","23.606","0.0179","4867","179","4.438","","0.8","0.06","","","0.78","0.0915509","13,27,67","HD 207496 b","2019-08-16","2023-10-16","2023-12-03"
+"318608749","1100.01","","3","4","3","3","1","4","4","2.7","31.5","16.68","2","0","0","PC","PC","10.5135","0.006","1","qlp-s39-tois","QLP","9.126138","-83.567067","-0.23","0.054","1.169","0.043","2459385.738051","0.0041261","20.0734756","0.0001348","4.044","0.905","1.260185","0.003072","1160","2.82901","4.23693","0.28692","96.2573","872","19","205.43","1.1895","6033","129.5","4.37","0.08","1.15","0.05","","","1.12","0.141501","1,13,27","centroid offset towards TIC 318608752 in spoc s1-s39 multisector","2019-08-15","2022-03-18","2022-12-14"
+"271581073","1101.01","","5","5","5","5","5","5","5","41.4","122.3","74.76","4","0","1","EB","FP","10.5891","0.006","1","qlp-s27-ffi","QLP","319.551469","-77.529113","16.363","0.037","-5.515","0.047","2459058.79277","0.00073","2.66903","0.00001","1.548","0.285","3.381901","0.001687","3110","1.55398","9.36823","0.500837","429.86","1268","54","262.794","1.538","5803.5","120.9","4.07","0.08","1.56","0.08","-0.22","0.1","1.04","0.126318","13,27","Check neighbor star; odd-even; retired as TFOP FP/NEB","2019-08-15","2024-09-06","2024-09-07"
+"311890977","1102.01","","5","5","5","5","5","5","5","6.5","66.9","9.73","1","0","1","EB","FP","10.5652","0.006","1","qlp-s13-ffi","QLP","263.003209","-76.858265","-33.273","0.035","-100.013","0.038","2458627.80423","0.00276","6.63371","0.00059","2.122","0.26","1.690004","0.002216","1555.34","2.04117","2.75375","0.16093","22.9987","610","26","58.0624","0.07515","4138.1","94.2","4.54","0.12","0.63","0.03","","","0.63","0.0803445","13","Possible aperture-depth correlation; retired as TFOP FP/NEB","2019-08-15","2024-09-06","2024-09-07"
+"351603103","1103.01","","3","4","3","3","3","4","3","570","905.9","317","11","0","1","PC","PC","10.5598","0.007","1","qlp-s27-ffi","QLP","310.086743","-63.789963","17.057","0.043","-25.094","0.044","2459037.655526","0.0026363481","2.94308","0.00001","4.073","0.128","4.885933","1.447262","4490","1332.09","45.3525","","2533.34","1976","40","320.212","3.4725","4437","124","","","3.13","","","","","","13,27","TOI 1103 under investigation no observing notes","2019-08-15","2022-07-11","2022-12-14"
+"451599528","1104.01","","3","4","3","3","1","4","4","0.4","42.2","20.32","0","1","0","PC","PC","7.5622","0.006","1","spoc","QLP","279.721286","-85.709137","147.495","0.214","-42.057","0.258","2459367.034327","0.0031084546","341.28112811271","0.004587062","6.303026048971","0.27288976","1.056479","0.058723","972.57972410567","54.08448","4.7531891772116","0.32911924","121.15979983369","846.17343404428","116.25811","70.0154","0.6784","6058.6","110.5","4.2","0.08","1.3920300006866","0.060098","","","1.13","0.152876","27,39","v-shaped; size consistent with super-Jupiter; previous single; many possible period aliases; period likely shorter than 341.3 days","2019-08-15","2020-05-20","2022-12-14"
+"274151135","1105.01","","1","4","1","1","4","4","4","3.6","51.7","8.52","1","1","0","PC","CP","10.2809","0.006","1","qlp-s65-ffi","QLP","146.053969","-89.471513","-18.368","0.067","8.978","0.062","2460086.979446","0.0039408","10.8680523","0.000038","2.375","0.645","1.687459","0.119262","1553","109.838","2.90726","0.252816","20.7383","594","19","79.5225","0.18475","4664","125.9","4.55","0.09","0.76","0.06","","","0.74","0.0876904","12,13,27,39,65,66,67","L1 candidate; TFOP VP","2019-08-15","2024-09-06","2024-09-07"
+"384513078","1106.01","","3","4","3","3","3","4","4","16.8","11.8","317","3","0","1","PC","PC","10.0717","0.006","1","qlp","QLP","253.110033","-79.135182","10.476","0.068","-8.299","0.07","2458630.71937","0.00828","11.1149","0.00295","2.26","0.45","0.977603","0.003905","900","3.59699","14.7645","","21.9713","603","9","523.425","12.2925","5042","122","","","4.94","","","","","","12,13","","2019-08-15","2020-05-20","2022-12-14"
+"394561119","1107.01","","3","5","5","3","4","4","4","65.5","165.8","125.94","5","1","1","CP","CP","10.0068","0.006","1","spoc-s01-s69-b0A-CP","QLP","155.607863","-82.218869","9.065","0.045","2.896","0.041","2459336.073646","0.00017639625","4.0782391603091","0.0000017467707","4.8475616169595","0.0254922","6.585046","0.031989","6046.6959686798","29.462303","13.898173961225","0.62601906","1619.0081231752","1617.8267295778","211.59937","281.314","2.017","6501","138.9","4.08","0.09","1.7483600378036","0.0780452","","","1.33","0.213002","11,12,13,38,39,65,66","TOI-1107 b","2019-08-15","2024-02-14","2024-02-17"
+"295599256","1108.01","","5","5","5","5","5","5","5","98","224.7","317","2","0","1","PC","FP","9.941","0.006","1","qlp","QLP","274.221618","-68.197779","6.355","0.048","-13.85","0.058","2458655.54872","0.00098","7.14386","0.00054","1.467","0.223","12.170003","0.05847","11146.4","53.8514","22.1531","1.97652","","","54","417.08","7.204","7860","220","4.15","0.07","1.91","0.11","","","1.99","0.287445","13","Large","2019-08-15","2019-08-15","2022-12-14"
+"50309953","1109.01","TIC 50309953.01","5","5","5","5","5","5","5","45","209.8","54.42","0","0","1","EB","FP","9.7906","0.006","1","qlp-s28-ffi","QLP","30.198486","-77.610376","58.003","0.047","-33.25","0.036","2459083.35168","0.00176","7.04083","0.00003","2.979","0.235","1.71682","0.498193","1580","458.747","8.46404","2.20234","852.336","1505","35","102.238","0.2185","5317","65.7","4.49","0.08","0.91","0.05","","","0.94","0.127218","1,13,27,28","TFOP FP; retired as NEB","2019-08-15","2024-09-06","2024-09-07"
+"446549905","1110.01","","5","5","5","5","5","5","5","64.9","194.7","86.69","6","4","1","O","FP","9.6789","0.006","1","qlp-s67-ffi","QLP","286.791829","-58.697242","3.879","0.068","-6.843","0.063","2460146.990136","0.0003796","2.4545635","0.000001","2.321","0.262","4.622032","0.058921","4248","54.2672","11.1276","0.467151","2162.73","1899","71","243.838","2.659","6610","128.4","4.15","0.08","1.64","0.07","","","1.38","0.210113","13,27,67","TFOP FP; target is on 446549906 (TOI 2107.01)","2019-08-15","2023-08-28","2023-09-25"
+"412014494","1111.01","","5","5","5","5","5","5","5","35.2","122.8","129.16","4","1","1","EB","FP","9.3871","0.006","1","qlp-s67-ffi","QLP","291.373783","-60.941042","15.517","0.051","-8.387","0.05","2460131.889805","0.0067615","11.4756978","0.0000885","0.808","0.521","9.094106","2.316989","8341","2131.75","14.1098","4.18181","11.4585","512","113","312.461","4.28","7262","134.8","4","0.08","2.13","0.08","","","1.64","0.269953","13,27,67","TFOP FP/SB1","2019-08-15","2023-09-14","2023-09-25"
+"369864738","1112.01","","5","5","5","5","5","5","5","9.1","44.1","21.58","1","0","0","PC","FP","9.5162","0.006","1","qlp","QLP","163.628917","-87.269735","-5.215","0.043","-8.358","0.042","2458626.54168","0.00585","2.78186","0.0005","2.456","0.428","0.532141","0.00126","490","1.16068","4.92567","0.331864","1323.21","1680","15","292.085","1.9425","6819","137.6","3.92","0.09","2.21","0.09","","","1.47","0.251326","12,13","TFOP FP","2019-08-15","2020-05-20","2022-12-14"
+"290348382","1113.01","","5","5","5","5","5","5","5","26.8","257.2","19.46","1","1","2","O","FP","9.66865","0.007","1","qlp-s67-ffi","QLP","328.710839","-77.337433","247.896","0.187","-157.626","0.158","2460140.221205","0.0009318","6.4410082","0.0000066","1.798","0.304","7.70998","0.313636","7076","288.828","4.59203","0.175872","8.2114","471","35","23.8853","0.05215","3469","157","4.71","0.01","0.53","0.02","","","0.531332","0.0204257","13,27,67","2 stars in the same pixel (290348383); retired as TFOP NPC","2019-08-15","2023-08-30","2023-09-25"
+"409934330","1114.01","","3","5","5","3","3","3","3","176.4","439","317","8","0","1","PC","APC","8.1129","0.006","1","qlp-s67-ffi","SPOC/QLP","302.147728","-71.552443","4.3","1.6","12.5","1.4","2460148.616195","0.0004824","2.4887726","0.0000014","2.632","0.07","5.280814","0.086684","4852","79.8358","","","773.30294975109","1344.9531804876","78","174.475","","8048","","4.438","","","","","","","","13,27,67","Gaia DR2 Rstar=3.577 Rsun; companion possibly too large to be planetary; TFOP APC/BEB","2019-08-16","2023-09-14","2023-09-25"
+"379286801","1115.01","","5","5","5","5","3","5","5","71.6","95","317","4","0","1","PC","APC","10.526","0.006","1","qlp","QLP","283.301843","-54.910806","-3.758","0.074","-12.916","0.049","2458658.32747","0.00109","4.45199","0.00035","2.109","0.087","9.250004","2.263175","8483.38","2082.29","15.8858","7.89042","1013.74","1571","55","359.215","8.103","6708.3","119.7","4.2","0.09","1.57","0.06","","","1.47","0.259023","13","V-shaped and possibly EB","2019-08-15","2020-05-21","2022-12-14"
+"304100538","1116.01","","1","4","1","1","3","4","4","4.3","51.5","5.46","1","3","1","PC","PC","9.5268","0.006","1","spoc","UNKNOWN","27.699972","-75.848774","10.497","0.049","-3.836","0.046","2458325.665261","0.0012544328","5.00999","0.00003","1.7024170681949","0.2275364","0.503314","0.048054","463.46179768194","44.258083","2.1930768589766","0.43969807","210.66751094914","971.67077490726","8.899406","94.4178","0.24735","5551","187","4.46214","0.371807","0.90628200769424","0.048892","","","0.96","0.127186","1,13,27,28","low SNR","2019-08-26","2021-07-28","2022-12-14"
+"295541511","1117.01","","1","4","1","1","3","4","4","5.6","47.9","7.18","3","2","3","PC","PC","10.4055","0.006","1","qlp-s39-tois","QLP","273.602061","-66.419974","-15.32","0.036","-38.643","0.041","2459386.963814","0.003038","2.2281625","0.0000151","2.015","0.28","0.684229","0.0013","630","1.19719","2.56778","0.178594","702.927","1434","15","167.598","0.913","5731","132.8","4.43","0.08","1.02","0.05","","","1.02","0.131252","13,39","","2019-08-15","2023-01-24","2023-01-26"
+"90919952","1118.01","","5","5","5","5","5","5","5","","","50.63","1","0","1","PC","FP","10.5084","0.006","1","qlp","QLP","277.432937","-44.625506","-0.54","1.063","-5.003","1.063","2458660.16316","0.00121","4.13812","0.00036","3.911","0.49","6.053538","0.002787","5560","2.56649","","","613.964","1386","70","","","4898.4","88.7","","","","","","","","","13","Likely EB","2019-08-22","2020-05-20","2022-12-14"
+"261369656","1119.01","","5","5","5","5","3","5","5","74","155.7","317","0","0","1","PC","APC","10.5024","0.006","1","qlp","QLP","292.604815","-46.278074","19.136","0.06","-29.092","0.041","2458666.52199","0.00188","10.95663","0.00203","3.588","0.259","4.166353","1.605275","3830","1477.42","23.9726","8.82147","619.065","1389","30","421.518","7.0305","6456","127.2","3.92","0.09","2.07","0.1","-0.42","0.12","1.31","0.210742","13","","2019-08-22","2020-05-20","2022-12-14"
+"143257766","1120.01","","5","5","5","5","5","5","5","72.8","203.9","117.39","5","0","2","EB","FP","10.4063","0.006","1","qlp-s27-ffi","UNKNOWN","293.389272","-45.892667","11.184","0.09","3.978","0.059","2458656.45082","0.00067","1.66226","","3.321","0.084","6.566808","0.00097","6030","0.893586","13.3343","0.611171","7149.89","2561","96","386.323","9.084","7301","141.5","4.23","0.08","1.64","0.07","","","1.65","0.27248","13,27","on neighbor TIC 143257768; has stellar companion TIC 143257770 with equal brightness and stellar mass; this target is retired as TFOP FP","2019-08-22","2022-07-14","2022-12-14"
+"24094603","1121.01","","5","5","5","5","5","5","5","11.5","50.5","30.62","1","0","0","PC","FP","11.0605","0.006","1","qlp","UNKNOWN","269.648642","-46.065523","2.307","0.079","-2.24","0.069","2458658.61052","0.00621","4.07611","0.002","2.062","0.503","1.580005","0.005828","1454.18","5.36746","","","","","12","338.644","7.02","","","","","","","","","","","13","possibly stellar variability","2019-08-22","2019-08-22","2022-12-14"
+"304774444","1122.01","","5","5","5","5","5","5","5","8","48.6","17.59","1","1","1","EB","FP","10.2934","0.007","1","qlp-s66-ffi","QLP","281.369481","-52.262928","4.1","3.2","-24.9","3","2460115.852574","0.0042192","3.6245513","0.0000118","3.042","0.599","1.411288","0.076936","1299","70.8579","4.3503","","919.571","","16","249.826","","6317","","","","1.38","","","","","","13,66","retired as TFOP NEB/FP","2019-08-22","2023-08-02","2023-08-10"
+"469782185","1123.01","","5","5","5","5","3","5","5","248","188.3","317","3","0","1","PC","APC","10.2398","0.006","1","qlp","QLP","292.391505","-37.304009","-20.519","0.15","1.569","0.138","2458658.04087","0.00026","1.20928","0.00002","1.886","0.025","12.979951","0.896991","11883.8","825.818","15.1764","4.0994","","","210","161.932","2.2055","5159.8","156.3","4.23","0.08","1.27","0.07","","","0.96","0.122093","13","Large candidate","2019-08-22","2019-08-22","2022-12-14"
+"128790976","1124.01","","5","5","5","5","3","5","5","303.2","834.6","128.34","4","0","1","PC","APC","7.2235","0.006","1","qlp-s67-ffi","QLP","300.212928","-43.982529","57.283","0.136","-119.195","0.113","2460149.391758","0.0013494","3.5187707","0.0000094","2.408","0.36","6.134334","2.812994","5634","2587.51","14.0061","2.57585","2000.01","1863","130","75.7145","0.60865","6690","119.9","4.24","0.09","1.49","0.07","","","1.42","0.237426","13,27,67","TFOP BEB/APC; v-shaped","2019-08-22","2023-09-14","2023-09-25"
+"80166433","1125.01","","3","5","5","3","3","4","4","14.8","94.6","16.22","1","0","1","PC","PC","8.0465","0.006","1","spoc-s01-s69-b0A-PC","QLP","298.287708","-46.369991","11.24","0.091","6.895","0.074","2459036.495091","0.0008017124","0.77248248709411","0.000006816462","1.3744973896976","0.19105919","0.229459","0.015583","211.31685191678","14.352041","4.1624907035827","0.5104","60276.50005467","3996.2877922345","14.140281","237.593","4.3795","8271","143.9","3.95","0.07","2.5027298927307","0.0856759","","","2.03","0.298703","13,27,67","period updated to 0.77 d with spoc-s01-s69; period likely too short to be planetary","2019-08-22","2024-04-24","2024-04-30"
+"405862830","1126.01","","5","5","5","5","5","5","5","9.5","77","6.26","2","0","1","EB","FP","10.3579","0.006","1","qlp-s66-ffi","QLP","279.062469","-43.620606","6.138","0.083","10.755","0.078","2460122.432108","0.0021778","1.6268695","0.0000046","3.231","0.308","1.632002","0.052844","1502","48.6699","2.36498","0.148538","1946.23","1850","20","97.8115","0.44215","5034","48.8","4.64","0.08","0.73","0.04","0.0964554","0.0665523","0.86","0.106524","13,66","TFOP NEB","2019-08-22","2023-08-02","2023-08-10"
+"269450900","1127.01","","5","5","5","5","5","5","5","155.4","200.5","317","0","0","1","EB","FP","7.3163","0.006","1","qlp-s13-ffi","QLP","292.195297","-36.00026","1.909","0.135","-0.117","0.087","2458657.63073","0.00134","2.32439","0.00021","4.453","0.059","2.940003","0.179629","2704.18","165.431","","","68217.5","4502","88","177.741","2.084","8268.5","268.2","3.93","0.07","","","","","2.18","0.306928","13","Possible centroid shift","2019-08-22","2024-09-06","2024-09-07"
+"425721385","1128.01","","5","5","5","5","5","5","5","8.4","51.3","32.47","1","0","1","PC","FP","9.7298","0.006","1","qlp","QLP","289.761799","-43.074223","17.105","0.07","-55.58","0.06","2458663.15245","0.0055","13.5499","0.00564","1.795","0.72","1.281925","0.020775","1180","19.1341","6.24633","0.838277","31.6652","660","10","222.529","3.137","6209","131","4.09","0.08","1.63","0.08","","","1.19","0.168039","13","","2019-08-22","2020-05-20","2022-12-14"
+"91576611","1129.01","","5","5","5","5","5","5","5","142.5","225.7","317","1","3","1","PC","FP","8.7823","0.007","1","qlp","QLP","284.157959","-29.398357","17.883","0.088","-14.764","0.08","2458659.06927","0.00289","4.43651","0.00101","3.365","0.269","1.651575","0.645413","1520","594.271","19.9664","6.34495","8233.41","2653","20","247.414","2.905","7101.9","165.9","3.91","0.1","2.32","0.15","","","1.577","0.264337","13","centroid shift; slightly v-shaped transit","2019-08-22","2020-05-20","2022-12-14"
+"254113311","1130.01","","1","4","1","3","4","4","4","78.3","345.5","86.88","73","20","2","CP","CP","10.1429","0.006","1","qlp-s27-ffi","QLP","286.376004","-41.43764","12.538","0.088","-27.18","0.071","2460144.137122","0.0023929","8.34998","0.00001","1.836","0.061","18.262819","0.016433","16680","15.1352","11.1424","1.06327","19.9348","588","129","58.2609","0.16955","4236","122.3","4.52","0.1","0.74","0.07","","","0.66","0.0756072","13,27,67","TOI 1130 c","2019-08-22","2023-09-14","2023-09-14"
+"254113311","1130.02","","1","4","1","1","4","4","4","16.4","118.4","13.61","73","20","2","CP","CP","10.1429","0.006","2","spoc-s67-b0A","QLP","286.376004","-41.43764","12.538","0.088","-27.18","0.071","2460126.924264","0.00082214706","4.0686404928098","0.000295813","1.8373729401167","0.077788785","2.881123","0.107934","2650.0950012506","99.40586","3.7548333210644","0.57051665","84.108765982174","772.37830196725","20.636534","58.2609","0.16955","4236","122.3","4.52","0.1","0.74192100763321","0.0675678","","","0.66","0.0756072","13,27,67","TOI-1130 b","2019-09-03","2023-10-11","2023-10-19"
+"198213332","1131.01","","3","4","3","4","4","4","4","22.7","72","21.45","4","7","6","PC","PC","9.2872","0.006","1","spoc-s14-s60-b0A-PC","QLP","248.433545","61.718334","-4.999","0.267","6.335","0.299","2458711.595435","0.00016847353","0.58603656922139","0.000004919567","0.80989344215038","0.04967977","0.445812","0.02296","410.52415533581","21.146746","4.9064079847229","1.6418222","26813.105708862","3263.672181159","45.565384","222.74","6.115","5579","135.4","3.67","0.08","2.3980300426483","0.136922","","","0.985","0.120114","14,15,16,17,18,19,21,22,23,24,25,26,40,41,47,48,49,51,52,53,54,55,56,57,58,59,60","a/Rs~2.1 ; short period; V-shaped; TFOP has ruled out BD or stellar companion on target; possible NEB or BEB","2019-08-27","2024-04-01","2024-04-05"
+"267489265","1132.01","","5","5","5","5","5","5","5","6.4","55.9","11.18","3","1","2","EB","FP","9.2293","0.006","1","qlp-s74-ffi","QLP","298.781281","54.781445","-7.484","0.069","-20.775","0.064","2460351.800169","0.0023859","1.5502952","0.0000046","2.938","0.33","0.446329","0.019725","411","18.1669","3.34528","0.145518","10796.6","2839","29","286.668","2.913","7851","72.9","4.17","0.07","1.86","0.05","","","1.882","0.296266","14,15,16,54,55,56,74","TFOP FP","2019-08-27","2024-03-04","2024-03-16"
+"69997672","1133.01","","5","5","5","5","5","5","5","13.9","63.2","21.07","0","8","6","PC","FP","9.11458","0.006","1","qlp","QLP","294.824079","31.958037","-5.049","0.176","-28.421","0.189","2458684.2349","0.01005","1.80709","0.00123","3.297","1.009","0.488691","0.002941","450","2.70834","4.86242","0.467902","7233.01","2569","9","233.369","5.819","6244","124.8","3.84","0.09","2.2","0.11","","","1.21","0.179038","14","","2019-09-03","2020-05-20","2022-12-14"
+"122220263","1134.01","","5","5","5","5","5","5","5","74.7","158.1","317","0","9","4","EB","FP","9.03609","0.006","1","qlp-s74-ffi","QLP","290.02096","36.637774","21.767","0.044","15.98","0.052","2460333.437983","0.006535","18.6922101","0.0001259","7.765","1.008","12.147604","0.201004","11126","185.114","18.1458","0.786783","282.175","1141","36","170.732","0.812","6277","125.8","4.09","0.09","1.65","0.07","","","1.226","0.184938","14,40,41,54,74","alerted as single; now have period but identified as SB1 by TFOP; retired as TFOP FP","2019-09-03","2024-03-07","2024-03-16"
+"154872375","1135.01","","4","4","4","4","4","4","4","49.3","238.3","61.52","3","6","3","CP","CP","9.02855","0.006","1","qlp-s79-ffi","SPOC/QLP","193.39637","85.129495","16.883","0.05","5.076","0.042","2460466.30871","0.0001904","8.0277331","0.0000016","4.292","0.072","6.210769","0.022538","5704","20.7576","9.08479","0.407653","256.544","1114","138","114.048","0.307","5962.7","68.6","4.38","0.08","1.15","0.05","","","1.155","0.155701","14,19,20,21,26,40,47,53,59,74,79","TOI-1135 b","2019-08-27","2024-08-29","2024-08-31"
+"142276270","1136.01","","1","4","1","3","4","4","4","16.5","139.5","26.66","21","24","9","CP","CP","8.9361","0.006","1","qlp-s48-tois","SPOC/QLP","192.184898","64.855276","0.937","0.039","-10.171","0.034","2459612.447691","0.0014483","12.5187279","0.0000316","5.38","0.2","2.521834","0.004848","2320","4.46525","5.58857","0.357814","626.362","1393","30","84.5362","0.158","5729","131.1","4.47","0.08","0.98","0.05","","","1.03","0.130052","14,15,21,22,41,48,75","TOI-1136 d/TOI 1136.01","2019-08-27","2024-05-15","2024-05-16"
+"142276270","1136.02","","1","4","1","1","4","4","4","5.5","68.3","6.86","21","24","9","CP","CP","8.9361","0.006","2","qlp-s75-ffi","SPOC","192.184898","64.855276","0.937","0.039","-10.171","0.034","2460366.026514","0.0017986","6.2586065","0.0000103","3.201","0.508","0.883063","0.037284","813","34.3389","2.51593","0.147348","232.392","1087","25","84.5362","0.158","5729","131.1","4.47","0.08","0.98","0.05","","","1.03","0.130052","14,15,21,22,41,48,75","TOI-1136 c","2019-10-17","2024-05-07","2024-06-01"
+"142276270","1136.03","","1","4","1","3","4","4","4","2","46.6","7.81","21","24","9","CP","CP","8.9361","0.006","3","qlp-s48-tois","SPOC","192.184898","64.855276","0.937","0.039","-10.171","0.034","2459594.183463","0.0029089","26.3208756","0.0001272","4.414","0.562","0.868937","0.000473","800","0.435205","2.71349","0.151793","26.4328","631","18","84.5362","0.158","5729","131.1","4.47","0.08","0.98","0.05","","","1.03","0.130052","14,15,21,22,41,48,75","TOI-1136 f/TOI 1136.03","2019-11-15","2024-05-15","2024-05-16"
+"142276270","1136.04","TIC 142276270.04","1","4","1","2","4","4","4","2.4","48.1","7.01","21","24","9","PC","CP","8.9361","0.006","4","spoc","SPOC","192.184898","64.855276","0.937","0.039","-10.171","0.034","2458697.755807","0.0025700312","18.804755616703","0.00032600568","4.5912749463713","0.2709187","0.682697","0.067006","628.58971250475","61.713036","2.5408067463904","0.45802584","48.445427382521","672.87276062826","9.563724","84.5362","0.158","5729","131.1","4.47","0.08","0.977727","0.0483517","","","1.03","0.130052","14,15,21,22","Outer planet in multi","2020-07-16","2020-05-26","2022-12-14"
+"89389197","1137.01","","3","4","3","4","4","4","4","","","317","2","3","6","PC","PC","9.00558","0.006","1","spoc-s54-b0A","QLP","301.17768","30.409951","0.167","0.043","11.867","0.047","2459770.240602","0.0016083986","1.3206355711073","0.0001540978","1.6000996094146","0.11698922","1.143258","0.085732","1052.4255996686","78.95927","34.756162350399","34.22737","3652.2582486135","1982.7142102418","12.580433","419.435","5.153","4919.6","59","","","6.3070302009583","","","","","","14,54","star is a giant; also matched to 1963523488","2019-09-03","2022-10-11","2022-12-14"
+"110428269","1138.01","","5","5","5","5","5","5","5","21.5","108.5","32.12","2","1","3","PC","FP","8.90601","0.006","1","qlp","QLP","291.463084","25.189437","1.467","0.05","-4.587","0.058","2458684.20504","0.00442","0.64971","0.00018","2.076","0.328","0.673365","0.001293","620","1.19044","6.23181","0.414634","83182","4731","13","395.12","6.803","9994","756.2","4.02","0.09","2.59","0.11","","","2.559","0.398926","14","Possibly EB","2019-09-03","2020-05-20","2022-12-14"
+"202563254","1139.01","","3","4","3","4","4","4","4","46.2","190.2","78.8","3","6","5","PC","PC","8.86193","0.006","1","spoc-s14-s55-b0A-PC","QLP","304.034336","31.925687","18.077","0.041","6.707","0.05","2459770.262019","0.005931517","4.4780483201363","0.000044743494","7.4415595245885","0.19798583","1.458606","0.050178","1342.523699959","46.21499","10.547974354807","3.3957534","2736.7322837637","1844.7088377136","24.194633","238.726","1.703","7947","323.7","4.2","0.08","1.8262900114059","0.0570955","","","1.909","0.341772","14,15,41,54,55","pulsating star; weak v-shaped signal","2019-09-03","2023-03-14","2023-03-24"
+"320525204","1140.01","","5","5","5","5","5","5","5","98.1","171.2","317","0","2","2","EB","FP","8.88797","0.006","1","spoc-s14-s41-b0A-APC","UNKNOWN","264.961539","56.078974","-4.979","0.038","13.371","0.041","2459400.983335","0.0005974099","13.742953239559","0.00030397397","2.4486585730963","0.048584487","5.879539","0.088539","5400.6190333123","81.54424","15.913331242869","5.4693093","157.58299616227","903.64341456938","91.579506","121.182","0.27","5941.5","161.9","","","1.3420399427414","","","","1.122","","14,15,16,17,18,19,40,41","TICv8 JOIN with TOI 1344.01 (TIC 1400770435); SPOC s14-s41 shows a 600 ppm eccentric secondary; retired as FP","2019-08-27","2022-02-16","2022-12-14"
+"159510109","1141.01","","5","5","5","5","5","5","5","811.4","4882.9","317","0","2","0","EB","FP","8.8523","0.006","1","spoc-s14-s41-b0A-PC","SPOC/QLP","247.534722","80.307766","-18.335","0.054","66.536","0.067","2460289.874408","0.00004148563","16.948708716668","5.8811236e-7","4.2887766849606","0.0011974856","184.745512","0.045136","156467.54796429","41.571255","45.220450534938","2.1992197","78.26328696847","758.59376792359","4904.9927","97.3391","0.2589","5894.7","90.3","4.37","0.08","1.1179000139236","0.0543668","","","1.08","0.136772","14,15,18,19,21,25,26,40,41,73","TOI released on secondary of an EB with primary transit visible in multisector data","2019-08-27","2024-05-16","2024-05-17"
+"284450803","1142.01","","5","5","5","5","5","5","5","650.6","2190","317","2","1","0","EB","FP","8.64028","0.009","1","qlp-s74-ffi","QLP","290.708965","56.615386","6.716","0.113","-14.218","0.101","2460335.937572","0.0039841","3.3686634","0.0000219","3.012","0.601","3.575782","4.031355","3288","3706.13","42.2321","4.12898","9856.24","2775","212","299.294","3.7665","7518","143.2","3.82","0.09","2.68","0.1","","","1.735","0.288743","14,15,16,20,23,26,40,41,47,50,53,54,56,57,59,60,73,74","synced phase modulations; 30 sigma odd-even; v-shaped transits; large radius; TFOP FP; retired as EB","2019-08-27","2024-03-04","2024-03-16"
+"160268701","1143.01","","5","5","5","5","5","5","5","84.8","126.6","317","1","11","2","EB","FP","8.63287","0.006","1","qlp-s74-ffi","QLP","182.538652","77.352264","-36.299","0.108","4.191","0.084","2460352.734057","0.0016401","11.2071839","0.0000286","4.366","0.212","3.562711","0.71352","3276","656.96","17.4989","1.38618","813.063","1487","133","191.984","1.9545","6152","75.9","3.84","0.09","2.24","0.1","","","1.274","0.208693","14,20,21,40,41,47,53,60,74","TFOPWG FP Retired as SB1","2019-08-27","2024-03-04","2024-03-16"
+"28230919","1144.01","","5","5","5","5","5","5","5","53.5","312.6","24.32","0","3","5","KP","KP","8.5077","0.006","1","qlp-s74-ffi","SPOC/QLP","297.710176","48.081864","125.984","0.041","232.988","0.045","2460349.059171","0.0001847","4.8878023","0.0000012","2.18","0.011","4.689636","0.03194","4310","29.4172","5.28325","0.336332","65.1925","791","276","37.7647","0.03365","4757.3","130.6","4.56","0.09","0.76","0.05","0.299646","0.0526804","0.77","0.0877919","14,15,41,54,55,56,74","HAT-P-11 b","2019-08-27","2024-04-01","2024-04-05"
+"350995812","1145.01","","5","5","5","5","5","5","5","","","68.76","4","1","4","PC","FP","8.5011","0.008","1","qlp","QLP","291.92142","36.529898","6.892","0.087","6.137","0.103","2458685.81643","0.00149","2.97164","0.00034","1.534","0.15","8.009633","1.062081","7350","977.734","","","3089.18","2076","17","438.395","10.886","8562.5","998.1","","","","","","","","","14","Likely EB","2019-09-03","2020-05-20","2022-12-14"
+"21755546","1146.01","","5","5","5","5","5","5","5","21.7","149","31.64","0","1","1","EB","FP","8.40386","0.006","1","spoc-s41-b0A","QLP","292.286802","30.297329","2.072","0.068","-1.714","0.077","2459420.415267","0.00086094165","0.66017898360881","0.000041454237","1.6349369205133","0.12737042","0.513777","0.030215","473.09393031124","27.828228","6.1672486769804","0.5571844","252487.76388421","5717.153247714","11.997514","411.307","6.9","8598.7","975","4.1","","2.6243200302124","","","","3.131","","14,40,41","TFOP FP; retired as NEB","2019-09-03","2022-02-15","2022-12-14"
+"288391628","1147.01","","5","5","5","5","5","5","5","565.9","2145.8","317","3","2","2","EB","FP","8.36544","0.006","1","qlp-s74-ffi","QLP","266.962207","83.428826","0.631","0.116","34.935","0.171","2460331.315598","0.0038507","10.9278415","0.0000602","2.468","0.713","2.982266","6.521139","2743","5988.19","49.1695","6.71322","270.142","1129","126","218.258","3.317","6259","130.9","3.59","0.09","2.92","0.14","","","1.217","0.17988","14,18,19,20,21,25,40,41,47,52,53,59,60,73,74","Too large to be a planet for this period (46 RE from MCMC); TFOP FP/ retired as EB","2019-08-27","2024-03-04","2024-03-16"
+"349827430","1148.01","","3","5","5","3","5","4","5","221","297.6","317","0","0","2","KP","KP","7.9179","0.006","1","qlp-s75-ffi","SPOC/QLP","161.909027","71.655727","-56.184","0.053","-34.808","0.064","2460361.366521","0.0003468","5.5514888","0.0000027","4.335","0.454","10.356127","0.071848","9493","66.1719","15.8043","0.622968","802.858","1482","276","96.5173","0.31225","6403.9","184.1","4.16","0.08","1.55","0.06","","","1.25","0.184389","14,20,21,40,41,47,48,60,74,75","KELT 24 b","2019-08-27","2024-05-16","2024-06-01"
+"117789567","1149.01","","4","4","4","5","4","5","4","","","46.91","5","1","7","PC","APC","7.9172","0.028","1","spoc-s54-b0A","QLP","300.774016","26.892025","3.538","0.081","1.463","0.082","2459770.330784","0.00040825008","2.3202417585647","0.000061383835","2.3817611725932","0.028167734","5.532807","0.076342","5082.9417063616","70.31139","","","22262.051357278","3115.3801229217","70.98797","632.553","22.148","8737.5","1310.6","","","","","","","","","14,41,54","TFOP APC; possible chromaticity; variable hot star; likely too large (B8 host star with no stellar radius); possibly synchronized","2019-09-03","2022-10-05","2022-12-14"
+"16740101","1150.01","","5","5","5","5","5","5","5","341.6","688","317","1","0","0","KP","KP","7.58204","0.006","1","spoc-s14-s55-b0A-KP","SPOC/QLP","307.8599","39.938916","16.728","0.065","21.478","0.07","2458683.457596","0.00005686944","1.4810902854241","3.775618e-7","4.1588290824357","0.0058205207","7.395667","0.031139","6788.5145388296","28.67935","20.340242138905","0.522355","33326.730487364","3446.021057174","355.9918","204.455","1.57","9435","174.1","4.11","0.06","2.2877299785614","0.0585327","","","2.431","0.326593","14,15,41,55,75","KELT-9 b","2019-09-03","2024-05-16","2024-05-17"
+"69679391","1151.01","","5","5","5","5","5","5","5","419.1","979.9","317","0","0","0","KP","KP","7.55216","0.006","1","qlp-s74-ffi","SPOC/QLP","294.661413","31.2192","3.096","0.065","-6.157","0.068","2460337.986375","0.0000539","3.4741012","2e-7","3.317","0.013","17.234235","0.023237","15748","21.4018","21.2912","0.579777","3453.07","2084.3330866299","1017","136.426","0.8115","8894.8","267.4","4.38","0.07","1.62","0.04","","","2.282","0.323624","14,40,41,54,74","KELT-20 b","2019-09-03","2024-04-01","2024-04-05"
+"237184773","1152.01","","5","5","5","5","5","5","5","157.4","424.3","119.29","2","3","6","O","FA","8.0348","0.006","1","spoc-s14-s41-b0A-PC","QLP","283.489697","37.380825","-15.686","0.111","43.795","0.085","2459392.715052","0.00036869425","6.5011911192229","0.000078091754","5.546358730653","0.027821798","4.898306","0.035842","4501.3454064221","33.010895","","","214.96385838106","976.58738884593","109.38585","105.334","0.5865","5485","756.1","","","","","","","","","14,26,40,41","this star is a phantom; TOI has been rereleased on TIC 1715469662 as TOI 2183.01","2019-09-03","2022-08-15","2022-12-14"
+"154840461","1153.01","","5","5","5","5","3","5","5","52.9","210.4","70.24","0","1","2","PC","APC","8.40534","0.006","1","qlp-s79-ffi","SPOC/QLP","182.691562","85.705076","-14.194","0.065","-2.275","0.051","2460472.256051","0.0008825","6.0360758","0.0000036","1.255","0.167","1.072151","0.504454","987","464.511","9.86763","0.886548","464.097","1293","57","147.134","0.6185","6528.3","179.4","4.21","0.09","1.69","0.06","","","1.689","0.315726","14,19,20,26,40,47,53,59,60,73,74,79","TFOP SB1/APC; v-shaped; possibly synchronized","2019-08-27","2024-08-29","2024-08-31"
+"459970307","1154.01","","4","5","5","4","4","4","4","1.3","31.9","5.06","2","6","8","PC","PC","9.3188","0.006","1","qlp-s75-ffi","QLP","254.924043","64.699214","-6.159","0.066","24.32","0.076","2460339.328709","0.0019735","21.745537","0.0000496","4.196","0.244","0.715736","0.016949","659","15.6106","2.10208","0.110621","28.2504","642","40","93.8819","0.26675","5704","127.4","4.51","0.08","0.93","0.05","","","1.02","0.128091","14,15,16,17,18,19,20,21,22,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60,74,75","variable host","2019-08-27","2024-05-16","2024-06-01"
+"161450762","1155.01","","5","5","5","5","5","5","5","","","7.11","0","0","4","PC","FP","9.711","1","1","qlp","QLP","309.275852","32.471019","","","","","2458683.92594","0.00336","1.32003","0.00037","3.175","0.286","0.6","0.000621","552.468","0.572376","","","","","24","","","","","","","","","","","","","14","Gaia parameters suggest giant star","2019-09-03","2019-09-03","2022-12-14"
+"117256577","1156.01","","5","5","5","5","5","5","5","","","19.14","0","1","1","EB","FP","9.7032","0.6","1","qlp-s41-tois","QLP","300.419309","26.971662","-1.163","0.237","-2.205","0.268","2459443.850453","0.0009604","1.6865822","0.0000048","2.429","0.11","1.923456","0.533658","1770","491.396","","","","","56","6079.49","2185.29","","","","","","","","","","","14,41","centroid offset near TIC 117256550 (Tmag~15.568); no stellar parameters; TFOP FP/NEB","2019-09-03","2022-02-15","2022-12-14"
+"147576037","1157.01","","5","5","5","5","5","5","5","126.3","319.2","317","0","1","5","PC","FP","9.6043","0.011","1","qlp-s47-tois","QLP","144.341393","68.458705","-13.626","0.042","10.98","0.046","2459603.765773","0.0007837","13.0727479","0.0000184","3.044","0.198","4.438865","0.442264","4080","407.257","35.7944","8.17427","221.343","1074","96","432.113","7.392","5709.8","117.3","3.37","0.08","3.59","0.18","","","1.11","0.151034","14,20,21,40,41,47","v-shaped; size inconsistent with insolation or planetary nature; Rp > 30 Re in qlp-s47-tois","2019-08-27","2022-06-28","2022-12-14"
+"379931600","1158.01","","5","5","5","5","5","5","5","","","93.02","2","2","0","EB","FP","9.5967","0.006","1","qlp-s41-ffi","QLP","293.427359","29.596296","5.169","0.835","-0.368","0.792","2459446.175877","0.0020479","2.9258727","0.0000651","4.075","0.107","7.320773","0.505141","6720","465.144","24.4055","3.28088","3028.51","2066","199","","","4884.5","112.1","","","1.3","0.06","","","","","14,40,41","Could be on neighbor; retired as TFOP FP/NEB","2019-09-03","2024-09-12","2024-09-12"
+"48188920","1159.01","","5","5","5","5","5","5","5","19.6","81.4","23.97","4","1","2","PC","FP","9.5937","0.008","1","qlp","QLP","282.42081","48.098942","4.164","0.048","-0.766","0.047","2458683.94707","0.00363","0.73774","0.0002","0.636","0.331","0.57","0.099467","524.852","91.6082","5.28215","2.21635","","","10","292.83","2.091","6449.5","123.7","3.94","0.1","2.1","0.08","","","1.37","0.236979","14","","2019-08-27","2019-08-27","2022-12-14"
+"89510024","1160.01","","5","5","5","5","5","5","5","","","4.23","0","1","3","EB","FP","9.577","1","1","qlp-s41-ffi","QLP","301.317709","30.67067","-3.195","0.177","-6.194","0.215","2459446.146751","0.003373","2.3664127","0.0000748","2.591","0.26","0.32577","0.000783","300","0.721264","","","","","13","2320.13","719.26","","","","","","","","","","","14,41,55","large; centroid offset centered on TIC 89509984 (Tmag ~15.226) in SPOC sector 41; retired as TFOP FP/NEB","2019-09-03","2022-10-05","2022-12-14"
+"158324245","1161.01","","5","5","5","5","5","5","5","146.3","249.4","317","0","22","34","KP","KP","10.2306","0.014","1","spoc-s14-s55-b0A-KP","SPOC/QLP","286.971388","46.868246","-4.401","0.187","-15.78","0.237","2460366.015957","0.0001794","1.7635873","3e-7","3.3034223377901","0.010534378","8.50366","0.029688","7801.5687927393","27.343624","","","4461.1584639966","2084.4028680664","325.5916","519.096","29.1045","7986.1","177.2","","","","","","","","","14,15,26,40,41,53,54,55,74,75","KOI-13 b / Kepler-13 A b; SPOC is assuming solar radius","2019-08-27","2024-05-15","2024-05-16"
+"13419950","1162.01","","3","4","3","3","4","4","4","32.1","142.4","83.13","2","4","8","PC","PC","9.65306","0.016","1","qlp-s41-tois","QLP","305.289344","41.462366","5.416","0.086","1.942","0.102","2460354.580533","0.0009642","7.3166586","0.0000063","3.255","0.633","3.490819","0.003452","3210","3.17906","","","1221.82","1647","45","348.481","6.6785","8730","979.1","","","","","","","","","14,15,41,75","visual binary; no stellar radius but likely ~2 Rsun","2019-09-03","2024-05-15","2024-05-16"
+"375542276","1163.01","","3","4","3","3","3","4","4","38.2","294.1","28.9","6","1","2","PC","PC","9.47751","0.006","1","spoc-s14-s55-b0A-PC","SPOC/QLP","294.091757","19.639255","-2.002","0.4","-11.779","0.401","2459441.801256","0.0002846","3.0771612313566","0.0000013343268","2.6914319074138","0.020047113","5.118573","0.044229","4703.2844345633","40.735252","","","2636.8654414831","1827.6445750695","135.27336","148.342","6.8725","9311.3","708.9","","","","","","","","","14,40,41,54","","2019-09-03","2024-05-16","2024-05-17"
+"16102323","1164.01","","5","5","5","5","5","5","5","","","80.82","4","1","0","EB","FP","9.329701","0.21","1","qlp-s55-ffi","QLP","307.336613","37.508561","2.318","0.048","-4.536","0.069","2459822.312844","0.0018258","3.2077145","0.000016","2.708","0.267","10.517272","0.170247","9640","156.791","","","","","95","827.868","23.69","","","","","","","","","","","14,15,41,55","retired as TFOP FP/NEB","2019-09-03","2022-10-03","2022-12-14"
+"458478250","1165.01","","5","5","5","5","5","5","5","245.9","271","317","0","1","0","KP","KP","9.76703","0.006","1","qlp-s74-ffi","SPOC/QLP","232.146641","66.35871","0.434","0.039","-12.217","0.041","2460352.823449","0.0003867","2.2552845","0.0000019","2.05","0.036","22.843664","0.445621","20820","410.348","14.688","0.722948","549.715","1348","595","126.261","0.3515","5787","109.9","4.5","0.08","0.96","0.05","","","1.071","0.137689","14,15,16,17,21,23,41,47,48,49,50,54,57,74","KELT-23 A b","2019-08-27","2024-04-01","2024-04-05"
+"138361973","1166.01","","5","5","5","5","5","5","5","13.4","92.4","12.79","2","2","0","PC","FP","9.7604","0.006","1","qlp","QLP","293.764981","37.53859","-2.77","0.041","-79.214","0.042","2458684.93372","0.00596","1.88327","0.00072","2.472","0.285","0.92","0.001707","846.992","1.57182","3.79016","0.187917","","","12","153.743","0.593","5900.4","71.9","4.39","0.08","1.18","0.03","","","1.14","0.154189","14","","2019-09-03","2019-09-03","2022-12-14"
+"232967666","1167.01","","5","5","5","5","5","5","5","5.2","46.1","22.02","0","6","2","PC","FP","10.3874","0.006","1","qlp","QLP","198.152378","71.618139","-61.39","2","2.78","2","2458689.11633","0.00382","15.196","","1.792","0.678","2.14101","0.120893","1970","111.34","4.96345","","","","12","209.618","","5807","","","","1.14","","","","","","19","Period is likely 2x7.6 days","2019-08-27","2020-05-20","2022-12-14"
+"41330864","1168.01","","5","5","5","5","5","5","5","279.9","437.1","317","2","1","0","EB","FP","10.381","0.006","1","qlp-s75-ffi","QLP","301.710466","38.431023","8.657","0.046","-3.67","0.048","2460363.632024","0.0009966","2.1358631","0.0000035","1.559","0.185","11.268501","3.969838","10325","3649.68","23.6019","2.36733","1540.95","1745","123","274.162","2.1655","5969","73.5","4.17","0.09","1.5","0.07","","","1.199","0.176391","14,15,41,54,55,75","TFOP FP/EB/SB2","2019-09-03","2024-04-10","2024-04-30"
+"302518439","1169.01","","3","4","3","4","4","4","3","106.4","173.6","317","12","1","5","PC","PC","10.6405","0.007","1","qlp-s47-tois","QLP","134.120039","72.533276","-5.684","0.035","7.67","0.039","2460323.760513","0.0006567045","6.7075429","0.0000034","2.125","0.081","13.019728","0.098861","11920","91.0502","17.4647","2.59032","225.822","1079","145","259","1.6565","6134.3","420.6","","","1.24","0.16","","","","","14,20,26,40,47,60,74","V-shaped; large; close neighbor (TIC 802647158)","2019-08-27","2024-05-16","2024-05-17"
+"294176967","1170.01","","5","5","5","5","5","5","5","24.8","70.1","90.36","3","2","8","PC","FP","10.349","0.007","1","qlp","QLP","300.805115","52.040842","-5.735","0.075","-5.495","0.092","2458683.48115","0.00364","0.91397","0.0002","1.955","0.187","0.96","0.001374","883.802","1.26527","10.9073","0.484489","12286.1","2933","28","880.107","28.165","7875","92.1","3.61","0.08","3.34","0.08","","","1.82","0.276144","14","","2019-08-27","2019-08-27","2022-12-14"
+"101929303","1171.01","","5","5","5","5","5","5","5","25.4","38.8","317","1","2","6","PC","FP","10.3075","0.012","1","qlp","QLP","299.273862","35.988359","3.425","0.046","0.583","0.048","2458684.23414","0.00372","11.18644","0.0046","3.227","0.448","4.550004","2.432307","4181.94","2237.73","14.9183","10.942","","","17","482.763","6.2675","7266","195.8","4.06","0.08","2.1","0.11","","","1.75","0.282844","14","Could be on neighbor","2019-09-03","2019-09-03","2022-12-14"
+"1717732429","1172.01","","5","5","5","5","5","5","5","","","317","0","1","0","EB","FP","10.3018","0.007","1","qlp-s79-ffi","QLP","282.474539","55.26639","0.76","0.181","-8.188","0.171","2460477.917351","0.0005193","7.8513734","0.0000061","6.727","0.105","24.153973","0.46782","22001","430.785","","","","","141","875.061","74.2245","","","","","","","","","","","14,15,16,19,22,23,25,26,40,41,49,52,53,54,55,56,57,58,59,60,73,74,75,76,79","TFOP FP","2019-08-27","2024-08-06","2024-08-07"
+"232967440","1173.01","","3","5","5","3","4","4","4","41.8","183.6","64.15","5","13","4","CP","CP","10.2938","0.006","1","qlp-s74-ffi","QLP","197.683097","70.768012","57.651","0.055","-92.555","0.042","2460341.784305","0.0002984","7.0643978","0.0000019","2.424","0.183","9.014183","0.156446","8268","144.082","9.39131","0.52994","104.311","890","131","132.353","0.4595","5429.6","292.5","4.44","0.08","0.96","0.05","","","0.917","0.117705","14,15,21,22,41,47,48,74","TOI-1173 A b","2019-08-27","2024-03-28","2024-04-05"
+"154089169","1174.01","","2","4","2","2","4","4","4","2.8","44.6","6.16","2","19","7","PC","PC","10.2549","0.006","1","qlp-s75-ffi","QLP","209.217175","68.618211","-81.077","0.052","45.498","0.042","2460355.403307","0.0022684","8.9534775","0.0000218","2.696","0.316","1.234097","0.050139","1136","46.1782","2.35888","0.165763","45.5604","723","22","94.6375","0.2501","5029.5","59.9","4.61","0.09","0.76","0.05","","","0.85","0.100358","14,15,21,22,41,48,49,74,75","L1 candidate","2019-08-27","2024-05-16","2024-06-01"
+"30329585","1175.01","","5","5","5","5","5","5","5","10.3","64.7","26.68","0","6","6","EB","FP","10.2026","0.006","1","qlp-s41-ffi","QLP","289.238688","31.323574","-9.775","0.038","-45.409","0.051","2459437.549479","0.0015185","7.5022708","0.0000368","2.605","0.189","1.912579","0.001408","1760","1.29686","5.55812","0.293328","129.866","940","27","216.517","1.216","6229","129.8","4.31","0.08","1.27","0.06","","","1.203","0.166977","14,40,41,74","offset to TIC 30329564; TFOP FP; retired as NEB","2019-09-03","2024-05-16","2024-05-17"
+"230088370","1176.01","","4","4","4","4","4","4","4","26.6","110.3","109.48","8","3","5","PC","PC","10.1772","0.008","1","qlp-s56-ffi","SPOC/QLP","247.35668","71.505873","-16.259","0.033","5.101","0.036","2460488.345331","0.0076771","14.007564","0.0001513","5.759","0.04","6.719744","0.028561","6170","26.305","12.764","0.537652","200.505","1048","173","295.561","1.773","6557.7","83.3","4.18","0.09","1.57","0.07","","","1.38","0.232595","14,15,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,54,55,56,57,58,59,60,73,74,75,76,77,78,79,80","variable fast rotating host","2019-08-27","2024-08-29","2024-08-29"
+"169177766","1177.01","","5","5","5","5","5","5","5","10.1","61.1","31.31","1","1","0","PC","FP","10.1617","0.006","1","qlp","QLP","297.30004","41.326844","1.815","0.06","0.92","0.062","2458684.33812","0.00785","1.69127","0.0011","3.206","0.526","0.78","0.001808","718.149","1.66519","","","","","13","602.899","13.5555","9121.5","227.1","4.21","","","","","","2.572","","14","Could be on neighbor","2019-09-03","2019-09-03","2022-12-14"
+"359496368","1178.01","","5","5","5","5","5","5","5","12.1","110.6","6","0","1","6","EB","FP","10.1358","0.007","1","qlp-s56-ffi","SPOC/QLP","279.101036","55.391781","184.868","0.04","-42.647","0.041","2459852.556351","0.0018784","2.6652139","0.0000114","3.422","0.352","0.771146","0.408241","710","375.933","2.32848","0.312146","2660.44","2000","68","36.7224","0.0276","4043.4","90.3","4.69","0.01","0.56","0.02","","","0.552175","0.0206375","14,15,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56","shallow V-shaped transit; TFOP FP","2019-08-27","2024-05-16","2024-06-01"
+"148914726","1179.01","","5","5","5","5","4","5","5","49","195.7","20.1","9","4","4","PC","APC","10.1313","0.006","1","qlp-s75-ffi","SPOC/QLP","187.055897","67.240043","-6.578","0.042","13.823","0.031","2460365.036662","0.0004084","1.2615323","4e-7","1.039","0.156","3.088967","3.535751","2841","3251.25","8.67407","1.46791","1437.18","1715","85","86.444","0.15065","4927.9","85.3","4.57","0.08","0.78","0.05","","","0.81","0.0916421","14,15,21,22,41,48,75","TFOPWG BEB/APC; small secondary","2019-08-27","2024-09-04","2024-09-04"
+"158002130","1180.01","","1","4","4","1","4","4","4","5.1","69.2","9.6","6","14","6","PC","PC","10.112","0.006","1","qlp-s75-ffi","QLP","214.555774","82.193764","84.408","0.045","-64.898","0.043","2460357.168984","0.001115","9.6867391","0.000011","2.585","0.462","1.897352","0.063275","1746","58.2764","3.0697","0.227078","59.009","772","48","72.0238","0.13235","4738.1","139.3","4.59","0.1","0.73","0.05","","","0.75","0.0934299","14,19,20,21,26,40,41,47,48,53,59,60,73,74,75","L1 candidate","2019-08-27","2024-05-16","2024-08-18"
+"229510866","1181.01","","4","5","5","4","4","4","4","119.1","121.4","317","12","17","5","CP","CP","10.079","0.009","1","qlp-s75-ffi","QLP","297.215817","64.354351","-5.676","0.084","0.188","0.066","2459933.703375","0.0001437","2.1031942","8e-7","3.993","0.091","7.762468","0.091881","7124","84.6223","16.7087","0.75644","3297.3","2111","9","302.819","3.502","6122","124.7","3.93","0.08","1.93","0.09","","","1.16","0.164212","14,15,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60,73,74,75","TOI-1181 b","2019-08-27","2024-05-16","2024-06-01"
+"341544930","1182.01","","5","5","5","5","5","5","5","","","317","1","12","2","EB","FP","10.0049","0.006","1","qlp-s76-ffi","QLP","201.614657","65.306346","-21.314","1.32","18.923","1.467","2460386.22206","0.0005051","7.6416041","0.0000075","2.654","0.243","6.561347","2.42432","6025","2230.39","27.538","2.70516","478.683","1303","108","","","6496.7","255.1","","","2.05","0.13","","","","","14,15,21,22,41,48,49,75,76","TFOPWG FP","2019-08-27","2024-05-22","2024-05-23"
+"258777137","1183.01","","5","5","5","5","5","5","5","90.1","308.8","92.23","0","6","2","EB","FP","9.9478","0.007","1","qlp-s75-ffi","SPOC/QLP","286.74712","71.712377","-20.36","2","17.32","2","2460358.094788","0.0006768","5.9294073","0.0000024","3.315","0.049","11.225716","0.118735","10286","109.353","11.5196","","456.893","","389","112.868","","5095.6","1241.5","","","1.06","","","","","","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,53,54,55,56,57,58,59,60,73,74,75","TFOPWG FP Retired as NEB;  released three times with same ephemeris as TIC 1718201850 (TOI-1351.01 T=10.33) TIC 258777137 (TOI-1183.01 T=9.95) and TIC 258777134 (TOI-1299.01 T=10.45); TIC 1718201850 (TOI-1351.01 T=10.33) remains active others are retired","2019-08-27","2024-04-24","2024-04-30"
+"233087860","1184.01","","1","4","4","4","4","1","4","5.2","66.3","5.87","7","10","8","PC","PC","9.9469","0.006","1","qlp-s75-ffi","QLP","272.20452","60.678785","64.887","0.042","138.082","0.045","2460362.901553","0.0006963","5.7484351","0.0000038","1.654","0.071","1.140622","0.027782","1050","25.5877","2.28087","0.18708","24.3319","618","52","58.5946","0.0779","4534","127.6","4.61","0.1","0.69","0.06","","","0.71","0.084812","14,15,16,17,18,19,20,21,22,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60,73,75","multiple stars in pixel; variable host","2019-08-27","2024-05-16","2024-06-01"
+"83210867","1185.01","","5","5","5","5","5","5","5","18.5","73.2","22.8","6","1","2","EB","FP","9.94025","0.006","1","qlp-s81-ffi","QLP","297.459433","34.829667","19.777","0.045","11.228","0.045","2460532.182655","0.0016297","1.1967018","0.0000023","1.879","0.611","0.895015","1.905107","824","1753.13","10.3239","3.12117","25917.9","3534","32","246.798","1.7075","5997","149.9","4","0.08","1.73","0.08","","","1.105","0.142795","14,41,54,55,74,75,81","Could be on neighbor; TFOP FP/NEB","2019-09-03","2024-09-09","2024-09-10"
+"289539327","1186.01","","5","5","5","5","2","5","5","60.8","95.3","317","0","2","2","PC","APC","9.92402","0.006","1","qlp-s75-ffi","QLP","251.633465","65.715035","-23.07","0.056","31.142","0.056","2460356.827872","0.0084998","11.2461278","0.000095","7.35","0.187","8.775546","0.261445","8050","240.771","18.3827","0.875019","378.27","1228","90","294.85","2.4105","6115.7","343.6","3.89","0.08","2.01","0.09","","","1.143","0.152388","14,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,57,58,60,73,74,75","TFOPWG SB1/APC; strong secondary; too large for insolation; possible eccentric EB","2019-08-27","2024-04-17","2024-04-30"
+"372757221","1187.01","","3","4","3","3","4","4","4","12.1","68.8","18.25","4","3","4","PC","PC","9.9002","0.006","1","qlp-s73-ffi","QLP","162.893176","81.322174","-2.083","0.197","-9.042","0.166","2460310.089156","0.0011528","2.5941968","0.0000036","0.861","0.29","0.98521","0.096117","907","88.5228","4.47229","0.317405","300.014","1159","24","221.071","4.997","6389","124.4","4.26","0.09","1.4","0.07","","","1.28","0.196602","14,20,21,26,40,41,47,53,60,73","V-shaped; variable host; a slightly fainter star ~0.17'' south","2019-08-27","2024-05-16","2024-06-01"
+"15247229","1188.01","","5","5","5","5","5","5","5","26.6","130.6","86.69","1","1","0","PC","FP","9.886581","0.006","1","qlp","QLP","306.730853","38.93227","6.103","0.055","2.194","0.06","2458687.19253","0.00166","8.5112","0.00138","3.486","0.185","4.539995","1.766974","4172.76","1626.12","","","","","47","347.452","4.149","8156","169.3","4.35","0.08","","","","","2.031","0.316121","14","Could be on neighbor","2019-09-03","2019-09-03","2022-12-14"
+"112026224","1189.01","","3","4","3","4","3","4","4","","","71.2","5","4","5","PC","PC","9.8744","0.007","1","qlp-s41-tois","QLP","292.223229","24.20119","-20.73","2","-57.98","2","2459441.286476","0.0010364","3.9687994","0.0000134","1.07","0.367","1.912579","0.019529","1760","17.9866","","","","","19","","","5286.9","447","","","","","","","","","14,40,41","v-shaped; crowded field","2019-09-03","2022-02-15","2022-12-14"
+"287196418","1190.01","","5","5","5","5","1","5","5","84.1","104.7","317","0","0","0","PC","APC","9.80529","0.006","1","qlp-s74-ffi","SPOC/QLP","292.734132","59.403853","0.983","0.045","0.492","0.044","2460346.965304","0.0010296","3.6950125","0.000005","4.316","0.058","8.476775","0.105852","7777","97.4881","14.7543","0.612771","2029.32","1869","233","280.948","1.884","7106.7","186.5","4.2","0.08","1.63","0.07","","","1.532","0.249804","14,16,17,20,21,23,24,26,40,41,47,49,50,51,53,54,55,56,57,58,59,60,73,74","variable host star; TFOP APC/BEB","2019-08-27","2024-04-01","2024-04-05"
+"237185205","1191.01","","5","5","5","5","5","5","5","75","183.8","317","1","1","6","EB","FP","9.7831","0.009","1","qlp","QLP","283.526697","37.720014","1.209","0.034","-2.212","0.035","2459441.423236","0.0010996","15.7335693","0.0000512","3.288","0.224","2.761278","1.028387","2540","946.731","24.3218","7.54273","367.588","1219","42","355.809","2.417","6800","134.4","3.91","0.08","2.21","0.09","","","1.46","0.243078","14,26,40,41","TFOP FP; retired as NEB; centroid offset centered on offset to TIC 237194795; v-shaped; large for 15 day period","2019-08-27","2021-10-18","2022-12-14"
+"158276040","1192.01","","3","5","5","3","4","4","4","1.1","192.4","317","0","4","6","PC","APC","10.4999","0.006","1","qlp-s53-ffi","QLP","286.550056","44.0808","-6.94","1.938","-18.91","1.096","2459422.336857","0.016191486","735.044718","0.0012938804","3.856","0.095","15.935551","2.363221","14570","2174.24","32.3005","","46.3232","","92","283.025","","6479.3","","","","1.28","","-0.176","0.012","","","14,26,40,41,53","real period likely shorter than max period of ~735 days; V-shaped; Rp > 30Re; TFOP SM/APC","2019-09-17","2023-03-16","2023-03-24"
+"89643259","1193.01","","5","5","5","5","5","5","5","73.1","90.1","317","3","2","4","EB","FP","10.4813","0.006","1","qlp-s74-ffi","QLP","301.41088","33.049205","7.326","1.4","-5.412","1.389","2460337.368138","0.0012203","2.2219839","0.0000036","1.996","0.302","4.781237","1.924511","4394","1770.97","15.4416","","7790.56","","41","501.963","","7166.8","140","","","1.87","","","","","","14,41,54,55,74","retired as TFOP FP/NEB","2019-09-03","2024-03-18","2024-04-05"
+"147950620","1194.01","","3","4","4","3","4","4","4","67.4","211.7","57.81","17","32","4","CP","PC","10.4782","0.006","1","qlp-s75-ffi","SPOC/QLP","167.821481","69.964775","79.486","0.045","15.428","0.044","2460367.07216","0.000337","2.3106428","9e-7","1.294","0.044","7.529571","0.119185","6911","109.767","8.76741","0.498445","203.685","1052","124","149.667","0.652","5339.9","155.2","4.41","0.09","0.99","0.06","","","0.918","0.118409","14,20,21,40,41,47,48,74,75","TOI-1194 b","2019-08-27","2024-05-15","2024-06-01"
+"24364065","1195.01","","5","5","5","5","5","5","5","27.2","45.1","119.41","3","1","4","PC","FP","10.4717","0.011","1","qlp","QLP","291.12047","33.273702","-7.067","0.04","-2.648","0.05","2458686.84696","0.00588","4.05135","0.00238","2.4","0.421","1.23","0.004414","1132.23","4.06526","14.2359","0.960524","","","10","500.014","7.3165","4974.4","77.4","","","3.85","0.12","","","","","14","","2019-09-03","2019-09-03","2022-12-14"
+"69068526","1196.01","","3","4","3","4","4","4","4","49.3","62.4","317","3","2","5","PC","PC","10.4318","0.008","1","qlp-s54-tois","QLP","291.707693","17.808736","0.136","0.075","-0.736","0.06","2459785.498161","0.0009139","5.5376617","0.0000095","2.517","0.394","5.867947","0.391127","5390","360.176","15.6557","4.37239","351.929","1206","59","424.442","10.406","6689","154.1","3.96","0.09","2.06","0.1","","","1.417","0.236016","14,40,54","multiple stars in pixel; evolved host","2019-09-03","2024-05-16","2024-05-17"
+"92677094","1197.01","","3","4","3","3","4","4","4","52.6","61.3","317","5","5","5","PC","PC","10.4247","0.006","1","qlp-s54-tois","QLP","293.26832","15.736136","8.576","0.072","-0.501","0.056","2459787.132209","0.0011302","4.5960377","0.0000093","4.744","0.155","5.442298","0.124877","5000","115.009","16.2166","2.56736","2340.04","1937","18","405.634","6.408","7649","290.1","4.04","0.08","2.12","0.07","","","1.788","0.296602","14,40,54","variable host; multiple stars in pixel","2019-09-03","2022-11-30","2022-12-14"
+"203189770","1198.01","","5","5","5","5","5","5","5","91.6","173.5","317","0","0","0","KP","KP","10.4219","0.006","1","qlp-s75-ffi","QLP","304.800032","32.581045","2.239","0.043","-0.113","0.047","2460363.175416","0.0016415","3.6127714","0.0000026","4.142","0.349","12.881284","0.255","11794","234.836","19.3662","0.686027","5011.92","2344","187","470.878","6.3855","8324","258.9","4.28","0.08","1.71","0.06","","","2.053","0.307864","14,15,41,55,75","KELT 21 b","2019-09-03","2024-05-16","2024-06-01"
+"99869022","1199.01","","3","5","5","3","4","4","4","43.4","122.4","80.06","15","10","5","CP","CP","10.4221","0.006","1","qlp-s48-ffi","QLP","166.880658","61.352572","-4.019","0.038","-33.35","0.045","2460360.434669","0.0036887","3.6714717","0.0000165","2.149","0.22","4.72235","0.000837","4340","0.770616","10.678","0.55726","324.114","1182","96","248.427","1.7795","5618","122.1","4.06","0.08","1.54","0.08","","","0.99","0.127451","14,21,41,48,75","TOI-1199 b","2019-08-27","2024-05-07","2024-05-08"
+"288185138","1200.01","","5","5","5","5","5","5","5","45","155.2","34.67","4","3","0","EB","FP","10.402","0.006","1","qlp-s75-ffi","QLP","222.841424","82.952258","-32.468","0.111","28.147","0.083","2460365.995576","0.0006568","0.8352406","0.0000016","1.043","0.149","2.244363","0.322882","2065","297.341","6.4875","0.517136","5021.63","2345","96","224.444","1.993","6105","142.2","4.31","0.08","1.24","0.06","","","1.149","0.153486","14,19,21,26,40,41,47,48,52,53,59,60,73,74,75","TFOP FP/retired as EB; v-shaped; odd-even transit difference","2019-08-27","2024-04-17","2024-04-30"
+"29960110","1201.01","","2","5","5","2","4","4","4","9.8","95.8","5.57","3","6","13","CP","CP","10.9473","0.007","1","spoc-s01-s36-b0A-PC","SPOC/QLP","42.2477","-14.537283","164.059","0.059","46.626","0.063","2458411.670877","0.0007329533","2.4919770849519","0.000007121616","1.4338140901689","0.28704116","2.275871","0.145877","2093.9594201468","134.34839","2.2187585070458","0.9862666","39.645266374445","639.98174261374","17.341845","37.8871","0.0516","3948","159","4.68962","0.389814","0.48238798975945","0.0146884","","","0.480382","0.0205473","4,31","TOI-1201 b","2019-01-31","2024-05-16","2024-05-17"
+"327017634","1202.01","","5","5","5","5","5","5","5","","","317","0","0","2","EB","FP","8.386","0.009","1","spoc-s01s13-b02","SPOC","210.427355","-63.852645","4.131","0.032","4.432","0.043","2458614.434411","0.002147","","","2.726775","0.502544","0.953841","0.11439","878.134108","105.351654","1.710706","1.250816","9.5212940678072","448.01622694649","7.8378444","818.829","20.7165","3773","163","4.438","","0.577983","0.089121","","","","","11,12","Single transit","2019-08-26","2024-05-16","2024-05-17"
+"23434737","1203.01","","1","4","4","1","4","4","4","3.7","64.7","9.11","1","3","1","CP","CP","7.9995","0.006","1","spoc-s01-s36-b0A-CPKP","SPOC","168.226736","-34.406937","292.931","0.048","-44.783","0.05","2458553.062116","0.0030005102","25.519530691471","0.0039688037","6.687745129277","0.2689892","0.606418","0.03487","558.37586368935","32.11596","2.9641460984345","0.27015966","45.633570152028","662.88907477737","17.002897","64.9943","0.18965","5742.22","30.4499","4.29","0.08","1.1732100248337","0.0504221","-0.39","0.05","1.03","0.124138","9,10,36,63","validated planet","2019-08-26","2023-05-03","2023-05-03"
+"467666275","1204.01","","1","4","1","2","3","4","4","6.4","54.3","4.75","3","2","7","PC","PC","8.004","0.006","1","spoc-s01-s39-b0A-PC","SPOC","169.119109","-60.567675","50.005","0.053","43.596","0.044","2458569.930968","0.0013828934","1.3812379548661","0.000011729587","2.3389349326171","0.36109483","0.136646","0.014665","125.84785190055","13.506947","2.0216033514842","2.6967528","5767.2198906477","2222.6003436327","9.785704","106.505","0.3725","6711","201","4.06358","0.321009","1.7756799459457","0.0832613","","","1.1","0.14231","10,11,37","","2019-08-26","2022-03-21","2022-12-14"
+"287776397","1205.01","","1","4","1","1","3","4","4","3.9","21.2","12.62","0","2","1","PC","PC","8.3902","0.006","1","spoc-s01-s39-b0A-PC","SPOC","127.128017","-74.954728","-18.648","0.037","19.627","0.046","2458383.241223","0.0031378712","2.3922702805907","0.000025569936","9.0053425209045","0.2505459","0.069028","0.007847","63.575140991918","7.2273498","3.5905922797784","0.44561133","18015.514201921","2954.8226209814","9.076408","309.932","2.0765","6090","193","3.29864","0.341742","4.1956000328064","0.181862","","","1.27","0.195512","3,6,10,11,12,13,30,33,36,37,39","Out-of-transit baseline is not flat; bad transit shape; likely SV","2019-08-26","2022-03-21","2022-12-14"
+"308034948","1206.01","","5","5","5","5","5","5","5","30.5","60.5","317","0","0","0","PC","FP","8.6014","0.012","1","spoc","SPOC","180.325704","-60.200439","-6.538","0.045","-1.401","0.041","2458569.713498","0.001331","0.831542","0.000039","1.985538","0.244436","0.270349","0.023383","248.969585","21.536388","1.881684","2.170925","3776.6095364789","1999.3796659007","10.881971","1698.55","92.265","5824","165","4.438","","1.1512","1.1512","","","","","10,11","Possible background EB","2019-08-26","2019-08-26","2022-12-14"
+"364393429","1207.01","","1","5","5","1","3","4","4","1.1","4.5","0.91","3","2","3","PC","PC","9.2397","0.006","1","spoc-s01-s69-b0A-PC","SPOC","116.594329","-64.056009","-194.669","0.047","171.244","0.044","2458325.539664","0.0017854132","2.6282553150152","0.000011097478","2.0930597072476","0.16381797","0.081744","0.008143","75.285800385223","7.500368","0.98170436847514","0.80176944","955.79799664792","1418.1144376456","11.229898","113.758","0.3465","6282","196","4.37809","0.287013","1.1074299812317","0.050495","","","1.1","0.141992","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,37,38,39,61,62,63,64,65,67,68,69","centroid offsets scattered around target; sub-Earth Rp","2019-08-26","2024-03-11","2024-03-16"
+"273985865","1208.01","","1","4","1","1","3","4","4","2.6","33.1","3.96","6","2","2","PC","PC","10.5924","0.006","1","spoc-s01-s69-b0A-PC","SPOC","30.508742","-83.227962","9.213","0.036","40.384","0.037","2458327.476703","0.0015655265","3.42394363145","0.00001004821","1.9601023375201","0.53839356","0.481782","0.053495","443.6391380983","49.269722","1.7581475051732","2.3946245","294.30780032321","1056.380054641","11.129746","134.757","0.3595","5626","188","4.56195","0.291123","0.82301902770996","0.0405528","","","0.98","0.128614","1,12,13,27,28,39,66,67,68","potential multi; single transit at ~2380.5 TBJD; check TIC 273985864","2019-08-26","2024-09-09","2024-09-09"
+"273985865","1208.02","","1","4","1","1","3","4","4","1.7","30.4","5.89","6","2","2","PC","PC","10.5924","0.006","2","spoc-s01-s39-b0A-PC","SPOC","30.508742","-83.227962","9.213","0.036","40.384","0.037","2458331.119531","0.0021704885","10.98302883368","0.000044061966","3.6811275866629","0.40239856","0.836209","0.068159","769.88035205663","62.77516","2.2927952186028","1.397018","62.212036210858","716.28911844442","11.406921","134.757","0.3595","5626","188","4.56195","0.291123","0.82301902770996","0.0405528","","","0.98","0.128614","1,12,13,27,28,39","near 3:1 resonance with TOI 1208.01; 5.6 arcsec companion","2021-07-08","2022-03-22","2022-12-14"
+"273985865","1208.03","TIC 273985865.03","1","4","1","1","3","4","4","1.1","25.4","5.75","6","2","2","PC","PC","10.5924","0.006","3","spoc-s01-s39-b0A-PC","SPOC","30.508742","-83.227962","9.213","0.036","40.384","0.037","2458341.801726","0.0038333486","17.726449039449","0.00010948634","3.4404718521671","0.8499528","0.812187","0.089735","747.7725499218","82.645226","2.2616639654223","2.1681116","32.86055688668","610.6445415275","7.355008","134.757","0.3595","5626","188","4.56195","0.291123","0.82301902770996","0.0405528","","","0.98","0.128614","1,12,13,27,28,39","potential multi; check nearby TIC 273985864 (Tmag~ 12.252)","2022-04-20","2022-04-20","2022-12-14"
+"30037565","1209.01","","1","4","1","1","3","4","4","1.1","19","10.57","1","4","3","PC","PC","9.597","0.006","1","spoc-s01-s69-b0A-PC","SPOC","73.541918","-70.379109","43.445","0.052","46.983","0.072","2458337.088331","0.0031992232","40.71993880188","0.00012734873","4.2436925145974","0.3141721","0.386178","0.025621","355.61939102082","23.59711","3.2352713265274","0.43084","47.143655001326","668.30631060184","14.941147","173.833","0.8615","5914","40.3051","3.98","0.056569","1.5595300197601","0.0669347","-0.2","0.0636396","1.08","0.137748","1,2,3,4,5,6,7,8,9,10,11,12,13,27,29,30,31,32,33,34,35,36,37,39,61,62,63,64,65,66,67,68,69","Crowded field. Slight depth aperture correlation without offset in difference image. Scattered light in some sectors likely affecting centroid. Asymmetric transit shape.","2019-08-26","2024-02-22","2024-03-03"
+"33878688","1210.01","","5","5","5","5","5","5","5","0.1","12.3","5.37","4","1","1","PC","FP","11.1762","0.006","1","qlp","SPOC","66.221959","-73.333516","-21.388","0.033","-39.668","0.038","2459187.35945","0.0160266","79.3737538","0.0023152","5.38","1.863","1.333016","0.00946","1227","8.71249","2.17338","0.281548","3.14253","370","100","144.133","0.424","5168.33","64.7007","4.60584","0.146885","0.77","0.05","-0.168765","0.0628267","0.88","0.107894","1,2,3,5,6,7,8,9,10,11,12,13,27,28,29,30,31","Potential egress detected on nearby star with SG1 suggesting possible NEB but not high-enough SNR to be sure.","2019-08-26","2021-02-01","2022-12-14"
+"50312495","1211.01","","1","4","4","1","3","4","4","1.9","30.1","8.28","2","4","5","PC","PC","9.8135","0.006","1","qlp-s69-ffi","QLP","31.178933","-73.126759","83.342","0.041","94.563","0.037","2460180.146446","0.0041375","18.1663644","0.0000712","2.464","0.676","0.677711","0.057223","624","52.7028","2.80447","0.219575","16.6472","562","12","133.335","0.394","5572.9","104","3.83","0.16","1.14","0.07","-0.78","0.11","0.98","0.121512","2,13,27,28,29,67,68,69","","2019-08-26","2023-11-16","2023-12-08"
+"389924075","1212.01","","1","4","1","1","3","4","4","0.2","11.4","7.42","0","2","3","PC","PC","10.4016","0.006","1","spoc-s01s13-b02","SPOC","87.874157","-70.991808","-14.187","0.052","-5.031","0.075","2458402.036518","0.035247967","105.58508925748","0.021523317","11.606881141179","1.370779","0.502716","0.071318","462.91163248943","65.684204","2.5033334889163","0.82992214","8.0478579781689","429.57581774531","7.122355","190.986","1.003","5909.57","40.9135","4.26154","0.112826","1.1142","0.163001","-0.302155","0.0459112","1.07","0.137516","1,2,4,5,6,7,8,9,10,11,12,39","low SNR; close to momentum dumps","2019-08-26","2023-01-24","2023-01-24"
+"399144800","1213.01","","4","4","4","5","5","5","5","8.6","81.3","53.74","2","1","1","PC","FP","10.6392","0.006","1","spoc","SPOC","163.198824","-67.387472","-100.262","0.049","79.575","0.041","2458576.18845","0.002091","27.214103","0.003204","3.93466","0.183941","5.376968","0.459359","4940.12749","422.99606","8.317461","1.882191","","","26.603718","161.33","0.6765","6270","196","4.54537","0.423983","0.977522","0.190396","","","0.95","0.121383","10,11","Possible EB; V-shaped; crowded field","2019-08-26","2019-08-26","2022-12-14"
+"451606970","1214.01","","1","4","1","1","3","4","4","1.2","25.2","5.55","6","2","2","PC","PC","10.0329","0.006","1","spoc-s01-s69-b0A-PC","SPOC","285.049519","-84.448187","18.399","0.037","12.092","0.038","2458634.552482","0.00375745","19.180726396211","0.00008512585","3.9621083664021","0.4983082","0.59141","0.045412","544.56026954558","41.824924","2.4311768139334","0.48722884","32.940773415452","611.01686486206","11.720792","107.048","0.2525","5262.4","76","3.98","0.12","0.93797302246094","0.0538995","-0.19","0.1","0.9","0.118482","12,13,27,39,66,67","potential multi","2019-08-26","2024-09-06","2024-09-07"
+"453260209","1215.01","","4","4","4","4","3","4","4","4.4","13.9","0.74","4","0","1","PC","PC","10.42","0.008","1","spoc-s01-s69-b0A-PC","SPOC","146.87585","-77.296816","-131.355","0.036","-117.929","0.033","2458570.395929","0.00076643657","1.2124493353358","0.0000071753134","0.99846530192019","0.20612851","0.544406","0.048748","501.29117113888","44.898006","0.879419","0.99191","336.2098532559","1092.1250254526","13.484019","34.6633","0.02245","3751","68","4.75718","0.346969","0.518","0.077","","","","","10,11,12,37,38,39,64,65,66","visual binary consisting of 2 M dwarfs; high proper motion star","2019-08-26","2024-09-06","2024-09-07"
+"141527965","1216.01","","1","4","1","1","3","4","4","0.5","3","0.67","0","1","1","PC","PC","11.546","0.006","1","spoc-s01-s69-b0A-PC","SPOC","87.714849","-75.688563","36.729","0.042","80.421","0.058","2458325.424166","0.004761206","4.5541831158647","0.000032147567","7.8146963325637","0.4891811","0.203951","0.018079","187.82861275754","16.651367","0.88874165544014","0.42643067","54.840135684452","694.05578705179","10.748336","99.5413","0.2875","4280","171","4.61209","0.2","0.63581198453903","0.0770502","","","0.67","0.0795145","1,2,3,4,5,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","weak signal; detected with SPOC Y1 multisector; very small Rp (~0.9 Re); scattered centroids not towards a particular star","2019-08-26","2024-09-08","2024-09-08"
+"248092710","1217.01","","3","4","3","3","3","4","4","7.5","28.7","105.34","4","2","3","PC","PC","9.6517","0.006","1","spoc-s01-s39-b0A-PC","SPOC","193.260548","-44.09936","-23.424","0.081","-0.764","0.083","2458574.940733","0.0049592312","41.485612450318","0.00048378215","6.689936827318","0.4075069","1.042538","0.094845","959.75222908251","87.35132","12.512195601416","0.9374495","271.19601702382","1035.0005397783","9.258001","463.223","10.75","6354","197","4.24472","2.00827","3.4868700504303","0.171218","","","1.24","0.184721","10,11,37","","2019-08-26","2022-03-21","2022-12-14"
+"294781547","1218.01","","1","4","4","1","3","4","4","1.2","20.4","5.11","3","3","5","PC","PC","10.3869","0.006","1","spoc-s01-s69-b0A-PC","SPOC","71.484109","-68.761805","7.985","0.045","13.172","0.056","2458336.632412","0.0023392371","13.773826503538","0.000035473146","2.9992376484006","0.53409356","0.367276","0.031101","338.2166234053","28.644924","1.8971926816726","1.972559","67.283127134044","730.45975213866","13.6505","135.689","0.5025","5455.96","48.9052","4.46737","0.12098","1.0182499885559","0.0517361","-0.0173639","0.0475523","0.95","0.117618","1,2,3,4,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,36,37,38,39,61,62,63,64,65,66,67,68,69","Crowded field","2019-08-26","2024-09-09","2024-09-09"
+"294981566","1219.01","","1","4","1","1","3","4","4","2","21.5","4.83","3","2","5","PC","PC","10.1207","0.006","1","qlp-s63-ffi","SPOC","72.332562","-67.368745","-0.018","0.042","9.008","0.057","2460121.561055","0.0037586","1.9142544","0.0000082","3.256","0.448","0.269296","0.012079","248","11.1249","2.04421","0.113361","6105.33","2462","24","301.291","2.2225","6734","202","4.18582","0.417147","1.59","0.06","","","1.6","0.271058","1,3,4,5,6,7,8,9,10,11,13,27,28,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66","many fainter stars nearby; v-shaped; slight depth aperture correlation; possible secondary and phase modulations","2019-08-26","2023-10-16","2023-10-19"
+"319259194","1220.01","","3","5","5","3","3","4","4","5.6","43.3","78.64","0","1","1","PC","APC","9.5298","0.006","1","spoc-s01-s69-b0A-APC","SPOC","71.650779","-78.561605","16.229","0.051","4.771","0.06","2458439.580138","0.0012268802","70.36072645824","0.00006941318","1.0325440778258","0.25632054","1.471048","0.090558","1353.9678245727","83.40324","8.2807306283069","2.395618","52.112472326098","685.25966395408","14.077496","273.698","2.3495","6308","196","3.98679","0.403476","2.0982201099396","0.0961233","","","1.33","0.225986","5,8,9,11,12,13,27,28,29,31,32,35,38,39,61,62,63,64,65,66,67,68","Possible stellar variability; two stars in pixel; TFOP APC","2019-08-26","2024-09-08","2024-09-09"
+"349095149","1221.01","","1","4","1","1","4","4","1","0.4","20.8","9.92","6","2","3","CP","CP","10.0564","0.006","1","spoc-s01-s69-b0A-PC","SPOC","107.921025","-65.508857","0.473","0.044","39.508","0.046","2458404.181466","0.006359616","91.682783227619","0.00064477813","9.7504856938803","0.47976506","0.774643","0.037851","713.21835685505","34.86146","3.2398550174974","0.1987719","5.9944902862081","399.07802545297","17.73272","138.411","0.3865","5802","190","4.44521","0.305694","1.0181399583816","0.0490778","","","1.01","0.128814","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,37,38,39,61,62,63,64,65,66,67,68,69","TOI-1221 b","2019-08-26","2024-09-06","2024-09-07"
+"374997123","1222.01","","1","5","5","1","3","4","4","1.4","18.1","6.21","2","2","5","PC","PC","10.3014","0.006","1","spoc","UNKNOWN","99.224785","-63.079384","9.839","0.05","-1.893","0.063","2459369.308376","0.0041387","10.194398500086","0.000047265807","2.1185967037944","0.34724292","0.30489","0.027536","280.77445572083","25.361452","2.3673560980635","1.140463","231.1107951792","994.43135069148","11.764134","226.932","1.4835","6082","193","4.33287","0.305263","1.3266099691391","0.0595629","","","1.13","0.14421","1,2,3,4,5,6,7,9,10,11,12,13,27,29,30,31,32,33,34,35,36,37,39","TFOP work in progress; epoch is from qlp-s39-tois","2019-08-26","2021-11-09","2022-12-14"
+"382437043","1223.01","","5","5","5","5","5","5","5","2","19.8","10.42","1","2","3","PC","FP","9.3109","0.006","1","spoc-s01-s39-b0A-PC","UNKNOWN","117.214876","-63.720125","-19.934","0.092","27.4","0.08","2458337.744507","0.002015903","14.643244938509","0.00005759924","2.5568618542067","0.3680237","0.248047","0.022423","228.43364063724","20.652351","3.2091580071725","1.9384159","391.19979823187","1134.2777292484","9.592547","237.7","2.593","6516","199","3.99366","0.364731","2.0417799949646","0.0960201","","","1.3","0.205342","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,37,38,39","Some centroid offset across sectors. TFOP work in progress.","2019-08-26","2022-03-21","2023-03-05"
+"299798795","1224.01","","1","4","4","1","3","4","4","4.7","78.2","5.08","15","1","1","PC","PC","11.556","0.008","1","spoc-s01-s69-b0A-PC","SPOC","37.197836","-80.899105","159.883","0.072","27.053","0.066","2458327.705053","0.0005623482","4.178265603153","0.000005234576","1.6759040161146","0.14986727","2.758751","0.161169","2537.678160185","148.4311","2.1023853785064","0.30378047","13.929528843708","492.72415832763","18.81182","37.3312","0.06","3442","64","4.893","0.382128","0.40440300107002","0.0120014","","","0.396442","0.020234","1,13,27,28,39,66,67,68","variable flaring star; potential multi","2019-08-26","2024-04-24","2024-04-30"
+"299798795","1224.02","","1","4","1","1","3","4","4","1.6","90.7","11.41","15","1","1","PC","PC","11.556","0.008","2","spoc-s01-s69-b0A-PC","SPOC","37.197836","-80.899105","159.883","0.072","27.053","0.066","2458329.862603","0.0019434324","17.945364492018","0.000030524043","3.0740071959141","0.11837162","5.966944","0.352072","5480.6848639995","324.2178","3.3839124178361","0.15954576","1.995238303011","303.12268761985","16.267979","37.3312","0.06","3442","64","4.893","0.382128","0.40440300107002","0.0120014","","","0.396442","0.020234","1,13,27,28,39,66,67,68","potential multi; variable flaring host; possibly v-shaped","2024-03-14","2024-03-14","2024-03-18"
+"150428703","1225.01","","1","4","1","1","3","4","4","0.9","16.1","6.63","4","1","3","PC","PC","11.7582","0.006","1","spoc-s01-s69-b0A-PC","SPOC","97.166308","-64.596432","-19.835","0.045","5.896","0.046","2458414.082856","0.0027289223","13.896396040297","0.000053909014","3.5885605306553","0.6325693","0.813014","0.073174","748.53328806116","67.39381","2.4586342793529","1.601624","52.383706520016","686.14958612575","11.027907","252.615","1.313","5522.87","125","4.67156","0.2","0.88816297054291","0.0508468","-0.0112057","0.1","0.97","0.121845","4,5,6,7,9,10,11,12,13,27,28,29,30,31,32,33,34,36,37,38,39,62,63,64,65,67,68","L1 candidate","2019-08-26","2024-03-11","2024-03-16"
+"150428703","1225.02","","1","4","1","1","3","4","4","1.2","17.8","5.99","4","1","3","PC","PC","11.7582","0.006","2","spoc-s01-s69-b0A-PC","SPOC","97.166308","-64.596432","-19.835","0.045","5.896","0.046","2458414.548052","0.0022781796","8.12131015476","0.000027072912","3.1040945386524","0.4147981","0.645819","0.057603","594.64437454023","53.052776","2.3157185885077","0.7025419","107.20894101325","820.68689988999","10.414372","252.615","1.313","5522.87","125","4.67156","0.2","0.88816297054291","0.0508468","-0.0112057","0.1","0.97","0.121845","4,5,6,7,9,10,11,12,13,27,28,29,30,31,32,33,34,36,37,38,39,62,63,64,65,67,68","potential multi; low MES","2021-07-19","2024-04-24","2024-04-30"
+"177115354","1226.01","","1","4","4","1","3","4","4","2","21","5.9","5","1","1","PC","PC","11.5514","0.006","1","spoc-s01-s69-b0A-PC","SPOC","103.754836","-69.867129","-8.818","0.036","-3.172","0.039","2458438.458273","0.0013284871","3.9287850567644","0.00000969509","1.8165270799052","0.3628919","0.52777","0.038932","485.97625690403","35.85712","2.3292789975309","1.1379925","376.46129368774","1123.4398688761","14.046988","257.93","1.18","5668.15","125","4.52573","0.2","0.9869430065155","0.0490577","0.128964","0.1","1.01","0.132671","5,6,7,8,10,13,27,28,29,30,32,33,35,36,37,38,39,61,62,63,65,66,67,68,69","L1 candidate","2019-08-26","2024-09-06","2024-09-07"
+"360156606","1227.01","","3","4","4","3","4","4","4","0.6","52.3","34.17","13","0","4","CP","CP","13.802","0.008","1","spoc-s01-s65-b0A-CP","SPOC","186.767363","-72.45185","-40.266","0.097","-10.642","0.081","2458617.479256","0.0032660868","27.361377836843","0.00010217787","4.058641821632","0.33346376","22.700268","1.642326","20690.668429399","1511.4946","6.4522448554385","0.50119525","0.83455554763411","243.77185473897","13.578523","100.641","0.5695","3050","","4.438","","0.44128000736237","0.013263","","","0.437175","0.0203843","11,12,38,64,65","TOI-1227 b","2019-08-26","2024-02-14","2024-02-17"
+"300038935","1228.01","","2","4","2","2","4","4","4","1","18.9","8.47","0","3","1","CP","CP","9.0963","0.006","1","qlp-s68-ffi","SPOC","107.843685","-68.83334","-0.918","0.054","35.033","0.055","2460178.461991","0.0050911","29.0497517","0.0001337","7.117","0.963","0.345319","0.013672","318","12.5922","2.84674","0.120217","257.066","1115","25","272.217","2.19","8208","222","4.25979","0.378798","1.8","0.05","","","2.13","0.318429","1,2,3,4,5,6,7,8,9,10,11,12,13,28,29,30,31,32,33,34,35,36,38,39,61,62,63,64,65,66,67,68","HD 56414 b","2019-08-26","2023-11-15","2023-12-08"
+"140760434","1229.01","","5","5","5","5","3","5","5","26.4","71.9","317","0","3","1","PC","APC","10.779","0.006","1","spoc-s01-s36-b0A","SPOC/QLP","74.130396","-74.920333","9.26","2.134","26.132","2.73","2459970.491644","0.0025319092","31.813226412924","0.000040412702","11.256716400931","0.04278848","12.535663","0.060582","11479.375546983","55.79626","21.631498378804","0.090372145","48.437572446845","672.84548409292","215.36266","254.584","","6028.84","44.1073","3.96199","0.118683","1.9889299869537","","0.0445224","0.0469213","","","11,12,13,28,29,30,31,32,33,34,35,36,61","TFOP APC/SB1","2019-08-26","2023-07-12","2023-07-12"
+"287156968","1230.01","","2","4","2","2","4","4","4","2","34.5","10.59","1","3","1","PC","CP","9.6245","0.006","1","spoc-s01-s65-b0A-CP","SPOC/QLP","118.129594","-83.825063","20.314","0.038","-77.04","0.049","2458620.316686","0.006259529","25.057131232885","0.00016394543","7.5424224831174","0.4529238","0.57938","0.033364","533.48601304404","30.72904","3.2396838353172","0.20000492","53.138928902983","688.60940286361","17.519485","143.138","0.4455","5696","188","4.26563","0.273635","1.1528099775314","0.0536432","","","1.14","0.155961","11,12,13,27,38,39,65,66,67","TFOP VPC","2019-08-26","2024-02-14","2024-02-17"
+"447061717","1231.01","","2","5","5","2","4","4","4","2.3","127","13.34","8","2","5","PC","CP","10.2565","0.007","1","spoc","QLP","156.74726","-52.467872","-89.046","0.141","361.603","0.186","2458563.889063","0.0006053679","24.245582212415","0.00003584256","3.247352593511","0.08247211","6.833948","0.120093","6274.5310692519","110.60372","3.7097594879475","0.16766258","1.950642554877","301.41452242564","56.2112","27.6227","0.0609","3535","112","4.84874","0.46471","0.46527099609375","0.014057","","","0.462709","0.0204544","9,10,36","TOI-1231 b","2019-08-26","2021-07-14","2022-12-14"
+"364395234","1232.01","TIC 364395234.01","3","4","4","3","3","4","4","13.6","71","80.81","15","0","1","PC","PC","11.7835","0.006","1","spoc-s01-s69-b0A-PC","SPOC/QLP","116.501399","-61.879794","-2.334","0.047","26.14","0.046","2458544.021225","0.0011157999","14.254562319116","0.000015437028","4.7250028791628","0.07192217","8.611041","0.155996","7899.6939555252","143.66724","10.704823411406","0.54178035","90.065858486973","785.70550824619","46.428394","328.604","2.3665","5739","189","4.28235","0.517461","1.0959700345993","0.0537437","","","1.05","0.133005","1,3,4,5,6,7,8,9,10,11,13,27,28,30,31,33,34,35,36,37,38,61,62,63,64,67,68,69","","2019-08-26","2024-02-23","2024-03-03"
+"260647166","1233.01","","1","5","5","1","4","4","4","4.4","77.3","7.4","34","4","5","CP","CP","8.6522","0.006","1","spoc-s01-s39-b0A-CP","SPOC","186.574063","-51.363052","-70.434","0.056","-49.865","0.043","2459308.481159","0.0021338316","14.175894725449","0.000036982172","3.7543826801899","0.2981036","0.985354","0.051041","907.13245287357","47.009396","2.6231641315445","0.70052356","53.879509528625","690.99619827132","15.42892","64.5978","0.19375","5723.87","49.567","4.438","","0.86417299509048","0.038593","","","1.02","0.125314","10,11,37","HD 108236 d / TOI-1233.01","2019-08-26","2022-03-30","2024-07-03"
+"260647166","1233.02","","1","5","5","1","4","4","4","4.3","84.1","9.31","34","4","5","CP","CP","8.6522","0.006","2","spoc-s01-s39-b0A-CP","SPOC","186.574063","-51.363052","-70.434","0.056","-49.865","0.043","2459311.402774","0.0021112864","19.590157809239","0.000043838372","4.0028609697146","0.19348109","1.284825","0.057766","1182.6678641338","53.20346","3.0026428099737","0.43376216","35.003141754605","620.36388386003","19.270168","64.5978","0.19375","5723.87","49.567","4.438","","0.86417299509048","0.038593","","","1.02","0.125314","10,11,37","HD 108236 e/TOI 1233.02","2019-08-26","2022-03-30","2024-07-03"
+"260647166","1233.03","","1","5","5","1","4","4","4","5.1","74.2","4.89","34","4","5","CP","CP","8.6522","0.006","3","spoc-s01-s39-b0A-CP","SPOC","186.574063","-51.363052","-70.434","0.056","-49.865","0.043","2459310.632995","0.002245718","6.2036218855347","0.000019735595","3.0109800105516","0.3032236","0.596129","0.03615","548.90443993467","33.294434","2.0567480244962","0.8290422","162.16750942577","910.14525924034","18.416348","64.5978","0.19375","5723.87","49.567","4.438","","0.86417299509048","0.038593","","","1.02","0.125314","10,11,37","HD 108236 c / TOI 1233.03","2019-08-26","2022-03-30","2024-07-03"
+"260647166","1233.04","","1","5","5","1","4","4","4","4","60.7","3.03","34","4","5","CP","CP","8.6522","0.006","4","spoc-s01-s39-b0A-CP","SPOC","186.574063","-51.363052","-70.434","0.056","-49.865","0.043","2458572.107559","0.0014581286","3.7958899708437","0.000021116364","2.4602856483226","0.5248255","0.344806","0.038622","317.52729283048","35.57154","1.5531349887819","1.950819","312.1807495498","1072.0653989398","10.611289","64.5978","0.19375","5723.87","49.567","4.438","","0.86417299509048","0.038593","","","1.02","0.125314","10,11,37","HD 108236 b / 1233.04","2019-08-26","2022-03-30","2022-12-14"
+"90504905","1234.01","","5","5","5","5","5","5","5","19.8","103.2","23.63","8","0","5","PC","FP","13.7991","0.008","1","spoc-s14-b02","SPOC","290.57223","26.319493","-29.235","0.059","-14.449","0.063","2458685.613152","0.0053327708","2.264538611452","0.0010603992","3.8193701401258","0.4799231","16.431406","1.895756","15019.942090293","1744.5321","5.1936763580668","0.5849404","34.187389707714","616.71744754033","7.442371","104.912","0.4445","3443","157","4.81617","0.00428335","0.411471","0.012407","","","0.404369","0.0203876","14,40","Period may be at another multiple","2019-10-17","2022-03-28","2023-09-08"
+"103633434","1235.01","","1","4","4","1","4","4","4","7.2","77","4.68","5","6","10","CP","CP","9.91924","0.007","1","qlp-s74-ffi","SPOC","152.218255","69.27662","196.631","0.04","17.369","0.047","2460333.631473","0.0017491","3.4447015","0.0000071","1.912","0.479","0.86459","0.101353","796","93.3448","2.00495","0.12654","231.437","1086","24","39.6345","0.0478","3912","157","4.62642","0.0114063","0.63","0.02","","","0.611578","0.0202794","14,20,21,40,41,47,60,74","TOI-1235 b","2019-10-17","2024-04-01","2024-04-05"
+"120757718","1236.01","","5","5","5","5","5","5","5","111.4","301.9","108.82","0","0","0","KP","KP","11.0248","0.006","1","spoc-s14-s55-b0A-KP","SPOC","286.040876","36.632536","-32.207","0.046","-20.401","0.046","2459422.690639","0.0002431802","3.0300714582668","4.80485e-7","2.5466671376467","0.010609142","23.924875","0.088368","21794.613695628","81.38665","12.752989173481","0.68132544","318.45818584778","1077.4145935397","327.5781","159.658","0.733","5242.82","110.777","4.52404","0.0808874","0.85736900568008","0.045686","0.0414032","0.0370742","0.896","0.107192","14,40,41,53,54","TrES-1 b","2019-10-17","2023-03-15","2023-03-24"
+"120960812","1237.01","","5","5","5","5","5","5","5","4.6","35.5","21.8","0","130","6","KP","KP","10.2768","0.006","1","qlp-s54-ffi","SPOC","286.638391","39.487904","-0.455","0.04","6.169","0.044","2459781.665928","0.0037874","12.72038","0.0001319","2.401","0.372","1.16236","0.00282","1070","2.59688","4.96046","0.394461","41.1042","705","13","243.249","1.4055","6212","132.796","4.17664","0.0924886","1.48","0.09","-0.01","0.1","1.196","0.174207","14,40,41,53,54","Kepler-25 c","2019-10-17","2022-10-05","2022-12-14"
+"120960812","1237.02","","5","5","5","5","5","5","5","2.6","25.8","9.15","0","130","6","KP","KP","10.2768","0.006","2","spoc-s14-s55-b0A-KP","SPOC","286.638391","39.487904","-0.455","0.04","6.169","0.044","2458685.409943","0.0027240294","6.2387550133455","0.000030611034","3.6178567252982","0.482282","0.405672","0.039767","373.56811384683","36.626076","2.9728283438762","1.2901354","587.1290759476","1255.4607698713","9.259248","243.249","1.4055","6212","132.796","4.17664","0.0924886","1.4776799678802","0.0878593","-0.01","0.1","1.196","0.174207","14,40,41,53,54","Kepler-25 b","2022-06-02","2023-03-15","2023-03-24"
+"153951307","1238.01","","2","4","4","2","4","4","4","5.8","53.7","6.24","4","2","8","PC","PC","11.2582","0.007","1","qlp-s49-tois","SPOC/QLP","201.382339","68.836068","-4.963","0.052","-45.922","0.053","2459659.536902","0.0025958","3.2947591","0.0000121","1.655","0.265","1.434119","0.002142","1320","1.97257","2.36106","0.118456","44.5658","719","21","70.7145","0.12055","3853","157","4.63168","0.010987","0.62","0.02","","","0.606665","0.0201108","14,15,21,22,41,49","potential multi","2019-10-17","2022-07-13","2022-12-14"
+"153951307","1238.02","","2","4","4","2","4","4","4","5.2","6.3","2.37","4","2","8","PC","PC","11.2582","0.007","2","qlp-s49-tois","SPOC","201.382339","68.836068","-4.963","0.052","-45.922","0.053","2459662.769331","0.0038725","0.7645787","0.000004","1.08","0.285","0.412658","0.002608","380","2.40229","1.33541","0.1132","398.218","1244","9","70.7145","0.12055","3853","157","4.63168","0.010987","0.62","0.02","","","0.606665","0.0201108","14,15,21,22,41,49","TOI 1238 c","2019-11-15","2022-08-19","2022-12-14"
+"154716798","1239.01","","2","4","2","2","4","4","4","6.1","65.1","19.25","8","5","3","CP","CP","10.7192","0.006","1","spoc-s14-s60-b0A-CP","SPOC","158.011286","84.030377","-26.182","0.043","2.141","0.042","2459604.095801","0.0012757","12.639698180911","0.000015323858","3.3830701609386","0.086212866","3.580882","0.123812","3292.6812863759","114.02858","4.6025162442062","0.33088568","39.656397652974","640.02666011425","27.144175","126.903","0.4395","5217","128.364","4.59186","0.0842146","0.78942501544952","0.0435527","","","0.888","0.109824","14,20,26,40,47,53,59","TOI 1239 b (Giacalone+2021)","2019-10-17","2023-06-13","2023-06-16"
+"158170594","1240.01","","5","5","5","5","5","5","5","26.1","57.3","119.35","0","3","1","KP","KP","13.8046","0.006","1","spoc-s14-s55-b0A-KP","SPOC","286.110305","43.680961","-1.691","0.03","7.017","0.032","2459421.32991","0.0017901955","1.7208554509494","0.0000026333819","1.8346409147423","0.08741208","10.927651","0.344193","10014.258740094","316.96338","13.464631410049","0.70833164","2259.3896675813","1758.3994294139","34.395763","1086.24","19.16","5832.83","96.06","4.20893","","1.3340200185776","","0.371","0.092","1.05","","14,26,40,41,53,55","Kepler-412 b","2019-10-17","2023-03-15","2023-03-24"
+"159107668","1241.01","","3","4","4","3","4","4","4","8.3","28.5","45.27","5","33","19","PC","PC","11.1634","0.008","1","spoc-s14-s41-b0A-PC","SPOC","289.73973","44.647347","2.831","0.15","-10.813","0.154","2459421.236112","0.0031315","4.7802596947792","0.000016466798","1.4588657711857","0.5069863","1.103076","0.106929","1015.4550042555","98.48061","7.6126429295816","7.273695","1770.0151344265","1654.2989516009","14.010956","546.522","24.466","5826","155.529","3.7213","0.0931907","2.3387200832367","0.172542","0.12","0.1","1.05","0.13373","14,15,40,41","matched to KOI 5.01 (Kepler PC); triple star system","2019-10-17","2022-02-15","2022-12-14"
+"198212955","1242.01","","1","4","4","1","4","4","4","12","63.6","4.93","10","4","6","PC","PC","11.598","0.006","1","qlp-s49-tois","SPOC","248.553295","60.195927","1.525","0.049","-39.808","0.052","2459664.126568","0.0010607","0.3814849","6e-7","0.565","0.154","0.619046","0.005104","570","4.70096","2.0605","0.255519","931.396","1539","27","110.015","0.364","4255","128.2","4.55641","0.106625","0.71","0.07","","","0.665","0.0831565","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,48,49","Possible L1 candidate; very short period","2019-10-17","2022-08-19","2023-08-17"
+"219698776","1243.01","","2","4","4","2","4","4","4","4.6","67.2","5.47","10","2","7","PC","PC","11.1966","0.007","1","spoc-s14-s60-b0A-PC","SPOC","135.732641","71.636416","-100.404","0.04","-142.946","0.048","2459598.143164","0.0019616","4.6595169226881","0.000008162405","0.9011820686551","0.19003154","1.874698","0.149552","1725.1706258988","137.73328","2.1961507274823","0.5582007","17.26640380949","519.90048545208","14.432014","43.1865","0.0613","3489","157","4.74553","0.00760071","0.49072900414467","0.014421","","","0.488819","0.0201716","14,20,40,47,53,60","L1 candidate","2019-10-17","2023-05-25","2023-06-16"
+"219850915","1244.01","","1","4","1","1","4","4","4","2.7","36.2","5.8","5","10","7","PC","PC","11.0157","0.006","1","spoc-s14-s55-b0A-PC","SPOC","256.279559","69.519093","-56.411","0.045","-66.5","0.047","2459913.810947","0.003685006","6.4002807482418","0.000010382737","2.1559874735399","0.1579858","1.115191","0.038034","1026.6018729023","35.029545","2.2730301040928","0.84500456","56.436879700392","699.05363470217","28.111683","102.551","0.24","4599","123","4.58487","0.0932913","0.72055101394653","0.0534824","","","0.728","0.0836433","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,59","L1 candidate","2019-10-17","2023-03-16","2023-03-24"
+"229781583","1245.01","","1","4","1","1","4","4","4","3.2","42","6.31","7","2","5","PC","PC","12.1819","0.007","1","qlp-s52-tois","SPOC","283.53553","69.633534","-9.435","0.034","54.067","0.04","2459764.329317","0.001816","4.8204512","0.0000122","1.756","0.181","2.097496","0.001623","1930","1.49496","2.36747","0.0993507","17.8782","572","20","80.0982","0.11875","3692","157","4.71598","0.00882482","0.52","0.02","","","0.521792","0.0202308","14,15,16,17,18,19,20,21,22,23,25,26,40,41,47,48,49,50,51,52","Potential L1 candidate","2019-10-17","2022-10-04","2022-12-14"
+"230127302","1246.01","","1","4","2","1","4","4","4","2.9","39.3","17.74","10","16","6","CP","CP","11.1802","0.006","1","spoc-s14-s55-b0A-CP","SPOC","251.11587","70.429992","-48.024","0.047","81.928","0.051","2459733.643821","0.0043228","18.654882881017","0.00010550051","5.4431450991765","0.23184176","1.624874","0.161369","1495.4449472818","148.61504","4.3869877505738","0.5200952","27.832077008609","585.80915416446","23.855204","169.422","0.671","5141","122.049","4.49143","0.0842768","0.8761540055275","0.051","","","0.868","0.105417","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,55","TOI-1246 d","2019-10-17","2023-02-23","2023-02-25"
+"230127302","1246.02","","1","4","2","1","4","4","4","5.5","48.9","10.83","10","16","6","CP","CP","11.1802","0.006","2","spoc-s14-s60-b0A-CP","SPOC","251.11587","70.429992","-48.024","0.047","81.928","0.051","2459737.587215","0.0020169","4.3074513248435","0.0000049797477","2.3379195754737","0.07733442","1.189361","0.032565","1094.8419495346","29.993288","3.2819879282482","0.2242451","196.47553578503","954.87576287857","35.282627","169.422","0.671","5141","122.049","4.49143","0.0842768","0.8761540055275","0.051","","","0.868","0.105417","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,55,56,57,58,59,60","TOI-1246 b; confirmed multi","2019-10-17","2023-06-13","2023-06-16"
+"230127302","1246.03","","1","4","2","1","4","4","4","2.4","29.6","6.58","10","16","6","CP","CP","11.1802","0.006","3","spoc-s14-s60-b0A-CP","SPOC","251.11587","70.429992","-48.024","0.047","81.928","0.051","2459740.304262","0.0026101","5.9041278420492","0.000010616182","2.7678312759758","0.24960689","0.840606","0.033949","773.92664681174","31.268017","2.448945352867","0.93253917","129.04107812068","859.61056649846","23.98417","169.422","0.671","5141","122.049","4.49143","0.0842768","0.8761540055275","0.051","","","0.868","0.105417","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,55,56,57,58,59,60","TOI-1246 c","2019-11-15","2023-06-13","2023-06-16"
+"230127302","1246.04","TIC 230127302.04","2","4","2","2","4","4","4","0.7","23.3","10.61","10","16","6","CP","CP","11.1802","0.006","4","spoc-s14-s60-b0A-CP","SPOC","251.11587","70.429992","-48.024","0.047","81.928","0.051","2458700.697302","0.0027322455","37.925198336538","0.00012524855","3.5345219475186","0.39733","1.489336","0.085594","1370.7888538577","78.83223","3.2416429594035","1.1774186","10.806834623881","462.42826963209","16.44205","169.422","0.671","5141","122.049","4.49143","0.0842768","0.8761540055275","0.051","","","0.868","0.105417","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,55,56,57,58,59,60","TOI-1246 e/.04","2020-07-16","2023-06-13","2023-06-16"
+"232540264","1247.01","","2","4","4","2","4","4","4","2.4","44.6","5.38","2","24","3","PC","PC","8.4724","0.006","1","qlp-s74-ffi","SPOC","227.867864","71.841296","-189.064","0.053","80.263","0.044","2460311.844914","0.003136","15.9234883","0.0000529","4.021","0.242","0.5354","0.017675","493","16.279","2.18203","0.10788","48.5414","735","32","73.8713","0.14365","5711.85","106.3","4.38315","0.0689493","1.08","0.05","-0.19","0.07","1.02","0.122847","14,15,16,20,21,22,26,40,41,47,49,53,56,60,74","L1 candidate; other possible unrelated transits in LC","2019-10-17","2024-04-01","2024-09-01"
+"232612416","1248.01","","3","4","4","3","4","4","4","23.4","110.2","36.56","12","10","5","PC","PC","11.1153","0.006","1","spoc","SPOC/QLP","259.023592","63.105607","-2.867","0.047","-81.029","0.042","2459768.439523","0.0002829","4.3601535734967","0.0000016947921","2.2646706697289","0.022081785","6.065596","0.03646","5571.0444954088","33.58029","6.7138688606913","0.37471664","202.07390288437","961.60631548761","140.17354","168.735","0.5995","5227","119.505","4.50479","0.0814786","0.87413102388382","0.0475929","","","0.891","0.112337","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50","","2019-10-17","2022-10-04","2022-12-14"
+"232976128","1249.01","","1","4","1","1","4","4","4","3.1","41","10.67","0","15","5","PC","PC","10.2108","0.006","1","qlp-s75-ffi","SPOC","200.561576","66.308533","-14.785","0.052","-46.313","0.042","2460342.349121","0.0034345","13.0791581","0.0000414","2.97","0.665","1.241706","0.067959","1143","62.5902","3.25485","0.201784","48.6058","735","20","139.49","0.535","5453","117.875","4.41707","0.0794538","1","0.05","","","0.952","0.124441","14,15,21,22,41,48,49,75","L1 candidate","2019-10-17","2024-05-15","2024-06-01"
+"233059608","1250.01","","5","5","5","5","5","5","5","36.7","252.3","14.11","2","4","2","V","FA","6.895","0.006","1","spoc-s14-b02","SPOC","269.807391","64.142644","16.484","0.07","15.481","0.07","2458683.642967","0.0017532121","1.4415044165844","0.00016725689","0.92745238098443","0.32538947","0.594405","0.070468","547.31727362958","64.90167","3.8345208890003","3.9494371","5519.1844999809","2198.3076824187","7.2832127","66.3631","0.14805","6603","80","4.438","","1.58365","0.0635955","","","1.38","0.232049","14","Nearby bright star","2019-10-17","2023-05-10","2023-05-10"
+"233120979","1251.01","","3","5","5","3","4","4","4","45.9","183.9","73.36","11","19","4","PC","APC","10.6479","0.006","1","qlp-s52-tois","SPOC/QLP","273.529238","62.858243","-17.9","3.3","-3","3.4","2459759.178675","0.0001791","5.9630544","0.0000015","2.951","0.029","12.009271","0.000269","11000","0.248193","10.0859","","112.667","","298","185.952","","5273","","4.438","","0.94","","","","","","14,15,16,18,19,20,21,22,23,24,25,26,40,41,48,49,51,52","","2019-10-17","2022-10-04","2022-12-14"
+"233211762","1252.01","","3","4","4","3","4","4","4","24.9","110.5","15.14","16","3","2","PC","PC","12.0623","0.006","1","spoc-s14-s55-b0A-PC","SPOC","266.686079","70.784502","-10.63","2","26.99","2","2459662.042876","0.0003672","1.1219714950878","0.0000013631511","0.82261210735101","0.048536025","4.349086","0.085","3997.6445916028","78.284676","3.9968416621079","0.66921306","1132.4612950332","1479.5361861534","64.59633","123.8346","","5780","","4.67672","0.325367","0.6240000128746","0.087","","","0.674","0.113","14,15,16,17,18,19,21,22,24,25,26,41,47,48,49,51,52,53,54,55","V-shaped; variable host star; possibly synchronized","2019-10-17","2023-03-14","2023-03-24"
+"233684822","1253.01","","5","5","5","5","5","5","5","7.6","45.3","15.37","4","10","4","O","FP","9.89947","0.006","1","qlp-s74-ffi","SPOC/QLP","260.902889","64.862363","-30.786","0.042","29.555","0.042","2460350.041682","0.0017776","4.6756797","0.0000097","1.95","0.411","0.86133","0.044661","793","41.1336","4.02964","0.235912","343.911","1199","26","185.23","0.7705","5779","188","4.88162","0.361611","1.45","0.07","","","1","0.125785","14,15,16,17,18,19,21,22,23,24,25,26,40,41,48,49,51,52,53,54,55,56,57,58,59,60,74","slightly evolved star; 2 stars in pixel; Retired as NPC on TIC 233684823","2019-10-17","2024-03-04","2024-03-16"
+"236714379","1254.01","","3","4","3","3","4","4","4","47.6","149.9","35.4","6","6","6","PC","PC","10.794","0.006","1","spoc-s14-s60-b0A-PC","SPOC/QLP","239.201466","65.888838","-13.864","0.042","-39.587","0.052","2459716.011222","0.0002338","1.0180113900651","6.638847e-7","1.1353638932934","0.010715968","2.847218","0.026242","2618.9492168263","24.16985","6.5875996964439","0.34685823","2488.2014600317","1801.321093785","118.722534","199.039","1.049","5451","125.913","4.33923","0.0801804","1.093299984932","0.0570678","","","0.952","0.11962","14,15,16,17,18,20,21,22,23,24,40,41,47,48,49,50,51,53,54,55,56,57,58","V-shaped; possible odd-even; 2 stars in pixel; possible large-amplitude phase modulation at 2x orbital period","2019-10-17","2023-05-19","2023-06-16"
+"237222864","1255.01","","1","5","5","1","4","4","4","4.9","69.5","7.86","1","27","6","CP","CP","9.1416","0.006","1","qlp-s74-ffi","SPOC/QLP","296.24462","74.062858","18.618","0.036","28.014","0.046","2460337.877095","0.0009593","10.2888871","0.0000102","1.425","0.345","0.938482","0.036616","864","33.7236","2.73221","0.174198","25.0029","622","44","65.9501","0.1013","5126","124.385","4.49772","0.0845762","0.87","0.05","","","0.86","0.104376","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,55,56,57,58,59,60,73,74","HIP 97166 b / TOI 1255 b","2019-10-17","2024-04-01","2024-04-05"
+"274762761","1256.01","","5","5","5","5","5","5","5","71.9","527.7","15.73","1","1","3","PC","FP","13.5608","0.008","1","spoc","SPOC","301.346363","38.228325","-213.45","2","-576.64","2","2458683.947476","0.004218996","1.0332441138341","0.00032380797","3.8017836345051","0.3347664","28.726915","2.129666","26111.508197215","1959.5728","4.0879880194072","8.41243","16.777879139922","516.1833774925","8.785042","","","2972","157","5.15741","0.0425173","0.156193","0.00469252","","","0.12784","0.0200328","14,15","TFOP FP","2019-10-17","2019-10-17","2022-12-14"
+"278348461","1257.01","","5","5","5","5","5","5","5","69.8","88.1","317","0","0","1","KP","KP","9.87463","0.006","1","qlp-s55-ffi","SPOC","303.195436","18.104778","16.395","0.056","-12.938","0.044","2459820.977365","0.0003167","5.4526479","0.0000037","3.401","0.065","8.447231","0.000292","7750","0.269391","14.5502","0.67124","433.78","1271","147","249.325","2.774","6509","117.198","4.17233","0.0865922","1.57","0.07","0.08","0.05","1.336","0.217385","14,41,54,55","HAT-P-34 b","2019-10-17","2022-10-04","2022-12-14"
+"288132261","1258.01","","2","4","2","2","3","4","4","4.7","46.8","12.73","2","13","2","PC","PC","9.13619","0.006","1","qlp-s74-ffi","SPOC","209.484313","79.583322","-30.956","0.047","30.681","0.037","2460333.648786","0.0025738","10.2613397","0.0000291","4.855","0.798","0.788531","0.020656","726","19.0249","3.60391","0.183384","372.358","1152","37","154.944","0.521","6124","126.553","4.15391","0.0809288","1.49","0.07","","","1.157","0.159362","14,20,21,26,40,41,47,48,53,60,73,74","possible depth-aperture correlation","2019-10-17","2024-04-01","2024-04-05"
+"288735205","1259.01","","3","5","5","3","4","4","4","116","315.5","105.95","7","1","2","CP","CP","11.1534","0.006","1","spoc-s14-s60-b0A-CP","SPOC","282.100166","79.256476","-5.658","0.04","100.203","0.047","2459764.874089","0.0000674","3.4779776284693","2.0129826e-7","2.5103488748964","0.0042163334","29.742106","0.038241","27021.693242358","35.22068","12.554192545009","0.8909824","153.13889711481","897.20384960051","902.9762","118.106","0.3735","4699","129.561","4.54638","0.0920064","0.76500099897385","0.0542789","","","0.751","0.0862556","14,17,18,19,20,21,24,25,26,40,41,47,48,50,51,52,53,54,55,58,59,60","TOI-1259 A b","2019-10-17","2023-06-13","2023-06-16"
+"355867695","1260.01","","2","5","5","2","4","4","4","7.6","64.4","7.19","7","2","6","CP","CP","10.8116","0.006","1","spoc-s14-s50-b0A-PC","SPOC","157.144071","65.854199","-177.236","0.037","-81.772","0.044","2459634.760516","0.0039029","3.1274634458907","0.000007316175","1.9812694644394","0.19414476","1.446987","0.074488","1331.8369299824","68.603745","2.5802895659067","0.80342484","103.26759982068","813.03786165427","17.032537","73.5977","0.1604","4225","135.544","4.5756","0.1122","0.69343101978302","0.0690804","","","0.66","0.0825376","14,21,41,47,48","TOI-1260 b / TOI-1260.01","2019-10-17","2022-11-09","2022-12-14"
+"355867695","1260.02","","2","5","5","2","4","4","4","4.2","53.7","8.13","7","2","6","CP","CP","10.8116","0.006","2","spoc-s14-s50-b0A-CP","SPOC","157.144071","65.854199","-177.236","0.037","-81.772","0.044","2458686.119718","0.0010350184","7.4931613332368","0.00001695653","1.933929506822","0.25977242","1.793648","0.101993","1650.6470496648","93.93474","2.7733673521853","1.4571416","32.210709795717","607.60287944519","15.933478","73.5977","0.1604","4225","135.544","4.5756","0.1122","0.69343101978302","0.0690804","","","0.66","0.0825376","14,21,41,47,48","TOI-1260 c / TOI 1260.02","2019-10-17","2022-11-09","2022-12-14"
+"355867695","1260.03","TIC 355867695.03","3","5","5","3","4","4","4","0.7","43.5","14.09","7","2","6","PC","CP","10.8116","0.006","3","spoc-s14-s50-b0A-PC","SPOC","157.144071","65.854199","-177.236","0.037","-81.772","0.044","2458879.323459","0.0066083833","49.825165964839","0.0005767721","3.8714976382464","0.3720089","2.238278","0.220101","2059.4069036827","202.70015","3.8319134922927","0.4818024","2.5760565998612","323.11610112876","10.817838","73.5977","0.1604","4225","135.544","4.5756","0.1122","0.69343101978302","0.0690804","","","0.66","0.0825376","14,21,41,47,48","now have period for 1260.03; P. ~ 49.8 days","2022-02-28","2022-11-09","2022-12-14"
+"356311210","1261.01","","1","4","1","3","4","4","4","2.7","38","13.95","4","3","10","PC","PC","10.6965","0.007","1","spoc-s14-s60-b0A","SPOC","268.016064","53.730699","-4.385","0.042","18.216","0.041","2459628.771413","0.0040823","18.057401608272","0.000039164137","3.5921769642066","0.13993236","1.301554","0.057307","1198.0572128166","52.78039","3.809266251749","0.2625163","58.125040341556","704.22358590166","19.749617","199.964","0.8515","5897","130.326","4.45922","0.0794702","1.0099999904633","0.0490678","","","1.071","0.134105","14,17,18,20,21,24,25,26,40,41,47,48,50,51,52,53,54,55,56,57,58,59,60","potential L1 planet; variable star","2019-10-17","2023-05-25","2023-06-16"
+"365938305","1262.01","","2","5","5","2","3","4","4","1.3","31.9","5.31","0","5","2","PC","PC","9.5966","0.006","1","qlp-s74-ffi","SPOC/QLP","180.726502","74.061009","-168.724","0.042","-29.722","0.037","2460322.358008","0.0042434","20.8774413","0.0001096","3.562","0.306","0.837425","0.033844","771","31.1713","2.16145","0.134898","17.8402","572","21","93.2276","0.18145","5396","121.99","4.50457","0.0812179","0.9","0.05","","","0.94","0.11604","14,20,21,40,41,47,48,60,74","","2019-10-17","2024-04-01","2024-04-05"
+"406672232","1263.01","","3","4","4","3","4","4","4","8.8","14","2.39","2","7","5","PC","PC","8.5325","0.006","1","qlp-s41-ffi","SPOC","309.353641","22.654366","54.072","0.056","-57.845","0.062","2459445.579966","0.0018337","1.0228925","0.0000066","1.156","0.205","0.228029","0.000731","210","0.673588","1.35281","0.110924","670.032","1417","13","46.5539","0.0783","5098","125.822","4.54682","0.0834493","0.82","0.05","","","0.86","0.0985563","14,41","potential L1 candidate","2019-10-17","2022-02-15","2022-12-14"
+"416195870","1264.01","","3","4","3","3","4","4","4","55.3","183.6","47.99","12","3","6","PC","PC","10.634","0.008","1","qlp-s52-tois","SPOC/QLP","287.242092","57.344126","12.159","0.046","-13.194","0.052","2459765.819264","0.0002532","2.7441672","0.000001","1.418","0.168","6.151805","0.000197","5650","0.181862","7.84317","0.519602","172.233","1009","190","141.755","0.5485","5040","134.474","4.38482","0.0895632","0.97","0.06","","","0.84","0.0988493","14,15,16,17,19,20,22,23,25,26,40,41,47,49,50,52","2 stars in pixel","2019-10-17","2022-10-04","2022-12-14"
+"424865156","1265.01","","5","5","5","5","5","5","5","106","121.1","317","0","1","3","KP","KP","10.0274","0.006","1","spoc-s14-s55-b0A-KP","SPOC","292.24719","47.969543","-18.281","0.038","8.91","0.037","2460364.770464","0.0030393","2.2046665","0.0000088","3.9767263189703","0.012858977","7.113768","0.0225","6530.6044983321","20.723417","16.819247843133","0.6873013","4831.1196391376","2126.3350483611","341.97046","341.079","2.414","6532.23","109.214","3.96818","0.0816647","1.9935599565506","0.0812563","0.232601","0.0260692","1.347","0.217247","14,15,40,41,54,55,74,75","HAT-P-7 b/Kepler-2 b","2019-10-17","2024-04-01","2024-04-02"
+"467179528","1266.01","","1","5","5","1","4","4","4","2.6","74.1","6.67","8","3","7","CP","CP","11.0402","0.007","1","spoc-s14-s50-b0A-CP","SPOC/QLP","197.996583","65.833697","-150.652","0.041","-25.368","0.039","2459649.751299","0.0011874","10.894842098174","0.000012215573","2.0719393955461","0.13021943","3.445492","0.090157","3168.385358398","83.03396","2.4691413989951","0.28267094","5.5137470930841","390.82421119873","37.82544","36.0118","0.0295","3618","157","4.79432","0.00537588","0.43566599488258","0.0129388","","","0.431082","0.0202618","14,15,21,22,41,48,49","TOI-1266 b / TOI 1266.01","2019-10-17","2022-11-09","2022-12-14"
+"467179528","1266.02","","2","5","5","2","4","4","4","0.7","44.3","4.32","8","3","7","CP","CP","11.0402","0.007","2","spoc-s14-s50-b0A-CP","SPOC","197.996583","65.833697","-150.652","0.041","-25.368","0.039","2459630.046434","0.0024653","18.80161110998","0.00005320233","1.9093524102518","0.24637721","1.832953","0.121261","1686.7881033264","111.67929","1.9112282268809","0.31726363","2.6636756551691","325.82926214187","15.856179","36.0118","0.0295","3618","157","4.79432","0.00537588","0.43566599488258","0.0129388","","","0.431082","0.0202618","14,15,21,22,41,48,49","TOI-1266 c / TOI 1266.02","2019-11-15","2022-11-09","2022-12-14"
+"158561566","1267.01","","5","5","5","5","5","5","5","9.2","35.1","69","0","11","40","KP","KP","11.636","0.036","1","spoc-s14-s55-b0A-KP","SPOC","287.708814","47.33305","","","","","2459425.412816","0.004636351","6.7900981113413","0.000014470468","6.0786576276485","0.1479155","2.345739","0.061485","2158.1733567662","56.62805","9.754848091183","0.5910394","477.52899790209","1192.2564671939","29.824783","","","6378","25","4.438","","2.0006799697876","0.103465","0.07","0.1","","","14,15,26,40,41,53,54,55","Kepler-14 b","2019-10-17","2023-03-15","2023-03-24"
+"142394656","1268.01","","3","5","5","3","4","4","4","43.2","202.9","64.06","10","21","7","CP","CP","10.1495","0.006","1","qlp-s75-ffi","SPOC/QLP","198.388583","62.30538","-66.989","0.077","-15.318","0.065","2460359.607231","0.0002798","8.157721","0.0000023","3.788","0.046","11.211455","0.069956","10273","64.4301","9.31888","0.554542","91.0972","860","238","109.557","0.5425","5091.2","83.2","4.47","0.08","0.9","0.05","","","0.87","0.105344","15,21,22,41,48,49,75","TOI-1268 b / TOI-1268.01","2019-10-17","2024-05-07","2024-06-01"
+"198241702","1269.01","","1","4","1","2","4","4","4","2.8","33","5.78","14","14","6","PC","PC","10.9897","0.006","1","spoc-s14-s60-b0A-PC","SPOC","249.69664","64.559181","-40.011","0.038","107.858","0.056","2458686.60881","0.0006425602","4.2529641406111","0.0000058524347","2.5733867096256","0.21459378","0.823936","0.028293","758.58499902251","26.058401","2.3483382880355","0.7878943","231.20340037807","994.53095192244","34.025505","172.138","0.693","5591","185","4.38111","","0.84890598058701","0.0452839","","","0.969","0.128979","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","potential multi","2019-10-17","2024-09-06","2024-09-07"
+"198241702","1269.02","","1","4","1","2","4","4","4","1.5","24.9","5.6","14","14","6","PC","PC","10.9897","0.006","2","qlp-s52-tois","SPOC","249.69664","64.559181","-40.011","0.038","107.858","0.056","2459739.097032","0.0034659","9.2378703","0.0000534","2.535","0.305","0.716822","0.001024","660","0.942831","2.22995","0.14957","54.6767","757","13","172.138","0.693","5591","185","4.38111","","0.85","0.05","","","0.969","0.128979","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52","Level 1 candidate; potential multi","2020-02-26","2022-11-18","2022-12-14"
+"237200747","1270.01","","5","5","5","5","5","5","5","60.4","162.1","317","0","2","0","PC","FP","11.463","0.006","1","qlp-s49-tois","SPOC/QLP","293.032494","74.891073","-12.978","0.045","-13.983","0.041","2459695.445887","0.0004704223","14.3034613","0.0000026","3.135","0.01","54.366054","0.00026","48840","0.239763","18.4949","1.14648","15.38","551","573","171.138","0.664","5056.6","91.3","4.53","0.09","0.83","0.05","","","0.843","0.1037","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,51","TFOP SB1/APC; see observing notes; strong secondary; too large for insolation","2019-10-17","2022-07-15","2022-12-14"
+"286923464","1271.01","","5","5","5","5","5","5","5","136.6","353.1","114.56","0","7","2","KP","KP","7.4556","0.006","1","qlp-s49-ffi","SPOC/QLP","203.509956","53.728188","-85.877","0.052","-78.913","0.038","2459657.449461","0.0012213","6.1349783","0.0000165","5.661","0.775","4.199051","0.001484","3860","1.36645","13.1383","0.760486","861.554","1509","66","92.2589","0.2358","5828.7","80","3.84","0.08","2.05","0.11","0.211367","0.0109545","1.05","0.136204","15,16,22,49","HD 118203 b","2019-10-17","2022-05-19","2022-12-14"
+"417948359","1272.01","","3","5","5","3","4","4","4","15.1","85.2","19.15","5","16","3","PC","CP","11.0244","0.006","1","qlp-s49-tois","SPOC/QLP","199.196204","49.861059","-63.3","0.033","4.659","0.03","2459661.401357","0.001733","3.3159772","0.0000074","1.494","0.364","3.011662","0.005287","2770","4.86911","4.5947","0.346084","120.595","923","35","137.572","0.402","4972.7","61.9","4.54","0.09","0.81","0.05","","","0.825","0.0987782","15,16,22,49","2 stars in pixel","2019-10-17","2022-07-13","2023-12-03"
+"445859771","1273.01","","3","5","5","3","4","4","4","44.5","167.4","63.77","6","3","5","PC","CP","10.418","0.006","1","qlp-s50-tois","SPOC/QLP","214.120856","58.390253","37.07","0.081","-44.439","0.072","2459684.920137","0.0015226","4.6313014","0.0000088","1.435","0.232","5.289542","0.084423","4860","77.7533","9.34848","1.12279","225.013","1078","11","177.118","1.214","5736","164.8","4.39","0.07","1.07","0.05","","","1.015","0.12369","15,16,22,23,48,50","v-shaped","2019-10-17","2022-09-07","2024-02-13"
+"459969957","1274.01","","3","4","3","3","4","4","4","10.3","82.2","65.35","7","3","3","PC","PC","11.8994","0.006","1","qlp-s52-tois","SPOC/QLP","254.816154","65.747438","-72.167","0.063","74.449","0.056","2459736.340774","0.0004208","19.3203478","0.0000126","4.215","0.074","15.208613","0.000711","13910","0.655116","9.38964","0.690442","13.544","534","192","178.141","0.957","4968.1","172.4","4.5","0.1","0.8","0.06","","","0.747","0.0899751","14,15,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,54,55","","2019-10-17","2022-10-11","2022-12-14"
+"13499636","1275.01","","5","5","5","5","5","5","5","5.9","62.4","17.09","3","2","4","PC","FA","10.5954","0.006","1","spoc","SPOC","320.201905","28.055829","52.835","0.06","19.537","0.067","2458714.596964","0.0071867397","11.324682143121","0.010262233","5.9704135743043","0.4890376","2.105745","0.271795","1937.5829720821","250.30127","4.2917225571439","0.4109325","59.170610179361","707.36938815527","7.1837444","138.591","0.823","5518","130.133","4.59176","0.0831556","0.824734","0.044294","","","0.969","0.129091","15","Possible single transit (first event).","2019-10-17","2019-10-17","2023-06-18"
+"43064903","1276.01","","5","5","5","5","5","5","5","1","11","2.38","3","0","3","EB","FA","12.5405","0.007","1","spoc-s14-s41-b0A-PC","SPOC","302.669134","40.668628","294.477","0.084","-86.018","0.09","2459770.682182","0.004226021","6.2611689503349","0.000016366235","2.0369188174924","0.44735876","4.357129","0.451294","4005.0228080017","415.5704","1.3468318962654","0.45888957","6.9816945038624","414.58153955103","11.06697","24.5209","0.03105","3145","157","5.04431","0.0229453","0.21125699579716","0.00620513","","","0.180245","0.0200314","15,41","TFOP FA; retired as NEB","2019-10-17","2022-10-06","2022-12-14"
+"153949511","1277.01","","5","5","5","5","5","5","5","","","10.53","4","6","6","IS","FA","9.76775","0.006","1","spoc-s15-b02","SPOC","172.747799","66.796529","-50.76","0.034","-14.091","0.042","2458729.542462","0.0027175895","","","4.6","0.43440467","1.527584","0.15908","1405.9675070729","146.50763","3.2287724372314","1.0754806","45.171328367948","661.20398920783","9.520958","100.772","0.2265","5544","120.311","4.5609","0.0776004","0.857648","0.0429648","","","0.976","0.122166","15","Single transit at ~1729.54 TBJD found to be FA","2019-10-17","2022-11-15","2022-12-14"
+"153949511","1277.02","","2","4","2","2","4","4","4","2.6","46.6","7.86","4","6","6","PC","PC","9.76775","0.006","2","qlp-s74-ffi","SPOC","172.747799","66.796529","-50.76","0.034","-14.091","0.042","2460319.121018","0.0029606","14.8559691","0.0000458","3.711","0.795","1.224315","0.057242","1127","52.7204","2.72638","0.161429","64.0545","788","17","100.772","0.2265","5544","120.311","4.5609","0.0776004","0.86","0.04","","","0.976","0.122166","14,15,21,47,48,74","variable host","2019-11-15","2024-03-28","2024-04-05"
+"163539739","1278.01","","4","5","5","4","4","4","4","14.1","151.8","56.78","3","1","2","CP","CP","11.7819","0.007","1","spoc-s14-s60-b0A-CP","SPOC","320.478444","35.648625","-89.556","0.035","-46.868","0.039","2459826.540249","0.0016755871","14.475106231092","0.000017885159","1.6182483885653","0.09846702","10.493789","0.486191","9618.5798533773","447.69815","8.6976172557008","9.471797","6.5402174502949","407.86627503242","23.134491","75.5759","0.15495","3841","157","4.69364","0.00934387","0.55035001039505","0.0160576","","","0.545569","0.0200982","15,55,56","TOI-1278 b","2019-10-17","2023-06-13","2023-06-16"
+"224297258","1279.01","","1","4","1","3","4","4","4","4.6","60.8","9.8","7","17","8","PC","PC","9.99454","0.006","1","qlp-s49-tois","SPOC/QLP","185.062873","56.201409","-130.485","0.038","60.603","0.034","2459659.673503","0.0018282","9.6142606","0.0000497","2.86","0.768","1.292795","0.004618","1190","4.25367","3.09223","0.245228","104.51","890","16","107.055","0.285","5477","120.112","4.5707","0.0797127","0.84","0.04","","","0.959","0.1255","15,21,22,41,48,49","potential L1 candidate; some TCEs contaminated by scattered light","2019-10-17","2024-09-06","2024-09-07"
+"230017324","1280.01","","2","4","2","2","4","4","4","4.3","57.1","10.36","6","3","4","PC","PC","10.6355","0.006","1","qlp-s52-tois","SPOC","291.465322","61.776153","18.992","0.044","-23.14","0.043","2459757.491873","0.001225","9.692636","0.0000208","2.773","0.198","1.999595","0.000645","1840","0.594197","3.21431","0.252417","28.0951","641","43","92.4381","0.1706","4665","128.1","4.56182","0.0958392","0.75","0.06","","","0.74","0.0884118","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,52","two stars in pixel","2019-10-17","2022-11-15","2022-12-14"
+"232971294","1281.01","","2","4","2","2","4","4","4","2.7","30.8","6.72","1","4","6","PC","PC","9.6635","0.007","1","qlp-s74-ffi","SPOC/QLP","199.442645","71.721051","-13.194","0.043","-12.668","0.035","2460351.314066","0.0067612","6.390888","0.0000384","3.766","0.441","0.472398","0.023616","435","21.7509","2.47201","0.145844","376.532","1227","16","178.259","0.667","6191","127.462","4.27017","0.0829287","1.32","0.06","","","1.19","0.168726","14,15,20,22,40,41,47,74","L1 candidate","2019-10-17","2024-03-28","2024-04-05"
+"236445129","1282.01","","5","5","5","5","5","5","5","139","147.8","317","0","5","0","KP","KP","11.4373","0.012","1","spoc-s14-s55-b0A-KP","SPOC","314.268523","31.661019","5.581","0.035","2.409","0.04","2459445.892853","0.0003007","0.96899271754203","5.0251236e-7","2.5496309015736","0.015029644","14.793564","0.096765","13532.971015731","89.12011","17.133125818089","0.7765522","6992.0328230165","2332.2259008433","210.73773","444.586","5.5075","6430","139.015","4.25113","0.0892557","1.4139800071716","0.0637136","","","1.3","0.208018","15,41,55","KELT 16 b","2019-10-17","2023-03-15","2023-03-24"
+"266593143","1283.01","","5","5","5","5","5","5","5","66.2","324.1","89.54","0","2","2","KP","KP","9.7525","0.006","1","qlp-55-ffi","SPOC","324.535978","30.488188","-80.395","0.158","-126.972","0.148","2459836.036852","0.0001429","10.3385897","0.0000034","3.912","0.029","19.732337","0.149937","18010","138.088","11.3892","0.533243","65.6836","793","326","92.3831","0.48265","5336.96","105.031","4.55466","0.0770342","0.84","0.04","0.0512329","0.0280899","0.92","0.116568","15,55,56","HAT-P-17 b","2019-10-17","2022-11-09","2022-12-14"
+"267561446","1284.01","","5","5","5","5","5","5","5","8.5","53.8","7.09","2","0","0","PC","FP","12.5313","0.007","1","spoc","SPOC","311.513651","56.86715","50.569","0.045","188.287","0.033","2458711.815604","0.0033457698","1.283251","0.00030643985","2.012261","0.3679059","2.131565","0.148548","1961.318203","136.80847","2.558112","0.8317096","172.0252912719","923.67209851968","11.733728","110.246","0.224","3855","157","4.68499","0.00984891","0.560391","0.0165845","","","0.554506","0.0202462","15,16","Potential L1 candidate; check 267561450","2019-10-17","2019-10-17","2022-12-14"
+"274662200","1285.01","","5","5","5","5","5","5","5","11.3","84.1","4.15","1","0","0","PC","FP","10.9313","0.007","1","spoc","SPOC","316.86724","46.865373","24.522","0.049","98.034","0.045","2458712.3664","0.0026089381","1.2284387916598","0.000257302","1.9190118047785","0.65036553","1.33573","0.140692","1229.4965124772","129.57385","1.8662629947572","1.8184054","118.28023459172","841.10031160596","11.960702","41.9934","0.04955","3526","157","4.71105","0.00888535","0.53023","0.015565","","","0.527126","0.0201622","15,16","TFOP FP","2019-10-17","2019-10-17","2022-12-14"
+"277507814","1286.01","","5","5","5","5","2","5","5","32.5","118.5","30.77","7","19","2","PC","APC","10.1653","0.006","1","qlp-s75-ffi","SPOC","310.953619","59.576628","4.308","0.045","5.852","0.043","2460366.738766","0.0004753","0.6166949","4e-7","0.638","0.144","0.928702","0.108031","855","99.495","6.07934","0.357159","4588.61","2292","33","278.771","1.735","6588","247.617","4.1855","0.0974791","1.57","0.07","","","1.372","0.253846","15,16,17,55,56,57,75","TFOP APC/RV0; v-shaped","2019-10-17","2024-05-15","2024-06-01"
+"352764091","1287.01","","2","4","2","3","4","4","4","3.7","48.1","6.39","0","7","18","PC","PC","8.593","0.006","1","spoc-s14-s60-b0A-PC","SPOC","308.747621","63.474938","33.773","0.059","-88.306","0.054","2459828.256927","0.0034528775","9.6001125616392","0.000017914575","4.9882856847341","0.26300904","0.413114","0.018582","380.41937964612","17.114367","2.4070294999541","0.5648838","193.1543783291","950.81470289641","20.399652","92.7225","0.23245","5891","124.622","4.30161","0.0816856","1.2103699445725","0.0578543","","","1.07","0.140071","15,16,17,18,24,48,55,56,57,58","very crowded. Some transits affected by momentum dumps and scattered light. Centroid offset varies between sectors.","2019-10-17","2023-08-02","2023-08-10"
+"365733349","1288.01","","4","5","5","4","4","4","4","25.4","134.5","21.88","10","31","18","CP","CP","9.93119","0.006","1","qlp-s78-ffi","SPOC","313.167029","65.608783","43.253","0.057","-68.614","0.056","2460445.649979","0.0006331","2.6998294","0.0000036","2.208","0.245","3.042148","0.041863","2798","38.5565","4.94551","0.261301","1198.41","1639","99","114.865","0.3215","6180","362.01","4.57956","0.106778","0.92","0.05","","","1.181","0.199742","15,16,17,18,24,56,57,58,76,77,78","TOI-1288 b","2019-10-17","2024-08-23","2024-08-31"
+"408203470","1289.01","","5","5","5","5","5","5","5","13.4","79","5.49","2","0","2","PC","FP","12.9984","0.007","1","spoc","SPOC","307.210941","33.413959","-76.25","2","-117.93","2","2458711.410631","0.0021663792","0.58132195712108","0.0000982467","1.3261177033111","0.5156573","3.487117","0.40266","3206.6010015567","370.79492","2.2014886123559","1.4735351","194.51781578607","952.48818149171","8.015348","89.21544","","3446","157","4.83941","0.00296261","0.38621","0.0118685","","","0.375832","0.0205222","15","short period; possible stellar variability; possible centroid offset","2019-10-17","2019-10-17","2022-12-14"
+"417676622","1290.01","","5","5","5","5","5","5","5","2.8","31.3","5.47","0","82","6","KP","KP","9.50898","0.006","1","qlp-s74-ffi","SPOC","291.03231","49.040213","-7.334","0.039","-10.43","0.048","2460351.621372","0.0042933","5.3987396","0.0000318","3.12","0.513","0.380074","0.024152","350","22.2442","2.19583","0.15364","315.605","1174","13","144.166","0.435","5875.23","137.941","4.26474","0.0802204","1.26","0.07","0.12598","0.00399349","1.064","0.134549","14,15,40,41,54,55,74","Kepler-68 b","2019-10-17","2024-04-01","2024-04-05"
+"198186769","1291.01","","3","4","3","3","4","4","4","4.2","24.6","22.58","0","6","4","PC","PC","10.8722","0.006","1","qlp-s52-tois","QLP","245.818009","62.925121","-5.999","0.043","13.59","0.052","2459734.427241","0.0030353","7.16199","0.0000316","7.668","0.348","0.868937","0.000185","800","0.170833","5.05452","0.244184","1230.42","1649","31","428.123","4.5455","6229","123.8","4","0.08","1.81","0.08","","","1.2","0.181195","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,59","radius may be underestimated due to detrending","2019-10-17","2023-03-16","2023-03-16"
+"199688472","1292.01","","5","5","5","5","5","5","5","267.6","256.1","317","1","2","0","EB","FP","9.84566","0.006","1","qlp-s74-ffi","QLP","253.14033","57.97415","3.224","0.246","33.814","0.301","2460351.142333","0.0018086","1.4412175","0.0000046","1.666","0.134","14.126819","0.460315","12927","423.876","17.0442","0.982769","1160.55","1626","586","190.403","4.476","5672.9","168.9","4.13","0.08","1.46","0.08","","","1.038","0.130808","14,15,16,17,18,19,20,21,22,23,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60,73,74","odd-even indicates likely FP; TFOP FP","2019-10-17","2024-03-03","2024-03-16"
+"202504234","1293.01","","2","4","4","2","4","4","4","9.8","62.7","13.59","5","2","9","PC","PC","10.8605","0.006","1","qlp-s50-tois","QLP","230.310094","63.565285","20.745","0.038","-37.786","0.052","2459689.485255","0.0012194","1.6849938","0.0000027","0.916","0.174","1.075411","0.00188","990","1.73121","3.76716","0.241205","342.918","1198","25","239.983","1.52","5923","128.1","4.38","0.08","1.11","0.05","","","1.08","0.138624","14,15,16,21,22,23,41,48,50","multiple stars in pixel","2019-10-17","2022-12-12","2022-12-16"
+"219015370","1294.01","","3","5","5","3","4","4","4","25.3","78.5","65.29","3","13","3","PC","CP","10.9458","0.007","1","qlp-s49-tois","QLP","223.092641","70.476557","-19.069","0.047","-2.555","0.045","2459663.161776","0.000592","3.9152737","0.000004","2.562","0.118","3.643322","0.00058","3350","0.534017","9.43435","0.490566","311.498","1170","91","332.648","2.286","5714","126.4","4.05","0.08","1.58","0.08","","","1.02","0.130472","14,15,16,20,21,22,40,41,47,48,49","evolved host","2019-10-17","2022-07-13","2024-02-13"
+"219852584","1295.01","","3","4","4","3","4","4","4","65.5","73.5","317","10","5","3","PC","PC","10.7973","0.007","1","spoc-s14-s55-b0A-PC","QLP","256.672203","67.871503","-7.353","0.045","8.48","0.058","2459913.379043","0.00048649238","3.1968837972063","7.26853e-7","3.7533697453613","0.012103042","8.675925","0.024612","7958.9806560397","22.66786","14.968577871554","0.6826442","1843.1329908338","1671.1249286669","363.3126","388.227","4.4475","6470","129.5","4.15","0.09","1.5971499681473","0.0727236","","","1.32","0.207623","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55","likely hot Jupiter; cleared by SG2","2019-10-17","2023-03-16","2024-01-26"
+"219854185","1296.01","","3","5","5","3","4","4","4","59.1","54","317","11","12","4","CP","CP","10.8041","0.006","1","spoc-s14-s60-b0A-CP","QLP","256.770639","70.238481","-21.245","0.042","-6.793","0.046","2459766.962599","0.0002603","3.9443667612147","9.677898e-7","4.865214628506","0.016331166","7.334424","0.021966","6732.4884539784","20.23155","14.572719603015","0.7854702","1078.5986987614","1461.6208263632","339.06192","323.265","2.821","5494","125.8","3.93","0.08","1.7547500133514","0.0942867","","","0.963","0.124632","14,15,16,17,18,19,20,22,23,24,25,26,40,47,48,49,50,52,53,54,55,56,57,58,59,60","TOI-1296 b / TOI-1296.01","2019-10-17","2023-06-13","2023-06-16"
+"229536616","1297.01","","5","5","5","5","5","5","5","79.6","91.8","317","2","10","3","PC","FP","10.9873","0.014","1","qlp","QLP","195.821133","67.823436","-13.9","1.9","5.9","2.1","2458686.93866","0.0005","3.93034","0.00007","3.667","0.052","10.610002","0.000632","9724.58","0.581995","14.8838","","815.91","","140","283.32","","6292","","","","1.37","","","","","","15","TFOP FP","2019-10-17","2019-10-17","2022-12-14"
+"237104103","1298.01","","3","5","5","3","4","4","4","26.5","84.7","69.72","7","12","4","CP","CP","10.9585","0.006","1","spoc-s14-s60-b0A-CP","QLP","241.322901","70.19004","-36.41","0.035","43.934","0.035","2459764.419877","0.0004049","4.5371361306126","0.0000017956002","4.0421550482811","0.028003458","4.569429","0.026092","4199.7558753803","24.031218","9.8153512781501","0.4877107","732.00770481632","1326.6264827406","169.72237","319.036","1.9895","5731","124.6","4.1","0.08","1.4866800308227","0.0724271","","","1.02","0.12403","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,59,60","TOI-1298 b (Moutou+2021)","2019-10-17","2023-06-13","2023-06-16"
+"258777134","1299.01","","5","5","5","5","5","5","5","148.2","189.9","317","2","0","0","EB","FP","10.451","0","1","qlp-s47-ffi","QLP","286.74788","71.7136","","","","","2459599.130762","0.0005592","5.929405","0.0000084","3.719","0.398","17.964738","0.230343","16410","212.131","","","","","381","","","","","","","","","","","","","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47","2 stars in the pixel; TFOP FP","2019-10-17","2022-02-07","2022-12-14"
+"293687315","1300.01","","5","5","5","5","5","5","5","119","158.8","317","1","0","2","KP","KP","9.823","0.008","1","qlp-s75-ffi","QLP","216.523825","59.444274","-19.45","0.044","6.179","0.042","2460362.532194","0.001775","2.8716978","0.0000066","4.556","0.077","9.350335","0.17547","8575","161.601","18.0395","0.769194","3429.37","2131","154","321.376","2.4895","6840","128.8","4.05","0.09","1.91","0.08","","","1.48","0.258165","15,16,22,23,48,50,75","KELT-18 b","2019-10-17","2024-05-16","2024-06-01"
+"356867115","1301.01","","1","4","1","1","4","4","4","4.5","52.9","7.22","2","5","7","PC","PC","10.5216","0.006","1","spoc-s14-s60-b0A-PC","QLP","275.862543","71.581748","-43.319","0.04","85.838","0.045","2459710.294209","0.0015701","6.0964074408774","0.0000056762365","2.3632965070759","0.09108779","1.241151","0.034747","1142.4891744908","32.002934","2.5856853069617","0.29829618","69.863350554663","737.36429143012","32.207333","90.8693","0.18925","4820.4","31.6","4.6","0.09","0.73169898986816","0.0479774","","","0.77","0.0878583","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,53,54,55,56,57,58,60","L1 candidate; variable host","2019-10-17","2023-05-17","2023-06-16"
+"356867115","1301.02","","1","5","5","1","4","4","4","","","16.86","2","5","7","PC","PC","10.5216","0.006","2","spoc-s14-s50-b0A-PC","SPOC","275.862543","71.581748","-43.319","0.04","85.838","0.045","2458999.462385","0.00979401","","","8.0555709178483","0.5309882","2.329633","0.313424","2143.3712266531","288.6327","4.2582550396003","0.44333413","0.23470686259119","177.52159716449","7.658764","90.8693","0.18925","4820.4","31.6","4.6","0.09","0.73169898986816","0.0479774","","","0.77","0.0878583","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50","single transit in potential multi","2022-11-16","2022-11-15","2022-12-14"
+"441797803","1302.01","","3","4","3","3","3","4","4","54.3","70.9","317","9","5","2","PC","PC","10.6724","0.006","1","qlp-s52-tois","QLP","264.378942","73.261193","-5.07","0.038","24.524","0.048","2459738.402777","0.0002165","5.6666168","0.0000018","3.604","0.031","10.670766","0.000134","9780","0.123059","14.8589","0.622276","442.536","1277","333","339.455","2.765","6530","122.3","4.23","0.08","1.47","0.06","","","1.346","0.219691","14,15,16,17,18,19,21,22,24,25,41,47,48,49,50,51,52","TRES SG2 observations consistent with hot Jupiter","2019-10-17","2022-10-04","2022-12-14"
+"185405474","1303.01","","5","5","5","5","5","5","5","127.7","156.9","317","1","2","0","PC","FP","9.87278","0.006","1","qlp","QLP","301.717674","45.499227","6.48","0.044","7.159","0.04","2458684.13635","0.00222","1.56029","0.00012","2.751","0.095","1.836446","0.558829","1690","514.568","18.4825","5.76818","38412.5","3900","43","387.708","3.995","6897","143","3.89","0.09","2.29","0.09","","","1.5","0.260237","14,15","1-sigma centroid offset; possible secondary","2019-10-17","2020-05-20","2022-12-14"
+"186000935","1304.01","","5","5","5","5","5","5","5","10.2","71.7","22.96","0","3","4","PC","FP","9.76577","0.006","1","qlp-s41-tois","QLP","303.072972","44.495878","-40.227","0.036","-75.628","0.041","2459434.724903","0.0020295","8.8734854","0.0000431","3.325","1.084","1.553714","0.007963","1430","7.33395","5.10094","0.41591","282.782","1142","28","156.338","0.539","5992","131.1","4.34","0.08","1.18","0.05","","","1.104","0.145704","14,15,41","centroid offset centered on another star","2019-10-17","2022-02-10","2022-12-14"
+"232679662","1305.01","","5","5","5","5","5","5","5","272.7","1030.1","317","0","0","2","EB","FP","10.3018","0.007","1","qlp-s79-ffi","QLP","282.474539","55.26639","0.76","0.181","-8.188","0.171","2460477.917179","0.0006387","7.8513729","0.0000072","6.726","0.124","23.325","0.521235","21254","479.96","","","","","138","875.061","74.2245","","","","","","","","","","","14,15,16,19,22,23,25,26,40,41,49,52,53,54,55,56,57,58,59,60,73,74,75,76,79","TFOP FP; Might be on other star; possible secondary and odd-even","2019-10-17","2024-08-15","2024-08-16"
+"233735068","1306.01","","5","5","5","5","5","5","5","87.7","117","317","0","2","3","EB","FP","10.0194","0.007","1","qlp-s56-ffi","QLP","277.476856","61.049501","-3.507","0.064","8.286","0.054","2459852.045455","0.0003984","7.6869063","0.0000049","4.652","0.146","4.896839","0.292144","4500","269.038","23.7824","","655.022","1409","218","364.477","3.2885","5147.3","155.8","","","3.07","","","","","","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56","TFOP FP","2019-10-17","2022-11-07","2022-12-14"
+"236815160","1307.01","","3","5","5","3","4","4","4","","","47.71","8","2","4","PC","APC","10.7967","0.006","1","qlp-s52-tois","QLP","283.637489","59.763193","-0.2","3.9","29.6","4.1","2459764.134636","0.0002445","2.534612","9e-7","1.978","0.128","5.644495","0.035809","5185.2815163124","32.980328","","","336.934","1193","231","","","5009.6","67.6","","","","","","","","","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","Teff = 5000 + plx = 1.5 indicate subgiant or giant; no stellar parameters; 650 ppm secondary likely too deep to be consistent with planetary companion","2019-10-17","2023-04-25","2023-04-28"
+"277014266","1308.01","","5","5","5","5","5","5","5","130.2","157.1","317","0","1","0","PC","FP","10.6168","0.006","1","qlp-s41-tois","QLP","306.425841","53.561615","-11.176","0.05","-3.928","0.047","2459446.290468","0.0025542","1.3797091","0.0000062","2.352","0.106","1.434119","0.502649","1320","462.85","22.2329","6.4039","28702.5","3626","43","543.011","7.554","5924","302.8","3.68","0.09","2.67","0.13","","","1.245","0.193191","14,15,16,41","centroid offset centered on another star; likely EB","2019-10-17","2022-02-15","2022-12-14"
+"287190564","1309.01","","5","5","5","5","5","5","5","28.3","101","83.07","1","0","0","PC","FP","10.6229","0.011","1","qlp","QLP","292.50517","54.108503","-1.508","0.058","-1.715","0.053","2458684.76284","0.00206","1.49861","0.00012","2.871","0.147","2.378857","0.061928","2188.61","57.0363","","","90202.8","4828","36","686.879","13.8835","8590","388.2","4.12","0.07","","","","","2.21","0.310945","15","TFOP FP","2019-10-17","2019-10-17","2022-12-14"
+"294179389","1310.01","","5","5","5","5","5","5","5","74.3","191","96.91","3","2","0","PC","FP","10.5742","0.006","1","qlp","QLP","300.83864","53.29562","9.671","0.173","-14.426","0.128","2458685.4705","0.00043","2.6796","0.00003","2.771","0.056","8.272171","0.00038","7590","0.350176","11.8862","0.593028","823.434","1492","120","247.975","4.665","5938","140.8","4.23","0.08","1.32","0.07","","","1.084","0.145624","14,15,16","FP from TFOP; 2 stars in pixel; source of transits is TOI 1454.01; possible synchronization","2019-10-17","2020-05-20","2022-12-14"
+"378159598","1311.01","","5","5","5","5","3","5","5","107.3","298.9","317","2","2","2","PC","APC","10.5819","0.008","1","spoc-s14-s41-b0A-PC","QLP","294.722734","41.565154","5.862","0.049","6.005","0.046","2459392.644018","0.00056855776","6.1406416945354","0.00011029016","2.3525427896652","0.04233572","10.294946","0.174642","9437.1831552678","160.83826","26.517468648546","6.229911","2040.1072475675","1714.0875450392","87.12355","556.813","8.3835","8298","276.1","4.19","0.08","1.874930024147","0.0668316","","","1.99","0.30631","15,40,41","Very large for period; likely EB; small secondary;  v-shaped; TFOPWG SB1/APC","2019-10-17","2022-02-10","2022-12-14"
+"405904232","1312.01","","4","4","4","5","3","5","5","28.4","97","109.15","3","14","2","PC","PC","10.1098","0.006","1","qlp-s56-ffi","QLP","301.562631","52.164181","7.431","0.041","11.922","0.044","2460349.704405","0.000773","11.0764955","0.0000093","4.692","0.14","4.78778","0.054362","4400","50.0679","12.8076","0.578892","189.348","1033","61","316.176","2.1845","6460","546.3","4","0.08","1.86","0.08","","","1.26","0.192838","14,15,16,41,54,55,56,75","potential brown dwarf","2019-10-17","2024-05-16","2024-05-17"
+"11111899","1313.01","","5","5","5","5","5","5","5","48.2","175.6","46.81","2","1","0","PC","FP","9.6996","0.006","1","qlp","QLP","303.824831","36.651807","5.7","1.3","0.9","1.3","2458684.28928","0.00249","0.61944","0.00005","1.582","0.175","1.690004","0.001935","1555.34","1.78212","6.24412","0.557919","18444.2","3246","33","303.313","","7812.5","329","","","1.44","0.12","","","","","15","","2019-10-17","2019-10-17","2022-12-14"
+"136848581","1314.01","","5","5","5","5","5","5","5","114.6","95.4","317","2","3","4","EB","FP","9.90482","0.006","1","qlp-s75-ffi","QLP","317.7479","43.551895","-7.239","0.046","-13.254","0.047","2460365.8222","0.0028967","2.6400663","0.0000076","3.368","1.013","1.442816","2.327652","1328","2141.55","18.2671","","7719.64","2611","31","285.36","2.3665","5155","122","","","2.72","","","","","","15,16,55,56,75","Noisy evolved star; low SNR transit; retired as TFOP FP/NEB","2019-10-17","2024-04-17","2024-04-30"
+"137284119","1315.01","","5","5","5","5","5","5","5","80.8","118.4","317","1","2","2","EB","FP","9.14819","0.006","1","qlp","QLP","318.235161","46.26809","10.95","0.05","3.826","0.052","2459820.409101","0.0025115","2.5778717","0.0000237","3.472","0.176","1.097148","0.157504","1010","145.056","18.687","4.23299","62241.5","4400","32","453.744","6.4355","8321","197.5","3.75","0.08","3.16","0.11","","","2.052","0.323077","15,16,55","TFOP FP; retired as NEB","2019-10-17","2022-10-03","2022-12-14"
+"15565627","1316.01","","5","5","5","5","5","5","5","15.2","52.6","55.39","2","2","4","PC","FP","10.3332","0.021","1","qlp","QLP","307.016647","39.87713","-5.507","0.044","-13.746","0.044","2458684.06072","0.00539","3.80509","0.00058","3.347","0.645","1.390633","0.002418","1280","2.2275","8.57193","0.655497","1214.11","1644","16","434.962","5.073","6555.5","142","3.83","0.1","2.35","0.15","0.067","0.012","1.36","0.23","14,15","Slight aperture depth correlation","2019-10-17","2020-05-20","2022-12-14"
+"165523947","1317.01","","5","5","5","5","5","5","5","73.7","118.7","317","2","2","4","PC","FP","10.2918","0.016","1","qlp","QLP","316.813885","40.167172","-0.481","0.039","-3.616","0.037","2458711.85776","0.00738","2.99041","0.00173","3.952","0.445","1.401504","0.655103","1290","603.19","24.2511","9.66611","54264.3","4252","11","697.116","12.704","8542","204.7","3.66","0.08","3.56","0.12","","","2.13","0.335611","15","","2019-10-17","2020-05-20","2022-12-14"
+"167092385","1318.01","","3","4","3","3","4","4","4","10.8","54.1","35.56","0","1","6","PC","PC","10.151","0.018","1","qlp-s75-ffi","QLP","318.724623","38.094232","4.6","1.6","3.1","1.7","2460387.514593","0.0026068","4.9864986","0.0000154","2.455","0.434","1.392807","0.082461","1282","75.9461","","","","","19","343.728","","","","","","","","","","","","15,55,56,75,76","no stellar parameters; likely F star host; equally bright star <1 arcsec away; centroid offset on no particular star in spoc s56; rapid rotator host star","2019-10-17","2024-09-04","2024-09-04"
+"167098530","1319.01","","5","5","5","5","5","5","5","25.7","160.3","8.82","3","4","0","EB","FP","9.3213","0.006","1","qlp-s55-ffi","QLP","318.627107","40.017017","51.963","0.043","77.173","0.047","2459823.85374","0.0013008","0.890967","0.0000017","1.784","0.338","1.194967","0.002186","1100","2.01346","2.89678","0.213538","3225.32","2099","23","73.6326","0.1672","5159.2","91.4","4.5","0.08","0.87","0.05","","","0.88","0.105495","15,55","TFOP FP / NEB","2019-10-17","2022-10-03","2022-12-14"
+"167403519","1320.01","","3","4","4","3","4","4","4","38","121.7","86.71","5","3","4","PC","PC","10.334","0.038","1","qlp-s56-ffi","QLP","319.32501","38.104855","-4.5","1.6","-15","1.6","2459849.281408","0.0006947","3.9729661","0.0000057","3.709","0.053","4.28625","0.096656","3940","89.0198","","","","","42","340.289","","","","","","","","","","","","15,55,56","no stellar parameters; likely F star host","2019-10-17","2022-12-05","2022-12-16"
+"195199644","1321.01","","5","5","5","5","5","5","5","","","317","1","2","5","PC","FP","10.0849","0.015","1","qlp","QLP","313.536475","37.789356","1.71","0.039","-0.348","0.049","2458712.25971","0.0023","1.19888","0.00025","1.558","0.206","1.270001","0.002043","1169.03","1.88168","20.5525","1.59543","3694.96","2172","17","1139.32","36.615","7315","243.8","","","5.46","0.36","","","","","15","Large and slight depth-aperture correlation","2019-10-17","2019-10-17","2022-12-14"
+"240450679","1322.01","","5","5","5","5","3","5","5","77.3","164.8","317","0","1","2","PC","APC","10.0819","0.01","1","qlp","QLP","323.527361","46.931774","1.396","0.063","-3.34","0.066","2458711.44969","0.00104","3.37644","0.00031","1.437","0.263","6.305993","0.014758","5791.2","13.5921","","","1059.26","1589","33","713.725","18.6495","8639.7","475.7","3.96","0.07","","","","","2.54","0.336473","15","TFOP FP","2019-10-17","2019-10-17","2022-12-14"
+"256886630","1323.01","","5","5","5","5","5","5","5","18.5","99","33.93","0","1","4","EB","FP","8.26618","0.006","1","qlp","QLP","329.385067","41.449509","8.026","0.049","-0.029","0.053","2458713.20059","0.00597","2.03905","0.00116","2.26","0.948","0.466967","0.011479","430","10.5726","6.42307","0.974662","26394.8","3550","11","301.421","3.148","9003","188.7","3.94","0.07","2.68","0.07","","","2.273","0.337582","15,16","TFOP FP; retired as NEB","2019-10-17","2020-05-20","2022-12-14"
+"266688542","1324.01","","5","5","5","5","5","5","5","35.6","116.4","68.34","0","1","6","EB","FP","10.1894","0.008","1","qlp-s76-ffi","QLP","321.02381","46.384673","-11.834","0.052","-15.942","0.05","2460389.230214","0.003066","2.9424142","0.0000089","4.073","0.826","1.521096","1.334092","1400","1227.99","9.70968","2.47994","23595.1","3452","30","339.736","3.9305","6854","347.9","4.1","0.1","1.79","0.07","","","1.484","0.295157","15,16,56,76","centroid offset on TIC 266688547 in spoc s56; retired as TFOP FP/NEB","2019-10-17","2024-05-16","2024-06-01"
+"274942910","1325.01","","5","5","5","5","5","5","5","38.3","194.1","10.96","1","1","0","EB","FP","9.9809","0.006","1","qlp-s76-ffi","QLP","322.92657","41.797465","172.202","0.042","108.043","0.047","2460393.552555","0.0010725","1.0793011","0.0000014","2.196","0.311","1.697246","0.775581","1562","714.081","3.31116","0.648103","7736.05","2612","46","52.4946","0.0719","4349.3","114.1","4.62","0.1","0.67","0.06","","","0.68","0.0847477","15,16,56,76","retired as TFOP FP/NEB","2019-10-17","2024-05-16","2024-06-01"
+"275111900","1326.01","","5","5","5","5","5","5","5","","","317","0","2","2","EB","FP","8.6746","0.006","1","qlp-s55-tois","QLP","323.206851","39.072196","-6.9","1.6","-8.4","1.7","2459823.091016","0.0002526","8.0428575","0.000003","9.504","0.071","20.528696","0.208939","18730","192.421","","","6718.53","2522","17","285.587","","8286","179","","","","","","","","","15,16,55,56","eccentric EB in qlp-s55-tois; previously released on secondaries; retired as TFOP FP/EB","2019-10-17","2023-08-14","2023-08-14"
+"312083267","1327.01","","3","5","5","3","4","4","4","84.6","156.5","317","1","2","4","PC","APC","8.38189","0.006","1","qlp-s75-ffi","QLP","303.295223","36.725485","0.684","0.059","-0.593","0.061","2460364.806653","0.0009529","3.9392136","0.0000042","2.38","0.338","1.60808","0.639963","1480","589.254","21.466","2.9014","10073.1","1553","50","457.792","7.786","8715","408","3.55","0.08","4.12","0.13","","","2.185","0.330967","14,15,41,54,55,75","synchronized with variability; large and v-shaped","2019-10-17","2024-05-07","2024-06-01"
+"330332501","1328.01","","5","5","5","5","5","5","5","9.9","42","34.34","0","3","4","PC","FP","10.3599","0.03","1","qlp-s55-tois","QLP","315.110366","46.060449","-8.94","0.052","-23.17","0.044","2459819.789519","0.0046357","4.0157492","0.0000209","2.706","0.422","1.249315","0.103139","1150","94.9901","6.47219","0.464065","669.61","1417","15","397.905","4.9305","6585","233.8","3.94","0.09","2.07","0.09","","","1.37","0.236728","15,16,55","centroid offset to N in qlp-s55","2019-10-17","2022-12-07","2023-05-24"
+"345996087","1329.01","","5","5","5","5","5","5","5","20.4","86.2","44.95","2","2","4","PC","FP","10.2835","0.006","1","qlp","QLP","327.480039","44.08006","-8.622","0.045","-16.864","0.047","2458712.72322","0.00808","2.01976","0.00179","3.394","0.614","4.312248","0.560708","3963.85","516.298","7.3626","0.517527","5926.69","2444","12","398.627","4.673","7274.6","109.7","4.18","0.08","1.72","0.05","","","1.743","0.288543","15","","2019-10-17","2019-10-17","2022-12-14"
+"357457104","1330.01","","5","5","5","5","5","5","5","","","8.38","2","0","2","EB","FP","9.521","0.136","1","qlp-s56-tois","QLP","315.540896","45.775741","","","","","2459852.148977","0.0031516","1.748054","0.0000061","2.122","0.38","0.727687","0.048648","670","44.8055","","","","","18","","","","","","","","","","","","","15,16,55,56","No stellar radius; Likely giant based on color. Symbiotic binary from literature.","2019-10-17","2023-02-05","2023-02-09"
+"387664866","1331.01","","5","5","5","5","5","5","5","31.6","78.1","93.37","0","2","1","PC","FP","9.08409","0.006","1","qlp","QLP","323.548627","50.481445","0.224","0.052","-12.908","0.046","2458712.51758","0.00458","2.65646","0.00109","2.475","0.355","0.84","0.00275","773.369","2.53298","12.1711","0.791407","948.066","1545","11","402.661","4.927","6135.4","94.9","3.4","0.11","3.98","0.12","","","1.333","0.27907","15","","2019-10-17","2019-10-17","2022-12-14"
+"387664868","1332.01","","5","5","5","5","5","5","5","34.3","52.5","317","2","2","0","PC","FP","10.8823","0.013","1","qlp","QLP","323.550356","50.481865","-1.68","0.051","3.077","0.047","2458712.51369","0.00498","2.65688","0.00121","2.615","0.342","2.130001","0.005606","1959.88","5.16302","","","","","10","645.841","12.841","","","","","","","","","1.57","","15","","2019-10-17","2019-10-17","2022-12-14"
+"395171208","1333.01","","3","5","5","3","4","4","4","108.8","134.5","317","10","17","5","CP","CP","9.03527","0.006","1","qlp-s56-ffi","QLP","325.014536","48.406767","-9.81","0.05","-10.501","0.046","2459847.968306","0.0003886","4.7201912","0.0000023","4.416","0.093","7.309842","0.066395","6710","61.15","15.2105","0.652801","1112.85","1609","162","200.492","1.195","6696","240.6","4.08","0.09","1.8","0.08","","","1.42","0.261268","15,16,56","TOI 1333 b","2019-10-17","2022-12-05","2022-12-16"
+"42123111","1334.01","","5","5","5","5","5","5","5","","","317","0","3","4","PC","FP","9.5526","0.017","1","qlp","QLP","302.220069","38.245221","0.381","0.055","-1.826","0.066","2458686.4671","0.00263","4.03349","0.00044","2.684","0.277","1.662448","0.001646","1530","1.51615","23.4514","","5512.68","2400","15","1276.26","57.545","11348","127","","","6.37","","","","","","14,15","","2019-10-17","2020-05-20","2022-12-14"
+"89759617","1335.01","","5","5","5","5","5","5","5","35.6","44","317","1","1","4","EB","FP","10.4806","0.02","1","qlp","QLP","301.564685","35.588396","1.452","0.089","-2.185","0.098","2459817.659426","0.0019694","3.3295394","0.0000116","2.77","0.4","2.848362","0.00616","2620","5.67339","14.3988","0.921482","2238","1916","29","624.639","21.972","7965","194.3","3.98","0.08","2.35","0.11","","","1.92","0.304229","14,15,41,54,55","TFOP FP; retired as NEB","2019-10-17","2022-10-03","2022-12-14"
+"92783821","1336.01","","5","5","5","5","5","5","5","34.7","97.9","125.25","0","3","4","PC","FP","10.2115","0.017","1","qlp","QLP","303.017318","35.524628","-11.969","0.047","-8.381","0.049","2459442.068334","0.002196","3.8615978","0.0000159","1.678","0.371","1.108016","0.208784","1020","192.279","13.8394","3.77713","2320.32","1933","14","524.29","8.182","7396","174","3.89","0.08","2.45","0.09","","","1.69","0.278006","14,15,41","likely eccentric EB; 1000ppm secondary;","2019-10-17","2021-11-23","2022-12-14"
+"160708862","1337.01","","3","5","5","3","5","4","5","125.8","269.1","317","0","1","3","PC","KP","9.8787","0.006","1","qlp-s38-tois","QLP","227.270329","-42.704966","-10.011","0.123","-5.653","0.097","2459358.767146","0.0003877","3.3448404","0.0000036","3.322","0.104","14.537179","0.001269","13300","1.16841","20.8091","0.807","4587.45","2292","148","427.678","11.068","9364","179.1","4.32","0.07","1.76","0.07","","","2.38","0.325231","11,38","KELT-26 b; (Rodriguez Martinez et al; arxiv:1912.01017.pdf); WASP-178 b","2019-10-29","2022-10-04","2022-12-14"
+"260128333","1338.01","","1","4","1","3","4","4","4","1.3","18.3","47.69","0","1","3","CP","CP","11.4881","0.006","1","spoc-s01-s39-b0A-CP","SPOC","92.133096","-59.540985","-12.258","0.037","34.405","0.041","2459238.21949","0.0051024016","95.174","","11.631686412245","0.4795903","2.826657","0.230598","2600.0616050433","212.36592","7.8498890796841","0.7399995","0.99383162175498","254.65250480189","11.846099","399.017","3.1375","5723.2","57","3.6","0.08","1.51811003685","0.0699799","-0.4","0.09","1.02","0.122643","4,5,6,7,8,9,10,11,12,27,28,29,30,31,32,34,35,36,37,38,39","period confirmed 95.2 days (Veselin B. Kostov et al 2020); TOI-1338 b; circumbinary planet","2019-10-29","2023-12-15","2024-08-13"
+"269701147","1339.01","","1","5","5","1","4","4","4","10.8","127.4","10.41","8","34","6","CP","CP","8.2929","0.006","1","qlp-s76-ffi","SPOC/QLP","302.025625","66.850301","150.256","0.044","-63.909","0.047","2460384.855668","0.0005835","8.8803096","0.0000044","2.754","0.028","1.313449","0.01562","1209","14.3863","3.20473","0.162879","57.5149","767","81","53.6089","0.0732","5555.7","313.7","4.49","0.08","0.92","0.05","","","0.95","0.119246","15,16,17,18,19,21,22,24,25,41,48,49,51,52,55,56,59,60,73,75,76","HD 191939 b / TOI 1339.01","2019-10-30","2024-05-16","2024-06-01"
+"269701147","1339.02","","1","5","5","1","4","4","4","2.4","63.4","7.1","8","34","6","CP","CP","8.2929","0.006","2","qlp-s60-ffi","SPOC","302.025625","66.850301","150.256","0.044","-63.909","0.047","2460326.542627","0.0016737","28.580356","0.0000452","4.038","0.28","0.977603","0.024053","900","22.1538","2.55979","0.13622","12.8234","527","37","53.6089","0.0732","5555.7","313.7","4.49","0.08","0.92","0.05","","","0.95","0.119246","15,16,17,18,19,21,22,24,25,41,48,49,51,52,55,56,59,60,73,75","HD 191939 c / TOI 1339.02","2019-10-30","2024-05-16","2024-05-17"
+"269701147","1339.03","","1","4","1","2","4","4","4","1.9","59.2","7.37","8","34","6","CP","CP","8.2929","0.006","3","qlp-s60-ffi","SPOC","302.025625","66.850301","150.256","0.044","-63.909","0.047","2459894.122181","0.0015641","38.3522568","0.0000993","5.317","1.191","0.926528","0.043604","853","40.1597","2.6167","0.153369","25.3934","625","38","53.6089","0.0732","5555.7","313.7","4.49","0.08","0.92","0.05","","","0.95","0.119246","15,16,17,18,19,21,22,24,25,41,48,49,51,52,55,56,59,60,73","HD 191939 d","2019-11-15","2024-05-16","2024-05-17"
+"233681149","1340.01","","5","5","5","5","5","5","5","8.6","62.6","25.04","0","1","0","PC","FP","10.8037","0.006","1","spoc","SPOC/QLP","260.36481","65.012281","-16.36","0.055","94.627","0.062","2458683.689629","0.0050492533","8.587466797486","0.004981359","5.1458901860609","0.3955153","2.070097","0.369993","1904.8131483768","340.71796","5.3744721034034","0.9241127","152.04294978324","895.59430082872","10.186884","208.687","1.072","5929","124.812","4.48275","0.0787278","0.987583","0.0471407","","","1.081","0.143386","14,15,16,17,18","Centroid offset centered on 233681148; very likely EB; TFOP FP","2019-10-30","2020-05-05","2022-12-14"
+"233390838","1341.01","","5","5","5","5","5","5","5","779.9","3296.8","317","0","0","0","EB","FP","9.53591","0.006","1","qlp-s57-ffi","QLP","301.559262","59.490771","-3.228","0.056","-21.612","0.065","2459820.572994","0.0009098","6.4474918","0.0000049","2.643","0.27","10.111715","6.202132","9270","5696.09","48.9878","2.86097","720.601","1443","231","236.568","1.558","6477.6","101.6","4.13","0.09","1.69","0.07","","","1.407","0.243717","14,15,16,17,41,55,57","significant secondary in spoc-s14-s41 multisector (849 ppm); retired as EB","2019-10-30","2022-12-05","2022-12-16"
+"256621916","1342.01","","5","5","5","5","5","5","5","","","25.03","1","2","4","EB","FP","10.4243","0.007","1","qlp-s74-ffi","QLP","300.488392","60.246367","8.4","2.3","-16.6","2.2","2460352.578093","0.0004751","1.4136455","9e-7","1.448","0.229","2.638285","5.73589","2427","5269.02","","","5133.26","2358","72","","","5869","253.3","","","","","","","","","14,15,16,24,41,54,55,57,74","TFOP FP/NEB","2019-10-30","2024-04-22","2024-04-30"
+"358631536","1343.01","","5","5","5","5","5","5","5","5.1","42.1","15.58","0","1","4","PC","FP","10.0062","0.006","1","qlp","QLP","317.575459","48.464282","3.666","0.28","-1.221","0.135","2458714.78744","0.00978","3.40304","0.00101","5.03","1.443","0.532141","0.006895","490","6.35029","4.06282","0.653818","67721.9","4494","12","400.034","10.639","9622","756.2","4.39","0.15","1.65","0.19","","","2.452","0.409721","15,16","Some depth-aperture correlation; crowded field","2019-10-30","2020-05-20","2022-12-14"
+"1400770435","1344.01","","5","5","5","5","5","5","5","228.7","609.3","317","0","0","0","EB","FP","8.88797","0.006","1","qlp-s76-ffi","QLP","264.961539","56.078974","-4.979","0.038","13.371","0.041","2460390.48756","0.0025537","13.7431355","0.0000429","2.418","0.39","5.190262","8.024519","4769","7363.61","25.3448","3.44609","109.729","901","225","121.182","0.27","5941.5","161.9","4.23","0.08","1.4","0.01","","","","","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,57,58,59,60,73,74,75,76","TICv8 JOIN; refer to TOI 1140.01 (TIC 320525204); v-shaped","2019-10-30","2024-05-16","2024-06-01"
+"160487753","1345.01","","3","4","3","3","3","4","4","17.9","14.5","317","0","3","2","PC","PC","10.8049","0.007","1","qlp","QLP","238.031812","74.406742","0.719","0.036","11.14","0.035","2458715.45948","0.01811","8.47134","0.00488","6.989","1.941","0.586456","0.201769","540","185.819","16.9325","","3465.35","2137","9","788.93","11.542","5146","122","","","4.88","","","","","","15,16,19","Marginal","2019-10-30","2020-05-20","2022-12-14"
+"219852882","1346.01","","2","4","2","2","4","4","4","4.4","48.4","7.8","10","7","9","PC","PC","10.7261","0.006","1","spoc-s14-s55-b0A-PC","QLP","256.622675","68.843303","-20.12","0.04","89.886","0.043","2459766.224945","0.0023013","5.5025577245052","0.000015220237","3.1711007666773","0.14562029","0.917511","0.051222","844.7022675774","47.17633","2.7049797239581","0.20770392","102.66440077525","811.84798803272","16.889906","115.45","0.322","4965","124","4.56","0.09","0.7841089963913","0.0494724","","","0.819","0.096527","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54","potential multi","2019-10-30","2023-03-14","2023-03-24"
+"219852882","1346.02","","2","4","2","2","4","4","4","8.3","64.6","6.93","10","7","9","PC","PC","10.7261","0.006","2","spoc-s14-s55-b0A-PC","SPOC","256.622675","68.843303","-20.12","0.04","89.886","0.043","2459741.887113","0.0015195","1.7622537259062","0.0000046134805","0.87797107858744","0.09457917","0.79674","0.047961","733.55508217694","44.17279","2.523581787135","0.28278598","468.54154249369","1186.6066429484","14.216063","115.45","0.322","4965","124","4.56","0.09","0.7841089963913","0.0494724","","","0.819","0.096527","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54","Candidate interior to TOI 1346.01 (5.5d)","2020-02-21","2023-03-14","2023-03-24"
+"229747848","1347.01","","2","4","2","2","4","4","4","4.9","45.9","3.73","6","14","3","PC","PC","10.7157","0.007","1","spoc-s14-s60-b0A-PC","QLP","280.326681","70.290054","-6.335","0.11","26.221","0.078","2459664.026959","0.0007359","0.8474218017451","0.000004784683","0.87587644531084","0.115039274","0.460877","0.031627","424.39328483121","29.129574","1.7536543815819","1.371646","1876.1315488708","1678.5549813664","24.57215","147.476","1.0425","5300","143.2","4.56","0.08","0.84638702869415","0.0434397","","","0.945","0.120799","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,55,56,57,58,59,60","potential multi","2019-10-30","2023-05-19","2023-06-16"
+"229747848","1347.02","","2","4","4","2","4","4","4","1.5","23.1","3.25","6","14","3","PC","PC","10.7157","0.007","2","spoc-s14-s60-b0A-PC","SPOC","280.326681","70.290054","-6.335","0.11","26.221","0.078","2459656.582609","0.0076054","4.8420438161743","0.000016740332","2.4105648481734","0.29696023","0.34604","0.033708","318.6638392246","31.045536","1.6177404538072","0.6245401","183.66419954783","938.91413481794","8.874897","147.476","1.0425","5300","143.2","4.56","0.08","0.84638702869415","0.0434397","","","0.945","0.120799","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,55,56,57,58,59,60","potential L1 candidate in multi-planet system; low SNR","2020-07-16","2023-05-19","2023-06-16"
+"229770036","1348.01","","5","5","5","5","5","5","5","4.4","36.6","4.42","0","1","0","PC","FP","10.6666","0.006","1","qlp","QLP","282.173361","70.840191","-63.053","0.074","114.601","0.093","2458684.50173","0.00575","2.14056","0.00023","2.029","0.369","0.386408","0.037684","355.83158034664","34.70787","1.83828","0.167472","316.156","1174","12","101.713","0.5015","4567","143.3","4.39","0.1","0.84","0.05","","","0.706","0.0838938","16","Low SNR; potential level 1 candidate; TFOP FP","2019-10-30","2019-10-30","2022-12-14"
+"272635712","1349.01","","5","5","5","5","4","5","5","2.7","35.1","8.02","0","3","4","PC","APC","9.34822","0.006","1","qlp-s16-ffi_s","QLP","231.162129","67.464751","23.918","0.127","-46.859","0.131","2458693.57405","0.00871","12.71672","0.00223","2.529","0.466","0.421484","0.001742","388.126","1.60411","2.7546","0.37246","34.1387","673","9","130.242","1.246","5711.1","365","4.24","0.07","1.27","0.15","","","1.028","0.124952","16","Low SNR; potential level 1 candidate; TFOP APC previously retired as SB2","2019-10-30","2021-12-07","2022-12-14"
+"233953967","1350.01","","3","4","3","4","4","4","4","34.1","37","317","0","2","3","PC","PC","10.3589","0.006","1","qlp-s56-tois","QLP","305.395161","56.462656","5.775","0.041","6.967","0.041","2459851.288394","0.0026763","5.5402372","0.0000334","7.713","0.605","2.946339","0.099454","2710","91.5963","17.4013","0.874591","2282.41","1925","34","598.635","7.655","6415","152.8","3.49","0.09","3.39","0.15","","","1.291","0.208573","14,15,16,41,55,56","star is a pulsator","2019-10-30","2023-02-06","2023-02-09"
+"1718201850","1351.01","","5","5","5","5","1","5","5","58.1","215.1","93.77","0","0","0","PC","APC","10.3267","0.02","1","qlp-s80-ffi","QLP","286.746549","71.712195","-42.869","1.094","2.803","1.441","2460500.408771","0.0014278","5.9294711","0.0000129","3.647","0.342","15.948773","0.626541","14582","576.899","","","","","383","125.308","16.6305","","","","","","","","","","","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,53,54,55,56,57,58,59,60,73,74,75,76,77,79,80","variable star; unknown stellar radius; likely too large to be PC given Rp/R* ~ 10%; ~400 ppm secondary; TFOP APC/SB1","2019-10-30","2024-08-29","2024-08-31"
+"336740528","1352.01","","5","5","5","5","2","5","5","48.4","50.8","317","0","5","2","PC","APC","10.4209","0.006","1","qlp","QLP","334.738559","61.148988","14.02","1.44","12.843","1.483","2458740.6261","0.00133","5.29625","0.00054","3.07","0.134","5.16","0.002171","4741.26","1.99973","14.6325","2.04104","360.497","1213","57","315.0431","","5958.7","484.3","","","1.93","0.29","","","","","16,17","","2019-10-30","2019-10-30","2022-12-14"
+"279177746","1353.01","","5","5","5","5","5","5","5","16.3","77.6","56.81","2","2","6","PC","FP","10.1503","0.075","1","qlp-s56-ffi","QLP","313.885156","46.502085","-0.511","0.062","3.17","0.055","2459850.822161","0.0015707","4.4350026","0.0000103","1.888","0.656","1.271055","0.234242","1170","215.722","8.69525","0.846701","2060.1","1876","14","464.209","8.1325","9706","667.9","4.29","0.12","1.87","0.14","","","2.48","0.387116","15,16,55,56","centroid offset to N","2019-10-30","2022-11-15","2023-08-29"
+"365683032","1354.01","","5","5","5","5","5","5","5","68.9","493.8","38.85","0","1","2","EB","FP","8.78822","0.01","1","qlp","QLP","312.179957","51.910696","6.909","0.081","3.48","0.073","2458716.30091","0.01164","1.42904","0.00048","3.291","0.452","1.314536","0.174037","1210","160.281","6.96344","","164126","5607","10","245.776","2.9185","9224","163","4.37","","1.65","","","","2.338","","15,16","TFOP FP; retired as NEB","2019-10-30","2020-05-20","2022-12-14"
+"372264750","1355.01","","3","4","4","3","3","4","4","137.9","204.4","317","5","43","2","PC","PC","8.65269","0.006","1","spoc-s14-s60-b0A-PC","QLP","331.307643","66.775296","15.593","0.049","7.409","0.056","2459853.582179","0.00021745985","2.1702725085894","0.000014386629","2.1417853247846","0.010588246","5.613382","0.033834","5156.7735358688","31.161726","15.259058636574","0.55680114","11706.954910135","2652.9602078321","186.95218","248.148","1.6655","9218","636.1","4.27","0.09","1.8527499437332","0.0672563","","","2.336","0.387125","16,17,18,24,57,58","likely eccentric EB (https://ui.adsabs.harvard.edu/abs/2021A%26A...652A.120I/abstract)","2019-10-30","2023-05-19","2023-06-16"
+"277566483","1356.01","","3","4","3","3","4","4","4","","","74.81","1","0","4","PC","PC","8.9468","0.044","1","qlp-s57-tois","QLP","311.19458","54.502161","-3.497","0.21","-5.428","0.164","2459849.242233","0.0003972","24.2544697","0.0000178","17.486","0.221","9.598957","0.032526","8802","29.9571","","","1556.33","1749","202","4772.59","1787.66","8381.3","409.2","","","","","","","","","15,16,55,56,57","no stellar radius; distant B8 host star; likely too large to be a planetary companion","2019-10-30","2023-05-18","2023-06-16"
+"357972447","1357.01","","5","5","5","5","5","5","5","11.8","75.3","9.13","2","3","6","EB","FP","10.2193","0.006","1","qlp-s76-ffi","QLP","316.955806","50.500883","-16.389","0.064","-11.604","0.066","2460393.796914","0.0017901","0.33759","0.00005","1.351","0.189","0.574506","0.030939","529","28.4954","2.96097","0.156624","9164.98","2725","18","254.401","2.292","7387","515.6","4.39","0.1","1.37","0.05","","","1.683","0.309446","15,16,55,56,75,76","TFOP FP/NEB","2019-10-30","2024-05-13","2024-06-01"
+"275501623","1358.01","","5","5","5","5","5","5","5","11.1","77.5","22.95","0","1","2","EB","FP","8.63701","0.006","1","qlp","QLP","320.116115","61.12025","5.307","0.103","3.776","0.087","2458739.59911","0.00213","1.67346","0.00002","2.54","0.181","0.42352","0.000385","390","0.354149","5.10182","","19786.3","3304","25","356.681","5.825","10445","124","4.09","","2.45","","","","2.695","","16,17,24","TFOP FP; retired as EB","2019-10-30","2021-04-26","2022-12-14"
+"416624606","1359.01","","5","5","5","5","5","5","5","60.9","126.3","118.5","1","2","2","EB","FP","10.2732","0.024","1","qlp-s55-ffi","QLP","310.038053","50.323742","3.547","0.057","-39.384","0.049","2459821.804188","0.0013119","2.5152549","0.0000044","2.386","0.193","2.032227","0.141642","1870","130.449","13.4294","2.72798","4740.94","2311","48","335.203","3.774","5915","191","3.82","0.09","2.11","0.1","","","1.08","0.15545","15,16,41,55","TFOP FP; retired as EB","2019-10-30","2022-10-03","2022-12-14"
+"330468175","1360.01","","5","5","5","5","5","5","5","10.5","54.9","23.56","5","1","5","PC","FP","10.0146","0.021","1","qlp","QLP","315.166199","47.785991","2.27","0.051","0.104","0.053","2458739.28","0.0077","0.70902","0.00036","2.49","0.287","0.619046","0.001297","570","1.19453","5.18865","0.325913","65312","4453","19","533.615","8.445","8999","297.4","4.05","0.07","2.36","0.07","","","2.27","0.32272","15,16","Raw light curve aperture 2 and 3 look like they have different depths. Possible depth/aperture correlation and EB.","2019-10-30","2020-05-20","2022-12-14"
+"277447970","1361.01","","3","4","3","3","4","4","4","58.5","171.9","99.8","10","5","2","PC","PC","10.2202","0.006","1","spoc-s14-s60-b0A-PC","QLP","320.829517","52.8147","1.433","0.048","-8.256","0.045","2459834.553052","0.0009833","2.2374051369155","0.000029407496","3.4371271273748","0.031249614","5.275013","0.086759","4846.6829346261","79.90452","12.119750985216","0.5023214","4061.597935529","2036.07598702","48.692356","339.994","3.1195","7050","166.7","4.19","0.09","1.6634999513626","0.0661658","","","1.558","0.270324","15,16,56,57","rapidly rotating variable host star; multiple stars in pixel","2019-10-30","2023-05-19","2023-06-16"
+"395142888","1362.01","","3","4","3","3","3","4","4","","","317","1","1","4","PC","PC","9.7736","0.032","1","qlp-s57-tois","QLP","335.300845","59.560814","-1.229","0.065","-1.765","0.063","2459878.416822","0.0020314","1.917366","0.0000061","1.436","0.845","0.702699","0.119301","647","109.874","19.7712","","5127.51","2357","15","975.533","39.1355","8129","122","","","7.39","","","","","","16,17,24,57","Variable star; crowded field; v-shaped","2019-10-30","2023-05-01","2023-05-01"
+"230017325","1363.01","","5","5","5","5","5","5","5","15.6","37.1","120.4","0","3","4","O","FP","10.3843","0.007","1","qlp-s74-ffi","QLP","291.469121","61.776068","-6.849","0.06","-8.871","0.046","2460339.051326","0.0018604","9.6926355","0.0000273","2.736","0.337","1.46456","0.057834","1348","53.2653","13.5493","0.729368","147.673","971","38","615.12","10.067","6012","128.6","3.39","0.08","3.51","0.17","","","1.11","0.154299","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60,73,74","TFOP FP; retired as NPC; signal on 230017324.01 (TOI-1280.01)","2019-10-30","2024-03-04","2024-03-16"
+"26880783","1364.01","","3","4","3","3","4","4","4","22.5","91.7","68.85","0","1","4","PC","PC","9.2118","0.007","1","qlp-s74-ffi","QLP","293.44357","53.464527","-3.099","0.07","-7.254","0.072","2460352.497902","0.0006094","1.7753634","0.0000016","2.038","0.281","0.99173","0.01878","913","17.297","9.75528","0.328807","14394.6","3051","57","595.288","12.256","9598","143.1","3.81","0.06","3.23","0.1","","","2.45","0.324978","16,40,54,55,56,74","two stars in pixel; close neighbor TIC 1883302922","2019-10-30","2024-04-01","2024-04-05"
+"367099243","1365.01","","5","5","5","5","5","5","5","291.2","439.5","317","2","2","0","EB","FP","10.4849","0.006","1","qlp-s77-ffi","QLP","317.729186","72.615356","-25.691","0.047","-13.894","0.045","2460421.898853","0.0003308","1.8286961","6e-7","3.37","0.263","7.936352","4.756297","7283","4371.13","21.4433","2.03926","18194.7","3235","126","244.318","1.586","6046.3","179.4","4.43","0.11","1.23","0.05","","","1.484","0.320987","16,17,18,19,24,25,52,57,58,59,73,77","V-shaped; depth-aperture correlation; TFOP FP/NEB","2019-10-30","2024-07-25","2024-08-16"
+"120602501","1366.01","","5","5","5","5","5","5","5","250.8","631.4","317","0","2","4","EB","FP","8.48216","0.006","1","spoc-s14-s60-b0A-PC","SPOC/QLP","337.686813","40.003763","64.486","0.036","-47.157","0.047","2459830.772785","0.00039286475","14.862698203511","0.000007926379","3.3250501590005","0.042186625","9.010044","0.076908","8264.2193918685","70.83259","26.509091124026","7.460604","202.60957673805","962.24295892062","169.92651","118.59","0.437","5705","185.1","3.97","0.07","1.7336399555206","0.0842312","","","1.02","0.127522","16,56","clear eccentric EB","2019-10-30","2023-08-18","2023-08-18"
+"129539786","1367.01","","5","5","5","5","5","5","5","20.4","93.3","25.38","1","1","4","EB","FP","9.24102","0.006","1","qlp-s56-ffi","QLP","343.953614","39.645117","-55.543","0.038","-28.177","0.038","2459850.248203","0.0019066","2.0881134","0.000007","2.307","0.54","0.792877","0.096709","730","89.0682","5.41738","0.375371","8383.12","2665","28","195.858","1.1855","6255.8","330.7","4.11","0.09","1.7","0.08","","","1.355","0.228951","16,56","TFOP FP; retired as NEB","2019-10-30","2022-11-07","2022-12-14"
+"136971594","1368.01","","5","5","5","5","5","5","5","9.5","59.4","9.06","2","4","5","PC","FP","9.1384","0.006","1","qlp","QLP","317.966114","43.592849","-96.263","0.046","-2.55","0.051","2458711.81369","0.00474","1.25562","0.00024","2.304","0.293","0.314909","0.000802","290","0.738273","2.95064","0.21712","2790.4","2024","10","158.181","0.7595","5717","132.4","3.97","0.07","1.72","0.08","","","1.02","0.122812","15,16","Low SNR; some depth-aperture correlation","2019-10-30","2020-05-20","2022-12-14"
+"155005217","1369.01","","5","5","5","5","5","5","5","5.5","39.8","31.51","1","2","5","PC","FP","10.4216","0.01","1","qlp-s56-ffi","QLP","345.243825","42.549318","-1.704","0.095","0.007","0.099","2459867.206961","0.0015706","7.6047417","0.0003056","5.23","0.542","1.303666","0.071122","1200","65.5037","6.14418","0.369492","2393.29","1948","24","516.299","21.2785","9139","167.7","4.29","0.08","1.8","0.09","","","2.31","0.340576","16,56,57","clear primary/secondary eclipses","2019-10-30","2022-12-13","2023-05-24"
+"155114483","1370.01","","5","5","5","5","5","5","5","43.5","184.5","88.19","4","1","4","EB","FP","9.25068","0.006","1","qlp-s57-ffi","QLP","345.748458","44.564848","12.325","0.044","-9.1","0.045","2459877.368408","0.0005164","5.2651271","0.0000046","2.463","0.261","3.752266","0.180737","3450","166.451","11.2446","0.411863","2619.14","1993","93","275.493","2.3225","8728","161.6","4.32","0.07","1.7","0.05","","","2.189","0.329227","16,17,57","Possible secondary; two stars in pixel; >3 sigma centroid offset","2019-10-30","2022-12-05","2022-12-16"
+"162130054","1371.01","","5","5","5","5","4","5","5","387.1","1157.6","317","3","4","2","PC","APC","9.948","0.008","1","qlp-s56-ffi","QLP","331.117705","31.018767","4.53","0.057","-1.516","0.07","2459848.525293","0.0026813","5.0095595","0.0000185","3.353","0.595","9.487235","10.012333","8700","9179.31","36.2553","4.94011","2088.59","1883","156","302.295","3.712","6527","154.1","4.11","0.09","1.75","0.07","","","1.46","0.242983","15,16,56","possible 180 ppm secondary; large and v-shaped","2019-10-30","2022-12-05","2022-12-16"
+"164150539","1372.01","","5","5","5","5","5","5","5","21","79.3","51.4","3","2","2","O","FP","10.3126","0.006","1","qlp-s56-ffi","QLP","335.753569","30.572726","7.989","0.07","3.749","0.085","2459850.543759","0.0015925","6.1600888","0.0000135","1.67","0.585","1.216706","0.209536","1120","192.971","8.22262","0.523202","143.457","964","14","244.043","3.7655","5772","123.2","4.07","0.08","1.55","0.07","","","1.034","0.132868","16,56","Minor depth-aperture correlation; actual signal on TOI 2375.01","2019-10-30","2022-11-07","2022-12-14"
+"176899385","1373.01","","5","5","5","5","5","5","5","92","116","317","0","0","4","KP","KP","9.995771","0.006","1","qlp-s57-ffi","QLP","354.774092","42.465987","-20.075","0.074","3.123","0.049","2459880.674867","0.000304","3.8529962","0.0000017","3.36","0.234","9.969258","0.161343","9140","148.591","15.6058","0.861961","1669.87","1780","172","275.358","3.5905","6893.4","147.5","4.22","0.1","1.57","0.09","-0.0340897","0.0272165","1.499","0.260248","16,17,57","HAT-P-6 b","2019-10-30","2022-12-15","2022-12-16"
+"190430205","1374.01","","5","5","5","5","5","5","5","13.9","42.8","76.51","1","1","3","EB","FP","9.8261","0.011","1","qlp","QLP","324.922517","46.220215","-2.152","0.059","-1.765","0.051","2458712.06866","0.0107","1.06884","0.00034","2.512","0.474","0.510416","0.001853","470","1.70665","10.3628","0.812198","32361.2","3736","11","1013.56","29.319","9222","179","3.42","0.07","4.94","0.19","","","2.34","0.307761","15,16","TFOP FP; retired as NEB","2019-10-30","2020-05-20","2022-12-14"
+"190442486","1375.01","","5","5","5","5","5","5","5","8.2","50.8","28.37","1","2","1","EB","FP","10.4568","0.016","1","qlp-s56-ffi","QLP","324.935562","41.950794","16.048","0.041","1.949","0.042","2459850.13104","0.0031994","5.4561177","0.0000247","3.1","0.633","1.477606","0.098115","1360","90.3633","5.78741","0.295284","796.96","1480","17","365.168","3.815","7465","170.4","4.31","0.08","1.51","0.05","","","1.71","0.276418","15,16,56","Minor depth-aperture correlation; TFOP NEB/FP","2019-10-30","2022-11-07","2022-12-14"
+"190743990","1376.01","","5","5","5","5","5","5","5","11","55.7","16.15","2","2","6","PC","FP","10.2566","0.006","1","spoc-s56-b0A","QLP","325.787112","45.646806","-7.587","0.049","-20.957","0.054","2459826.438539","0.002328961","1.7370044153336","0.00026103092","1.4340209792063","0.4392003","0.803296","0.074353","739.58918902977","68.47884","4.1517238631736","2.7242944","2883.8882362552","1869.0217525899","9.46226","240.012","1.8065","6026","128.9","4.16","0.08","1.4505000114441","0.0640654","","","1.117","0.146874","15,16,56","centroid offset on TIC 190743999 in spoc-s56","2019-10-30","2022-12-08","2023-05-24"
+"240613164","1377.01","","5","5","5","5","5","5","5","","","129.24","2","1","0","PC","FP","10.1441","0.009","1","qlp","QLP","326.305217","45.812547","-4.045","0.057","-4.784","0.057","2458712.05324","0.00122","1.99143","0.00008","4.136","0.071","18.335475","0.702229","16745.8","646.568","","","108701","5058","65","4984.88","921.355","9458.2","455.4","","","","","","","","","16","no Rs; could be off target","2019-10-30","2019-10-30","2022-12-14"
+"249812036","1378.01","","3","5","5","3","4","4","4","266.6","1024.6","317","1","2","6","PC","APC","9.624","0.013","1","qlp-s56-ffi","QLP","339.785541","49.426562","5.235","0.047","-3.878","0.047","2459850.624241","0.0005232","5.7785318","0.0000051","2.348","0.575","5.431386","9.449394","4990","8665.45","42.6903","10.5937","2264.51","1921","81","547.399","9.159","8224","161.9","3.81","0.07","2.92","0.1","","","2.02","0.296627","16,17,56","TFOP SB1/APC; too big; V-shaped; secondary; 2 stars in pixel","2019-10-30","2022-12-05","2022-12-16"
+"252490659","1379.01","","5","5","5","5","3","5","5","0.5","67.6","317","0","1","2","PC","APC","10.3842","0.006","1","qlp-s16-ffi","QLP","344.35978","53.140835","-1.37","0.051","-12.577","0.051","2459871.438619","0.0023509772","1132.0244685709","","4.119","0.273","19.855292","1.933897","18121.2","1779.6","30.6957","9.6565","449.947","1283","33","366.242","4.5155","5984","82.8","3.98","0.08","2.07","0.06","","","1.333","0.20471","16,57","max P=1132.02 d; actual period likely shorter; too large for long period; TFOP APC/SB2","2019-10-30","2023-01-30","2023-02-09"
+"274170255","1380.01","","5","5","5","5","5","5","5","28.1","53.3","54.63","0","2","3","EB","FP","9.32845","0.006","1","qlp","QLP","316.446344","46.845151","19.689","0.046","2.774","0.047","2458712.04951","0.0055","1.41072","0.00028","2.623","0.4","0.543004","0.001148","500","1.05689","8.4993","","2001.09","1863","14","305.674","2.7495","5197","122","","","3.84","","","","","","15,16","TFOP FP; retired as NEB","2019-10-30","2020-05-20","2022-12-14"
+"275722992","1381.01","","3","4","3","3","4","4","4","17.7","63.8","111.51","1","1","4","PC","PC","10.379","0.019","1","qlp-s56-ffi","QLP","318.784961","44.899679","-4.862","0.066","-8.024","0.053","2459843.682687","0.0026093","6.5602603","0.0000274","3.452","0.921","1.934333","0.255326","1780","235.136","12.927","0.845744","7503.18","2592","27","737.108","18.431","9976","352","4.01","0.06","2.62","0.08","","","2.55","0.362462","15,16,55,56","2 stars in pixel","2019-10-30","2022-11-09","2022-12-14"
+"276360911","1382.01","","5","5","5","5","5","5","5","108.6","282.2","83.22","2","1","1","PC","FA","9.62426","0.006","1","qlp","QLP","329.05345","55.740977","12.362","0.053","3.363","0.056","2458738.89623","0.00188","0.44482","0.00005","1.058","0.174","1.749444","0.00793","1610","7.30347","10.8884","0.742264","14152.2","3038","11","285.666","2.732","7184","558.2","4.1","0.12","1.88","0.08","","","1.607","0.374496","16,17","","2019-10-30","2020-05-20","2022-12-14"
+"313506357","1383.01","","5","5","5","5","5","5","5","108.4","294.4","83.01","1","1","0","EB","FP","9.5621","0.006","1","qlp-s57-ffi","QLP","347.757547","45.93369","45.999","0.044","0.128","0.039","2459880.029372","0.0032042","1.532703","0.0000146","2.698","0.543","1.358019","2.298405","1250","2114.67","10.8699","2.32743","26916.4","3568","47","178.003","0.896","6023.1","122.1","4.24","0.09","1.39","0.06","","","1.215","0.184841","16,17,57","TFOP FP/NEB","2019-10-30","2022-12-12","2022-12-16"
+"328167090","1384.01","","5","5","5","5","5","5","5","20.6","65.6","21.34","1","2","2","EB","FP","10.0009","0.006","1","qlp-s57-ffi","QLP","331.663464","55.686255","-2.097","0.061","-9.395","0.048","2459880.756663","0.002129","0.7131492","0.0000037","2.428","0.601","0.488691","0.060769","450","55.9689","4.89712","","18159.7","3234","26","235.218","1.7195","5128.9","90.1","3.88","","1.93","","","","1.034","","16,17,56,57","TFOP FP","2019-10-30","2022-12-12","2022-12-16"
+"329864959","1385.01","","5","5","5","5","5","5","5","251.4","837.5","317","1","1","4","PC","FP","8.437","0.023","1","qlp","QLP","333.245043","53.98452","4.7","1.2","-5.3","1.3","2458739.96744","0.00077","4.52318","0.00024","5.099","0.148","27.609959","0.004434","25109.1","4.08384","","","","","191","324.346","","","","","","","","","","","","16,17","TFOP FP","2019-10-30","2019-10-30","2022-12-14"
+"343019899","1386.01","","3","5","5","3","4","4","4","","","35.12","0","23","4","PC","CP","10.0618","0.006","1","qlp","QLP","334.504103","54.319045","55.052","0.05","10.638","0.044","2458752.31132","0.00193","","","5.694","0.842","4.079164","0.002161","3750","1.99008","6.551","0.370296","","","18","146.858","0.6835","5769","146.5","4.43","0.08","1.03","0.05","","","1.033","0.128555","16,17","single transit","2019-10-30","2020-05-20","2024-02-07"
+"343442463","1387.01","","5","5","5","5","5","5","5","16.3","104.7","15.39","1","1","6","PC","FP","8.95861","0.006","1","qlp","QLP","341.518718","55.162935","14.058","0.074","-1.994","0.061","2458739.5222","0.0029","0.78381","0.00015","1.443","0.189","0.46273","0.001257","426.099","1.1574","3.89595","0.236466","9401.36","2743","18","239.688","2.551","7842","120.2","4.22","0.08","1.72","0.05","","","1.921","0.297438","16","","2019-10-30","2019-10-30","2022-12-14"
+"346338552","1388.01","","5","5","5","5","5","5","5","127.5","153.2","317","0","0","0","KP","KP","9.76031","0.006","1","qlp-s56-ffi","QLP","344.445363","38.674919","32.384","0.041","-41.751","0.044","2459847.336508","0.0002303","4.4653014","0.0000015","2.494","0.044","16.144911","0.26996","14760","248.611","14.5338","0.656282","243.703","1100","149","158.979","0.971","6051.2","106.5","4.35","0.08","1.18","0.05","0.15784","0.00681689","1.126","0.150085","16,56","HAT-P-1b","2019-10-30","2022-11-15","2022-12-14"
+"353038705","1389.01","","3","4","3","3","4","4","4","","","7.41","11","2","12","PC","PC","9.957501","0.006","1","qlp-s56-ffi","QLP","333.131944","31.364667","1","1.9","-2.6","1.9","2459851.063533","0.0017933","3.062624","0.0000081","1.767","0.382","0.62991","0.069019","580","63.567","","","204.269","1053","14","","","5086.8","115.6","","","","","","","","","15,16,56","no stellar radius; potentially too large","2019-10-30","2022-11-15","2022-12-14"
+"365389353","1390.01","","5","5","5","5","5","5","5","15.8","54.3","57.4","1","2","1","PC","FP","10.3093","0.02","1","qlp","QLP","323.86462","51.323577","7.911","0.068","4.41","0.063","2458716.35354","0.00331","2.63725","0.00033","2.87","0.225","1.379761","0.001519","1270","1.39929","8.74081","0.485284","2643.68","1997","14","523.373","12.7995","7495","195.4","3.88","0.09","2.5","0.1","","","1.73","0.291997","15,16","Minor depth-aperture correlation","2019-10-30","2020-05-20","2022-12-14"
+"389182138","1391.01","","5","5","5","5","5","5","5","6.9","61.5","7.11","4","6","5","PC","FP","10.4602","0.006","1","qlp","QLP","343.635061","54.161814","-94.07","0.049","9.95","0.048","2458740.10705","0.005","2.72687","0.0005","2.467","0.521","1.064543","0.002898","980","2.66879","2.54653","0.202683","543.502","1345","11","115.746","0.4265","5256","125.8","4.59","0.08","0.79","0.04","","","0.899","0.113743","16,17","Potential level 1 candidate","2019-10-30","2020-05-20","2022-12-14"
+"416987878","1392.01","","5","5","5","5","5","5","5","12.1","44.8","54.56","2","1","2","PC","FP","10.399","0.029","1","qlp","QLP","322.892141","50.320713","1.791","0.047","-2.781","0.049","2458712.7665","0.00452","2.86876","0.00042","2.422","0.362","1.118885","0.002364","1030","2.17774","8.48351","0.518841","2571.69","1983","12","594.193","10.8995","8342","285.2","3.9","0.08","2.65","0.09","","","2.06","0.32162","15,16","","2019-10-30","2020-05-20","2022-12-14"
+"430528566","1393.01","","5","5","5","5","5","5","5","23.6","71","52.57","1","1","10","EB","FP","10.1993","0.006","1","qlp-s57-tois","QLP","333.171245","52.900886","2.078","0.05","-17.708","0.049","2460405.442909","0.0006882","0.5590256","0.0000017","0.688","0.131","0.716822","0.114995","660","105.909","4.22851","","2015.68","1866","15","248.79","2.1445","","","","","1.35","","","","1.338","","16,17,56,57,76","significant odd-even; centroid offset towards brighter stars in pixel; retired as TFOP FP/EB","2019-10-30","2024-05-20","2024-05-21"
+"431156009","1394.01","","5","5","5","5","5","5","5","12.1","66.8","18.3","0","5","8","EB","FP","9.44275","0.006","1","qlp-s76-ffi","QLP","340.395784","51.965285","47.604","0.075","15.882","0.071","2460403.663304","0.0024308","2.958148","0.000013","3.769","0.881","1.064543","0.062659","980","57.7096","4.47387","0.273211","4739.26","2311","28","195.022","1.5465","6294","142.8","4.13","0.09","1.58","0.07","","","1.234","0.190372","16,17,57,76","L1 candidate; retired as TFOP FP/NEB","2019-10-30","2024-05-16","2024-06-01"
+"468472950","1395.01","","5","5","5","5","5","5","5","8.2","48.8","11.63","2","2","7","PC","FP","10.1277","0.006","1","qlp","QLP","321.283221","40.887821","-3.082","0.107","-6.903","0.09","2458712.35831","0.00523","0.98736","0.00017","1.464","0.252","0.401797","0.001333","370","1.22746","3.41784","0.282621","2591.32","1987","10","279.953","6.32","6301.3","135.2","4.07","0.09","1.69","0.1","0","0.009","1.237","0.176353","15,16","possible NEB","2019-10-30","2020-05-20","2022-12-14"
+"468845640","1396.01","","5","5","5","5","5","5","5","34.1","135.9","34.8","1","2","2","PC","FP","10.3217","0.006","1","qlp","QLP","337.8341","53.796052","84.014","0.227","18.619","0.32","2458741.72914","0.00222","3.99307","0.00063","4.783","0.567","4.234813","0.003755","3892.81","3.4588","6.35126","0.329438","1282.52","1667","49","102.931","1.5595","4731.1","101.1","4.35","0.09","0.93","0.04","","","0.752","0.0919386","16,17","TFOP FP","2019-10-30","2019-10-30","2022-12-14"
+"64553698","1397.01","","5","5","5","5","5","5","5","188.8","485.5","317","1","5","2","EB","FP","10.1799","0.006","1","qlp-s57-ffi","QLP","338.452968","57.563539","50.046","0.054","6.338","0.053","2458965.050909","0.0006871","8.6795072","0.0000422","3.628","0.846","11.0875","18.65155","10160","17032","24.132","5.63409","578.958","1366","128","194.993","1.2205","6057","140.2","4.43","0.09","1.14","0.05","","","1.263","0.20174","16,17,24,57","TFOP FP/NEB","2019-10-30","2022-12-12","2022-12-16"
+"66445643","1398.01","","5","5","5","5","4","5","5","17.5","64.9","110.64","0","2","6","PC","APC","8.6291","0.008","1","qlp-s57-ffi","QLP","341.386298","48.161556","-2.432","0.071","-6.636","0.066","2459870.229606","0.0016139","6.5560894","0.0000198","2.676","0.444","0.836339","0.04499","770","41.4364","12.8821","0.642672","1165.27","1627","31","648.398","19.9495","8918","182.9","3.51","0.07","4.58","0.18","","","2.45","0.334139","16,17,56,57","TFOP SB1/APC","2019-10-30","2022-12-13","2022-12-16"
+"66783360","1399.01","","5","5","5","5","5","5","5","24.6","105.9","29.45","2","2","3","PC","FP","10.2107","0.006","1","qlp-s57-tois","QLP","341.970903","49.918072","18.039","0.078","0.467","0.07","2459881.30632","0.0015101","1.3812787","0.0000035","2.4","0.746","1.709208","0.596572","1573","549.312","5.91488","1.10109","24595.6","3488","30","252.396","3.0125","6483","147.9","4.28","0.08","1.38","0.06","","","1.323","0.210341","16,17,57","centroid offset centered on another star in spoc-s57-b0A","2019-10-30","2023-05-01","2023-05-24"
+"258801269","1400.01","","5","5","5","5","5","5","5","31","92.9","96.14","0","2","6","PC","FP","10.938","0.007","1","qlp","QLP","287.025089","66.290697","4.723","0.06","-12.459","0.073","2458689.02568","0.00479","5.48923","0.00073","3.29","0.476","0.98847","0.653529","910","601.741","11.8401","4.4113","2592.62","1987","19","370.791","5.6625","6004","116.9","4.06","0.07","1.62","0.07","","","1.11","0.138547","14,15,16,17,18,19","","2019-10-30","2020-05-20","2022-12-14"
+"259126549","1401.01","","5","5","5","5","5","5","5","107.5","231.2","317","0","1","2","EB","FP","10.9828","0.006","1","qlp-s49-tois","QLP","291.411851","69.11298","0.9","2","-6.4","2.1","2459658.948928","0.0001639","7.3845072","0.0000019","4.531","0.045","27.666647","0.000669","25160","0.616532","23.6091","","514.397","","686","383.166","","6149.2","239.7","","","1.43","","","","","","14,15,16,18,19,20,21,22,23,24,25,26,40,41,47,48,49","strong secondary; large for insolation","2019-10-30","2022-07-12","2022-12-14"
+"259129875","1402.01","","5","5","5","5","5","5","5","19.4","70.5","36.41","3","2","2","PC","FP","10.5896","0.007","1","qlp","QLP","291.880247","68.014695","2.859","0.051","7.618","0.046","2458684.09715","0.00151","0.43889","0.00001","0.947","0.245","0.705958","0.002246","650","2.06904","6.69456","0.458256","14357.3","3049","27","576.745","8.5765","7111","125.5","3.91","0.09","2.32","0.1","","","1.58","0.269773","14,15,16,17,18,19","Likely EB","2019-10-30","2020-05-20","2022-12-14"
+"328750515","1403.01","","5","5","5","5","5","5","5","82.4","102.6","317","4","1","1","EB","FP","10.7387","0.006","1","spoc-s56-b0A","QLP","332.287103","57.938972","4.333","0.06","6.381","0.054","2459825.344785","0.005291578","2.3359622470724","0.00080751005","6.0165684170005","0.41946667","3.334252","0.185038","3066.2492749127","170.41193","18.38529886623","19.547457","7363.483083763","2362.6020307889","11.78653","482.603","9.0575","7577","141.5","4.05","0.08","2.0780000686645","0.0756332","","","1.759","0.277908","16,17,56","TFOP FP/NEB","2019-10-30","2022-12-08","2022-12-16"
+"352239069","1404.01","","2","4","2","2","4","4","4","1.7","23.5","6.33","7","3","9","PC","PC","10.9425","0.006","1","qlp-s58-tois","QLP","292.196087","58.614764","2.189","0.039","1.72","0.037","2459908.512546","0.0032007","6.8674054","0.0000327","3.488","0.659","0.846118","0.039632","779","36.5019","2.4024","0.142701","297.944","1157","23","247.074","1.2355","6051.5","118.3","4.48","0.08","1.03","0.04","","","1.174","0.158696","14,15,16,17,20,23,24,26,40,41,47,50,53,54,55,56,57,58","potential multi; variable host","2019-10-30","2023-07-06","2023-08-10"
+"352239069","1404.02","","3","4","3","3","4","4","4","2.5","33.1","13.41","7","3","9","PC","PC","10.9425","0.006","2","qlp-s58-tois","SPOC","292.196087","58.614764","2.189","0.039","1.72","0.037","2459908.522961","0.0020763","14.431887","0.0000513","3.265","0.29","1.833184","0.060311","1687","55.5468","3.73311","0.188441","52.4908","749","30","247.074","1.2355","6051.5","118.3","4.48","0.08","1.03","0.04","","","1.174","0.158696","14,15,16,17,20,23,24,26,40,41,47,50,53,54,55,56,57,58","potential multi; variable host","2022-02-28","2023-07-06","2023-08-10"
+"387834907","1405.01","","5","5","5","5","5","5","5","","","79.53","0","3","4","EB","FP","8.4239","0.006","1","qlp-s16-ffi","QLP","315.669109","70.0803","3.4","1.5","-1.7","1.5","2458739.88011","0.00199","12.64001","0.00298","6.893","0.425","10.31818","0.605243","9458.38","557.294","","","703.834","1434","75","","","5195.1","502.3","","","","","","","","","16,17","TFOP FP; Need stellar radius; possible secondary at ~0.2; second transit in s17 happens just after start of orbit","2019-10-30","2022-07-18","2022-12-14"
+"231736113","1406.01","","3","5","5","3","4","4","5","12.7","64.8","65.38","0","16","2","PC","CP","11.4266","0.006","1","qlp","QLP","82.127963","-48.409067","0.889","0.057","-21.885","0.066","2459218.231402","0.001159","10.5739824","0.0000224","4.04","0.16","5.944363","0.001046","5460","0.963427","9.43898","0.456139","171.146","1007","51","414.23","5.0325","6519","135.5","4.36","0.08","1.27","0.06","","","1.34","0.215594","4,5,6,31,32,33","Confirmed brown dwarf; paper led by Theron Carmichael","2019-10-31","2021-02-19","2022-12-14"
+"69747919","1407.01","","1","5","5","1","5","4","5","3.1","43.5","4.87","0","3","4","KP","KP","7.7275","0.006","1","spoc-s42-s46-b0A","QLP","336.576123","-18.011665","73.606","0.105","-114.505","0.093","2459085.39112","0.01294","9.9783319274044","0.00006104167","4.2281710587998","0.43826023","0.194608","0.019485","179.22484564024","17.946602","2.0515332419146","0.9935112","300.96466233594","1062.3035335516","8.511921","80.8994","0.4704","6073.5","6064.9","4.1","0.3","1.4713100194931","0.0695252","","","1.16","0.157273","2,28","K2-167 b","2019-10-31","2024-09-06","2024-09-07"
+"364186197","1408.01","","3","5","5","3","4","4","4","42.1","172.7","49.55","18","19","2","CP","CP","8.82374","0.006","1","qlp-s79-ffi","SPOC/QLP","313.511047","72.580646","11.808","0.045","28.759","0.045","2460475.345922","0.0001903","4.424712","0.000001","1.215","0.178","2.64155","0.123057","2430","113.333","8.05593","0.649397","271.896","1131","126","139.484","0.4175","6594","709.2","4.23","0.16","1.49","0.11","","","1.375","0.406981","16,17,18,19,24,25,52,57,58,59,73,76,77,78,79","TOI-1408 b","2019-11-06","2024-08-23","2024-08-31"
+"115771549","1409.01","","5","5","5","5","4","5","5","","","317","0","1","3","PC","APC","8.3764","0.006","1","qlp-s56-ffi","SPOC/QLP","339.815915","33.889459","-9.2","1","-6.3","1.1","2459844.125039","0.0004156","4.7182888","0.0000033","4.046","0.244","3.262104","0.060226","3000","55.4688","15.2763","1.29682","876.886","1516","136","83.2324","","6112","254.6","","","2.74","0.23","","","","","16,56","TFOP APC/SM","2019-11-06","2022-12-05","2022-12-16"
+"199444169","1410.01","","1","4","4","1","4","4","4","27.3","139.5","11.65","6","16","8","PC","PC","10.1917","0.006","1","qlp-s56-ffi","SPOC/QLP","334.882849","42.560314","-67.417","0.04","10.385","0.043","2459850.737058","0.0010871","1.2168732","0.0000525","0.86","0.116","1.347148","0.150522","1240","138.626","3.43106","0.30991","153.719","980","23","72.7512","0.1604","4634.6","106.7","4.51","0.1","0.78","0.06","","","0.71","0.085434","16,56","potential L1 planet","2019-11-06","2022-12-05","2022-12-16"
+"116483514","1411.01","","1","5","5","1","4","4","4","8.5","12.3","2.55","8","18","6","CP","CP","9.1043","0.006","1","qlp-s78-ffi","SPOC/QLP","232.946047","47.055551","154.795","0.037","-298.481","0.048","2460447.085367","0.0012317","1.4520486","0.0000022","1.339","0.314","0.426778","0.021581","393","19.8769","1.404","0.136111","266.85","1125","20","32.4778","0.0225","4184","124.368","4.57376","0.107379","0.69","0.06","","","0.65","0.0805444","16,23,24,50,51,77,78","TOI-1411 b / TOI-1411.01","2019-11-06","2024-08-15","2024-08-16"
+"116483734","1412.01","","5","5","5","5","4","5","5","36.5","176.4","39.09","5","2","3","PC","APC","11.0997","0.006","1","qlp-s51-tois","SPOC","233.065833","47.860746","122.467","0.085","-70.663","0.102","2459714.075511","0.0006678","4.731977","0.0000051","0.361","0.118","3.774056","0.294397","3470","271.113","6.97384","1.37589","3.01841","367","25","81.0643","0.3566","4223.45","133.402","4.61744","0.110498","0.66","0.06","-0.173769","0.0128292","0.66","0.0798661","16,23,24,50,51","","2019-11-06","2022-09-02","2022-12-14"
+"119700084","1413.01","","2","4","2","2","4","4","4","23.2","134.1","31.56","5","5","9","PC","PC","10.1188","0.006","1","spoc-s56-b0A","SPOC","333.253171","37.627574","37.32","0.073","-38.196","0.112","2459829.698976","0.0015829098","6.1182128512994","0.00085346506","0.66714409394172","0.17293526","1.961731","0.366279","1805.1895772547","337.29852","6.1579890955157","22.368395","149.02995533483","891.12400415339","9.082013","115.417","1.1235","5427","141.322","4.51461","0.0830557","0.89010900259018","0.0504724","","","0.945","0.122506","16,56","centroid offset; but inconsistent with previous s16 centroid; possible EB","2019-11-06","2022-12-05","2022-12-16"
+"125442121","1414.01","","3","5","5","3","4","4","4","81.5","117.4","317","7","2","4","PC","APC","11.029","0.009","1","spoc-s57-b0A","SPOC","351.579721","38.55294","3.164","0.051","-8.173","0.044","2459853.583682","0.0007086269","3.0197806980294","0.00013546534","3.5896762786819","0.04126978","13.126044","0.479417","12016.74838509","441.46234","17.917607720649","0.8406648","2558.7198804588","1813.9505158622","20.143562","460.951","7.9325","7128","132.115","4.23768","0.0865097","1.5881500244141","0.0671156","","","1.59","0.274116","16,57","Possible EB and very active star; fast rotator","2019-11-06","2023-01-30","2023-02-09"
+"148782377","1415.01","","1","4","1","3","4","4","4","9.4","82.8","20.55","2","3","3","PC","PC","8.39816","0.006","1","spoc","SPOC","219.037047","42.378458","-59.935","0.033","42.482","0.039","2458933.177794","0.0015533798","14.4193583271","0.0022573632","5.1635708946385","0.19997068","1.184207","0.068483","1090.1001767169","63.073494","4.7835825021327","0.48797905","186.89921577759","943.02155425623","16.147219","112.152","0.3305","6383","130.424","4.24518","0.0861785","1.41048","0.0649246","","","1.276","0.192886","23","variable star","2019-11-06","2020-05-07","2022-12-14"
+"158025009","1416.01","","1","5","5","1","4","4","4","8.4","80.6","2.9","6","42","5","PC","CP","9.0739","0.006","1","qlp-s50-tois","SPOC/QLP","216.923489","41.952986","-92.338","0.032","-101.247","0.037","2459689.405799","0.0027278","1.0697611","0.0000037","1.376","0.146","0.369213","0.000484","340","0.445919","1.50924","0.116196","765.756","1465","18","55.0135","0.07735","4946","128.622","4.53834","0.0914034","0.8","0.05","","","0.81","0.10277","16,23,50","L1 candidate; two stars in pixel","2019-11-06","2022-12-12","2023-12-03"
+"164173105","1417.01","","3","5","5","3","4","4","5","315","532.2","317","3","13","7","CP","CP","8.51017","0.007","1","spoc-s14-s60-b0A-CP","SPOC","335.825303","35.03492","10.685","0.073","-18.496","0.068","2459827.0017","0.0003710292","3.0726433986671","0.000001102023","2.2602485036149","0.012122935","11.429227","0.187876","10471.494969709","173.02533","19.919775653358","0.90261143","2446.8848714157","1793.7963398264","60.761208","151.528","1.042","7164","169.486","4.25661","0.0837602","1.5583100318909","0.0589573","","","1.599","0.269045","16,56","transits consistent with planetary nature despite strong stellar variability","2019-11-06","2023-06-13","2023-06-16"
+"224600500","1418.01","","5","5","5","5","5","5","5","3.6","48.4","3.54","0","1","2","V","FA","6.76754","0.007","1","spoc-s14-s50-b0A-PC","SPOC","254.958579","58.462633","-10.013","0.08","11.018","0.077","2458684.277966","0.0013443873","0.6763235099057","0.000033119493","4.9164589691774","0.10486649","0.032748","0.002112","30.161797692703","1.9449273","1.7000349599485","0.2746406","42572.158737488","3663.5419407812","14.117514","161.067","0.8595","8475","142.024","3.82228","0.0711894","2.9486498832703","0.0857588","","","2.106","0.311364","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50","","2019-11-06","2022-10-04","2022-12-14"
+"311035838","1419.01","","5","5","5","5","5","5","5","87.2","276.8","72.76","0","0","1","KP","KP","10.7164","0.006","1","qlp-s49-tois","SPOC/QLP","206.094014","48.028565","-19.746","0.034","-24.008","0.038","2459661.5681","0.0001852","2.8997405","9e-7","1.849","0.027","15.043468","0.000918","13760","0.845474","10.0433","0.564205","176.587","1015","191","134.554","0.4785","5224","118.05","4.55801","0.0804107","0.82","0.05","0.41","0.08","0.89","0.106514","16,22,49","HAT-P-3 b","2019-11-06","2022-07-13","2022-12-14"
+"321857016","1420.01","","3","4","4","3","4","4","4","45.5","168.2","99.39","11","11","4","PC","PC","11.2287","0.006","1","spoc-s14s26-b0A","SPOC","322.941809","66.349005","45.326","0.045","32.042","0.044","2459830.458192","0.0004811554","6.9561133669239","0.000015284942","3.3628003316764","0.034057118","17.500372","0.13878","15989.231101042","127.81271","12.090822970481","0.69774693","136.95576938144","872.49878844579","124.317764","201.918","0.9145","5387","136.579","4.46259","0.0853171","0.940037","0.0535176","","","0.935","0.117864","16,24,56","","2019-11-06","2022-12-06","2022-12-14"
+"329277372","1421.01","","5","5","5","5","1","5","5","68.7","563.7","32.49","0","2","0","PC","APC","10.5998","0.006","1","spoc-s14-s60-b0A-APC","SPOC","332.630396","57.282437","4.661","2.214","25.274","2.297","2459854.509943","0.0003952412","2.8879674861094","0.000070587324","3.662639922842","0.0111914985","25.807519","0.234773","23489.331408356","216.21097","","","634.21923737457","1279.9105012769","115.41917","74.2281","7.3284","5780","","4.438","","","","","","","","16,17,56,57","Likely EB given star is pulsating and therefore likely > 2 Rsun which would give possible Rp of ~35 Re; TFOP APC/SB1; no stellar radius","2019-11-06","2023-04-25","2023-04-28"
+"333473672","1422.01","","1","5","5","1","4","4","4","4.3","51.8","14.19","0","20","8","CP","CP","10.1308","0.006","1","spoc-s14-s60-b0A-CP","SPOC","354.240829","39.639279","-67.547","0.041","-31.087","0.031","2459864.063759","0.0046431","13.001789009595","0.000044874934","4.4847321725969","0.22194713","1.45541","0.078094","1339.5837663658","71.92465","3.8480499900597","0.3972419","90.515093008188","786.68342528282","16.339954","155.141","0.66","5914","125.3","4.46","0.08","1.008260011673","0.0466332","","","1.076","0.141953","16,17,57","TOI-1422 b","2019-11-06","2023-06-13","2023-06-16"
+"346418409","1423.01","","5","5","5","5","5","5","5","41.6","182.7","33.84","7","17","7","PC","FP","10.9243","0.006","1","spoc","SPOC","344.609651","39.658712","-79.05","0.044","-38.029","0.045","2458740.961818","0.0034901253","2.7556531808308","0.00084044365","3.3967281882298","0.23230256","3.103621","0.166421","2854.4589288199","153.26804","6.4145519355193","7.742217","207.23863681079","967.69262518104","15.16427","112.383","0.459","4993","127.12","4.66918","0.0887258","0.696945","0.04299","","","0.827","0.103223","16","some odd-even","2019-11-06","2019-11-06","2022-12-14"
+"418959198","1424.01","","2","4","2","2","4","4","4","9.5","76.9","12.23","1","3","10","PC","PC","10.5152","0.006","1","spoc-s14-s60-b0A-PC","SPOC","344.907267","36.517666","3.639","0.041","5.359","0.051","2459827.504099","0.003595862","4.8962483678637","0.00001614971","2.3624180129156","0.20173548","1.288479","0.115299","1186.0289925467","106.18893","3.524646788758","0.32920432","95.080851038615","796.42157155957","11.5034075","86.8203","0.2944","4528.99","104.619","4.48318","0.0859122","0.79996502399445","0.0529221","-0.0636122","0.0225416","0.71","0.0819022","16,56","L1 candidate; multiple stars in pixel; slightly asymmetric transit shape","2019-11-06","2023-05-18","2023-06-16"
+"350132371","1425.01","","3","5","5","3","3","4","4","213","435.5","107.47","11","4","1","PC","APC","9.25755","0.006","1","qlp-s78-ffi","QLP","329.091358","68.998035","39.456","0.287","-35.754","0.28","2460448.86278","0.0007291","1.0318213","0.0000017","1.599","0.126","6.072099","4.263371","5577","3919.01","28.2906","2.35131","8422.18","2668","231","153.904","3.6525","5810.6","66.9","4.13","0.08","1.49","0.08","","","1.105","0.148163","16,17,18,24,25,57,58,77,78","some odd-even; v-shaped; synchronized; a/R* ~ 2.6","2019-11-12","2024-09-04","2024-09-04"
+"128501004","1426.01","","5","5","5","5","5","5","5","6.7","59.1","4.14","2","0","0","PC","FP","9.76952","0.006","1","qlp","QLP","339.03342","37.841042","-65.606","0.084","57.654","0.139","2458739.0012","0.00029","0.78999","0.00002","1.153","0.029","6.261001","0.302963","5750","279","1.99","0.37","5497.38","2398","54","129.284","1.5525","5558","103.5","4.43","0.08","1.1","0.04","","","1.04","0.137463","16","v-shaped","2019-11-12","2019-11-12","2022-12-14"
+"2041563029","1427.01","","5","5","5","5","5","5","5","54.6","417.2","83.89","2","1","0","PC","FP","10.0526","0.006","1","qlp","QLP","346.517442","43.898633","-2.799","2.2","-37.636","2.02","2458747.00971","0.0003","12.80758","0.00023","3.596","0.083","29.843665","0.007576","27112.7","6.97744","11.4222","0.505247","28.4034","643","123","72.6157","7.92175","5094.4","106.1","","","0.63","0.03","","","","","16","could be a multi-planet system or an EB","2019-11-12","2019-11-12","2022-12-14"
+"377304435","1428.01","","5","5","5","5","5","5","5","17.3","55.2","111.37","0","0","0","PC","FP","10.8475","0.008","1","qlp","QLP","287.050161","55.303691","-4.773","0.046","4.565","0.046","2458691.56061","0.00632","11.35626","0.00118","6.047","0.638","2.38037","0.063589","2190","58.5655","12.9372","1.89571","1493.65","1731","21","504.976","6.2375","6314","134.8","3.87","0.09","2.14","0.1","","","1.24","0.190396","14,15,16,19","Retired as TFOP NEB","2019-11-12","2020-05-20","2022-12-14"
+"138968089","1429.01","","5","5","5","5","5","5","5","13","48.5","20.97","1","0","0","PC","FP","11.6459","0.006","1","spoc","SPOC","295.101088","40.986723","-2.194","0.041","6.889","0.04","2458711.558151","0.0023535418","0.64125576252515","0.000109216875","1.1161081567625","0.6985211","1.118379","0.170167","1029.5348333251","156.71747","4.8412019623896","7.962996","10373.519211705","2573.9569470793","7.2701707","435.255","4.5665","5854.65","147.439","4.1262","0.0861579","1.47292","0.0925879","0.102","0.014","1.058","0.135285","15","KOI-272; Kepler PC","2019-11-14","2019-11-14","2022-12-14"
+"293954617","1430.01","","2","5","5","2","4","4","4","5.3","83.1","4.51","6","32","5","CP","CP","8.3879","0.006","1","qlp-s75-ffi","SPOC","300.615453","53.377442","164.816","0.05","145.473","0.047","2460356.024295","0.0014529","7.4341488","0.0000128","2.393","0.193","0.732033","0.022542","674","20.7613","1.95139","0.121765","49.7078","739","37","41.1706","0.0414","5064","119.118","4.57887","0.0847109","0.78","0.05","","","0.85","0.103082","14,15,16,41,54,55,56,75","HD 235088 b","2019-11-14","2024-05-15","2024-06-01"
+"375506058","1431.01","","3","5","5","3","4","4","4","233.6","331.3","317","12","12","2","CP","CP","7.79824","0.006","1","spoc-s14-s60-b0A-CP","SPOC","316.203692","55.588022","11.737","0.078","23.869","0.064","2459881.427373","0.0005491","2.6502323873727","2.5918177e-7","2.5027930899236","0.0053609763","6.30822","0.015988","5793.2390269736","14.725698","16.736545049274","0.53567135","5400.8760505198","2186.4311301551","520.5487","148.925","1.027","7400","189.5","4.11","0.08","1.9365600347519","0.0619095","","","1.758","0.29612","15,16,55,56,57","TOI-1431 b","2019-11-14","2023-06-13","2023-06-16"
+"256783784","1432.01","","1","4","4","1","4","4","4","3.8","51.6","5.52","7","5","7","PC","PC","9.4653","0.006","1","qlp-s56-ffi","SPOC","329.401792","36.321404","42.513","0.044","-43.798","0.071","2459851.690817","0.0024311","6.1095756","0.0000252","2.441","0.333","0.553867","0.047051","510","43.3345","2.19963","0.151391","117.102","916","12","95.1757","0.39625","5587","126.4","4.51","0.08","0.91","0.05","","","0.99","0.131033","15,16,56","","2019-11-14","2022-12-05","2023-09-19"
+"13684720","1433.01","","3","5","5","3","4","4","4","85.4","630.1","317","4","2","2","PC","APC","12.4647","0.007","1","spoc-s14-s41-b0A-APC","SPOC","305.538257","36.064784","44.041","0.062","49.286","0.066","2458695.011233","0.0003250798","12.437971524834","0.000008244738","1.7137814597401","0.023019461","143.35962","3.436014","123693.26015988","3159.6838","24.647829729457","46.010494","3.4868061958375","348.51919466456","70.54381","67.9631","0.1825","3275","157","4.75761","0.00710533","0.47699698805809","0.0140438","","","0.474868","0.020189","14,15,41","TFOPWG SB2/APC; v-shaped; crowded field; too large","2019-11-14","2022-02-10","2022-12-14"
+"138588540","1434.01","","2","4","2","2","4","4","4","1.7","70.1","4.78","1","14","7","PC","PC","8.0621","0.006","1","spoc-s14s16-b0A","SPOC","176.380591","65.541314","1.358","0.049","76.389","0.044","2458703.403139","0.002017885","29.902663013458","0.0024973517","3.6993732850556","0.41097245","0.826123","0.08185","760.59772075424","75.38388","2.0294562947919","0.93802106","12.020798332686","474.90099267728","10.5646515","37.7873","0.03945","5393.86","139.682","4.67802","0.0889914","0.735511","0.0446382","","","0.94","0.125546","14,15,21,41","critical L1 candidate; TFOP under investigation; 2 of 3 transits in spoc s14-23 are on momentum dumps","2019-11-14","2022-06-29","2022-12-14"
+"153976959","1435.01","","2","5","5","2","4","4","4","4.2","6.9","1.99","4","11","5","PC","PC","9.9802","0.006","1","qlp-s49-tois","SPOC","203.537946","67.62123","89.429","0.048","-98.354","0.038","2459663.474105","0.0030835","0.6858278","0.0000052","1.169","0.22","0.217169","0.000957","200","0.881709","1.216","0.111106","1568.58","1753","11","92.8659","0.19045","5142","122.712","4.54622","0.085477","0.82","0.05","","","0.87","0.108208","14,15,22,41,48,49","weak transit shape; potential stellar variability;","2019-11-14","2022-08-19","2022-12-14"
+"154383539","1436.01","","2","5","5","2","4","4","4","3.6","5.3","2.64","3","12","4","PC","PC","11.0906","0.006","1","spoc-s14-s50-b0A-PC","SPOC","215.602155","55.334259","-39.877","0.043","135.926","0.042","2459690.565813","0.0038005","0.86758834840058","0.0000115195235","1.3814953456969","0.29119006","0.349103","0.037866","321.48409325254","34.87502","1.430242333961","1.0788049","1118.0589980833","1474.8095115343","10.646988","131.601","0.4555","5011.22","102.681","4.6136","0.0774824","0.74523997306824","0.0389146","-0.139143","0.0288309","0.832","0.0956565","15,16,22,23,49,50","L1 candidate","2019-11-14","2022-12-12","2022-12-16"
+"198356533","1437.01","","2","4","4","2","4","4","4","1.6","30.8","5.14","0","24","6","PC","PC","8.69378","0.006","1","qlp-s58-ffi","SPOC","256.138751","56.842549","10.709","0.032","-20.199","0.038","2459906.552227","0.0024492","18.84101","0.0000865","5.82","0.815","0.304049","0.012256","280","11.2879","2.11414","0.106412","104.735","891","21","103.297","0.183","6093","124.709","4.32207","0.0785303","1.22","0.05","","","1.144","0.152159","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58","L1 candidate; variable host","2019-11-14","2023-02-03","2023-02-18"
+"229650439","1438.01","","2","4","2","2","3","4","4","6.6","65.8","9.65","1","13","5","PC","PC","10.3237","0.006","1","qlp-s58-ffi","SPOC","280.923784","74.937833","-23.084","0.039","53.295","0.04","2459901.727282","0.0011927","5.1396634","0.0000091","0.766","0.371","0.738552","0.274804","680","253.072","3.08154","0.373318","53.8627","754","18","110.513","0.25","5374","183","5.96065","0.332801","0.82","0.05","","","0.9","0.111979","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,53,54,55,56,57,58,60","potential multi","2019-11-14","2023-02-27","2023-02-27"
+"229650439","1438.02","","1","4","1","1","3","4","4","2.4","37.7","6.2","1","13","5","PC","PC","10.3237","0.006","2","qlp-s60-ffi","SPOC","280.923784","74.937833","-23.084","0.039","53.295","0.04","2459953.278936","0.0018243","9.4280907","0.0000244","1.355","0.302","0.854811","0.066529","787","61.2734","2.37465","0.169083","13.1589","530","18","110.513","0.25","5374","183","5.96065","0.332801","0.82","0.05","","","0.9","0.111979","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,53,54,55,56,57,58,60","potential multi","2020-02-21","2023-02-27","2023-03-03"
+"232982558","1439.01","","3","5","5","3","4","4","4","1.6","20.1","13.04","0","13","3","PC","CP","9.98671","0.006","1","qlp-s57-ffi","SPOC","241.763937","67.87764","-0.587","0.062","-20.618","0.079","2459864.518772","0.0037596","27.6439289","0.0001617","5.265","0.674","0.489777","0.025817","451","23.7781","3.64999","0.203888","32.947","667","15","230.306","2.3345","5873","123.835","4.043","0.0782199","1.62","0.08","","","1.063","0.135876","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57","2 stars in pixel; potential L1 planet","2019-11-14","2022-12-13","2024-02-13"
+"233617847","1440.01","","2","4","2","2","4","4","4","1.8","24.8","8.02","0","1","4","PC","PC","9.80972","0.008","1","qlp-s60-ffi","SPOC","283.794562","64.53137","5.121","0.119","7.189","0.084","2459956.401035","0.0054017","15.5174519","0.0001366","5.322","0.731","0.471312","0.020174","434","18.5805","2.43592","0.167012","207.048","1056","19","237.152","2.6445","5780","","4.438","","1.34","0.08","","","","","14,15,16,17,18,20,21,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,57,58,59,60","Three bright stars within TESS pixel; potential multi and L1 candidate","2019-11-14","2023-02-27","2023-03-03"
+"233617847","1440.02","","2","4","2","2","4","4","4","1.3","18.3","3.26","0","1","4","PC","PC","9.80972","0.008","2","spoc-s14-s60-b0A-PC","SPOC","283.794562","64.53137","5.121","0.119","7.189","0.084","2459656.057163","0.0138385","4.627420586057","0.000026198748","4.6582573404404","0.2895078","0.165494","0.016945","152.4142924284","15.607096","1.43332","0.137271","557.81635106003","1239.4886653739","9.551655","237.152","2.6445","5780","","4.438","","1.34","0.08","","","","","14,15,16,17,18,20,21,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,57,58,59,60","low SNR; potential multi","2020-09-23","2023-05-25","2023-05-25"
+"233951353","1441.01","","2","4","2","2","4","4","4","1.2","22.6","6.12","1","8","6","PC","PC","9.48477","0.006","1","qlp-s55-ffi","SPOC","305.412906","58.140828","-24.562","0.068","-83.286","0.069","2460330.277701","0.0097087","22.0927067","0.0002178","5.677","0.629","0.537572","0.027311","495","25.1545","2.34112","0.152267","58.1457","769","13","141.133","0.7425","5885","201.605","4.27782","0.0879743","1.24","0.06","","","1.067","0.158727","14,15,16,17,41,55,57,75","L1 candidate","2019-11-14","2024-05-16","2024-06-01"
+"235683377","1442.01","","2","4","4","2","4","4","4","9.5","13","1.77","9","0","3","CP","CP","12.4934","0.007","1","spoc-s14-s55-b0A-CP","SPOC","287.292101","74.174276","82.064","0.065","462.813","0.066","2459768.708421","0.0007204","0.40906805810863","0.0000037168254","0.61657258963041","0.09830363","1.391969","0.067133","1281.2294664543","61.829594","1.1833778843828","0.2699512","207.02424361357","967.44225288854","30.293798","41.1659","0.06165","3328","157","4.91612","0.00465389","0.30879899859428","0.00922995","","","0.286682","0.0201815","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55","TOI-1442 b","2019-11-14","2023-02-22","2023-02-25"
+"237232044","1443.01","","2","4","2","2","4","4","4","1.1","33.8","5.19","0","15","5","CP","PC","9.9377","0.006","1","qlp-s80-ffi","SPOC","297.398678","76.139178","-88.066","0.047","21.781","0.056","2460482.338864","0.0019973","23.5406962","0.0000507","4.065","0.313","1.03846","0.037301","956","34.355","2.13419","0.134748","16.1306","558","32","85.8034","0.2054","5236","125.328","4.63898","0.0858843","0.75","0.04","","","0.89","0.112315","14,16,17,18,19,20,23,24,25,26,40,47,49,50,52,53,54,57,58,59,60,73,74,76,77,78,79,80","TOI-1443 b","2019-11-14","2024-08-29","2024-08-31"
+"258514800","1444.01","","2","5","5","2","4","4","4","6.3","56.2","3.16","1","17","3","CP","CP","10.1522","0.006","1","spoc-s14-s55-b0A-CP","SPOC","305.474925","70.943705","46.402","0.035","-20.689","0.034","2458711.365492","0.0007339223","0.47028007491834","0.0000059178387","1.4108646700607","0.14614886","0.232581","0.015845","214.19224499523","14.593391","1.5890512643136","0.20889829","5028.5096460449","2147.7294458699","17.420979","125.463","0.336","5466","121.494","4.48625","0.0772158","0.92498999834061","0.0470452","","","0.956","0.11332","15,16,17,18,19,22,24,25,26,49,52,58,59","TOI-1444 b","2019-11-14","2023-02-23","2023-02-25"
+"259172391","1445.01","","2","4","2","3","4","4","4","1.9","26.4","7.69","5","3","5","PC","PC","10.6074","0.006","1","qlp-s52-tois","SPOC","292.76774","71.497358","4.791","0.046","-6.731","0.059","2459767.018169","0.0040917","9.8130697","0.0000569","3.91","0.337","0.684229","0.000524","630","0.482368","2.67352","0.1451","175.261","1013","19","215.246","1.077","6240","153.608","4.46607","0.0900542","1.06","0.05","","","1.208","0.195498","14,15,16,17,18,19,20,21,22,23,25,26,40,41,47,48,49,50,51,52","variable host; potential multi","2019-11-14","2022-10-24","2022-12-14"
+"259172391","1445.02","","2","4","2","2","4","4","4","2","25.2","5.29","5","3","5","PC","PC","10.6074","0.006","2","qlp-s52-tois","SPOC","292.76774","71.497358","4.791","0.046","-6.731","0.059","2459740.829189","0.0038541","4.7842093","0.0000302","2.947","0.303","0.42352","0.000489","390","0.450419","2.14401","0.124344","428.772","1267","10","215.246","1.077","6240","153.608","4.46607","0.0900542","1.06","0.05","","","1.208","0.195498","14,15,16,17,18,19,20,21,22,23,25,26,40,41,47,48,49,50,51,52","potential multi; close to 2:1 resonance","2020-07-16","2022-10-24","2022-12-14"
+"294471966","1446.01","","2","4","2","2","4","4","4","3","36.9","6.69","1","3","7","PC","PC","10.7502","0.006","1","spoc-s14-s55-b0A-PC","SPOC","302.001457","51.361796","9.093","0.045","-25.93","0.052","2458689.364498","0.0020581072","6.3170656618624","0.000023258925","2.4466954060028","0.26879466","0.74761","0.061772","688.33759770555","56.892185","2.4720515668681","0.35720453","108.32206506942","822.80890311893","12.026308","133.863","0.4375","5180","101.324","4.54308","0.0765937","0.83030998706818","0.0398744","0.201","0.024","0.878","0.102184","14,15,16,41,54,55","","2019-11-14","2023-03-14","2023-03-24"
+"294471966","1446.02","","2","4","2","2","4","4","4","1.8","25.7","3.59","1","3","7","PC","PC","10.7502","0.006","2","spoc-s14-s60-b0A-PC","SPOC","302.001457","51.361796","9.093","0.045","-25.93","0.052","2458685.433408","0.0020438796","4.5057386794148","0.000019369194","1.8856749796826","0.4555105","0.465604","0.058049","428.74564546676","53.46363","1.7133121322415","2.74371","169.97411375061","920.90630402419","8.001607","133.863","0.4375","5180","101.324","4.54308","0.0765937","0.83030998706818","0.0398744","0.201","0.024","0.878","0.102184","14,15,16,41,54,55,56","low SNR; potential multi","2023-03-02","2023-05-19","2023-06-16"
+"298073824","1447.01","","3","5","5","3","3","4","4","3.3","24","8.46","0","3","5","PC","APC","8.1033","0.006","1","qlp-s53-tois","SPOC","201.336817","75.982713","-7.486","0.046","-1.625","0.043","2459754.50673","0.0164713","1.2272251","0.0000337","3.528","0.776","0.04343","0.006938","40","6.39038","2.8374","","15033","","10","309.2709","","6906","","4.438","","4.12","","","","","","14,15,20,21,40,41,47,48,53","Possibly stellar variability; possible phase modulations (~10s of ppm)","2019-11-14","2022-11-30","2022-12-14"
+"343628284","1448.01","","2","4","4","2","4","4","4","1.6","44.4","7.46","4","1","5","PC","PC","13.1717","0.007","1","spoc-s57-b0A","SPOC","316.324003","57.771095","-15.721","0.074","-64.779","0.065","2459857.185608","0.0054910127","8.0970818559645","0.0026823257","3.1278520002215","0.65918344","5.140159","0.653181","4723.0724376419","601.42126","2.6354042765552","0.835383","5.363227537625","388.12918935476","7.6244526","73.3345","0.17285","3391","157","4.84373","0.0021442","0.38158598542213","0.0113779","","","0.370553","0.0202547","15,16,57","There is scattered light which may have caused the centroid shift.","2019-11-14","2023-01-30","2023-02-09"
+"356158613","1449.01","","5","5","5","5","5","5","5","","","12.03","17","2","5","PC","FA","10.745","0.033","1","spoc-s14-s55-b0A-PC","SPOC","300.708664","39.668371","146.31","0.044","51.616","0.044","2458713.009359","0.0055065784","","","3.417725037833","0.34943599","2.355692","0.516141","2167.3207374059","475.2706","3.4924289727525","0.6816561","1.3124684881989","272.98700311336","9.648746","56.3228","0.0867","5780","","4.64751","0.0177883","0.60438501834869","0.0249697","","","0.591652","0.0246673","14,15,41,54,55","single transit","2019-11-14","2023-03-14","2023-03-24"
+"356158613","1449.02","","1","4","1","2","4","4","4","4.6","49.6","3.24","17","2","5","PC","PC","10.745","0.033","2","spoc-s14-s55-b0A-PC","SPOC","300.708664","39.668371","146.31","0.044","51.616","0.044","2458683.580594","0.001140328","2.3691848773674","0.000008631766","1.6840374313705","0.55001986","0.759533","0.090861","699.31134020403","83.682495","1.6142010066523","2.003733","427.98313072034","1160.0492092958","11.532655","56.3228","0.0867","5780","","4.64751","0.0177883","0.60438501834869","0.0249697","","","0.591652","0.0246673","14,15,41,54,55","potential multi; crowded field","2019-11-14","2023-03-14","2023-03-24"
+"377293776","1450.01","","2","4","4","2","4","4","4","4.5","12.6","1.33","7","3","8","PC","PC","10.0306","0.007","1","spoc-s14-s55-b0A-PC","SPOC","286.854063","59.086625","69.923","0.055","160.881","0.055","2459662.335574","0.001976","2.0439267807655","0.000004062587","1.008936990224","0.1464526","0.505194","0.025402","465.19298749055","23.395939","1.0924807577729","0.37498668","44.949252357359","660.3898165888","23.923962","22.4467","0.01315","3407","157","4.7606","0.00697081","0.47360301017761","0.0139457","","","0.471371","0.0201897","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,55","L1 candidate; 2 stars in pixel; other star is TIC 1717871768 (Tmag = 13.41)","2019-11-14","2023-03-14","2023-06-10"
+"417931607","1451.01","","2","5","5","2","4","4","4","2.5","45.6","6.89","2","28","6","PC","PC","8.9989","0.006","1","qlp-s75-ffi","SPOC","186.524282","61.258929","-5.716","0.038","-26.87","0.035","2460348.107581","0.0034283","16.5379864","0.0000519","2.796","0.877","0.660328","0.044821","608","41.2811","2.51948","0.164763","53.0216","751","17","91.9362","0.21725","5781","130.458","4.43068","0.0794308","1.03","0.05","","","1.04","0.131855","14,15,21,22,41,48,75","L1 planet candidate","2019-11-14","2024-05-16","2024-06-01"
+"420112589","1452.01","","2","4","2","2","4","4","4","0.6","53.5","3.25","3","0","3","CP","CP","12.295","0.007","1","spoc-s14-s60-b0A-CP","SPOC","290.173974","73.195108","7.83","0.077","-73.913","0.086","2459731.359311","0.0034263","11.061993744592","0.000015271762","1.7587776713151","0.17191255","3.533427","0.167159","3249.1164333692","153.94768","1.6184943757719","0.22460696","2.0225025178351","304.15293895667","19.909908","30.5212","0.0391","3248","157","4.95407","0.00680159","0.27536401152611","0.00934128","","","0.24878","0.0207334","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,54,55,56,57,58,59,60","TOI-1452 b","2019-11-14","2023-06-13","2023-06-16"
+"198390247","1453.01","","2","4","4","2","4","4","4","3.9","55.2","5.72","7","4","6","PC","PC","10.1426","0.006","1","qlp-s74-ffi","SPOC/QLP","258.22327","57.197778","-71.005","0.036","-0.024","0.039","2460344.15117","0.0016044","6.5886803","0.0000104","1.846","0.353","1.005858","0.053442","926","49.2207","2.25636","0.166121","105.424","892","33","78.7415","0.11935","4920","127","4.64","0.09","0.71","0.05","","","0.81","0.0962979","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,56,57,59,60,73,74","possible multi","2019-11-14","2024-04-01","2024-04-12"
+"198390247","1453.02","","2","4","4","2","4","4","4","1.4","4.6","1.5","7","4","6","PC","PC","10.1426","0.006","2","qlp-s74-ffi","SPOC","258.22327","57.197778","-71.005","0.036","-0.024","0.039","2460333.250353","0.0031496","4.3135259","0.0000134","1.921","0.228","0.286672","0.018272","264","16.8294","1.12982","0.0887197","87.5472","852","14","78.7415","0.11935","4920","127","4.64","0.09","0.71","0.05","","","0.81","0.0962979","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,56,57,59,60,73,74","potential multi; slight depth-aperture correlation","2020-02-21","2024-04-01","2024-04-12"
+"294179385","1454.01","","3","4","4","3","4","4","4","86.4","218.5","128.25","8","20","7","PC","PC","11.1612","0.006","1","qlp-s41-tois","QLP","300.842307","53.294181","7.356","0.062","-13.367","0.051","2459770.637199","0.00055803795","2.679411","0.0000021","2.836","0.043","15.373784","0.000943","14060","0.868754","13.999","0.679875","888.614","1521","142","289.372","2.668","6075","137.6","4.38","0.08","1.14","0.05","","","1.136","0.159092","14,15,16,41,54","match to FP TOI 1310.01; this is the correct source","2019-11-18","2022-10-11","2022-12-14"
+"387259626","1455.01","","5","5","5","5","3","5","5","161.8","256.7","317","2","2","2","PC","APC","10.1543","0.006","1","qlp-s75-ffi","QLP","308.670288","66.440384","33.7","0.039","20.793","0.04","2460366.546482","0.0001715","3.6231427","5e-7","2.607","0.237","19.784304","0.261445","18057","240.771","19.2142","0.811708","909.044","1529","361","245.692","1.151","6458.8","157.5","4.32","0.09","1.35","0.06","","","1.378","0.24071","15,16,17,18,24,25,52,56,58,75","4.8 sigma odd/even; secondary eclipse consistent with ultrahot Jupiter; TFOP SB1/APC","2019-11-21","2024-05-16","2024-06-01"
+"199376584","1456.01","","3","5","5","3","4","4","4","51.6","293.6","79.25","1","26","3","CP","CP","8.0417","0.006","1","qlp-s75-ffi","QLP","306.741134","33.744388","-36.869","0.042","-14.651","0.04","2460338.900272","0.0004586","18.7118184","0.0000116","6.376","0.59","6.871609","0.139321","6309","128.311","10.5767","0.48122","162.935","995","222","80.6665","0.19125","6125","122.2","4.29","0.08","1.27","0.06","","","1.16","0.161728","14,15,41,55,75","HD 332231 b; possible TTVs","2019-11-21","2024-05-16","2024-06-01"
+"176860064","1457.01","","5","5","5","5","1","5","5","","","26.45","0","1","0","PC","APC","7.1145","0.006","1","qlp-s57-ffi","SPOC/QLP","354.836651","45.719851","-4.6","1.1","-10.7","1.1","2459875.927247","0.0013685","6.3768548","0.0000314","2.452","0.21","2.815705","0.361428","2590","332.832","","","774.775","1469","94","41.2482","","6393","280.6","","","","","","","","","17,57","v-shaped; no stellar parameters; host may be a giant star","2019-12-05","2022-12-13","2022-12-16"
+"191284318","1458.01","","5","5","5","5","5","5","5","112","285.6","131.18","0","1","1","KP","KP","10.374","0.006","1","spoc-s57-b0A","SPOC/QLP","9.573034","42.463096","-21.564","0.081","-4.588","0.149","2459855.001291","0.00028525738","2.7759225212991","0.000049002407","3.0027844374861","0.022340756","13.913988","0.091508","12733.491177892","84.27889","14.235101014044","0.7287306","1186.3541867777","1496.83297275","135.20555","226.637","4.388","6140","125.7","4.32","0.08","1.2418199777603","0.0629548","0.12","0.08","1.164","0.160159","17,57","HAT-P-16 b","2019-12-05","2023-01-20","2023-01-26"
+"16920150","1459.01","","5","5","5","5","5","5","5","3","43.7","6.79","2","3","5","PC","FA","10.1583","0.006","1","spoc","SPOC","19.361773","26.745951","55.636","0.072","-51.974","0.07","2458765.545981","0.0045762593","9.1559340236167","0.0031593652","3.141202172387","0.8620384","0.986558","0.135285","908.24125621522","124.59452","2.494909227865","2.5167987","66.15040057076","727.36578668216","7.5956173","101.358","0.417","5219","133.609","4.55718","0.0853711","0.82204","0.047289","","","0.889","0.115541","17","","2019-12-05","2019-12-05","2023-07-05"
+"17005768","1460.01","","5","5","5","5","4","5","5","82.3","265.8","115.19","1","2","5","PC","APC","9.9176","0.006","1","qlp-s57-ffi","SPOC","20.610639","26.925729","14.4","1.8","-4.7","1.8","2459880.592672","0.000474","6.8424955","0.0000062","3.002","0.225","9.038269","2.013866","8290","1853.12","13.2084","","439.995","","62","150.102","","5766","","4.438","","1.13","","","","","","17,57","possible flaring host star","2019-12-05","2022-12-13","2022-12-16"
+"44631965","1461.01","","5","5","5","5","2","5","5","122.1","184.7","317","1","0","1","PC","APC","11.3805","0.008","1","spoc","SPOC","22.236394","35.864854","31.744","0.113","9.327","0.195","2458767.317052","0.00047231515","3.5686776578568","0.00014979139","2.5811178531477","0.029443653","22.06908","0.290018","20121.185466364","267.08032","20.250375089571","1.2539213","876.96391302159","1387.9223846826","79.08283","359.959","15.2915","6046","127.034","4.26929","0.0885618","1.28529","0.0787688","","","1.12","0.147646","17","","2019-12-05","2019-12-05","2022-12-14"
+"188768068","1462.01","","2","5","5","2","4","4","4","8.6","17.9","2.21","0","19","2","CP","CP","5.8961","0.006","1","qlp-s74-ffi","SPOC","261.349585","52.790472","-91.047","0.055","-49.639","0.059","2460338.523071","0.0013773","2.1779407","0.000004","2.098","0.114","0.119438","0.00402","110","3.70298","1.28228","0.0665152","759.183","1462","33","27.0498","0.0215","5801.89","124.625","4.25132","0.0751595","1.26","0.06","","","1.04","0.131541","17,20,24,25,26,40,47,50,51,53,54,57,60,74","HD 158259 b","2019-12-05","2024-04-01","2024-04-02"
+"190998418","1463.01","","5","5","5","5","5","5","5","46.6","124.4","99.4","0","0","0","KP","KP","12.0401","0.008","1","spoc-s57-b0A","SPOC","7.053937","42.061345","0.919","0.064","-6.509","0.1","2459856.144266","0.0007072609","2.8791022861389","0.00012501773","2.7497683357845","0.058875646","12.477717","0.20457","11426.617008839","188.39821","12.092050646592","0.7181252","693.232008107","1308.6978872291","43.08094","367.658","7.922","5583","127.666","4.33946","0.0771526","1.114599943161","0.0614975","","","0.99","0.12069","17,57","Qatar-5 b","2019-12-05","2023-01-30","2023-02-09"
+"229944666","1464.01","","2","4","2","4","4","4","4","2.2","32.8","7.7","5","3","5","PC","PC","10.8597","0.007","1","spoc-s14-s60-b0A-PC","SPOC","288.384969","62.203124","14.258","0.046","13.052","0.051","2459643.724417","0.0043591","11.312526550973","0.000018608478","2.5943007360226","0.17429294","0.936011","0.04079","861.72658779597","37.56818","2.6864470281559","0.4177899","56.114061781371","698.05183979168","22.278955","151.654","0.5295","5290","129.841","4.53286","0.0861306","0.85484099388123","0.0491557","","","0.909","0.115465","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,60","centroid is scattered between sectors","2019-12-05","2023-08-02","2023-08-10"
+"236887394","1465.01","","5","5","5","5","5","5","5","143.2","299.7","105.07","0","0","2","KP","KP","11.8478","0.006","1","qlp-s51-tois","SPOC","303.38187","65.162331","12.636","0.048","58.17","0.041","2459717.423096","0.0001255","1.4200248","3e-7","1.431","0.124","26.07514","0.002288","23730","2.10693","12.5242","0.748036","382.328","1231","424","185.615","0.801","4910","108.354","4.57248","0.0828462","0.77","0.05","0.2","0.1","0.804","0.0974869","15,16,17,18,21,24,25,41,48,51,55","Qatar-1 b","2019-12-05","2023-03-15","2023-03-15"
+"237086564","1466.01","","1","4","4","1","4","4","4","7.9","54.3","6.39","11","3","7","PC","PC","11.0278","0.006","1","qlp-s55-tois","SPOC","307.396532","61.550725","71.523","0.047","67.97","0.042","2459823.877249","0.0034836","1.8718991","0.000008","1.475","0.299","0.999337","0.09387","920","86.4538","2.40733","0.800205","167.099","1001","15","86.5783","0.1684","4201","125.587","4.5079","0.110712","0.75","0.07","","","0.66","0.082238","15,17,24,55","potential L1 candidate","2019-12-05","2022-12-07","2022-12-16"
+"240968774","1467.01","","3","4","4","3","4","4","4","3.5","64.4","4.17","3","13","7","PC","PC","10.5977","0.007","1","spoc-s14-s60-b0A-PC","SPOC","19.114644","49.233138","108.394","0.069","-149.059","0.055","2458766.989118","0.0011211189","5.9711356669445","0.000013706746","1.5478670705519","0.384534","1.561443","0.118342","1437.108602693","108.99147","1.8721145046679","1.216491","18.088245517968","525.97955173845","12.412292","37.4418","0.05465","3834","157","4.74552","0.00770691","0.49073699116707","0.0145151","","","0.488826","0.0202394","17,18,58","","2019-12-05","2023-05-19","2023-06-16"
+"243185500","1468.01","","1","5","5","1","4","4","4","1","74.2","4.72","20","6","9","PC","CP","10.8858","0.008","1","spoc-s01-s46-b0A","SPOC","16.653872","19.224919","-41.465","0.227","-222.697","0.103","2459450.356025","0.0014795243","15.532438489199","0.00003260733","1.7640717472028","0.26032037","3.194039","0.162414","2937.4953213587","149.57779","2.0135759853641","0.55100846","2.1399187652029","308.47435963883","19.714228","24.7399","0.0468","3382","157","4.85532","0.00108728","0.36930599808693","0.010922","","","0.356472","0.020177","17,42,43","possible multi","2019-12-05","2022-07-15","2023-03-03"
+"243185500","1468.02","","3","5","5","3","4","4","4","7.3","14.8","2.72","20","6","9","PC","CP","10.8858","0.008","2","spoc-s01-s46-b0A","SPOC","16.653872","19.224919","-41.465","0.227","-222.697","0.103","2459448.308156","0.0015203289","1.8805310173174","0.0000067970254","1.1911684290909","0.15375616","1.318892","0.108248","1214.0066593191","99.69469","1.4548629228926","0.17426977","35.72806333896","623.55119875552","15.640335","24.7399","0.0468","3382","157","4.85532","0.00108728","0.36930599808693","0.010922","","","0.356472","0.020177","17,42,43","potential multi","2019-12-05","2022-07-15","2023-03-03"
+"283722336","1469.01","","5","5","5","5","5","5","5","28.4","56.8","2.4","0","12","2","KP","KP","4.6278","0.007","1","spoc-s57-b0A","SPOC","348.337203","57.169626","2074.52","0.137","294.936","0.123","2459854.66819","0.0007237028","3.0929673875288","0.00014894047","0.93157038768455","0.1117986","0.268766","0.012864","247.51198263358","11.848184","1.3536172641276","0.34232193","192.92787612361","950.53583736185","17.47232","6.53127","0.003845","4884.29","142.835","4.59034","0.0990508","0.75059801340103","0.0575351","0.095686","0.0208131","0.8","0.096888","17,24,57","HD 219134 b","2019-12-05","2023-01-31","2023-02-09"
+"283722336","1469.02","","5","5","5","5","5","5","5","14","40.7","2.18","0","12","2","KP","KP","4.6278","0.007","2","qlp-s57-ffi","SPOC","348.337203","57.169626","2074.52","0.137","294.936","0.123","2459868.871705","0.0010461","6.7650278","0.0000142","1.444","0.275","0.238888","0.014603","220","13.4494","1.27931","0.104404","32.4433","664","24","6.53127","0.003845","4884.29","142.835","4.59034","0.0990508","0.75","0.06","0.095686","0.0208131","0.8","0.096888","17,24,57","HD 219134 c","2019-12-05","2023-01-31","2023-02-09"
+"284441182","1470.01","","2","5","5","2","4","4","4","7.2","70.5","5.49","7","3","7","PC","CP","11.4752","0.007","1","spoc-s58-b0A","SPOC","10.089143","61.213387","48.576","0.044","-55.602","0.043","2459883.443614","0.002269791","2.5272822424391","0.00038589767","1.2658609703019","0.41272178","2.007739","0.212469","1847.4872235657","195.67229","2.2007181499311","1.1227379","45.360821366935","661.89633604976","7.901595","51.9503","0.0745","3624","157","4.74607","0.00772316","0.49011999368668","0.0145314","","","0.488207","0.0202643","17,18,24,58","crowded field; L1 candidate","2019-12-05","2023-02-21","2023-06-16"
+"306263608","1471.01","","3","5","5","3","4","4","4","6.5","100.7","14.52","7","34","8","CP","CP","8.5725","0.006","1","qlp-s70-ffi","SPOC","30.905006","21.281327","158.824","0.069","107.675","0.06","2460221.503439","0.0109289","20.7724316","0.0002213","5.508","0.943","1.537405","0.149416","1415","137.608","3.91576","0.267684","209.722","1060","35","67.5478","0.15625","5625.56","114.232","4.46798","0.0745542","0.97","0.04","","","1","0.128083","17,42,43,70","HIP 9618 b","2019-12-05","2023-12-06","2023-12-08"
+"306263608","1471.02","","3","5","5","3","4","4","4","1.7","58.8","10.77","7","34","8","CP","CP","8.5725","0.006","2","qlp-s70-ffi","SPOC/QLP","30.905006","21.281327","158.824","0.069","107.675","0.06","2459462.51672","0.0023529","52.563705621521","0.00042282513","6.5","0.867","1.296057","0.04981","1193","45.8759","3.28372","0.170049","14.3711","542","24","67.5478","0.15625","5625.56","114.232","4.46798","0.0745542","0.97","0.04","","","1","0.128083","17,42,43,70","HIP 9618 c; 52.56 d as solved by CHEOPS in Osborn 2023","2022-03-24","2023-12-06","2023-12-08"
+"306955329","1472.01","","3","4","4","3","4","4","4","10.4","74.6","18.37","7","13","6","PC","PC","10.5508","0.006","1","spoc-s14-s60-b0A-PC","SPOC","14.114261","48.637517","103.372","0.093","-13.429","0.092","2459885.568784","0.002879173","6.3634105515792","0.000008345735","2.6923020448914","0.11023128","2.574829","0.105945","2368.6952026616","97.57373","4.478469845752","0.37447014","110.02006985817","826.01460953981","20.85026","121.84","1.317","5103","131.442","4.50257","0.0887877","0.85948300361633","0.0540654","","","0.857","0.107804","17,57,58","possible unrelated transit near TBJD 2877; variable host","2019-12-05","2023-05-18","2023-06-16"
+"352413427","1473.01","","1","4","1","1","4","4","4","6.2","81.3","5.34","1","35","12","PC","PC","8.297","0.006","1","qlp-s57-ffi","SPOC","15.598144","37.185439","-9.876","0.068","-10.13","0.064","2459873.225009","0.0016465","5.254492","0.000019","2.958","0.43","0.456105","0.027882","420","25.6797","2.16083","0.118904","317.956","1176","18","67.6203","0.20465","5958","121.256","4.48217","0.0757701","0.99","0.04","","","1.09","0.142073","17,57","L1 candidate","2019-12-05","2022-12-13","2022-12-16"
+"427654774","1474.01","","5","5","5","5","5","5","5","4.7","84.7","13.41","2","0","0","PC","FP","14.1431","0.008","1","spoc","SPOC","349.289072","70.190576","136.449","0.073","129.094","0.061","2458765.042474","0.003387887","5.222621","0.0014355369","4.6936290484816","0.6133603","17.366607","2.182041","15867.992017537","2007.716","3.7216015486734","0.3812006","2.7908583765953","329.65084947363","8.069622","83.8106","0.3077","3453","157","4.95337","0.00864275","0.275946","0.00848293","","","0.249431","0.0202596","17,18","3-sigma centroid offset towards another star.","2019-12-05","2019-12-05","2022-12-14"
+"431514478","1475.01","","1","4","1","3","4","4","4","7.6","66","24.43","3","1","5","PC","PC","8.77994","0.006","1","spoc","SPOC","357.001275","49.790533","13.987","0.055","-0.414","0.047","2458767.618296","0.0017830785","8.4953513263453","0.0012701285","0.90605545859811","0.4871705","0.780368","0.10452","718.48694478907","96.2614","5.2961699203141","5.2599535","2555.3062468016","1813.3452070419","8.222785","294.237","3.405","10012","185.641","4.29876","0.0639379","1.88016","0.0501608","","","2.565","0.341555","17","Significant scattered light; only two transits; period could be doubled; second transit deeper than the first one; low priority","2019-12-05","2019-12-05","2023-05-30"
+"432549364","1476.01","","5","5","5","5","5","5","5","102.6","255","100.05","0","0","2","KP","KP","10.2242","0.006","1","spoc-s17-b02","SPOC/QLP","0.362099","39.383795","-9.771","0.055","-7.679","0.042","2458765.533801","0.00029897763","1.2175088651898","0.000027541135","2.7312989234987","0.028347816","7.175923","0.081136","6587.4759335604","74.7258","12.138389770754","0.62173665","5879.5644467802","2233.3461398939","84.048904","268.43","3.023","6596.04","156.59","4.2467","0.0916891","1.46216","0.0728015","0.131","0.009","1.376","0.226968","17,57","KELT 1b","2019-12-05","2022-12-13","2022-12-14"
+"240681314","1477.01","","5","5","5","5","5","5","5","110.1","145.5","317","0","0","0","KP","KP","10.6496","0.006","1","spoc-s57-b0A","SPOC","9.458744","51.288778","-6.883","0.068","2.689","0.046","2459855.931978","0.00054777006","2.7324809234094","0.000095258445","2.2139340835675","0.03064199","10.416724","0.269918","9548.2806011995","248.573","18.278537490078","0.9596931","2531.1335541551","1809.0414375859","84.82118","370.284","7.7775","6695","131.35","4.17494","0.094521","1.6127099990845","0.0774221","","","1.419","0.248268","17,57","WASP-93 b","2019-12-05","2023-01-30","2023-02-09"
+"409794137","1478.01","","3","5","5","3","4","4","4","51.2","212.4","102.44","2","39","7","CP","CP","10.2042","0.006","1","qlp-s61-ffi","QLP","126.433743","-13.559548","-8.277","0.058","67.943","0.046","2459982.236347","0.0011443","10.1802014","0.0000152","4.613","0.834","12.558316","3.242698","11500","2982.18","12.3422","1.6935","261.013","1119","118","152.892","0.91","5623","125.6","4.4","0.08","1.04","0.05","","","0.996","0.124568","7,8,34,61","TOI-1478 b","2019-12-05","2023-03-27","2023-03-31"
+"421308357","1479.01","","5","5","5","5","5","5","5","23.2","37.2","317","1","0","0","EB","FP","10.364","0.007","1","qlp-s74-ffi","QLP","288.818098","57.760569","-2.124","0.043","2.593","0.044","2460319.940069","0.0253609","16.6828999","0.0005765","1.804","0.45","2.232396","1.482173","2054","1364.2","17.1854","3.41104","15.2595","550","63","531.96","7.076","6423","83.8","3.74","0.09","2.63","0.12","","","1.38","0.229392","14,15,16,17,19,20,22,23,24,26,40,41,47,49,50,53,54,55,56,57,58,59,60,73,74","V-shaped. Highly likely EB. Rp>40Re. TFOP FP/EB","2019-12-05","2024-03-04","2024-03-16"
+"335483600","1480.01","","5","5","5","5","5","5","5","","","56.98","8","1","6","EB","FP","8.7514","0.025","1","spoc-s14-s60-b0A-PC","QLP","332.613639","63.55055","-0.181","0.423","-2.683","0.44","2459855.711367","0.00033756802","3.3540529720997","0.00003421922","1.8984151233621","0.019461263","6.95921","0.087961","6389.1712795645","81.01188","","","11694.66278616","2652.2635415321","65.08279","893.093","285.67","8181","188.8","","","","","","","","","16,17,57,58","highly variable star; no stellar radius; system is published EB (https://ui.adsabs.harvard.edu/abs/2021yCat..36520120I/abstract); retired as TFOP FP/EB","2019-12-05","2023-08-02","2023-08-10"
+"197650870","1481.01","","5","5","5","5","5","5","5","23","26.6","317","1","2","4","EB","FP","10.3209","0.007","1","qlp-s77-ffi","QLP","336.705071","52.227842","2.924","0.096","-3.436","0.092","2460422.845579","0.001536","2.1853174","0.0000042","1.656","0.305","1.268881","0.082387","1168","75.8787","14.8742","1.03048","2412.11","1952","24","1026.12","56.009","8332","129.9","3.54","0.09","4.02","0.24","","","2.06","0.307398","16,17,56,57,76,77","strong stellar variability; apparent odd-even may be due to bad detrending; possibly synchronized; likely too large; retired as TFOP FP/EB","2019-12-05","2024-07-25","2024-08-16"
+"252616865","1482.01","","3","4","4","3","4","4","4","61.2","79.1","317","5","5","8","PC","PC","10.0687","0.006","1","qlp-s57-ffi","QLP","345.994881","52.562695","31.629","0.05","10.924","0.041","2459872.298444","0.0016023","5.7121916","0.0000292","4.643","0.229","8.20653","0.428907","7530","394.96","15.3652","0.800588","913.6","1531","145","318.277","2.953","6720","174.1","4.09","0.09","1.79","0.07","","","1.43","0.239364","16,17,57","","2019-12-05","2022-12-13","2023-11-23"
+"452803785","1483.01","","5","5","5","5","5","5","5","19.8","102.5","37.21","0","3","2","EB","FP","10.4935","0.006","1","qlp-s56-ffi","QLP","338.435039","52.636337","20.218","0.046","0.439","0.055","2459844.552858","0.0037272","5.0037857","0.0000287","4.154","0.571","2.119253","0.446752","1950","411.389","6.77338","0.539051","2812.53","2028","23","209.69","1.336","6109","156.1","4.42","0.09","1.09","0.05","","","1.15","0.168641","16,17,56","Some centroid offset; retired as TFOP FP/NEB","2019-12-05","2022-11-07","2022-12-14"
+"67309890","1484.01","","5","5","5","5","5","5","5","30.4","84.3","51.34","1","1","0","EB","FP","10.2108","0.006","1","qlp-s77-ffi","QLP","343.156204","48.55001","-26.298","0.08","-17.376","0.065","2460422.616427","0.0016107","1.1623941","0.000002","1.266","0.16","1.19388","0.076387","1099","70.3527","8.21669","0.456468","1464.16","1723","25","368.134","5.24","5843.7","198.1","3.82","0.08","2.23","0.1","","","1.186","0.169052","16,17,57,77","TFOP NEB/FP","2019-12-05","2024-07-15","2024-08-16"
+"377191482","1485.01","","5","5","5","5","5","5","5","","","26.87","1","2","3","PC","FA","8.8052","0.006","1","qlp-s49-tois","QLP","285.937105","59.164074","2.004","0.06","4.538","0.052","2459673.206852","0.0808216","2.9551881","0.0003434","1.361","1.717","0.249748","0.02076","230","19.1207","5.60201","","158.866","989","9","386.266","4.2045","5054","122","","","6.17","","","","","","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49","Giant star; likely SV","2019-12-05","2022-08-16","2022-12-14"
+"233541860","1486.01","","5","5","5","5","5","5","5","14.9","13.9","2.46","0","1","0","PC","FP","9.9592","0.006","1","qlp","QLP","281.197877","62.685644","-33.816","0.056","56.652","0.051","2458683.602","0.00129","0.26665","0.00001","0.98","0.096","0.33","0.000415","303.895","0.382018","1.21358","0.109004","3174.99","2091","20","44.3531","0.0525","4154","173.4","4.53","0.12","0.63","0.05","","","0.63","0.0827222","14,15,16,17","Potential level 1 candidate; 3 stars in pixel; TFOP FP","2019-12-05","2019-12-05","2022-12-14"
+"459978312","1487.01","","5","5","5","5","5","5","5","","","317","0","4","2","PC","FA","5.28906","0.006","1","qlp","QLP","255.565408","64.600893","-20.716","0.063","35.41","0.081","2458684.88739","0.01246","23.28798","0.00355","3.462","0.859","0.130296","0.001773","120","1.63296","14.6492","","11.0443","507","8","110.923","0.4225","5047","122","","","8.95","","","","","","14,15,16,17,18,19","Likely FP around evolved star","2019-12-05","2020-05-20","2024-07-11"
+"198457103","1488.01","","5","5","5","5","5","5","5","3.3","6.3","2.54","0","2","1","V","FA","8.07023","0.006","1","spoc-s14-s55-b0A-PC","QLP","261.921033","57.510557","-12.787","0.046","13.763","0.048","2458683.442832","0.00078194856","0.47210541855643","0.000007594985","1.6995514641234","0.071996115","0.049096","0.004048","45.218513157096","3.728347","1.3988866013582","0.26139084","47943.421422121","3774.0009529308","14.797877","160.832","0.574","7269","124.5","4.08","0.08","1.9375200271606","0.0721105","","","1.638","0.277712","14,15,16,17,18,19,20,21,22,23,24,26,40,41,47,48,49,50,51,52,53,54,55","rapid rotator; TFOP FA; retired as SV","2019-12-05","2023-05-02","2023-05-06"
+"219751469","1489.01","","5","5","5","5","5","5","5","","","122.07","0","2","7","PC","FA","8.2285","0.007","1","qlp","QLP","261.199848","61.423521","-8.914","0.048","22.411","0.048","2458690.04921","0.02254","6.98301","0.00234","3.472","0.903","0.293188","0.002219","270","2.04376","13.6402","","148.818","973","8","411.532","4.479","5118","122","","","8.4","","","","","","14,15,16,17,18,19","Possibly wrong period; some odd-even","2019-12-05","2020-05-20","2023-02-07"
+"283474780","1490.01","","3","4","4","3","4","4","4","","","97.91","0","2","9","PC","APC","8.39511","0.006","1","qlp","QLP","13.017676","36.393013","51.364","0.071","17.95","0.075","2458765.91435","0.01417","3.9943","0.00339","4.876","0.872","0.597319","0.002088","550","1.9233","11.9767","","746.666","1456","9","247.112","2.886","4939","122","","","5.11","","","","","","17","Variability in the star","2019-12-05","2020-05-20","2023-06-18"
+"53875855","1491.01","","3","4","4","3","4","4","4","14.1","71.7","26.44","4","7","6","PC","PC","10.3996","0.006","1","qlp-s57-tois","QLP","14.652947","34.148042","36.605","0.057","-50.223","0.058","2459873.774209","0.0012165","4.4902667","0.000012","2.758","0.269","2.731889","0.089925","2513","82.8209","5.56985","0.302512","322.83","1180","24","204.881","1.587","5899","139.7","4.29","0.08","1.23","0.06","","","1.071","0.135311","17,57","~2 sigma odd-even in spoc-s57","2019-12-05","2023-05-01","2023-12-11"
+"354594208","1492.01","","5","5","5","5","5","5","5","16.8","101","11.93","1","4","1","PC","FP","9.76119","0.006","1","qlp","QLP","1.887805","32.43753","-4.488","0.051","-56.056","0.025","2458765.22813","0.00379","0.86673","0.00021","1.089","0.223","0.72","0.003182","662.925","2.93055","3.54647","0.369081","1519.96","1739","9","163.083","1.187","5904","249.1","4.31","0.07","1.25","0.1","-0.196","0.011","1.119","0.143321","17","","2019-12-05","2019-12-05","2022-12-14"
+"15692883","1493.01","","3","5","5","3","4","4","4","65.2","73.7","317","1","3","3","CP","CP","9.7116","0.01","1","qlp-tois-update","QLP","17.47474","25.681649","-24.173","0.091","-10.702","0.074","2459881.926957","0.0010469","5.14124","0.00096","5.405","0.802","4.035572","0.00496","3710","4.56814","18.0411","1.10742","1594.76","1760","10","371.414","6.1705","6064","131.7","3.57","0.08","2.9","0.14","","","1.13","0.1522","17,57","WASP-187 b","2019-12-05","2022-12-13","2022-12-14"
+"411608801","1494.01","","3","5","5","3","4","4","4","54.2","166.9","112.14","1","3","1","CP","CP","10.3002","0.009","1","spoc-s14-s60-b0A-CP","QLP","18.995312","21.616906","21.672","0.078","-9.221","0.068","2459856.416547","0.0005794543","5.0267995508556","0.0000068691393","2.7540439871311","0.03586621","6.925156","0.080676","6358.0060701616","74.30245","12.981474077978","0.5946677","853.13548110779","1378.3967822736","80.41539","278.514","3.347","6434","129.5","4.21","0.09","1.4782799482346","0.0664975","","","1.3","0.207602","17,42,57","WASP-186 b","2019-12-05","2023-06-13","2023-06-16"
+"431148743","1495.01","","5","5","5","5","5","5","5","","","6.42","1","0","0","EB","FP","8.706101","0.008","1","qlp-s57-ffi","QLP","334.981312","53.662497","-6.492","0.126","-2.622","0.121","2459879.808473","0.0016243","2.6277641","0.0000139","2.997","0.947","0.532141","1.211826","490","1115.51","","","1344.6","1687","27","1610.79","205.365","3294","11.9","","","","","","","","","16,17,56,57","Gaia parameters suggest star is a giant; transiting object likely too large; TFOP FP/NEB","2019-12-05","2022-12-07","2022-12-16"
+"384045439","1496.01","","5","5","5","5","5","5","5","70.1","393.9","91.91","1","1","0","PC","FP","10.0478","0.006","1","qlp","QLP","327.275942","53.293768","174.708","0.053","10.008","0.045","2458743.87066","0.00189","10.82661","0.00064","6.877","0.274","6.413894","1.281099","5890","1179.24","11.5303","2.66157","760.667","1463","39","78.3164","0.1766","5113","122.4","4.71","0.09","0.68","0.04","","","0.86","0.104235","16,17","Period is 21.65 days","2019-12-05","2020-05-20","2022-12-14"
+"371673488","1497.01","","5","5","5","5","5","5","5","9","59.2","15.91","2","2","1","EB","FP","9.95717","0.006","1","qlp-s77-ffi","QLP","343.233217","59.850951","4.326","0.044","-2.168","0.043","2460422.205821","0.0033751","0.8165295","0.0000025","2.294","0.666","0.508243","0.065057","468","59.9182","4.12435","0.335822","136662","5356","23","405.174","4.5835","8911","721.2","4.26","0.09","1.85","0.07","","","2.245","0.383082","17,24,57,77","Variable star; slight depth-aperture correlation; TFOP FP/NEB","2019-12-05","2024-07-25","2024-08-16"
+"316402246","1498.01","","5","5","5","5","5","5","5","89.8","262.3","96.32","3","0","0","EB","FP","9.6788","0.006","1","qlp-s57-ffi","QLP","321.97348","54.519818","12.323","0.071","16.871","0.071","2459836.924148","0.0033566","1.4014167","0.000009","3.661","0.17","2.968113","0.389151","2730","358.357","11.8932","0.575633","81940.9","4713","113","265.402","2.8785","8014","142.1","4.32","0.07","1.6","0.05","","","1.94","0.299502","15,16,17,56,57","TFOP FP/NEB","2019-12-05","2022-12-12","2022-12-16"
+"414870287","1499.01","","5","5","5","5","5","5","5","","","317","0","1","2","PC","FP","7.8165","0.026","1","qlp","QLP","336.872671","59.43379","-3.186","0.1","-2.419","0.09","2458740.8589","0.00625","4.95898","0.00107","1.831","0.342","0.25","0.001214","230.232","1.11859","","","12.992","528","10","2509.86","350.175","3295","43.9","","","","","","","","","16,17","Likely giant; Rs < 10 Rsun will save it as a PC.","2019-12-05","2019-12-05","2022-12-14"
+"377420580","1500.01","","5","5","5","5","5","5","5","15.5","95.6","9.15","1","2","0","EB","FP","10.1871","0.006","1","qlp-s77-ffi","QLP","341.964758","60.173635","82.14","2","29.76","2","2460422.256983","0.0030446","1.4147363","0.0000037","2.429","0.556","1.075411","0.060248","990","55.4886","","","1283.11","1667","26","89.156","","4980","108.9","","","","","","","","","17,24,57,77","Matched with 377420603; two stars in the same pixel; depth-aperture correlation; retired as TFOP FP/NEB","2019-12-05","2024-06-13","2024-08-16"
+"329145325","1501.01","","5","5","5","5","5","5","5","57.9","174.1","74.31","6","1","1","EB","FP","10.4089","0.006","1","qlp-s57-ffi","QLP","332.712572","59.650554","-14.044","0.054","-9.229","0.047","2459882.024875","0.0012906","1.077774","0.000003","2.682","0.305","2.913679","0.895897","2680","824.811","10.1773","1.29281","61535.5","4387","49","351.079","3.241","7274","508.9","4.25","0.11","1.58","0.06","","","1.64","0.369883","16,17,24,56,57","Crowded field; TFOP FP/NEB","2019-12-05","2022-12-12","2022-12-16"
+"410528770","1502.01","","5","5","5","5","5","5","5","31.6","72.9","86.63","1","1","1","EB","FP","10.4824","0.006","1","qlp-s56-ffi","QLP","328.215897","60.569156","18.067","0.053","11.915","0.045","2459847.780759","0.0031112","2.7536237","0.000026","2.39","0.391","1.586333","0.300289","1460","276.538","11.1685","1.04857","529.9","2565","37","387.982","4.5045","5647","144.2","3.68","0.08","2.41","0.13","","","1.002","0.128522","16,17,24,56","V-shaped and some odd-even; retired as TFOP FP","2019-12-05","2022-11-07","2022-12-14"
+"428065977","1503.01","","5","5","5","5","5","5","5","20.4","91.9","30.75","0","3","6","EB","FP","10.2347","0.012","1","qlp-s57-ffi","QLP","339.120372","52.115714","11.473","0.098","-10.365","0.067","2459881.652761","0.0052089","1.6534102","0.0000116","3.102","0.858","0.651637","0.958862","600","882.755","6.07704","1.88336","58331.7","4329","16","289.116","4.3655","6928","149.8","4.29","0.09","1.46","0.06","","","1.51","0.264733","16,17,57","TFOP FP/NEB","2019-12-05","2022-12-12","2022-12-16"
+"326114850","1504.01","","5","5","5","5","5","5","5","11.2","66.8","13.87","1","4","2","EB","FP","9.98645","0.006","1","qlp-s75-ffi","QLP","331.569908","52.701917","39.91","0.084","-4.587","0.061","2460406.048311","0.0018835","1.2456423","0.0000022","1.354","0.231","0.750503","0.041505","691","38.2269","3.80598","0.226527","1370.47","1695","22","231.273","2.5675","6194","130.4","4.16","0.08","1.5","0.07","","","1.187","0.165927","16,17,56,57,76","TFOP FP/NEB","2019-12-05","2024-05-07","2024-06-01"
+"331034236","1505.01","","5","5","5","5","5","5","5","25.7","93.3","46.66","0","3","2","EB","FP","9.27116","0.006","1","spoc-s14-s60-b0A-PC","QLP","326.091506","58.551567","-34.822","0.058","-26.776","0.05","2459826.907985","0.0071095536","3.4272548939974","0.0007628435","5.9083927168522","0.4892343","0.618468","0.073406","569.46770990948","67.60695","7.7503736003795","6.953522","2690.6140028503","1836.8876704098","12.627819","236.734","1.4865","6338","144.5","3.9","0.09","2.0707099437714","0.0909045","","","1.254","0.192238","16,17,56,57","retired as TFOP FP/NEB","2019-12-05","2023-05-19","2023-06-16"
+"64836837","1506.01","","5","5","5","5","5","5","5","25.6","47.9","317","0","1","2","EB","FP","9.8115","0.017","1","qlp-s77-ffi","QLP","338.796529","55.031026","-6.332","0.072","-5.368","0.061","2460423.070964","0.0039746","10.9115374","0.0000188","3.269","1.011","1.128666","1.820742","1039","1675.56","18.4382","6.28631","17372.4","3198","16","705.851","19.4175","9195","235","3.75","0.07","3.37","0.13","","","2.33","0.31877","16,17,57,77","Likely Jupiter sized; centroid offset centered on another star in spoc-s57-b0A; TFOP/NEB","2019-12-05","2024-07-25","2024-08-16"
+"430677414","1507.01","","5","5","5","5","5","5","5","89.1","355.5","48.74","1","1","0","PC","FP","8.41718","0.006","1","qlp","QLP","333.669705","53.239557","-9.914","0.057","-13.263","0.053","2458738.93048","0.00115","0.46741","0.00002","1.25","0.02","1.73","0.484771","1592.12","446.391","7.77804","4.12785","137211","5361","53","195.542","1.4165","7960.5","143.8","4.23","0.08","1.77","0.06","","","2.014","0.311572","16,17","high frequency variability in the star; TFOP FP","2019-12-05","2019-12-05","2022-12-14"
+"415741431","1508.01","","5","5","5","5","5","5","5","16.7","41.4","95.88","0","1","1","PC","FP","10.471","0.02","1","qlp-s57-tois","QLP","339.14435","58.276061","-5.469","0.06","-2.752","0.049","2459878.866866","0.0051106","2.1575124","0.0000122","2.236","0.449","0.597319","0.086379","550","79.5547","11.8527","0.765591","4213.12","2244","11","852.233","25.219","8326","230.8","3.58","0.08","3.87","0.15","","","2.05","0.313483","16,17,24,57","Crowded field; centroid offset and depth aperture correlation in qlp-s57-tois","2019-12-05","2023-05-11","2023-06-16"
+"272828463","1509.01","","5","5","5","5","5","5","5","28.8","92.2","68.82","1","1","0","EB","FP","9.42218","0.006","1","qlp-s77-ffi","QLP","356.588834","60.487025","8.864","0.041","-2.664","0.035","2460423.100949","0.0017674","1.577609","0.0000046","1.646","0.22","1.146056","0.061723","1055","56.8475","9.73924","0.549393","2982.64","2058","33","431.14","4.9715","7856","606.1","3.78","0.1","2.91","0.14","","","1.872","0.398265","17,18,24,57,58,77","Likely EB; depth-aperture correlation; V-shaped","2019-12-05","2024-07-25","2024-08-16"
+"377739433","1510.01","","5","5","5","5","5","5","5","12.9","33.9","40.31","0","2","1","EB","FP","10.1975","0.022","1","qlp","QLP","348.574188","65.957972","34.183","0.049","6.027","0.048","2458764.82522","0.00555","1.23852","0.00023","3.138","0.383","0.477829","0.001032","440","0.95017","7.11712","0.485025","9304.06","2736","14","500.543","7.8005","6524","188.4","3.5","0.09","3.4","0.15","","","1.34","0.238065","17,18","TFOP FP; retired as NEB","2019-12-05","2020-05-20","2022-12-14"
+"376682699","1511.01","","5","5","5","5","5","5","5","83.6","110.4","317","1","1","0","EB","FP","10.381","0.027","1","qlp-s77-ffi","QLP","340.352259","69.074447","4.381","0.047","-0.315","0.044","2460422.249162","0.0008273","1.1025238","0.000001","2.321","0.198","3.173899","1.323211","2919","1217.98","15.8737","1.91696","132458","5314","68","544.233","7.681","9218","397.9","4.21","0.07","2","0.06","","","2.34","0.338867","17,18,24,25,57,58,77","Some centroid offset; 2 stars in pixel; TFOP FP/NEB","2019-12-05","2024-06-13","2024-08-16"
+"434718964","1512.01","","5","5","5","5","5","5","5","","","36.91","0","0","4","EB","FP","10.262","1","1","spoc-s14-s60-b0A-PC","QLP","345.488066","64.067337","","","","","2459854.931268","0.004935281","1.5972260203265","0.00023338028","5.372172185148","0.33115005","4.17085","0.182971","3834.1260620696","168.50876","","","1397.0143194671","1559.2651197947","15.772523","","","","","","","","","","","","","17,18,57,58","No stellar info; could be evolved or a small star; if evolved then likely EB; centroid offset centered near another star in spoc-s57; TFOP FP/NEB","2019-12-05","2023-05-19","2023-06-16"
+"269509393","1513.01","","5","5","5","5","5","5","5","9.2","49","15.64","1","2","1","PC","FP","10.2866","0.006","1","qlp","QLP","350.373796","60.175637","49.053","0.042","11.522","0.039","2458764.84417","0.00698","1.76589","0.00087","3.807","0.82","0.792877","0.002468","730","2.27349","4.06597","0.31643","6579.97","2509","14","275.906","2.0795","6221","156.4","4.13","0.09","1.55","0.07","","","1.2","0.179987","17","Slight depth-aperture correlation","2019-12-05","2020-05-20","2022-12-14"
+"270238522","1514.01","","5","5","5","5","5","5","5","78.1","214.5","95.12","0","2","0","EB","FP","7.5586","0.006","1","qlp","QLP","351.648417","64.304699","-4.361","0.052","-5.185","0.055","2458765.47636","0.00629","1.36991","0.00028","4.156","0.285","1.271055","0.00131","1170","1.20653","11.8886","0.65532","18625.3","3254","20","242.006","1.9745","7339.8","150.7","3.56","0.08","3.64","0.15","","","1.736","0.298772","17,18","TFOP FP; retired as NEB","2019-12-05","2021-03-26","2022-12-14"
+"470709084","1515.01","","5","5","5","5","5","5","5","12.7","37.2","41.06","2","2","1","EB","FP","10.4433","0.006","1","qlp-s24-ffi","QLP","357.368097","61.682819","-0.929","0.045","13.53","0.048","2458768.56858","0.00303","3.66505","0.00011","2.346","0.422","0.98847","0.002234","910","2.05749","7.19016","","555.083","1352","16","337.288","3.4055","6370","122","3.81","","2.32","","","","1.27","","17,18,24","Possible depth-aperture correlation","2019-12-05","2024-07-15","2024-08-16"
+"376637093","1516.01","","3","5","5","3","4","4","4","181.3","232.9","317","8","3","2","CP","CP","10.377","0.006","1","qlp-s78-ffi","QLP","340.08462","69.503731","16.223","0.041","-1.325","0.041","2460449.201388","0.0000949","2.0560153","2e-7","2.773","0.051","19.116665","0.066472","17453","61.2207","17.2767","0.743032","1899.83","1839","484","247.054","1.361","6485","136","4.37","0.09","1.24","0.05","","","1.324","0.221627","17,18,24,25,57,58,77,78","TOI-1516 b","2019-12-05","2024-08-23","2024-08-31"
+"455962313","1517.01","","5","5","5","5","5","5","5","11.7","64","15.57","0","3","0","EB","FP","9.599","0.043","1","qlp-s77-ffi","QLP","340.036593","65.439728","-0.9","2.2","-8.2","2.3","2460418.994282","0.002976","2.25505","0.0000063","3.034","0.821","0.71465","1.101582","658","1014.08","","","","","30","184.762","","","","","","","","","","","","17,18,24,57,58,77","Retired as TFOP NEB FP; no stellar parameters; could be twice the period","2019-12-05","2024-06-13","2024-08-16"
+"427761355","1518.01","","3","5","5","3","4","4","4","247.3","406.5","317","7","24","3","CP","CP","8.75127","0.006","1","spoc-s14-s60-b0A-CP","QLP","352.267521","67.034806","-7.444","0.055","-4.884","0.053","2459854.41458","0.00012404767","1.9026059614819","0.0000074082222","2.3653693385358","0.0059376196","9.799419","0.031905","8984.9897271109","29.384718","19.576503964506","1.506559","17123.00549899","2917.526091262","365.49207","225.888","1.678","9918","1388.8","4.32","0.15","1.8224099874496","0.140201","","","2.537","0.504057","17,18,57,58","TOI-1518 b","2019-12-05","2023-06-13","2023-06-16"
+"272049972","1519.01","","5","5","5","5","5","5","5","55.3","158.7","61.11","1","2","0","EB","FP","10.1914","0.006","1","qlp-s57-ffi","QLP","355.416664","62.921485","1.9","2.7","-7.2","2.7","2458981.242084","0.0034432","1.0960111","0.0000313","3.167","0.235","2.336846","0.103058","2150","94.9153","9.05714","","14474.6","","50","294.851","","6083","116.7","","","1.58","","","","","","17,18,24,57","TFOP FP/NEB","2019-12-05","2022-12-12","2022-12-16"
+"269238073","1520.01","","3","4","3","3","4","4","4","18.9","88","39.09","1","3","4","PC","PC","9.68805","0.006","1","qlp-s57-tois","QLP","350.232731","62.161179","27.666","0.045","8.25","0.035","2459878.512429","0.0059728","6.1461734","0.0000475","5.386","1.558","1.123232","1.295035","1034","1192.06","6.96236","2.36488","8177.52","2649","21","196.55","1.0125","6153","155.5","4.15","0.08","1.5","0.07","","","1.169","0.165587","17,18,24,57","Slight depth-aperture correlation","2019-12-05","2023-05-01","2023-05-06"
+"366074069","1521.01","","5","5","5","5","5","5","5","66.1","66.6","317","7","2","4","O","FP","9.78876","0.006","1","qlp-s58-ffi","QLP","356.770579","69.049522","-6.51","0.044","-11.243","0.042","2459905.397712","0.0005715","4.1812866","0.0000028","4.394","0.189","4.656924","0.048994","4280","45.1245","15.448","0.737738","1049.28","1585","52","317.752","2.623","6146","188.9","3.78","0.09","2.31","0.11","","","1.166","0.186211","17,18,24,25,58","Match to equally bright TIC 366074071 which has been determined as the correct source by TFOP; retired as TFOP NPC","2019-12-05","2024-08-05","2024-08-16"
+"367102581","1522.01","","5","5","5","5","5","5","5","8.9","56.5","21.54","2","2","3","EB","FP","9.39575","0.006","1","qlp-s52-ffi","QLP","314.269036","78.674917","15.377","0.193","22.668","0.21","2459739.798591","0.0030837","2.9798592","0.0000091","2.737","0.762","0.62991","0.002105","580","1.93891","4.92227","0.332283","8878.81","2704","31","303.976","9.687","9024","335.2","4.24","0.07","1.89","0.06","","","2.279","0.330123","17,18,19,20,24,25,26,52","multiple stars in pixel; TFOP FP; retired as NEB","2019-12-05","2022-09-28","2022-12-14"
+"387413037","1523.01","","5","5","5","5","5","5","5","6.8","43.4","23.59","0","0","0","PC","FP","10.3197","0.006","1","qlp","QLP","311.236535","69.151807","-8.477","0.039","-15.788","0.039","2458738.95028","0.00535","6.72694","0.00104","2.649","0.433","1.16236","0.002928","1070","2.69667","5.19273","0.351604","264.81","1123","13","305.758","1.911","6745","164.6","4.23","0.09","1.53","0.06","","","1.44","0.247168","16,17,18,19","TFOP FP; possible timing variations","2019-12-05","2020-05-20","2022-12-14"
+"314338017","1524.01","","5","5","5","5","5","5","5","","","317","1","2","1","EB","FP","9.1325","0.033","1","qlp-s56-ffi","QLP","319.144978","58.772809","-2.003","0.057","-4.812","0.048","2459837.025075","0.0114498","10.9554897","0.0001421","6.772","2.42","0.401797","0.717065","370","660.223","22.7316","","20081.6","3316","13","792.79","17.6605","8522","122","","","6.79","","","","","","15,16,17,56","Some odd-even; retired as TFOP FP","2019-12-05","2022-11-07","2022-12-14"
+"276380902","1525.01","","5","5","5","5","5","5","5","12.6","49.9","41.83","2","1","0","EB","FP","10.3202","0.015","1","qlp-s77-ffi","QLP","308.065776","58.328901","1.248","0.096","-2.493","0.077","2460421.693989","0.0024216","0.6171788","0.0000034","1.433","0.619","0.563643","0.068297","519","62.902","7.26341","0.594516","18771.3","3260","19","799.447","25.305","9603","251.9","3.83","0.07","3.14","0.13","","","2.45","0.330519","15,16,17,41,55,56,57,75,77","a/r = 1.3; outside star; retired as NEB","2019-12-05","2024-07-25","2024-08-16"
+"313761775","1526.01","","5","5","5","5","5","5","5","15.9","58.1","30.39","2","5","2","EB","FP","9.693811","0.006","1","qlp-s77-ffi","QLP","318.347586","56.943732","-29.564","0.058","-19.113","0.05","2460421.872558","0.0013","1.5309799","0.0000022","1.37","0.326","0.710304","0.048534","654","44.7008","6.01061","0.369914","1124.09","1613","21","320.06","2.6215","6298","299.8","3.77","0.11","2.38","0.11","","","1.235","0.245621","15,17,56,76,77","retired as TFOP FP/NEB; Variable star; some depth-aperture correlation","2019-12-05","2024-06-14","2024-08-16"
+"202375913","1527.01","","3","4","3","3","4","4","4","39.6","49.1","317","2","10","5","PC","PC","9.6968","0.009","1","qlp-s57-tois","QLP","5.965461","51.468293","-0.388","0.075","-1.885","0.058","2459871.876895","0.0021782","5.0625891","0.0000251","3.69","0.598","3.135787","0.137186","2884","126.345","15.2343","0.693857","1582.94","1757","38","482.203","10.767","7664","135","3.81","0.08","2.76","0.1","","","1.79","0.289066","17,57","","2019-12-05","2023-05-01","2023-05-06"
+"285543785","1528.01","","3","5","5","3","4","4","4","65.6","143.5","317","5","1","6","PC","APC","9.716","0.033","1","qlp-s78-ffi","QLP","13.222022","60.891685","-4.2","3.2","0.4","3.1","2460441.842967","0.0006776","9.9385448","0.0000072","3.933","0.675","9.268204","9.662162","8500","8859.7","","","","","90","392.878","","","","","","","","","","","","17,18,24,58,78","No stellar information; v-shaped; likely too large; variable host; TFOP APC/VPC-/RR","2019-12-05","2024-08-23","2024-08-31"
+"312259170","1529.01","","5","5","5","5","5","5","5","67.5","96.2","317","3","1","1","PC","FP","10.4049","0.031","1","qlp","QLP","11.042775","59.464498","0.435","0.042","-0.934","0.037","2458764.94054","0.00115","0.8229","0.00003","2.068","0.213","2.891906","0.004967","2660","4.5744","","","59083","4343","61","969.594","30.5625","8078","156.3","3.8","0.09","","","","","2.77","0.392718","17,18","Some odd-even","2019-12-05","2019-12-05","2022-12-14"
+"312469860","1530.01","","5","5","5","5","5","5","5","39.4","127.9","32.65","1","2","0","PC","FP","9.9475","0.006","1","qlp","QLP","12.881425","55.710926","16","3.8","-23.9","3.4","2458764.79362","0.0013","0.50261","0.00002","1.127","0.237","1.216706","0.003221","1120","2.96692","6.28067","","15525.5","","31","257.461","","6941","","","","1.67","","","","","","17,18","Significant secondary; likely EB; Slight depth-aperture correlation; variable star","2019-12-05","2020-05-20","2022-12-14"
+"312678993","1531.01","","3","5","5","3","4","4","4","","","57","6","5","6","PC","APC","8.3593","0.008","1","spoc-s58-b0A","QLP","13.597343","54.528009","-5.3","1.1","-5.1","1.1","2459882.497022","0.00028512278","0.51752035337264","0.000010437424","1.0433667179008","0.09224114","1.464522","0.050586","1347.965557034","46.59074","","","6277.4912153671","2270.2112839385","22.974854","","","5095.6","158.4","","","","","","","","","17,18,58","V-shaped; TFOP RV0/APC; very close equally bright neighbor; Gaia DR2 Rstar=2.18 Rstar","2019-12-05","2023-02-23","2023-02-25"
+"327579226","1532.01","","3","4","4","3","4","4","4","36.9","145.2","103.46","4","3","3","PC","PC","10.1786","0.006","1","qlp-s78-ffi","QLP","4.736238","57.200629","13.935","0.04","-5.6","0.035","2460446.002489","0.0005285","8.905407","0.0000049","2.71","0.316","7.301097","0.148557","6702","136.817","12.3602","0.537587","236.656","1092","89","259.563","2.074","6659","172.5","4.29","0.09","1.41","0.06","","","1.404","0.245071","17,18,24,57,58,77,78","","2019-12-05","2024-08-23","2024-08-31"
+"345143460","1533.01","","3","4","3","3","4","4","4","8","68.3","8.93","9","6","5","PC","PC","10.1128","0.006","1","qlp-s78-ffi","QLP","355.246721","57.485242","19.799","0.045","-34.45","0.047","2460446.421805","0.0017333","3.6458046","0.000007","1.828","0.436","1.268881","0.065192","1168","60.0418","2.93272","0.198607","173.908","1011","23","100.051","0.2983","5053","119.9","4.48","0.08","0.88","0.05","","","0.843","0.100169","17,24,57,77,78","potential multi","2019-12-05","2024-08-21","2024-08-31"
+"345143460","1533.02","","3","4","3","3","4","4","4","44.8","210.9","63.49","9","6","5","PC","PC","10.1128","0.006","2","qlp-s78-ffi","SPOC","355.246721","57.485242","19.799","0.045","-34.45","0.047","2460442.544963","0.001201","8.0637954","0.0000121","0.804","0.28","2.501158","6.656972","2301","6112.54","9.29431","3.12643","25.9007","628","17","100.051","0.2983","5053","119.9","4.48","0.08","0.88","0.05","","","0.843","0.100169","17,24,57,77,78","potential multi","2023-03-23","2024-08-15","2024-08-16"
+"354600221","1534.01","","5","5","5","5","5","5","5","10.4","58.6","14.75","1","3","4","PC","FP","9.867621","0.006","1","qlp","QLP","6.074676","57.881718","3.131","0.04","-11.769","0.037","2458764.81698","0.00675","1.41853","0.00029","2.728","0.707","0.608183","0.002118","560","1.95042","3.93221","0.315846","6293.46","2481","13","241.204","1.829","6329","158.7","4.08","0.09","1.68","0.08","","","1.25","0.200894","17,18","Secondary eclipse; likely EB","2019-12-05","2020-05-20","2022-12-14"
+"420288086","1535.01","","5","5","5","5","5","5","5","24.2","34.8","317","1","1","1","EB","FP","10.4397","0.024","1","qlp-s58-ffi","QLP","10.962717","61.835626","-5.237","0.036","0.061","0.039","2459906.577796","0.0015009","6.5344463","0.0000146","2.774","0.317","3.523496","0.168109","3240","154.822","15.3823","0.684556","982.822","1559","51","694.491","12.687","7715.3","362.3","3.96","0.07","2.67","0.09","","","2.37","0.333724","17,18,24,58","TFOP NEB/FP","2019-12-05","2023-01-18","2023-01-26"
+"445137888","1536.01","","5","5","5","5","5","5","5","13.7","57.1","60.48","1","2","3","EB","FP","10.3654","0.033","1","spoc-s58-b0A","QLP","11.3024","56.070058","-0.129","0.082","-1.659","0.086","2459882.951315","0.0038898839","2.0136530336742","0.00048759262","2.121490740067","0.19407736","0.893817","0.08343","822.89742515972","76.83918","9.0269073785605","1.0058509","38859.712733415","3580.9202251548","10.465393","795.905","74.344","10310","617.1","4.01","0.1","2.677129983902","0.257347","","","2.65","0.38616","17,18,58","Some depth-aperture correlation; strong centroid offset towards another star in spoc-s58-b0A; retired as TFOP FP/NEB","2019-12-05","2023-08-02","2023-08-02"
+"173612049","1537.01","","3","4","3","3","4","4","4","4.5","46.6","10.58","3","6","4","PC","PC","10.473","0.006","1","qlp-s57-ffi","QLP","348.58145","44.508759","-19.88","0.057","-21.305","0.051","2459874.874599","0.0031235","6.4902646","0.0000288","2.545","0.479","1.173229","0.086993","1080","80.1201","3.24146","0.208758","159.69","990","16","165.589","1.0385","5999","169.8","4.52","0.08","0.96","0.05","","","1.106","0.144548","16,17,57","L1 candidate","2019-12-05","2022-12-13","2022-12-16"
+"177244357","1538.01","","3","4","3","3","4","4","4","14.8","92.9","27.2","0","7","3","PC","PC","9.8931","0.006","1","qlp","QLP","356.995693","47.655601","-10.168","0.034","-19.819","0.027","2458768.84707","0.00567","6.54692","0.00492","4.589","0.638","2.608899","0.007968","2400","7.33841","5.62882","0.417552","483.652","1306","10","160.251","0.6395","6034","121.7","4.39","0.08","1.12","0.05","","","1.12","0.14439","17","Low priority; other very long transit-like features in the raw light curve; period could be double","2019-12-05","2020-05-20","2022-12-14"
+"252636888","1539.01","","5","5","5","5","5","5","5","17.2","41","66.56","1","2","1","EB","FP","10.4116","0.014","1","qlp-s57-ffi","QLP","346.518266","52.787014","-18.88","0.047","-17.713","0.055","2459880.28094","0.0065773","2.590266","0.0000202","4.378","1.496","0.760281","0.171072","700","157.551","9.54526","1.14071","13184.6","2985","18","530.347","8.8575","5855","146.4","3.45","0.08","3.22","0.16","","","1.06","0.12964","16,17,57","TFOP FP/NEB","2019-12-05","2022-12-12","2022-12-16"
+"318746829","1540.01","","5","5","5","5","5","5","5","","","28.74","0","0","2","EB","FP","10.4234","0.023","1","qlp-s77-ffi","QLP","349.718625","56.008598","-1.562","0.106","-3.328","0.094","2460421.233495","0.0021111","5.2273176","0.0000098","3.572","0.648","3.105299","0.128294","2856","118.156","","","19.367","584","31","2537.64","506.585","3593","178.4","","","","","","","","","17,24,57,77","TFOP FP/NEB; possible secondary; Gaia parameters suggest star is a giant","2019-12-05","2024-06-13","2024-08-16"
+"319068154","1541.01","","5","5","5","5","5","5","5","37.3","136.6","123.41","1","1","0","EB","FP","9.7436","0.006","1","qlp-s77-ffi","QLP","350.108816","55.52411","-6.7","1.5","-3.1","1.5","2460423.401581","0.001005","3.7983639","0.000004","1.594","0.341","3.473391","0.20021","3194","184.383","13.7263","","2113.11","","40","581.487","","9500","","","","2.36","","","","","","17,24,57,77","Slight depth-aperture correlation; transit looks asymmetric; retired as TFOP FP/EB","2019-12-05","2024-06-13","2024-08-16"
+"367607434","1542.01","","5","5","5","5","5","5","5","14.8","46.3","36.52","0","4","2","IS","FA","8.40348","0.006","1","qlp","QLP","348.874923","46.576022","-13.724","0.048","7.838","0.041","2458744.44353","0.01089","8.2916","0.00371","3.361","0.976","0.510416","0.002535","470","2.3346","6.71582","","109.067","900","9","161.65","0.792","5119","122","","","3.1","","","","","","16,17","momentum dump according to astronet","2019-12-05","2020-05-20","2022-12-14"
+"431585347","1543.01","","5","5","5","5","5","5","5","7.9","44.8","39.68","0","1","6","PC","FP","10.06","0.008","1","qlp","QLP","357.674034","50.354962","-8.031","0.058","-5.705","0.044","2458766.20793","0.00682","5.13664","0.00317","4.45","1.002","1.010204","0.003493","930","3.21692","7.04152","0.518367","5106.92","2355","11","605.832","14.031","9238","145.1","4.08","0.07","2.32","0.08","","","2.34","0.335234","17","","2019-12-05","2020-05-20","2022-12-14"
+"455791689","1544.01","","3","4","3","3","4","4","4","20.5","101.8","12.43","5","3","4","PC","PC","10.4143","0.006","1","qlp-s57-tois","QLP","346.347361","46.903117","-8.539","1.963","-2.661","1.318","2459881.292526","0.0015581","1.2918411","0.0000026","1.308","0.354","1.275403","0.094325","1174","86.8731","","","409.541","1253","20","454.3057","119.268","4630.4","97.1","","","","","","","","","16,17,57","Variable star; possibly synchronized; need stellar radius; centroid offset in spoc-s57","2019-12-05","2023-05-01","2023-05-06"
+"127425841","1545.01","","5","5","5","5","5","5","5","27.1","99.3","46.6","0","1","2","EB","FP","9.83204","0.006","1","qlp-s57-ffi","QLP","6.030617","40.165571","-11.617","0.062","-11.108","0.043","2459880.31948","0.0008324","1.5166573","0.000007","1.607","0.255","1.727694","0.094521","1590","87.0534","7.73846","0.425139","2422.33","1954","40","355.69","5.5275","6905.3","169.9","4.03","0.09","2","0.08","0.113","0.009","1.572","0.269776","17,57","V-shaped; TFOP FP/EB","2019-12-05","2022-12-07","2022-12-16"
+"194203348","1546.01","","2","4","4","2","4","4","4","9","59.7","9.46","3","2","7","PC","PC","9.87731","0.006","1","qlp","QLP","1.196825","41.59388","-23.294","0.134","-29.277","0.083","2458764.83324","0.00821","1.13345","0.0006","1.894","0.435","0.532141","0.002045","490","1.8831","3.03424","0.268139","3611.25","2159","9","210.101","5.846","6223","106.3","4.23","0.08","1.4","0.08","-0.144","0.01","1.201","0.172024","17","Potential level 1; some depth-aperture correlation","2019-12-05","2020-05-20","2023-08-23"
+"409520860","1547.01","","5","5","5","5","5","5","5","10.9","62.7","11.29","1","5","0","PC","FP","10.3973","0.006","1","qlp","QLP","355.451893","37.186566","-0.11","0.054","-16.194","0.039","2458765.11416","0.00614","0.71933","0.00023","1.474","0.341","0.52","0.00285","478.823","2.62489","3.45648","0.319342","3964.33","2210","10","241.296","2.4755","5758","162.6","4.21","0.08","1.44","0.08","","","1.148","0.152774","17","Likely SV; low SNR","2019-12-05","2019-12-05","2022-12-14"
+"440100539","1548.01","","5","5","5","5","5","5","5","5.6","65.3","11.16","1","13","7","PC","FA","8.7282","0.006","1","qlp","QLP","4.358519","42.282204","81.016","0.059","-27.725","0.032","2458769.32363","0.00996","12.6017","0.00585","4.835","0.791","0.868937","0.002284","800","2.10335","3.34292","0.265927","135.068","949","10","96.5232","0.4433","5861.6","141.6","4.3","0.09","1.21","0.07","-0.296","0.024","1.06","0.134674","17","Potential level 1 candidate; could be half the period","2019-12-05","2020-05-20","2023-06-18"
+"191146556","1549.01","","5","5","5","5","5","5","5","286.8","515.9","317","1","2","0","EB","FP","10.3959","0.008","1","qlp-s57-ffi","QLP","8.304382","46.340305","-8.443","0.051","-6.785","0.04","2459881.330991","0.0010265","2.5798051","0.0000215","3.413","0.479","6.250081","6.661047","5740","6116.27","25.2815","3.44346","7814.19","2619","80","282.833","3.011","6116.5","210.9","4.18","0.08","1.49","0.07","","","1.22","0.178379","17,57","slight odd-even; TFOP FP/NEB","2019-12-05","2022-12-12","2022-12-16"
+"241065596","1550.01","","5","5","5","5","5","5","5","62.9","74.9","317","1","2","0","PC","FP","10.2936","0.007","1","qlp","QLP","21.736201","49.388653","1.485","0.063","-0.782","0.075","2458765.12677","0.00124","1.62315","0.00008","1.438","0.074","2.685086","0.00184","2470","1.69438","20.948","1.88966","1004.5","1568","30","816.238","26.308","6628","293.4","3.43","0.09","4.06","0.35","0.136","0.046","1.54","0.274362","17,18","","2019-12-05","2019-12-05","2022-12-14"
+"288348498","1551.01","","3","4","3","3","4","4","4","20.7","85.7","34.26","5","3","3","PC","PC","9.967","0.008","1","qlp","QLP","19.700387","41.506112","-11.252","0.069","-16.638","0.076","2458765.11138","0.00229","1.67546","0.00029","1.202","0.196","1.358019","0.002885","1250","2.65702","6.44889","0.417778","855.787","1506","13","313.229","5.0305","6745.5","110.1","4.09","0.09","1.78","0.07","-0.0652228","0.00604645","1.44","0.238541","17","","2019-12-05","2020-05-20","2022-12-14"
+"326919774","1552.01","","5","5","5","5","5","5","5","12.7","53","74.72","0","2","4","PC","FP","8.19","0.007","1","qlp","QLP","22.972973","46.399826","-5.702","0.129","-4.439","0.099","2458771.77219","0.00876","7.57193","0.00278","2.656","0.597","0.456105","0.002143","420","1.97351","10.2119","0.852754","795.635","1479","11","519.941","18.4675","9146","140.2","3.45","0.07","4.72","0.2","","","2.32","0.31402","17,18","Variable star","2019-12-05","2020-05-20","2023-01-24"
+"327341626","1553.01","","5","5","5","5","2","5","5","63.4","98","317","1","2","1","PC","APC","10.3478","0.007","1","qlp-s58-ffi","QLP","24.690503","42.677739","10.862","0.109","-10.268","0.186","2459908.543488","0.0005152","5.9382147","0.0000044","2.293","0.319","7.09125","0.604618","6510","556.719","18.7642","1.48533","622.074","1391","92","441.44","22.9885","6775.5","129.2","3.97","0.1","2.09","0.14","","","1.47","0.26164","17,18,58","TFOP SB1/APC","2019-12-05","2023-02-03","2023-02-09"
+"299158887","1554.01","","5","5","5","5","5","5","5","10.9","73.2","33.46","0","5","7","KP","KP","11.0579","0.006","1","spoc-s14-s55-b0A-KP","SPOC/QLP","289.226288","49.548281","14.337","0.048","23.364","0.04","2459444.896746","0.0012034","9.4341589079668","0.000010601267","2.8505348174715","0.079547934","4.353752","0.10622","4001.9249350269","97.82721","6.3734064062971","0.41521633","96.533310323823","799.44584446743","32.31501","194.033","0.954","5450.4","272","4.48","0.09","0.938167989254","0.0554422","0.09","0.1","0.964","0.126452","14,15,40,41,53,54,55","Kepler-63 b","2019-12-06","2023-03-15","2023-03-24"
+"441732151","1555.01","","5","5","5","5","5","5","5","97.1","303.5","73.4","4","0","0","EB","FP","10.1688","0.006","1","qlp-s15-ffi","QLP","257.876742","72.135555","1.411","0.07","11.342","0.089","2458712.08879","0.00037","2.09989","0.00007","0.908","0.066","30.093341","1.306296","27336.4","1202.42","10.1564","1.58125","422.491","1263","77","169.788","1.4485","6025.3","331.7","4.46","0.08","1.04","0.11","","","1.134","0.149833","15,16,17,18,19","secondary; synchronized; TFOP FP/EB/SB1","2019-12-19","2024-06-13","2024-06-13"
+"405794804","1556.01","","5","5","5","5","5","5","5","46.5","171.9","62.48","1","0","0","EB","FP","9.79455","0.006","1","qlp-tois-update","QLP","324.714399","65.039172","8.796","0.05","3.611","0.048","2458740.21873","0.00074","1.44127","0.00002","2.605","0.299","2.989888","0.000557","2750","0.512875","9.20279","0.314565","22433.7","3409","90","315.386","2.524","8009","436.9","4.29","0.08","1.65","0.05","","","1.934","0.333972","16,17,18,24,56,57","centroid offset; TFOP FP/NEB","2019-12-19","2022-12-05","2022-12-14"
+"320506985","1557.01","","5","5","5","5","5","5","5","15.9","59.6","21.99","1","2","8","EB","FP","10.4925","0.006","1","qlp","QLP","8.163572","54.654594","18.638","0.042","-1.434","0.042","2458765.31897","0.00557","1.08697","0.00021","1.967","0.367","0.934135","0.003361","860","3.09574","4.98445","0.414572","2889.01","2042","11","285.876","2.987","5751","167.7","4","0.08","1.69","0.09","","","1.028","0.129024","17,18","TFOP FP; retired as NEB","2019-12-19","2020-05-20","2022-12-14"
+"117322779","1558.01","","5","5","5","5","5","5","5","","","10.87","3","0","1","PC","FP","10.485","0.033","1","qlp","QLP","48.352264","49.783757","","","","","2458791.07301","0.00363","0.68601","0.0002","1.614","0.276","0.98847","0.001623","910","1.49444","","","","","21","","","","","","","","","","","","","18","","2019-12-19","2020-05-20","2022-12-14"
+"241040309","1559.01","","3","4","3","3","4","4","4","14.4","56.9","68.52","2","1","13","PC","PC","10.3978","0.009","1","qlp-s58-tois","QLP","20.717398","48.955364","3.798","0.085","-6.27","0.09","2459904.889359","0.0012776","3.4648951","0.0000069","1.046","0.251","1.454775","0.131498","1339","121.107","9.72728","0.677133","374.648","1225","15","685.251","26.3785","8455.3","109.4","3.95","0.08","2.54","0.12","-0.273","0.021","2.1","0.323077","17,18,58","","2019-12-19","2023-06-27","2023-08-10"
+"241076290","1560.01","","3","4","4","3","4","4","4","25.1","118.6","32.62","2","1","6","PC","PC","10.1942","0.007","1","spoc-s58-b0A","QLP","29.032856","52.585482","3.483","0.119","-4.865","0.139","2459882.378835","0.0003872937","0.2580006471362","0.000008668655","0.53513560033665","0.113524236","0.88277","0.045885","812.73103246331","42.260746","6.2776081114933","2.2770362","238125.93592121","5634.0594403052","16.15648","560.222","22.793","9035","204.2","4.16","0.08","2.0868699550629","0.101281","","","2.283","0.31736","18,58","two stars in pixel; a/Rs~1","2019-12-19","2023-02-23","2023-02-25"
+"245462406","1561.01","","5","5","5","5","5","5","5","31.7","61.3","116.18","1","1","2","PC","FP","10.2948","0.015","1","qlp","QLP","38.821696","55.703217","7.133","0.066","-7.668","0.071","2458791.81704","0.00647","2.27456","0.00108","3.32","0.688","1.108016","0.080862","1020","74.4735","13.266","3.23854","21521.5","3374","16","551.666","10.336","6777","159.7","3.55","0.09","3.35","0.16","","","1.45","0.252064","18","Slightly V-shaped","2019-12-19","2020-05-20","2022-12-14"
+"249862365","1562.01","","5","5","5","5","5","5","5","15.8","84.9","14.81","1","3","3","PC","FP","9.10226","0.006","1","qlp","QLP","38.123017","52.704091","41.218","0.08","-46.098","0.068","2458791.5299","0.00594","0.98999","0.00047","2.05","0.553","0.456105","0.002428","420","2.23588","3.95137","0.349131","7729.29","2612","13","184.69","1.2895","6208","172.9","3.99","0.08","1.84","0.08","","","1.194","0.175866","18","Significant odd-even; likely EB","2019-12-19","2020-05-20","2022-12-14"
+"249945230","1563.01","","3","5","5","3","4","4","4","0","34.3","23.42","0","10","6","PC","PC","9.4397","0.006","1","qlp-s58-tois","QLP","38.810203","48.273763","115.886","0.083","-98.373","0.081","2458805.455547","0.0000105","1098.2258586","0.0000012","6.121","0.008","4.892477","0.119061","4496","109.653","5.13949","0.420189","0.0125876","93","57","51.0409","0.10865","4582","131","4.55","0.1","0.74","0.06","","","0.72","0.0857764","18,58","previous single transit; additional transit in s58; actual period likely shorter than max period of ~1098.2 days","2019-12-19","2023-06-27","2023-08-10"
+"250724252","1564.01","","5","5","5","5","2","5","5","216","356.6","317","3","1","2","PC","APC","10.2845","0.006","1","spoc-s58-b0A","QLP","33.505238","53.121508","1.2","1.9","-7.4","1.9","2459882.553468","0.00054561265","0.55967011917542","0.000018679582","2.3489886122344","0.040599365","4.404802","0.063218","4048.7540045597","58.2242","23.34038433678","5.952571","59920.890318038","3990.380540874","24.114838","574.869","","8368","111.2","","","2.2978599071503","","","","","","18,58","V-shaped; TFOP BEB/APC; possible phase modulations","2019-12-19","2023-02-21","2023-02-25"
+"251384275","1565.01","","3","5","5","3","4","4","4","0.7","53.6","317","0","1","7","PC","PC","9.2085","0.006","1","qlp-tois-update","QLP","44.720241","58.735245","-3.5","3.1","-1.2","3","2459907.730268","0.004470916","1099.2560384903","0.006300348","5.661","0.447","3.229435","1.227934","2970","1130.33","23.8658","","","","36","328.658","","8494","","","","2.18","","","","","","18,58","alerted as single but now have two transits; max P~1099; may be too large to be planetary","2019-12-19","2023-02-15","2023-02-25"
+"256414077","1566.01","","5","5","5","5","5","5","5","23.3","75.6","49.42","1","2","0","PC","FP","10.5907","0.008","1","qlp","QLP","15.606503","60.715521","-1.996","0.156","-2.246","0.159","2458793.38207","0.00423","3.01106","0.0008","3.073","0.226","1.757296","0.002538","1617.22","2.33785","7.20703","1.30585","1281.74","1666","18","377.17","18.481","6516","559.8","","","1.63","0.29","","","1.441","","18","","2019-12-19","2019-12-19","2022-12-14"
+"259151170","1567.01","","5","5","5","5","5","5","5","","","317","0","9","1","PC","FP","10.374","0.006","1","qlp","QLP","50.345888","52.692112","121.807","0.069","-92.923","0.055","2458808.52242","0","","","4.149","0.042","60.846167","0.001292","54500","1.19002","21.0557","1.45218","","","295","86.1112","0.24515","4503.5","105.7","4.42","0.09","0.86","0.06","0.013","0.032","0.71","0.081009","18","single transit; close in epoch to TIC 251384275 but with no underlying systematic linking the two","2019-12-19","2020-05-20","2023-08-10"
+"284050395","1568.01","","5","5","5","5","5","5","5","191.1","487.2","77.22","8","2","1","PC","FP","9.74734","0.006","1","qlp","QLP","8.989872","65.026035","114.792","0.047","-33.288","0.05","2458765.47569","0.00137","1.35932","0.00006","2.831","0.053","3.087878","0.569333","2840","524.238","10.3751","2.44543","15609.5","3113","72","104.358","0.339","5421","130.6","4.46","0.08","0.94","0.05","","","0.944","0.114837","17,18","check neighbors","2019-12-19","2020-05-20","2022-12-14"
+"285666479","1569.01","","5","5","5","5","2","5","5","21.5","40.1","107.25","0","2","1","PC","APC","10.424","0.012","1","qlp","QLP","43.61065","52.07103","-3.594","0.072","-4.127","0.069","2458791.98363","0.00513","1.71614","0.00072","2.038","0.285","0.740126","0.002297","681.449","2.11556","14.1349","0.928386","958.34","1550","13","755.795","20.5135","5511.5","96.2","3.28","0.09","4.92","0.17","","","1.35","0.226137","18","","2019-12-19","2019-12-19","2022-12-14"
+"285674856","1570.01","","5","5","5","5","5","5","5","16.5","85.5","27.13","2","2","4","PC","FP","9.4883","0.012","1","qlp","QLP","53.196298","51.884502","1.126","0.083","-14.844","0.068","2458790.81038","0.01327","1.74626","0.00163","3.88","0.608","1.205837","0.004741","1110","4.3667","5.62786","0.44852","17804.9","3218","12","294.123","3.143","8348","154.7","4.24","0.07","1.8","0.06","","","2.06","0.311562","18","other features at different periods in the BLS","2019-12-19","2020-05-20","2022-12-14"
+"285677945","1571.01","","5","5","5","5","5","5","5","16.1","57.2","27.73","2","3","0","PC","FP","10.2353","0.029","1","qlp","QLP","53.098973","50.49904","-0.061","0.088","2.251","0.077","2458791.56106","0.00558","1.2427","0.00049","1.563","0.315","0.720891","0.002921","663.745","2.69023","6.05271","0.461873","1263.34","1660","11","317.968","4.8455","5624.8","119","3.92","0.1","2.14","0.09","","","1.24","0.215485","18","Possible depth aperture correlation","2019-12-19","2019-12-19","2022-12-14"
+"292321872","1572.01","","5","5","5","5","5","5","5","89.6","194.1","317","0","0","0","PC","FP","10.4562","0.007","1","qlp","QLP","31.902189","45.500156","-3.046","0.084","-3.82","0.091","2458794.15217","0.00354","8.66698","0.00261","6.104","0.507","10.752236","1.124645","9854.3","1035.3","27.4804","9.09318","2647.36","1998","41","505.331","16.141","6322.2","217","3.77","0.09","2.52","0.17","","","1.32","0.209952","18","Asymmetric transit shape; uncertain period","2019-12-19","2019-12-19","2022-12-14"
+"302773669","1573.01","","5","5","5","5","5","5","5","75.8","333","114.67","0","4","4","KP","KP","7.6353","0.006","1","qlp-s79-ffi","QLP","42.436612","71.753088","90.982","0.064","-33.197","0.062","2460463.952965","0.0008474","21.216464","0.0000324","3.045","0.254","7.079229","0.167385","6499","154.155","13.1431","0.688533","18.9464","581","277","78.0863","0.239","5925","89.5","4.1","0.08","1.55","0.08","0.2","0.1","1.1","0.142761","18,19,25,52,59,73,79","HD 17156 b","2019-12-19","2024-08-29","2024-08-31"
+"307111282","1574.01","","5","5","5","5","5","5","5","","","89","0","3","0","PC","FP","10.2978","0.006","1","qlp","QLP","14.640115","50.936428","84.427","0.079","51.422","0.065","2458804.60057","0","","","9.597","0.401","8.108077","0.002404","7440","2.21459","11.3282","0.565644","","","47","186.665","1.237","5791","150.2","4.29","0.08","1.21","0.06","","","1.039","0.13435","17,18","single transit; other signals in raw lc between 1780-1785 BJD","2019-12-19","2020-05-20","2022-12-14"
+"316254876","1575.01","","5","5","5","5","5","5","5","71","161.1","102.54","3","2","0","EB","FP","10.3775","0.006","1","qlp-s59-ffi","QLP","51.988839","54.865617","22.779","0.072","-16.16","0.074","2459935.126364","0.0021817","2.4611008","0.0000063","3.13","0.923","1.950648","3.189775","1795","2933.58","12.3334","3.87047","8632.97","2685","28","248.563","2.359","5429.5","28.3","4.01","0.1","1.63","0.09","","","0.978","0.170015","18,19,59","TFOP FP/retired as NEB","2019-12-19","2023-01-24","2023-01-26"
+"327011842","1576.01","","5","5","5","5","5","5","5","","","68.11","6","3","5","PC","FP","9.7828","0.007","1","spoc-s58-b0A","QLP","23.466893","45.010329","18.596","0.094","1.104","0.09","2459883.106456","0.0028005766","0.78387904445658","0.00014983246","1.4870965729369","0.34133878","0.298092","0.041709","274.51563730787","38.414635","9.6813252861322","7.4107375","6087.0682501132","2252.7956163054","7.2438393","493.702","14.842","4975","122","","","5.3874697685242","","","","","","17,18,58","centroid centered between two fainter stars to E; possible phase modulation","2019-12-19","2023-02-23","2023-08-29"
+"332154944","1577.01","","5","5","5","5","5","5","5","42.3","180.8","24.41","0","2","0","PC","FP","9.60027","0.006","1","qlp","QLP","19.278636","57.514232","63.025","0.038","-25.533","0.045","2458791.36882","0.00096","0.99837","0.00007","1.632","0.084","2.968113","0.000807","2730","0.743409","5.29489","0.268196","2465.96","1963","82","143.575","0.636","6082","141.4","4.39","0.08","1.13","0.05","","","1.139","0.157936","18","Check neighbor 332154930","2019-12-19","2020-05-20","2022-12-14"
+"348135793","1578.01","","5","5","5","5","5","5","5","115.2","124.2","317","1","2","2","PC","FP","10.1042","0.006","1","qlp","QLP","34.376965","56.42149","2.649","0.07","-5.512","0.079","2458791.58678","0.00162","1.97741","0.00024","6.549","0.076","5.95528","0.003237","5470","2.98176","17.5768","0.859208","46143.6","4083","68","341.514","4.847","6742","156","3.95","0.09","2.11","0.09","","","1.439","0.259024","18","Difference images failed. Possible depth aperture correlation between 2 and 3.","2019-12-19","2020-05-20","2022-12-14"
+"354400186","1579.01","","5","5","5","5","5","5","5","175.9","691","317","4","2","0","PC","FP","9.7745","0.009","1","qlp","QLP","27.738026","48.352316","5.02","0.119","-6.988","0.174","2458794.28172","0.00084","9.07768","0.00056","2.78","0.101","21.017751","0.622415","19171.9","573.101","","","1012.12","1571","71","524.755","26.8925","8393.7","405.5","4.01","0.08","","","","","2.24","0.318532","18","likely EB; Rs 2.5; Rp ~26","2019-12-19","2019-12-19","2022-12-14"
+"354469661","1580.01","","3","5","5","3","5","4","5","122.4","158.8","317","0","5","2","CP","KP","9.17925","0.006","1","qlp-s58-ffi","QLP","28.282572","52.053921","26.511","0.106","6.165","0.075","2459904.860416","0.0014146","4.7947729","0.0000194","4.774","0.128","7.419155","0.204397","6810","188.239","18.5565","0.875362","1006.54","1569","188","233.22","2.657","6333","152.2","3.86","0.08","2.18","0.1","","","1.252","0.183161","18,58","HAT-P-60 b","2019-12-19","2023-02-03","2023-02-09"
+"370759867","1581.01","","3","5","5","3","4","4","4","","","317","0","4","5","PC","PC","9.76978","0.006","1","qlp","QLP","28.16355","55.185971","44.517","0.084","-14.626","0.09","2458810.30671","0","","","4.23","0.253","9.169654","3.03065","8410","2787.44","18.6201","5.67282","","","45","124.547","0.631","5865","139.6","4.49","0.08","0.97","0.05","","","1.061","0.134861","18","Single transit","2019-12-19","2020-05-20","2022-12-14"
+"374400599","1582.01","","5","5","5","5","5","5","5","254.4","494.2","317","1","1","0","PC","FP","10.0188","0.006","1","qlp","QLP","34.69789","64.356382","-4.588","0.033","-2.918","0.051","2458791.8149","0.00212","1.89253","0.00027","3.451","0.089","15.439749","1.02351","14119.9","942.243","26.7733","6.95592","28527.4","3620","70","386.181","4.9215","6904.3","96.1","4.05","0.08","2.05","0.06","","","1.72","0.275968","18","","2019-12-19","2019-12-19","2022-12-14"
+"403256331","1583.01","","5","5","5","5","5","5","5","9.2","33.2","72.41","0","1","4","PC","FP","9.5425","0.013","1","qlp","QLP","4.249336","58.679253","0.654","0.038","-2.856","0.036","2458765.82123","0.00642","3.77188","0.00076","2.923","0.459","0.488691","0.001113","450","1.02536","10.0329","0.616291","5181.65","2363","11","867.296","21.8335","10097","249.5","3.52","0.07","4.62","0.16","","","2.59","0.340593","17,18","planet roughly 10 Re; check neighbors; possible stellar variability","2019-12-19","2020-05-20","2022-12-14"
+"418987806","1584.01","","5","5","5","5","5","5","5","178.4","233.3","317","1","2","1","PC","FP","9.27904","0.006","1","qlp","QLP","6.519425","63.319412","-13","0.041","-0.308","0.038","2458791.06276","0.00273","0.88654","0.00019","1.679","0.037","0.945002","0.282085","870","259.776","24.9348","7.63992","64431.5","4438","32","479.659","6.5305","6919","178.4","3.36","0.09","4.27","0.17","","","1.509","0.265816","17,18","likely EB","2019-12-19","2020-05-20","2022-12-14"
+"444415148","1585.01","","5","5","5","5","5","5","5","","","79.67","0","1","5","PC","FP","8.9676","0.012","1","qlp","QLP","6.308908","62.543115","-4.209","0.044","-3.54","0.04","2458764.8746","0.0042","1.83641","0.00032","2.222","0.256","0.510416","0.000747","470","0.687592","10.6176","","9124.8","2722","11","670.885","14.034","9542","123","","","5.03","","","","","","17,18","","2019-12-19","2020-05-20","2022-12-14"
+"445144327","1586.01","","3","4","3","3","4","4","4","","","317","0","2","5","PC","PC","10.4396","0.009","1","qlp","QLP","11.234154","58.712058","1.262","0.042","-4.767","0.042","2458765.67889","0.01083","1.80794","0.00062","2.17","0.606","0.586456","0.003749","540","3.4526","20.9267","","550.041","1349","9","800.464","19.244","4628","122","","","8.61","","","","","","17,18","large star and large companion","2019-12-19","2020-05-20","2022-12-14"
+"458914949","1587.01","","5","5","5","5","5","5","5","7.1","34.1","57.12","5","8","6","EB","FP","10.2543","0.022","1","qlp-s59-ffi","QLP","48.423422","61.907831","14.079","0.048","-12.14","0.06","2459924.681114","0.0043759","12.5343031","0.0000781","4.572","1.127","1.648312","0.104952","1517","96.6598","8.71775","0.52282","463.57","1292","20","563.997","11.627","7275","123","3.91","0.08","2.51","0.09","","","1.87","0.292356","18,19,58,59","Centroid offset; depth-aperture correlation; NEB/TFOP FP","2019-12-19","2023-02-03","2023-02-09"
+"50120414","1588.01","","3","4","4","3","4","4","4","","","317","3","2","5","PC","PC","8.951","0.023","1","qlp-s58-ffi","QLP","39.891102","62.433306","-3.244","0.037","-1.135","0.05","2459932.266567","0.0017502","3.581083","0.00001","3.454","0.54","0.825473","0.035681","760","32.8629","17.1017","","6158.1","2467","22","742.441","16.128","9503","123","","","5.96","","","","","","18,58,59","active star; slightly large planet candidate; somewhat crowded field","2019-12-19","2023-02-15","2023-12-20"
+"52041724","1589.01","","5","5","5","5","5","5","5","37.7","128","317","0","3","0","EB","FP","9.87542","0.006","1","qlp-s78-ffi","QLP","14.119486","65.679038","-0.493","0.127","11.141","0.124","2458942.422274","0.002646","35.4028219","0.0013918","4.221","1.379","13.839768","2.97531","12666","2736.61","21.7639","2.59877","57.342","766","53","278.829","7.176","7455","409.9","4.17","0.1","1.78","0.08","","","1.71","0.321401","18,24,25,78","alerted as a single transit; have period with additional data but has also been retired as TFOP FP/EB","2019-12-19","2024-08-05","2024-08-16"
+"71854745","1590.01","","5","5","5","5","5","5","5","22.2","82.5","100.57","1","1","1","PC","FP","10.2146","0.01","1","qlp","QLP","26.299423","54.56844","0.568","0.142","-3.837","0.118","2458793.51014","0.00691","3.10315","0.00208","3.535","0.674","1.912655","0.230948","1760.07","212.688","","","50910.7","4184","11","749.127","37.15","9050.3","228.4","3.96","0.08","","","","","2.34","0.320893","18","Slightly crowded field; uncertain planet radius","2019-12-19","2019-12-19","2022-12-14"
+"82010657","1591.01","","5","5","5","5","5","5","5","","","77.42","0","8","2","PC","FP","9.64805","0.006","1","qlp","QLP","48.753158","60.238195","26.702","0.049","-8.408","0.065","2458807.93693","0","","","8.06","1.26","3.272994","0.007421","3010","6.83528","10.4319","0.612529","","","37","282.1","4.316","7519","236.8","4.22","0.08","1.7","0.06","","","1.736","0.285244","18,19","single event","2019-12-19","2020-05-20","2022-12-14"
+"186599508","1592.01","","5","5","5","5","5","5","5","10.8","60.6","20.83","1","2","2","PC","FP","9.76636","0.006","1","spoc","QLP","45.08847","39.068266","93.001","0.101","-71.02","0.078","2458794.89641","0.0022952901","5.6318073660969","0.0012073622","3.4553092299019","0.38354772","1.288608","0.088259","1186.148187255","81.28653","4.8217692375255","1.5592829","474.49191223824","1190.3562405724","11.390572","170.592","1.987","5669.9","133.9","4.16","0.08","1.38826","0.0715829","","","1.02","0.129636","18","check neighbors","2019-12-19","2019-12-19","2022-12-14"
+"192372961","1593.01","","5","5","5","5","5","5","5","26.8","55.6","96.85","1","1","4","PC","FP","9.1222","0.007","1","qlp","QLP","45.598372","43.183802","10.679","0.074","-11.741","0.067","2458792.29644","0.00617","2.06313","0.00099","2.157","0.485","0.651637","0.002786","600","2.56623","11.9118","0.988067","1866.39","1831","9","550.183","12.998","6716.5","99.8","3.24","0.09","4.77","0.21","0.453","0.023","1.43","0.241989","18","large pc around large star (Rs 6.1)","2019-12-19","2020-05-20","2022-12-14"
+"201154493","1594.01","","5","5","5","5","5","5","5","17.7","51.7","86.17","0","1","3","PC","FP","9.7479","0.013","1","qlp","QLP","56.143332","41.064351","2.194","0.104","-4.724","0.066","2458792.1989","0.00408","1.51233","0.00057","2.59","0.367","0.695094","0.001449","640","1.33455","11.1245","0.819877","18303","3240","12","831.907","38.8525","9447","218.6","3.54","0.08","4.35","0.24","","","2.4","0.330983","18","odd/even","2019-12-19","2020-05-20","2022-12-14"
+"385105624","1595.01","","5","5","5","5","5","5","5","47.5","127.2","62.12","1","3","0","PC","FP","10.4511","0.006","1","qlp","QLP","50.808098","46.682113","15.52","0.071","-16.13","0.063","2458793.37454","0.00139","1.74903","0.00026","1.851","0.485","3.686899","0.01186","3390","10.9233","9.17868","1.04321","2080.28","1881","41","295.452","3.238","6222.3","147","4.15","0.11","1.53","0.15","-0.003","0.013","1.2","0.167627","18","V-shaped; secondary which is also consistent with the secondary from a Hot Jupiter; could be on TIC 642958048. Check neighbors.","2019-12-19","2020-05-20","2022-12-14"
+"431899140","1596.01","","5","5","5","5","5","5","5","47","46.5","317","0","2","5","O","FP","10.0888","0.02","1","qlp-s51-ffi","QLP","56.222542","45.507188","-0.869","0.123","-0.576","0.086","2459928.934925","0.0030948","1.9734615","0.0007","3.69","0.778","1.40694","0.862633","1295","794.199","16.6678","3.93183","17275.6","3193","19","710.919","26.476","7962.9","130.5","3.6","0.1","3.62","0.23","0.089","0.017","1.92","0.30957","18,59","SG1 determined correct source as TIC 431899136","2019-12-19","2024-01-29","2024-02-02"
+"68152139","1597.01","","5","5","5","5","5","5","5","21.8","87.4","19.71","2","8","0","PC","FP","10.1342","0.01","1","qlp","QLP","44.401798","40.016703","-35.041","0.088","-13.655","0.082","2458792.46525","0.00272","0.73772","0.00018","1.057","0.158","1.064543","0.002387","980","2.19839","4.68288","0.332822","1958.84","1853","17","226.234","3.595","6001","133.4","4.14","0.08","1.49","0.07","","","1.11","0.141495","18","","2019-12-19","2020-05-20","2022-12-14"
+"67418624","1598.01","","3","5","5","3","4","4","4","24.6","111.6","17.3","2","55","8","PC","PC","8.6344","0.006","1","qlp-s58-ffi","QLP","28.660315","37.005042","-16.028","0.098","-19.231","0.094","2459908.034555","0.0008066","1.1020719","0.0000026","0.864","0.326","0.62991","0.059655","580","54.9429","4.33066","0.301666","958.145","1549","30","143.239","1.33","6011","194.8","4.04","0.08","1.73","0.08","","","1.192","0.174171","18,58","v-shaped","2019-12-19","2023-02-21","2023-02-25"
+"129979528","1599.01","","5","5","5","5","5","5","5","507.8","721.7","317","0","0","0","KP","KP","7.87611","0.006","1","spoc-s58-b0A","QLP","36.712738","37.550444","-0.976","0.118","-8.977","0.105","2459883.198788","0.00020759186","1.2198382125319","0.000016717846","2.8341804425034","0.009721714","13.283601","0.11099","12160.10960429","102.21993","18.217931143424","0.6672307","9392.0471008668","2510.7866744097","89.686646","121.944","0.9905","7398.5","157.7","4.25","0.08","1.6024199724197","0.0582111","","","1.653","0.268246","18,58","WASP-33 b","2019-12-19","2023-02-21","2023-02-25"
+"187029841","1600.01","","5","5","5","5","5","5","5","46.6","149.3","33.37","2","3","0","PC","FP","9.66027","0.006","1","qlp","QLP","34.555963","38.478824","7.486","0.165","-15.684","0.215","2458791.80096","0.00173","0.36113","0.00005","1.87","0.187","1.053675","0.001035","970","0.952825","6.69136","0.509829","2677.39","2003","31","252.419","10.38","6056.9","236.7","3.99","0.1","1.95","0.15","-0.217","0.014","1.227","0.197847","18","a/Rs only slightly bigger than 1; short period","2019-12-19","2019-12-19","2022-12-14"
+"139375960","1601.01","","3","5","5","3","4","4","4","49.1","48.9","317","8","30","7","PC","CP","10.1035","0.007","1","qlp","QLP","38.361569","41.013432","21.708","0.095","-0.874","0.09","2458793.27728","0.00127","5.33155","0.00052","6.191","0.15","4.591502","0.000508","4220","0.467679","14.6101","0.793698","1071.42","1593","77","336.608","8.1935","5917","125.8","3.78","0.08","2.22","0.12","","","1.08","0.136101","18","Difference image shows an offset orbit 1.","2019-12-19","2020-05-20","2022-12-14"
+"129991079","1602.01","","5","5","5","5","5","5","5","5.9","53.1","14.5","2","3","4","PC","FA","10.4375","0.006","1","qlp","QLP","37.13241","40.891254","18.147","0.083","-24.997","0.076","2458792.50412","0.01002","6.15952","0.00486","3.834","0.887","1.336278","0.005888","1230","5.42282","3.90515","0.327005","487.519","1309","9","208.771","3.0245","6175.9","111.3","4.44","0.08","1.09","0.05","0.095","0.013","1.179","0.164639","18","2 stars in pixel; correlation with stellar variability","2019-12-19","2020-05-20","2023-01-16"
+"73448352","1603.01","","3","5","5","3","5","4","5","72.7","87.1","317","0","0","2","KP","KP","10.1868","0.006","1","qlp-s58-ffi","QLP","38.308075","30.360453","-13.885","0.093","-10.911","0.083","2459901.664829","0.0004662","4.7321727","0.0000043","2.794","0.748","7.867451","0.552254","7220","508.515","15.0238","0.834941","740.466","1453","100","282.096","4.751","6739","107.5","4.21","0.08","1.56","0.07","-0.026","0.012","1.438","0.235108","18,58","HAT-P-47 b (https://arxiv.org/abs/1606.04556v1","2019-12-19","2023-02-03","2023-02-09"
+"118301361","1604.01","","5","5","5","5","5","5","5","110","162.1","317","0","3","5","PC","FP","9.08054","0.006","1","qlp","QLP","34.195855","29.570473","6.464","0.093","-5.574","0.089","2458793.39828","0.00388","3.46608","0.00112","4.403","0.28","1.760319","0.48112","1620","443.03","20.8363","7.04558","23536.1","3450","31","380.062","7.3015","7249.8","123.1","3.69","0.08","3.02","0.13","0.434","0.132","1.631","0.27088","18","Possible signature of exomoon ~6 hours before the primary transit.","2019-12-19","2020-05-20","2022-12-14"
+"101037590","1605.01","","3","5","5","3","4","4","4","147.7","241.1","317","8","43","8","PC","CP","9.62924","0.006","1","qlp-s58-ffi","QLP","54.48089","33.079897","-40.365","0.106","8.767","0.062","2459896.132645","0.0008413","8.7094632","0.0000145","3.027","0.693","4.907746","7.792781","4510","7151.72","20.9625","5.3577","327.472","1185","76","159.748","1.5125","5597","146.5","4.03","0.08","1.59","0.08","","","0.989","0.126476","18,58","v-shaped","2019-12-19","2023-02-03","2024-02-13"
+"125735470","1606.01","","5","5","5","5","4","5","5","37.8","149.9","40.94","0","5","4","PC","APC","9.08995","0.007","1","qlp-s70-ffi","QLP","56.660282","27.471523","-1.071","0.1","-20.686","0.081","2460228.527139","0.0012914","4.7126743","0.0000073","1.061","0.079","2.109462","0.078216","1941","72.0373","6.97602","0.153561","38.0033","691","44","143.312","1.81","5626.5","213.9","","","1.55","0.01","","","","","18,42,43,44,70","TICv8 SPLIT on TIC  640763859 and 640763860; TFOP APC; initial RVs indicate mass is ~115 Mjup","2019-12-19","2023-12-06","2023-12-08"
+"26433869","1607.01","","5","5","5","5","5","5","5","","","317","1","13","2","EB","FP","8.4107","0.008","1","qlp","QLP","56.814344","30.149498","3.816","0.099","-3.391","0.058","2459471.339568","0.0017018","1.0357235","0.0000055","1.366","0.335","0.521278","0.000974","480","0.897231","15.828","","1358.51","1691","18","329.591","7.032","4963","122","","","7.83","","","","","","18,42","small depth aperture correlation; large planet candidate; TFOP FP; retired as NEB","2019-12-19","2021-10-12","2022-12-14"
+"138017750","1608.01","","5","5","5","5","3","5","5","228.3","499.2","125.99","0","2","2","PC","APC","7.42812","0.006","1","spoc-s58-b0A","QLP","50.80115","33.078133","109.242","0.111","-58.264","0.096","2459882.938772","0.00044460446","2.4727288989755","0.000072922914","2.4406622945216","0.020254102","3.269802","0.047615","3007.0687155179","43.85444","13.900508613603","0.59063685","4007.6606730204","2029.2823838541","72.28438","100.635","0.8968","6057.7","67.1","3.84","0.08","2.1280200481415","0.0886028","","","1.148","0.151763","18,58","active star; TFOP SB1/APC","2019-12-19","2023-02-21","2023-02-25"
+"229951289","1609.01","","5","5","5","5","5","5","5","2","32.1","7.74","0","5","2","PC","FA","10.2572","0.006","1","qlp","QLP","288.675423","60.670948","-2.93","0.053","-19.382","0.061","2458692.73536","0.01036","13.3118","0.00203","4.492","0.616","0.814608","0.00251","750","2.31143","2.67981","0.201427","109.875","901","9","165.808","0.7695","6011","123.1","4.5","0.08","0.98","0.04","","","1.111","0.15299","14,15,16,17,18,19","potential L1 candidate","2019-12-19","2020-05-20","2022-12-14"
+"219776325","1610.01","","2","4","4","2","4","4","4","3.5","32.4","5.99","5","5","6","PC","PC","10.3727","0.006","1","qlp-s80-ffi","QLP","263.543417","61.121472","3.627","0.041","42.121","0.048","2460506.091547","0.0020581","2.5287985","0.000005","1.294","0.323","0.390935","0.025021","360","23.0446","2.3241","0.139042","293.062","1152","20","191.957","0.7715","5740.2","119.6","4.3","0.08","1.19","0.06","0.187804","0.0123305","1.026","0.131102","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,59,60,73,74,75,76,77,78,79,80","L1 candidate; variable host","2019-12-19","2024-08-29","2024-08-31"
+"264678534","1611.01","","1","5","5","1","4","4","4","5.5","119.5","6.18","3","27","3","CP","CP","7.5825","0.006","1","qlp-s79-ffi","QLP","325.201645","84.333761","345.178","0.067","63.044","0.07","2460449.067902","0.0009621","16.2017137","0.0000168","2.696","0.316","0.978689","0.023192","901","21.3604","2.3594","0.165133","14.4646","543","58","28.2938","0.0312","5071","141.3","4.58","0.09","0.78","0.05","-0.07","0.1","0.85","0.105302","18,19,20,25,26,40,52,53,58,59,60,73,78,79","HD 207897 b","2019-12-19","2024-08-29","2024-08-31"
+"268403451","1612.01","","5","5","5","5","5","5","5","116.5","123.3","317","0","0","0","KP","KP","10.0521","0.006","1","qlp-s74-ffi","QLP","277.478075","85.233321","-15.354","0.038","24.461","0.054","2460334.805905","0.0006147","2.8641388","0.0000032","2.417","0.095","10.470132","0.09054","9597","83.3868","15.5276","0.732644","591.067","1373","382","234.149","1.1875","6082","137.7","4.13","0.08","1.53","0.07","","","1.139","0.156619","18,19,20,25,26,40,47,52,53,59,60,73,74","XO-7b (arXiv:1912.02821)","2019-12-19","2024-04-01","2024-04-05"
+"272625214","1613.01","","5","5","5","5","5","5","5","8.6","50.8","25.69","0","3","1","EB","FP","10.4641","0.006","1","qlp-s57-ffi","QLP","356.318574","62.142699","15.96","0.054","0.67","0.045","2458979.490719","0.007091","5.2469991","0.0002597","3.45","0.46","1.281925","0.11442","1180","105.379","5.46087","0.343567","604.151","1381","16","304.76","3.193","6651","139.9","4.27","0.09","1.44","0.06","","","1.4","0.232588","17,18,24,57","crowded field; brighter star nearby","2019-12-19","2022-12-07","2022-12-16"
+"317397615","1614.01","","5","5","5","5","5","5","5","32.5","47.6","69.2","2","1","0","EB","FP","10.2351","0.006","1","qlp-s79-ffi","QLP","349.796329","75.017864","-5.462","0.045","-18.639","0.044","2460479.137922","0.0015525","0.7438074","0.0000011","1.377","0.058","0.687489","0.027593","633","25.414","9.77911","","1705.03","1790","31","423.272","4.72","5182","122","","","4.04","","","","","","17,18,19,24,25,52,58,59,78,79","Likely EB; a/Rs close to 1; TFOP FP/NEB","2019-12-19","2024-08-19","2024-08-31"
+"317507345","1615.01","","5","5","5","5","5","5","5","272.2","624","317","1","2","0","EB","FP","9.68708","0.006","1","qlp-s79-ffi","QLP","351.174718","77.627113","12.588","0.054","2.736","0.047","2460473.279498","0.000144","3.9401791","8e-7","1.991","0.148","14.555886","5.642834","13317","5183.76","25.3897","2.96422","1090.26","1600","203","260.494","2.111","7170","213.8","4.31","0.08","1.51","0.05","","","1.69","0.284802","18,19,24,25,52,58,59,73,78,79","ExoFOP FP; Retired as SB1	","2019-12-19","2024-08-15","2024-08-16"
+"322054600","1616.01","","3","4","3","3","4","4","4","15.4","72.2","23.25","2","2","3","PC","PC","10.4505","0.006","1","qlp-s78-ffi","QLP","323.87017","68.987307","-2.787","0.058","-13.286","0.049","2460449.28819","0.001072","1.3433022","0.0000014","0.662","0.088","1.142796","0.069652","1052","64.1497","4.72169","0.266822","365.857","1218","21","304.408","2.3795","6713","189.7","4.27","0.09","1.45","0.06","","","1.427","0.25502","17,18,24,25,57,58,77,78","2 stars in pixel; v-shaped","2019-12-19","2024-09-04","2024-09-04"
+"322202434","1617.01","","5","5","5","5","5","5","5","18.5","108.8","13.43","1","2","0","EB","FP","10.2505","0.006","1","qlp-s77-ffi","QLP","325.32505","68.807202","51.799","0.044","29.15","0.044","2460420.948154","0.0009256","1.4013505","0.0000013","1.562","0.348","1.664623","0.10524","1532","96.9248","3.7143","0.233363","1975.13","1857","47","133.496","0.4335","5521","182.2","4.48","0.08","0.94","0.05","","","0.97","0.121539","16,17,18,24,25,57,58,77","retired as TFOP FP/NEB; potential synchronization in s18; some depth-aperture correlation","2019-12-19","2024-06-14","2024-08-16"
+"376838000","1618.01","","5","5","5","5","5","5","5","8.6","50.9","24.64","0","1","0","PC","FP","9.9272","0.033","1","qlp","QLP","340.909648","69.091928","11.937","0.055","2.525","0.049","2458765.05965","0.0045","2.1679","0.00031","1.39","0.551","0.608183","0.005979","560","5.50695","5.32848","0.574709","10508.5","2820","11","451.796","6.61","10596","671.7","4.27","0.09","2","0.1","","","2.74","0.417143","17,18","TFOP retired as NEB; some depth-aperture correlation","2019-12-19","2020-05-20","2022-12-14"
+"377144784","1619.01","","5","5","5","5","5","5","5","19.1","27.7","68.55","0","2","1","EB","FP","10.0552","0.006","1","qlp-s78-ffi","QLP","342.443925","68.251071","68.76","0.048","3.244","0.044","2460447.12743","0.0022912","2.3866952","0.0000033","2.654","0.261","0.636428","0.022355","586","20.5893","9.72386","","2334.78","1936","34","396.201","4.0995","5017","122","","","4.73","","","","","","17,18,24,57,58,77,78","depth aperture correlation; ~300 ppm secondary at half phase in spoc-s14-s60 multisector; offset towards dimmer neighbors in; retired as TFOP FP/NEB; QLP s77+s78 signal includes primary and secondary for half period","2019-12-19","2024-07-25","2024-08-16"
+"378291076","1620.01","","2","4","2","2","4","4","4","5.3","46.2","7.36","1","3","4","PC","PC","9.53523","0.006","1","qlp-s24-ffi","QLP","358.213636","61.36026","12.29","0.04","-14.458","0.032","2458766.51294","0.00598","1.59818","0.00006","2.011","0.327","0.347491","0.001126","320","1.03679","2.61407","0.202882","2311.12","1931","12","207.505","1.044","6594","142.3","4.23","0.09","1.49","0.07","","","1.375","0.241061","17,18,24","","2019-12-19","2023-05-04","2023-05-06"
+"387260717","1621.01","","2","4","2","2","3","4","4","0.8","2.6","2.4","1","2","4","PC","PC","9.97595","0.006","1","qlp-s49-tois","QLP","309.348824","70.954088","10.531","0.071","-20.418","0.067","2459659.579362","0.0354633","6.453624","0.0002925","3.582","0.664","0.217169","0.001081","200","0.995244","1.35756","0.123577","680.81","1423","7","161.088","0.778","7257","418.7","4.64","0.11","1.02","0.04","","","1.634","0.324757","16,17,18,19,22,24,25,49","low SNR","2019-12-19","2022-08-16","2022-12-14"
+"388076005","1622.01","","5","5","5","5","5","5","5","6.4","65.5","4.75","0","1","0","EB","FP","9.39435","0.006","1","qlp-s57-ffi","QLP","318.049804","68.05247","54.237","0.038","29.051","0.044","2459880.690181","0.0023969","1.7126115","0.0000076","3.128","0.491","0.369213","0.023239","340","21.404","2.01928","0.114591","4528","2285","27","113.845","0.291","5932.2","71.4","4.48","0.08","1","0.05","","","1.107","0.143434","16,18,24,25,56,57","check 1981348402 - no stellar information; TFOP FP/NEB","2019-12-19","2022-12-12","2022-12-16"
+"407394748","1623.01","","5","5","5","5","5","5","5","36","146.6","36.81","0","3","0","EB","FP","9.5287","0.006","1","qlp-s73-ffi","QLP","5.420651","77.880071","17.7","1.7","10","1.8","2460311.882875","0.0004207","0.7522775","4e-7","1.073","0.142","1.413462","0.069268","1301","63.7966","6.75509","","13651.7","","79","280.381","","7325.2","111.9","","","1.77","","","","","","18,19,24,25,52,58,59,73","consistent centroid offset towards TIC 407394747; retired as TFOP FP/NEB","2019-12-19","2024-01-31","2024-02-02"
+"461387302","1624.01","","5","5","5","5","5","5","5","3.4","34.3","9.59","0","4","0","PC","FP","10.2763","0.006","1","qlp","QLP","3.021798","66.650523","19.05","0.046","-8.532","0.045","2458765.95018","0.01061","5.80783","0.00195","4.91","0.871","0.608183","0.001245","560","1.14635","3.06399","0.200374","1025.36","1576","11","234.455","1.54","6406","179.8","4.34","0.09","1.27","0.06","","","1.287","0.22142","17,18","Centroid offset; significant depth-aperture correlation; TFOP NEB","2019-12-19","2020-05-20","2022-12-14"
+"470852531","1625.01","","5","5","5","5","5","5","5","11.2","61.4","16.51","1","3","2","PC","FP","10.2918","0.006","1","qlp","QLP","359.741171","61.554089","37.502","0.052","-13.408","0.071","2458765.53404","0.00394","1.49446","0.00023","2.114","0.367","0.966735","0.001739","890","1.6014","4.21366","0.272462","3024.1","2065","19","269.476","2.3625","6587","163.9","4.27","0.09","1.43","0.06","","","1.372","0.230037","17,18","shallow secondary eclipse might be due to a planet","2019-12-19","2020-05-20","2022-12-14"
+"157586003","1626.01","","5","5","5","5","5","5","5","42.4","43.1","317","0","0","0","KP","KP","12.0545","0.007","1","spoc-s14-s55-b0A-KP","QLP","279.262473","40.018691","8.779","0.044","0.25","0.043","2459391.184996","0.0012664439","3.332618869131","0.000002834383","3.562006555664","0.04588533","9.06072","0.104592","8310.5066161529","96.32783","15.639908242491","0.8105998","1512.9973763618","1590.6670806193","87.40124","610.176","8.8895","5768.2","140","4","0.07","1.6948299407959","0.0842764","","","1.05","0.129602","26,40,53,54","WASP-153 b","2020-01-14","2023-03-15","2023-03-24"
+"424435940","1627.01","","5","5","5","5","5","5","5","58.6","181.1","120.6","0","0","0","KP","KP","11.2311","0.007","1","spoc-s14-s55-b0A-KP","QLP","274.701253","45.172219","32.58","0.04","47.14","0.043","2459393.375248","0.00044334034","5.0172146023149","0.000001880353","3.7363300747899","0.018188106","15.568672","0.069285","14236.959400257","63.811466","13.547801894484","0.61860496","404.71118599151","1143.9473896154","215.28627","290.404","1.819","5930","435.4","4.4","0.08","1.1001299619675","0.0500402","","","1.12","0.147767","25,26,40,52,53,54","WASP-58 b","2020-01-14","2023-03-15","2023-03-24"
+"284475976","1628.01","","5","5","5","5","5","5","5","91.4","109.2","317","0","0","0","KP","KP","11.1541","0.007","1","spoc-s14-s55-b0A-KP","QLP","291.162386","55.473027","6.141","0.039","-27.969","0.041","2459825.459527","0.0004746404","2.1436364003062","6.88549e-7","3.1539348730224","0.015432841","10.03912","0.043271","9203.7552743251","39.85365","18.053758820204","0.9524189","3410.2601184785","1949.0214828958","257.01456","454.144","4.423","6148","140.8","4.01","0.08","1.7706099748611","0.0931859","0.18","0.1","1.17","0.149347","23,26,40,41,53,54,55,56","WASP-48 b","2020-01-14","2023-03-15","2023-03-24"
+"310003988","1629.01","","5","5","5","5","5","5","5","60.9","75.3","317","0","0","0","KP","KP","11.191","0.007","1","qlp-s50-tois","QLP","224.872859","46.9601","5.323","0.038","-7.851","0.047","2459686.204782","0.000712","4.5421594","0.0000048","4.294","0.293","10.648837","0.002245","9760","2.06738","17.3816","0.944499","821.405","1491","97","435.156","4.3895","5939.3","133.1","4","0.08","1.73","0.09","0.279287","0.0122386","1.08","0.13826","16,23,24,50","WASP-113 b","2020-01-14","2022-12-12","2022-12-16"
+"317597583","1630.01","","2","4","4","2","3","4","4","3.6","63.8","6.41","3","2","3","PC","PC","8.9943","0.006","1","qlp-s79-ffi","SPOC/QLP","352.016676","75.552607","-5.247","0.048","-34.379","0.039","2460461.676263","0.0019071","12.0557352","0.0000249","2.007","0.361","0.877629","0.057292","808","52.7661","2.4063","0.152534","19.919","588","24","66.0929","0.12895","5504","129.9","4.58","0.08","0.83","0.04","","","0.95","0.125199","17,18,19,24,25,52,58,59,78,79","L1 candidate; two stars in pixel","2020-01-14","2024-08-29","2024-08-31"
+"29054413","1631.01","","2","4","2","2","4","4","4","2","31.6","8.44","7","4","8","PC","APC","10.4289","0.006","1","spoc-s01-s46-b0A","SPOC","50.916451","25.047935","19.764","0.085","-31.774","0.057","2458795.511502","0.0023326322","15.252189176903","0.0016143622","1.3463514010807","0.9639249","0.946363","0.192062","871.25274456616","176.88022","2.8346585011895","7.237937","129.62049721711","860.57389985289","7.141052","140.065","0.89","5473","148.926","4.46488","0.0803515","0.9490219950676","0.0504498","","","0.958","0.118175","18,44","period could be half (7.626 d)","2020-01-14","2022-07-15","2022-12-14"
+"51024887","1632.01","","5","5","5","5","5","5","5","8.8","387.5","49.75","3","0","0","PC","FP","14.9885","0.011","1","spoc","SPOC","42.155188","62.18926","112.945","0.128","-104.348","0.161","2458797.344998","0.0040512625","8.2491871446214","0.0031995191","4.9807846570119","0.34420857","135.988871","12.120702","117724.02826135","11101.498","8.0476983653632","35.753082","1.155260288998","264.41720536809","16.019594","41.5305","0.15765","2990","158","5.13581","0.0381304","0.165066","0.0050239","","","0.135848","0.0200515","18","Check neighbors","2020-01-14","2020-01-14","2022-12-14"
+"165551882","1633.01","","5","5","5","5","5","5","5","0.7","44.9","4.34","2","0","2","V","FA","12.5441","0.007","1","spoc-s18-b02","SPOC","266.767331","57.226662","135.163","0.06","441.578","0.062","2458798.104217","0.0042393273","12.158280380607","0.005804952","2.1406836693148","0.7304905","3.731322","0.559792","3430.7762637634","515.45435","1.9160277453916","1.0555835","2.6741524132406","326.1491782446","7.3275914","48.049","0.06325","3429","157","4.90092","0.00321302","0.3232","0.00954308","","","0.303245","0.0201268","18","TFOP FA","2020-01-14","2023-05-15","2023-06-18"
+"201186294","1634.01","","1","5","5","1","4","4","4","14.4","105.9","4.01","11","3","10","PC","CP","11.0136","0.007","1","spoc","SPOC","56.39061","37.11228","81.643","0.081","13.486","0.058","2458791.515001","0.0013370865","0.98933001100516","0.00010554207","1.0357614509997","0.3979622","1.651215","0.144301","1519.6695870074","132.89734","1.8303854109663","1.7299397","122.21502617418","848.00985789231","10.747845","35.2736","0.05265","3455","157","4.76798","0.00654032","0.465258","0.0136292","","","0.462696","0.0201353","18","Level one candidate","2020-01-14","2020-01-14","2022-12-14"
+"230086768","1635.01","","5","5","5","5","5","5","5","3.3","179.7","127.97","0","0","2","PC","FP","13.4447","0.007","1","spoc","SPOC","246.624072","66.144224","-48.099","0.056","141.604","0.061","2458736.130549","0.000490096","34.927272361421","0.00034786598","2.7024517951459","0.0345804","125.278428","2.283908","108977.5862829","2101.3462","14.02921512466","0.5962152","0.81711476209514","242.48814638125","93.32716","89.6716","0.26635","3496","63","4.9","","0.389199","0.0116133","","","0.379236","0.0202686","15,16,17,18,19","TFOP FP","2020-01-14","2020-10-07","2022-12-14"
+"269892793","1636.01","","5","5","5","5","5","5","5","211.6","191.3","317","6","2","3","EB","FP","11.9056","0.006","1","spoc-s14-s60-b0A-APC","SPOC","44.292951","33.312657","23.799","0.24","-7.395","0.214","2459882.483425","0.00029227135","1.7729239474699","6.308123e-7","1.8255670689989","0.018324824","29.376922","0.31482","26694.379742841","289.91833","14.946886168948","1.8219693","317.7796355232","1076.8402128723","148.43646","152.983","3.3105","4769","128.627","4.64845","0.0974705","0.68784099817276","0.0515126","","","0.768","0.0946756","18,58","Large; v-shaped; ~12 sigma odd-even in spoc-s58-b0A; TFOP FP/EB","2020-01-14","2023-08-21","2023-09-25"
+"286355915","1637.01","","5","5","5","5","2","5","5","85.1","113.2","317","1","2","2","PC","APC","10.6479","0.009","1","spoc-s14-s60-b0A-APC","SPOC","37.893241","34.368925","-3.814","0.091","2.129","0.081","2459885.666366","0.0005433973","4.0766839521591","0.0000018589126","4.4132180951361","0.029778235","11.416315","0.092933","10459.727229044","85.59089","17.522318156629","0.77676964","1443.0883388946","1571.9653862332","106.9362","374.442","6.276","6531.44","109.703","4.13711","0.0874493","1.6430200338364","0.0721885","-0.356","0.014","1.35","0.224253","18,58","strong secondary; large; TFOP SB1/APC","2020-01-14","2023-06-13","2023-06-16"
+"312862941","1638.01","","3","4","4","3","4","4","4","43.3","120.1","25.14","8","0","5","PC","PC","12.1312","0.007","1","spoc-s14-s60-b0A-PC","SPOC","15.321545","55.69801","-28.063","0.034","14.603","0.038","2459908.44105","0.0006818","0.9150623013117","0.000008864068","0.66627284639649","0.051903915","4.68411","0.352148","4304.9322224071","324.28793","5.3869040441321","0.3441965","357.9484178873","1109.3660253811","17.75692","126.283","0.4825","3810","157","4.56875","0.0122909","0.70123702287674","0.0205528","","","0.664367","0.0201471","17,18,58","potential phase synchronization","2020-01-14","2023-06-26","2023-08-10"
+"348673213","1639.01","","5","5","5","5","5","5","5","14.1","62.9","11.7","3","3","9","PC","FP","12.974","0.007","1","spoc","SPOC","35.807322","56.570014","20.893","0.046","-34.883","0.056","2458791.468047","0.0027830303","0.90146504329343","0.00019155408","2.5562154628524","0.38258508","3.432618","0.262084","3156.5658264484","241.35936","3.4348127259036","0.9978432","325.54702406837","1083.3609617202","8.927408","153.986","0.6375","3896","157","4.64192","0.0112232","0.611023","0.0183221","","","0.59699","0.0203778","18","Level one candidate; check neighbors; crowded field","2020-01-14","2020-01-14","2022-12-14"
+"396562848","1640.01","","1","5","5","1","4","4","4","8.9","22.6","2.52","11","1","4","CP","CP","11.0548","0.007","1","spoc-s14-s60-b0A-CP","SPOC","44.338874","76.551405","691.036","0.051","-399.685","0.052","2459767.373106","0.0012409","1.9495403378394","0.000003247484","0.80606181469418","0.04871664","2.270741","0.094104","2089.2444115236","86.66906","1.3929217337065","0.070706606","23.372204404281","560.7827790627","24.536419","18.2276","0.011","3414","157","4.97292","0.0116277","0.26018700003624","0.00784341","","","0.231967","0.0201494","18,19,25,26,52,53,59","LHS 1478 b","2020-01-14","2023-06-13","2024-01-31"
+"422923265","1641.01","","3","4","3","3","4","4","4","27.1","93.6","109.97","4","1","12","PC","PC","9.616","0.007","1","qlp-s58-ffi","SPOC","40.245588","42.871248","2.118","0.25","-6.461","0.238","2459906.863602","0.0008751","1.8646725","0.0000033","1.028","0.456","0.619046","0.132786","570","122.293","12.8352","2.0753","3903.88","2202","16","769.138","112.928","9898","151.436","3.77846","0.143563","3.4","0.52","","","2.53","0.351827","18,58","variable host star","2020-01-14","2023-02-21","2023-02-25"
+"229940491","1642.01","","3","5","5","3","3","4","4","23.8","75.5","317","1","1","1","PC","APC","11.1169","0.006","1","qlp-s52-tois","SPOC","288.049519","63.657061","6.087","0.057","22.075","0.049","2459747.914171","0.0009827","37.4590076","0.0000553","2.863","0.161","6.370208","1.240184","5850","1141.6","20.3559","5.64696","15.6505","554","48","338.948","3.4525","5730","122.969","4.09817","0.0779368","1.5","0.07","","","1.023","0.124582","14,15,16,17,18,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52","TFOP SB2/APC","2020-01-14","2022-10-04","2022-12-14"
+"298647682","1643.01","","2","4","2","2","4","4","4","4.1","91.1","7.85","4","12","4","PC","PC","8.6628","0.006","1","spoc-s14-s60-b0A-PC","SPOC","272.264241","53.217729","-50.733","0.051","22.153","0.046","2459815.953155","0.0008573","20.079521715658","0.000014697915","1.218655444173","0.10810019","1.157507","0.040377","1065.5355706569","37.188328","2.7170462133224","0.55210614","15.859432679746","508.96938689754","21.899092","40.6988","0.03935","4763","130.968","4.54306","0.0944384","0.77758401632309","0.0571432","","","0.77","0.0879609","14,15,18,21,24,25,26,40,41,48,51,52,54,55,58,59,60","v-shaped; two stars in pixel; variable host","2020-01-24","2023-05-19","2023-06-16"
+"22843856","1644.01","","5","5","5","5","5","5","5","119.7","298.9","87.41","2","1","1","EB","FP","9.8203","0.006","1","qlp-s44-ffi","SPOC","39.006522","25.588461","4.7","2.1","-17","2.1","2459521.618633","0.0010878","1.8497201","0.0000088","1.757","0.21","6.261001","0.008366","5750","7.70571","11.2477","","2139.72","","107","163.49","","6019","","4.438","","1.24","","","","","","18,42,43,44","V-shaped; seems to be synchronized with variability; TFOP FP; retired as SB2","2020-01-24","2021-12-08","2022-12-14"
+"184679932","1645.01","","5","5","5","5","5","5","5","320.1","404.5","317","1","1","0","EB","FP","9.25319","0.006","1","spoc-s18-tier3","SPOC","32.294112","40.401942","20.364","0.071","-14.744","0.081","2458791.425546","0.00011528159","2.1721416239203","0.000019389081","2.7480823287454","0.008388367","19.571535","0.082567","17864.5520776","76.04454","18.085034716603","0.8086398","1872.5289135362","1677.74859056","219.95511","146.653","0.8685","6198","125.762","4.27912","0.0816488","1.30937","0.0584171","","","1.189","0.166853","18","synchronized; retired as SB1","2020-01-24","2021-12-08","2022-12-14"
+"387527558","1646.01","","5","5","5","5","5","5","5","29.6","170.5","38.63","1","0","0","IS","FA","13.0367","0.007","1","spoc-s18-tier3","SPOC","312.32708","70.796604","33.323","0.049","58.22","0.056","2458794.103356","0.0018817907","3.6239090118","0.0027476253","2.6568011564342","0.1899665","29.695383","2.179582","26979.821045556","2005.456","6.9347136514296","0.46860772","4.6168393319193","373.85736429386","13.211304","82.1294","0.20165","3514","157","4.81377","0.00423785","0.414101","0.0123306","","","0.407305","0.0202724","18","TFOP FA","2020-01-24","2021-12-08","2022-12-14"
+"154927364","1647.01","","5","5","5","5","5","5","5","323.8","939.8","317","0","3","2","EB","FP","10.249","0.007","1","qlp-s74-ffi","QLP","207.874218","84.071615","-14.658","0.052","8.105","0.052","2460334.944097","0.0037434","6.9744232","0.0000244","2.124","0.561","10.022951","23.751836","9189","21638.7","37.9891","12.0492","245.906","1103","163","306.502","3.1535","5821.7","96.2","3.97","0.08","1.86","0.09","","","1.166","0.156134","14,19,20,21,26,40,41,47,53,59,60,73,74","Radius too large; follow-up suggests a low-mass binary companion; retired as FP/SB1","2020-01-29","2024-03-04","2024-03-16"
+"376353509","1648.01","","2","4","4","2","4","4","4","6","68.2","8.22","3","3","5","PC","PC","9.5831","0.006","1","qlp-s79-ffi","QLP","45.401179","69.229924","16.325","0.036","5.432","0.05","2460467.880926","0.0020165","7.3315684","0.000014","1.287","0.408","0.969996","0.107147","893","98.6813","2.77433","0.240607","27.4026","637","15","69.835","0.1643","4871.6","52.4","4.48","0.09","0.84","0.06","","","0.78","0.0927652","18,19,25,52,59,79","L1 candidate; slightly v-shaped","2020-01-29","2024-08-29","2024-08-31"
+"116608612","1649.01","","5","5","5","5","2","5","5","181.7","348.8","317","0","2","2","PC","APC","9.17041","0.006","1","qlp-s59-ffi","QLP","85.66321","35.185708","-2.544","0.081","-20.51","0.062","2459930.581372","0.0011497","3.4557842","0.0000087","2.368","0.445","6.65966","5.675817","6115","5213.98","20.5846","4.88582","5261.78","2372","160","267.683","3.777","8170","258.8","4.24","0.08","1.78","0.06","","","1.996","0.317733","19,43,44,45,59","TFOP SB1/APC; possibly synchronized; possible secondary; possible centroid offset","2020-01-29","2023-02-09","2023-02-25"
+"122485078","1650.01","","5","5","5","5","5","5","5","13.7","41.7","86.56","1","1","2","PC","FP","10.0106","0.006","1","qlp","QLP","76.851285","36.275085","3.558","0.076","-0.776","0.047","2458822.09874","0.00422","9.1505","0.0034","2.986","0.385","1.488478","0.003093","1370","2.84901","11.1497","0.696148","272.763","1132","13","463.156","9.894","7719","139.9","3.74","0.08","3.02","0.11","","","1.817","0.287543","18,19","","2020-01-29","2020-01-29","2022-12-14"
+"138168780","1651.01","","5","5","5","5","5","5","5","142.3","210.9","317","0","1","2","KP","KP","9.88278","0.006","1","qlp-s79-ffi","SPOC/QLP","94.792955","73.827567","-16.643","0.055","-22.593","0.111","2460474.181987","0.0001022","3.7649949","4e-7","2.642","0.017","16.117361","0.079053","14735","72.808","17.8182","0.731822","580.386","1367","396","235.479","2.418","6724","164","4.29","0.09","1.42","0.06","","","1.432","0.259705","19,20,26,40,53,59,60,73,79","XO-6 b","2020-01-29","2024-08-29","2024-08-31"
+"154867950","1652.01","","2","4","2","2","3","4","4","16.7","79.2","10.49","5","26","2","PC","PC","8.68013","0.006","1","qlp-s47-tois","QLP","188.3547","84.678957","-124.769","0.039","-43.92","0.036","2458870.507719","0.00046403837","0.6664948","0.0000016","1.38","0.143","0.282328","0.000306","260","0.281876","3.217","0.21665","2681.48","2004","34","130.942","0.357","5329","131.1","3.8","0.08","1.99","0.11","","","0.919","0.113387","14,19,20,21,26,40,41,47,53,59,60","possible centroid offset on nearby star (TIC 950860257); possible odd-even","2020-01-29","2024-08-29","2024-08-29"
+"156724719","1653.01","","3","4","3","3","4","4","4","","","40.91","3","1","11","PC","PC","9.353","0.006","1","qlp-s59-ffi","QLP","72.031822","39.966936","1.4","1.5","-7","1.5","2459935.725734","0.0011327","10.9568574","0.000016","3.574","0.701","4.708174","5.615702","4327","5158.9","","","867.782","1512","50","408.36","","7106.5","152.6","","","","","","","","","18,19,59","no stellar radius; Gaia plx=1.3; host star is rapidly rotating hot star","2020-01-29","2023-02-09","2023-02-25"
+"258829450","1654.01","","2","4","2","2","4","4","4","4.7","35.9","8.69","0","1","8","PC","PC","10.1556","0.006","1","qlp-s60-ffi","QLP","287.666559","66.768082","5.504","0.218","-18.433","0.251","2459962.439333","0.0024828","1.8347927","0.0000063","2.423","0.527","0.255178","0.016046","235","14.779","","","","","19","304.865","12.8035","5286.9","723.2","","","","","","","","","14,15,16,17,18,19,20,21,22,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","L1 candidate; visual binary; no stellar radius but other parameters indicate host is likely an F star","2020-01-29","2023-02-27","2023-03-03"
+"266500992","1655.01","","1","4","4","1","4","4","4","8.3","57","12.79","8","2","10","PC","PC","10.3309","0.006","1","qlp-s59-ffi","QLP","61.172234","52.256992","5.89","0.071","-16.735","0.048","2459934.44938","0.0024119","3.2786557","0.0000129","2.73","0.34","1.112364","0.07456","1024","68.6697","3.63296","0.253374","447.627","1281","17","165.314","0.987","5411","153.9","4.29","0.09","1.15","0.06","","","0.941","0.117143","18,19,59","L1 candidate","2020-01-29","2023-02-03","2023-10-11"
+"267694283","1656.01","","5","5","5","5","3","5","5","0.4","102.1","317","0","1","2","PC","APC","8.54941","0.006","1","qlp-s59-ffi","QLP","63.230018","53.68705","-2.732","0.084","-31.536","0.07","2459935.313412","0.0007875","1112.7562924","0.000032","9.386","1.271","7.265027","6.885507","6669","6321.72","20.062","3.15545","617.103","1388","126","106.477","0.6835","6324","127.6","4.34","0.09","1.26","0.06","-0.102","0.076","1.248","0.184731","18,19,59","TFOP APC/SB2; v-shaped; alerted as a single but now have a second transit; max periiod ~1112 days but true period is likely shorter","2020-01-29","2023-02-03","2023-02-09"
+"27677846","1657.01","","5","5","5","5","5","5","5","47.7","253.6","39.7","1","10","0","EB","FP","9.5668","0.006","1","qlp-s59-ffi","QLP","66.370139","46.365902","-59.115","0.092","9.559","0.042","2459936.359525","0.0022534","5.6309047","0.0000178","3.877","1.142","1.828833","3.447076","1683","3169.84","7.00844","1.77046","2320.13","1933","24","78.7137","0.33005","5304","123","4.6","0.08","0.79","0.04","","","0.91","0.111594","18,19,59","V-shaped; slight odd-even; shoulders before/after ingress/egress; TFOP/NEB","2020-01-29","2023-01-24","2023-01-26"
+"286561122","1658.01","","5","5","5","5","5","5","5","25.8","58.2","51.24","1","2","11","PC","FP","10.2674","0.006","1","spoc-s59-b0A","QLP","65.876229","35.495109","-2.883","0.124","-12.716","0.08","2459910.5579","0.0029651416","0.68034327777704","0.00012601256","2.0674164032718","0.18646808","0.614239","0.047725","565.57542230883","43.955204","8.1888040886007","0.6728079","71174.024449332","4165.8164478245","10.149446","506.864","12.112","7325.5","136.6","3.71","0.09","2.9787700176239","0.17593","0.275","0.02","1.66","0.275158","18,19,59","very short orbital period possibly too close to the star; a/Rstar = 1.3; centroid offset on another star in spoc-s59","2020-01-29","2023-03-16","2023-08-10"
+"288631580","1659.01","","2","4","2","2","3","4","4","3.1","41.5","5.41","4","4","6","PC","PC","9.56906","0.006","1","spoc-s14-s60-b0A-PC","QLP","277.925194","82.305949","6.721","0.039","47.712","0.04","2459757.356321","0.0029369","5.8775547796858","0.000012762102","2.9027640779645","0.16188574","0.447728","0.033168","412.28813367229","30.548046","2.1822904268403","0.3097249","267.17062486497","1031.1383184682","12.683007","122.494","0.307","5977","130.6","4.47","0.08","1.0056799650192","0.0478392","","","1.098","0.139672","14,18,19,20,24,25,26,40,41,47,52,53,58,59,60","potential multi; variable host star","2020-01-29","2023-05-19","2023-06-16"
+"288631580","1659.02","","1","4","1","1","3","4","4","1.3","3.7","1.76","4","4","6","PC","PC","9.56906","0.006","2","qlp-s58-tois","QLP","277.925194","82.305949","6.721","0.039","47.712","0.04","2459907.339882","0.0048588","3.3985674","0.0000249","2.197","0.545","0.185677","0.017384","171","16.0108","1.18609","0.100029","456.908","1288","10","122.494","0.307","5977","130.6","4.47","0.08","1.01","0.05","","","1.098","0.139672","14,18,19,20,24,25,26,40,41,47,52,53,58","potential multi; potential L1 planet; low SNR","2022-07-28","2023-07-06","2023-08-10"
+"311121985","1660.01","","5","5","5","5","5","5","5","14.8","74.2","15.99","2","4","0","EB","FP","9.00007","0.006","1","qlp-s73-ffi","QLP","85.581285","49.513452","26.89","0.1","-70.465","0.082","2460309.854705","0.0023925","1.3561596","0.0000043","2.504","0.863","0.523451","0.06888","482","63.439","4.12493","0.368895","11881.9","2908","19","187.823","2.1665","6375","159.4","4","0.09","1.86","0.08","","","1.272","0.192704","19,59,73","retired as TFOP FP/NEB","2020-01-29","2024-02-08","2024-02-17"
+"312122956","1661.01","","5","5","5","5","5","5","5","","","12.48","0","1","9","PC","FP","10.1283","0.072","1","qlp-s45-ffi","QLP","88.475966","30.446042","1.027","0.203","-4.059","0.16","2459547.065465","0.0021039","2.0492064","0.0000158","3.417","0.144","1.118885","0.061156","1030","56.325","","","","","38","4488.38","1671.21","","","","","","","","","","","19,43,44,45","Gaia Teff = 8000 K; Gaia distance from parallax may not be reliable; host likely giant; strong centroid offset in SPOC towards TIC 312122953","2020-01-29","2022-03-10","2022-12-14"
+"339538183","1662.01","","5","5","5","5","5","5","5","57.1","168.8","90.02","6","1","5","EB","FP","9.7053","0.006","1","qlp-s59-ffi","QLP","93.318904","63.685008","-4.99","0.961","0.594","1.224","2459935.390685","0.0016876","2.6093167","0.000025","1.175","0.35","2.15624","1.629262","1984","1499.48","11.4272","","526.719","","49","294.292","","7235","","","","1.78","","","","","","18,19,20,59","large;  non-synchronized stellar activity; secondary (200ppm); TFOP FP/EB","2020-01-29","2023-01-23","2023-01-26"
+"353367071","1663.01","","5","5","5","5","5","5","5","59.2","165.1","121.39","1","1","5","PC","FP","9.84095","0.006","1","qlp","QLP","89.934847","33.506969","-3.075","0.12","-6.438","0.093","2458819.39874","0.00213","2.37532","0.00039","2.957","0.245","2.108374","0.16298","1940","150.099","13.5855","3.05985","24634.5","3490","24","402.261","8.8495","7895.7","147.4","4.06","0.1","2.11","0.17","-0.104","0.019","1.888","0.290804","18,19","","2020-01-29","2020-01-29","2022-12-14"
+"353782445","1664.01","","2","4","4","2","4","4","4","2.5","33.1","7.45","1","7","6","PC","PC","9.17708","0.006","1","qlp-s74-ffi","QLP","276.937885","55.755753","-11.857","0.043","27.282","0.044","2460346.106264","0.0030264","11.8351058","0.0000314","2.209","0.782","0.362696","0.03914","334","36.0482","2.63869","0.190224","146.619","969","20","143.031","0.3945","6225","193","5.06078","0.333649","1.34","0.06","","","1.17","0.167775","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,51,52,53,54,55,56,57,58,59,73,74","L1 candidate","2020-01-29","2024-04-01","2024-04-05"
+"354006740","1665.01","","5","5","5","5","5","5","5","376.5","909.1","105.97","1","45","4","PC","FP","6.4018","0.006","1","qlp","QLP","88.369051","37.339411","-45.908","0.083","83.682","0.067","2458819.00417","0.0022","1.76406","0.00029","3.086","0.077","0.945002","0.223557","870","205.882","12.3762","3.48063","40901.7","3961","34","66.5241","0.23325","6481.7","362.6","","","2.03","0.22","","","","","18,19","very crowded field; v-shaped; matches to 723801895 which is 0.1 mag and 723801891 which is 1.8 mag fainter","2020-01-29","2020-01-29","2022-12-14"
+"368536386","1666.01","","5","5","5","5","5","5","5","9.1","45","23.66","1","2","2","PC","FP","10.3693","0.006","1","qlp","QLP","89.420179","36.765805","-2.947","0.075","-1.976","0.061","2458818.74012","0.00948","1.69433","0.00183","2.169","0.563","0.705958","0.004021","650","3.70354","5.20733","0.47039","3651.29","2165","10","428.948","6.985","7185","269","4.04","0.09","2","0.08","","","1.607","0.288327","18,19","","2020-01-29","2020-01-29","2022-12-14"
+"409183335","1667.01","","5","5","5","5","5","5","5","278.5","506.9","317","0","2","0","PC","FP","9.7229","0.014","1","qlp","QLP","81.807832","38.597453","-0.5","1.7","-17","1.7","2458818.22815","0.00124","3.32125","0.00032","4.304","0.127","6.271921","1.210423","5760","1114.22","25.5824","","12389.8","","86","225.941","","7174","","","","1.76","","","","","","18,19","","2020-01-29","2020-01-29","2022-12-14"
+"417705690","1668.01","","5","5","5","5","5","5","5","7.3","57.5","7.93","0","1","0","EB","FP","10.0233","0.006","1","qlp-s73-ffi","QLP","348.607533","76.93432","4.034","0.08","10.082","0.064","2460311.61688","0.0031179","2.363311","0.0000075","3.294","0.548","1.217793","0.041604","1121","38.3181","2.74038","0.16585","1379.02","1697","34","130.543","0.5625","5420","119.5","4.38","0.08","1.04","0.05","","","0.944","0.119611","19,24,25,52,58,59,73","retired as TFOP FP; potential centroid offset; minor depth-aperture correlation","2020-01-29","2024-01-31","2024-02-02"
+"428679607","1669.01","","2","4","2","2","3","4","4","6.1","54.7","6.19","1","13","8","CP","PC","9.52906","0.006","1","qlp-s79-ffi","SPOC/QLP","45.956474","83.587427","91.732","0.046","-34.432","0.046","2460478.581614","0.0016937","2.6800572","0.0000043","1.789","0.455","0.508243","0.028447","468","26.2007","2.36311","0.137578","415.617","1257","23","111.276","0.3695","5550","134.2","4.37","0.08","1.07","0.05","","","0.977","0.123553","19,20,25,26,52,53,59,60,73,79","TOI-1669 c","2020-01-29","2024-08-29","2024-08-31"
+"441739020","1670.01","","1","4","1","3","4","4","4","14.7","119.3","86.23","5","11","7","CP","CP","9.4682","0.006","1","qlp-s81-ffi","SPOC","259.017252","72.161181","-6.094","0.05","5.154","0.049","2460503.139235","0.0027296","40.7501444","0.0001665","5.629","0.215","6.458674","0.22014","5931","202.736","11.1028","0.517129","58.4708","770","144","168.067","0.687","6453","195","5.20004","0.374851","1.31","0.06","","","1.258","0.187763","14,15,16,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,55,56,57,58,59,60,73,74,75,76,77,78,79,80,81","TOI 1670 c/.01","2020-01-29","2024-08-29","2024-08-31"
+"441739020","1670.02","","2","5","5","2","4","4","4","1.8","27","6.18","5","11","7","CP","CP","9.4682","0.006","2","qlp-s79-ffi","SPOC","259.017252","72.161181","-6.094","0.05","5.154","0.049","2460468.361028","0.0035706","10.9836724","0.0000417","2.636","0.92","0.342061","0.035782","315","32.9562","2.35616","0.177899","196.694","1043","16","168.067","0.687","6453","195","5.20004","0.374851","1.31","0.06","","","1.258","0.187763","14,15,16,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,55,56,57,58,59,60,73,74,75,76,77,78,79","TOI-1670 b / TOI 1670.02","2020-07-16","2024-08-23","2024-08-31"
+"441739020","1670.03","TIC 441739020.03","1","4","1","1","3","4","4","0.3","16.4","9.05","5","11","7","PC","PC","9.4682","0.006","3","spoc-s14-s60-b0A-CP","SPOC","259.017252","72.161181","-6.094","0.05","5.154","0.049","2458822.89838","0.005510094","123.05860282371","0.001050542","9.7316587115103","0.6779064","0.52697","0.047503","485.23936627444","43.751137","2.9538422617546","0.7356122","9.1430896734968","443.49935686451","10.614001","168.067","0.687","6453","195","5.20004","0.374851","1.3122500181198","0.0568342","","","1.258","0.187763","15,16,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,55,56,57,58,59,60","3:1 resonance; potential multi","2022-02-28","2023-06-13","2023-06-16"
+"459903429","1671.01","","5","5","5","5","5","5","5","31.2","59.1","94.69","0","3","2","PC","FA","8.71289","0.006","1","qlp","QLP","130.969393","86.228398","20.373","0.045","2.504","0.045","2458821.04876","0.00413","8.13664","0.00331","2.084","0.348","0.912402","0.003138","840","2.89007","11.75","","29.5076","649","9","221.791","1.2735","4913","122","","","3.96","","","","","","18,19","might be 2x period","2020-01-29","2020-01-29","2022-12-14"
+"468828873","1672.01","","5","5","5","5","5","5","5","9","41.5","23.35","1","2","5","EB","FP","10.045","0.009","1","qlp-s60-ffi","QLP","91.872047","66.857699","-19.652","0.06","-36.157","0.073","2459957.440794","0.0023666","3.8954139","0.0000144","2.832","0.416","0.989556","0.044039","911","40.5608","5.15915","0.301122","566.299","1359","21","281.902","4.53","6064","132.1","3.94","0.08","1.89","0.09","","","1.13","0.143753","18,19,20,59,60","TFOP NEB/FP on 468828877; flux depth aperture correlation","2020-01-29","2023-02-13","2023-02-25"
+"470315428","1673.01","","5","5","5","5","5","5","5","18.3","79.2","20.36","2","1","4","PC","FP","10.2851","0.006","1","qlp","QLP","64.648489","52.865034","19.482","1.018","20.031","1.084","2458818.19746","0.00313","1.08625","0.00036","2.534","0.268","1.205837","0.00168","1110","1.54697","4.65122","0.714178","4081.88","2226","17","222.358","50.771","5562.6","419.2","","","1.4","0.21","","","","","18,19","Matches to a nearby star 668056616 at Tmag=10.3","2020-01-29","2020-01-29","2022-12-14"
+"73104318","1674.01","","5","5","5","5","5","5","5","65.8","57.6","317","0","2","0","PC","FP","9.46925","0.006","1","qlp","QLP","61.721603","58.465452","15.3","0.056","-14.916","0.047","2458822.59324","0.00237","7.45494","0.00138","3.465","0.612","2.478305","0.077525","2280","71.4002","15.1922","","479.468","1303","19","201.645","1.3645","5029.7","16.7","","","2.45","","-0.504","0.014","","","18,19","could be 2x period; likely there is a background EB with distinctly shorter period from transiting event","2020-01-29","2020-01-29","2022-12-14"
+"81831095","1675.01","","3","4","3","3","4","4","4","30.9","103.5","76.46","2","1","9","PC","PC","9.9944","0.024","1","qlp-s59-ffi","QLP","47.806635","61.762385","-3.246","0.043","-1.418","0.053","2459935.218205","0.0011865","3.133084","0.0000049","1.237","0.402","1.29497","1.207108","1192","1111.17","10.3743","2.76485","2269.81","1922","19","399.401","5.3","7478","216.5","4.05","0.08","2.06","0.07","","","1.72","0.286965","18,19,58,59","","2020-01-29","2023-02-03","2023-02-09"
+"8400842","1676.01","","5","5","5","5","5","5","5","132.2","166.8","317","0","0","0","KP","KP","9.441","0.006","1","qlp-s59-ffi","SPOC/QLP","65.469581","57.817209","-2.516","0.083","4.003","0.085","2459936.097333","0.000229","3.1915241","0.0000016","2.712","0.136","9.524474","0.151335","8734","139.375","16.3994","1.63229","1033.99","1579","202","213.053","2.691","6673","150.4","4.13","0.12","1.69","0.17","-0.04","0.1","1.41","0.248085","19,59","XO-3 b","2020-01-29","2023-02-09","2023-02-25"
+"87090944","1677.01","","3","4","3","3","4","4","4","26.6","99.3","21","12","10","7","PC","PC","10.1089","0.006","1","spoc-s59-b0A","QLP","58.486586","58.9683","73.759","0.108","-68.847","0.113","2459910.373493","0.0008715252","0.64358070986308","0.000038836606","0.6659321528504","0.19767338","0.952262","0.066573","876.68077936634","61.314438","4.845281259858","1.7552295","10949.24352239","2608.950134025","13.187748","197.14","2.989","5919.7","109","4.12","0.08","1.4930499792099","0.088387","-0.277","0.014","1.078","0.129962","19,59","v-shaped","2020-01-29","2023-03-16","2023-03-24"
+"96291218","1678.01","","5","5","5","5","5","5","5","41.3","78.8","317","2","1","9","EB","FP","10.3614","0.006","1","qlp-s44-ffi","QLP","73.034809","30.280386","-6.1","2.5","-3.7","2.5","2459917.090821","0.0007733","13.7058173","0.0000236","2.691","0.139","6.413894","0.045862","5890","42.2392","19.6282","","1451.63","","54","391.546","","8001","","","","2.05","","","","","","18,19,43,4459","strong secondary; phase modulations; v-shaped; large; TFOP EB/FP","2020-01-29","2023-02-03","2023-02-09"
+"9837861","1679.01","","5","5","5","5","5","5","5","17.2","45.5","22.17","0","2","0","EB","FP","9.9021","0.006","1","qlp-s73-ffi","QLP","70.54858","54.292058","2.972","0.067","-2.506","0.055","2460312.310541","0.0028781","0.6565741","0.000002","1.908","0.23","0.459364","0.026615","423","24.5127","5.01154","","4719.59","2309","16","299.399","4.3855","5235.5","16.3","","","2.68","","0.104","0.0146903","","","19,73","Possibly variability; check 9837855; retired as TFOP FP/NEB","2020-01-29","2024-01-31","2024-02-02"
+"259168516","1680.01","","2","5","5","2","4","4","4","1.2","9","2.61","11","0","5","PC","CP","13.3081","0.007","1","spoc-s14-s60-b0A-PC","SPOC","292.313979","65.973802","56.574","0.104","-131.332","0.094","2459657.394071","0.0027612","4.8026560812477","0.0000053177664","1.1658647662903","0.16402517","4.742105","0.195948","4358.1157677821","180.45848","1.4202459202407","0.3005025","4.4510969247209","370.45589702913","26.47739","37.2209","0.06155","3231","157","5.04064","0.0219142","0.21345899999142","0.00640239","","","0.182476","0.0200755","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59","","2020-01-30","2023-05-25","2023-07-21"
+"321041369","1681.01","","1","4","1","1","4","4","4","79.6","260.3","52.82","12","3","9","PC","PC","10.4445","0.006","1","qlp-s59-ffi","SPOC/QLP","81.671049","56.963615","-38.239","0.049","5.613","0.051","2459934.602468","0.0011774","1.5379289","0.0000027","0.724","0.358","1.20801","5.528975","1112","5079.43","8.379","3.17708","1075.86","1595","14","153.896","0.7695","5672.5","145.4","4.51","0.08","0.93","0.05","-0.131","0.0212132","1.008","0.12934","19,59","V-shaped; some small centroid offset","2020-01-30","2023-02-03","2023-02-09"
+"367366318","1682.01","","5","5","5","5","5","5","5","279.4","372.9","317","0","0","2","KP","KP","8.14847","0.006","1","qlp-s71-ffi","SPOC/QLP","78.295591","33.317953","10.622","0.082","-49.779","0.058","2460257.740089","0.0000741","2.7347656","3e-7","3.215","0.023","10.026239","0.024081","9192","22.1792","17.7566","0.730985","1794.42","1813","613","136.681","0.931","6767.9","115.7","4.1","0.09","1.77","0.07","","","1.45","0.248342","19,43,44,45,59","KELT-7 b","2020-01-30","2024-01-04","2024-01-05"
+"58542531","1683.01","","1","4","4","1","4","4","4","10.5","91.6","6.56","9","4","13","PC","PC","9.794","0.006","1","qlp-s70-ffi","SPOC/QLP","65.97965","27.82237","-16.02","0.115","-40.952","0.078","2460232.045676","0.0014082","3.0575286","0.0000057","1.24","0.337","1.28736","0.089246","1185","82.1954","2.4623","0.232256","61.7175","780","26","51.1884","0.1389","4402","126.1","4.59","0.11","0.7","0.06","","","0.69","0.0862442","19,43,44,70","L1 candidate; variable star","2020-01-30","2023-12-06","2023-12-08"
+"85031598","1684.01","","3","4","3","3","4","4","4","137.9","236.1","64.27","5","6","12","PC","PC","7.3543","0.006","1","qlp-s59-ffi","SPOC/QLP","65.346085","62.245206","30.853","0.064","-127.329","0.059","2459934.444775","0.0007398","1.1549928","0.0000022","0.939","0.27","0.878716","0.075299","809","69.3502","9.37111","","763.37","1464","30","87.5878","0.34815","4815","122","","","2.99","","","","","","19,59","slightly v-shaped","2020-01-30","2023-02-09","2023-02-25"
+"28900646","1685.01","","1","5","5","1","4","4","4","19.8","124.9","4.35","8","4","11","CP","CP","11.1117","0.007","1","spoc-s14-s60-b0A-CP","SPOC","68.593953","43.03704","37.818","0.096","-86.912","0.059","2459910.938093","0.0017795281","0.66914491421661","0.000009728104","0.99216313634183","0.098100126","1.362771","0.099528","1254.3711931874","91.66477","1.9200406981571","0.14984521","204.69105215292","964.70485496907","13.492256","37.6153","0.07265","3457","157","4.7705","0.00663534","0.46240800619125","0.013731","","","0.459708","0.0202729","19,59","TOI-1685 b","2020-01-30","2023-06-13","2023-06-16"
+"102672709","1686.01","","2","4","2","2","4","4","4","4.8","40.3","13.45","0","6","4","PC","PC","9.86671","0.006","1","spoc-s14-s60-b0A-PC","SPOC","61.731142","66.119599","9.278","0.032","-5.304","0.05","2458818.597826","0.0020528147","6.7053259840671","0.00003374788","3.7302936693581","0.6950537","0.677346","0.058852","623.66447619098","54.203457","3.7294647939892","2.2071571","505.30655950138","1209.2288039168","11.2107315","209.153","1.7115","6141","223.518","4.17616","0.0950537","1.4585800170898","0.0689849","","","1.164","0.199376","19,59","multiple stars in pixel","2020-01-30","2023-05-19","2023-06-16"
+"103448870","1687.01","","3","4","4","3","3","4","4","6.4","68.5","14.6","7","2","6","PC","PC","9.83739","0.006","1","spoc-s14-s55-b0A-PC","SPOC","66.834993","73.023689","21.003","0.035","-39.06","0.041","2458816.843505","0.0017346995","10.25963217054","0.000030577827","1.8234890800554","0.13080183","1.17423","0.103983","1080.9213165072","95.767586","3.913073462944","0.28923586","106.74688950697","819.80121345336","11.165363","124.854","0.461","5734","157.223","4.4674","0.0767968","0.97832500934601","0.0471558","","","1.024","0.131096","19,25,26,52,53","L1 candidate","2020-01-30","2023-03-09","2023-11-29"
+"121966220","1688.01","","5","5","5","5","1","5","5","75.5","116","317","0","0","1","PC","APC","10.8001","0.006","1","spoc-s59-b0A","SPOC","75.797813","41.785784","13.3","0.082","-11.25","0.059","2459914.901064","0.0008807402","6.7171912536788","0.00047332147","7.5037207900455","0.0725633","9.96785","0.106951","9138.7150709507","98.50088","22.875657968554","1.1757971","1148.7011293083","1484.8121462968","91.46608","472.704","9.135","5843","170.189","3.7177","0.0858957","2.3529000282288","0.118236","","","1.054","0.145363","19,59","possibly too large for insolation","2020-01-30","2023-03-06","2023-03-24"
+"198384408","1689.01","","5","5","5","5","5","5","5","8.7","124.7","4.85","0","3","5","V","FA","6.3196","0.006","1","spoc-s19-b02","SPOC","257.78508","56.658901","-14.298","0.611","-60.333","0.761","2458823.255936","0.003739113","9.1238101195933","0.0053042974","5.1188391119771","0.34257415","0.307659","0.035808","283.32408699069","32.979588","2.0471843690411","0.49013633","148.74559044478","890.69860997367","8.011808","26.9148","0.1874","5470.16","101.004","4.30008","0.0737781","1.1485","0.0496106","","","0.96","0.124713","19","Potentially on the neighboring star; possibly has a stellar companion; retired as TFOP FA","2020-01-30","2023-05-26","2023-05-26"
+"267574918","1690.01","","1","5","5","1","4","4","4","0","212.9","1.16","1","0","0","CP","CP","16.338","0.006","1","spoc-s14-s60-b0A-CP","SPOC","284.415675","53.509024","240.759","0.148","-52.514","0.143","2459419.987351","0.03462824","1.4079369333325","0.0000033866268","0.3063530569896","0.024809992","719.731119","23.214061","484643.74413885","21153.988","","","1652.8943345294","1626.2264571303","25.483854","24.7359","0.0434","5780","","4.438","","","","","","","","14,15,19,22,26,40,41,49,53,54,55,56,59","WD 1856+534 b","2020-01-30","2023-06-13","2023-06-16"
+"268334473","1691.01","","1","4","1","1","3","4","4","2.7","44.1","8.73","1","14","3","CP","PC","9.52636","0.006","1","qlp-s79-ffi","SPOC","272.404118","86.860343","-25.645","0.048","161.959","0.05","2460458.306487","0.0021106","16.7368995","0.00004","4.561","0.813","1.074324","0.032342","989","29.7876","2.88015","0.155867","80.3869","834","39","111.445","0.3685","5759","186.802","4.44767","0.0798184","1","0.05","","","1.031","0.143191","19,20,25,26,40,47,52,53,59,60,73,79","TOI-1691 b","2020-01-30","2024-08-29","2024-08-31"
+"288636342","1692.01","","3","4","3","3","4","4","4","2.9","25.6","21.83","6","4","2","PC","PC","10.741","0.006","1","spoc-s14-s60-b0A-PC","SPOC","279.46436","78.61111","-5.886","0.053","-4.637","0.062","2459725.018258","0.0035639","17.728660793804","0.000047309284","6.4427867893589","0.21889417","1.180252","0.032563","1086.4618139431","29.99085","4.9572306827243","0.40437758","161.74339034852","909.5495956514","29.940884","341.119","3.8725","6554","144.208","4.24316","0.090455","1.4579600095749","0.0685126","","","1.357","0.2276","14,15,17,18,19,20,21,23,24,25,26,40,41,47,48,50,51,52,53,54,55,57,58,59,60","potential multi","2020-01-30","2023-05-19","2023-06-16"
+"288636342","1692.02","TIC 288636342.02","3","4","3","3","4","4","4","3.9","34.9","42.33","6","4","2","PC","PC","10.741","0.006","2","spoc-s14-s60-b0A-PC","SPOC","279.46436","78.61111","-5.886","0.053","-4.637","0.062","2459717.485849","0.0021195","32.207969788234","0.00009922328","7.5199580134361","0.12019643","2.619014","0.053168","2409.2943157386","48.96818","7.3178089196454","0.3977602","72.964226506839","793","45.034405","341.119","3.8725","6554","144.208","4.24316","0.090455","1.4579600095749","0.0685126","","","1.357","0.2276","14,15,17,18,19,20,21,23,24,25,26,40,41,47,48,50,51,52,53,54,55,57,58,59,60","outer companion to 1692.01; transits close to momentum dump and data gap","2020-09-11","2023-05-19","2023-06-16"
+"353475866","1693.01","","2","4","2","2","4","4","4","7.7","84.1","3.05","9","4","4","CP","CP","10.6714","0.007","1","spoc-s01-s72-b0A-CP","SPOC","90.308345","34.77309","-22.762","0.084","-17.765","0.069","2458817.684965","0.00087178714","1.7666920094826","0.000005381065","1.4196682162171","0.15623294","0.902088","0.063467","830.5082972738","58.453926","1.5574734396665","0.14315152","57.020808373974","700.85486451197","16.687923","30.7947","0.0391","3474","157","4.77152","0.00661752","0.46125999093056","0.0137244","","","0.4585","0.020293","19,43,44,45,72","TOI-1693 b","2020-01-30","2024-06-06","2024-08-16"
+"396740648","1694.01","","3","5","5","3","4","4","4","22.1","114.3","25.89","7","12","5","PC","CP","10.7424","0.006","1","spoc","SPOC","97.74871","66.360596","46.512","0.037","-20.362","0.046","2458843.657627","0.0009874341","3.7701296088697","0.00026957458","2.8512056345731","0.10558969","4.745447","0.118273","4361.1801081705","108.92766","5.4800265832157","0.46199888","195.28816958523","953.41959319432","26.865028","124.68","0.587","5058","122.082","4.53907","0.0868076","0.81833","0.0476885","","","0.845","0.108916","19,20","","2020-01-30","2020-02-19","2022-12-14"
+"422756130","1695.01","","2","5","5","2","4","4","4","4.6","57.4","3.9","6","3","6","CP","CP","11.0294","0.007","1","spoc-s14-s60-b0A-PC","SPOC","21.921735","72.296615","71.707","0.055","40.475","0.062","2458791.519137","0.0006383377","3.1342945619236","0.0000058707283","1.215879591507","0.33217213","1.285845","0.083004","1183.6060713481","76.446625","1.7992966061178","1.3256298","34.55370325106","618.36286311481","19.041552","45.1309","0.06805","3575","157","4.72334","0.0086441","0.51610499620438","0.0153254","","","0.513745","0.0202836","18,19,24,25,52,58,59","TOI-1695 b","2020-01-30","2023-05-22","2023-06-16"
+"470381900","1696.01","","1","5","5","1","4","4","4","8.6","98.7","10.21","4","1","10","CP","CP","13.9664","0.007","1","spoc-s59-b0A","SPOC","65.280648","48.819831","12.93","0.127","-19.178","0.078","2459911.832125","0.0021197035","2.5005290983268","0.00037064744","0.88098649465966","0.3441977","13.744487","1.720999","12579.350475778","1583.843","3.1713853245147","1.1981618","13.80807308764","491.64657591413","7.788581","64.9172","0.35625","3181","157","4.94798","0.00806131","0.28047499060631","0.00857285","","","0.254505","0.0202442","19,59","TOI-1696 b","2020-01-30","2023-03-06","2023-03-24"
+"1884091865","1697.01","","3","4","3","3","4","4","4","2.4","35","7.6","3","10","5","PC","PC","11.1744","0.006","1","qlp-s52-tois","SPOC","290.10886","61.085447","44.402","0.047","91.791","0.048","2459755.174741","0.0026457","10.716524","0.0000417","3.075","0.276","1.390633","0.001025","1280","0.944507","2.34185","0.253242","19.7169","587","27","83.7441","0.15465","4067","118.044","4.50609","0.111005","0.65","0.07","","","0.64","0.0817178","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52","two real stars in pixel (TIC 229976631 is a phantom)","2020-01-30","2022-10-04","2022-12-14"
+"190223929","1698.01","","3","4","3","3","4","4","4","14.9","24.7","317","3","0","4","PC","PC","11.1018","0.008","1","qlp","QLP","98.502971","41.900782","-2.596","0.073","-7.177","0.066","2458847.69726","0.00269","17.04198","0.0012","1.578","0.349","3.828534","0.012819","3520","11.8065","","","236.097","1092","13","756.791","27.2675","7697.2","112.2","","","","","","","","","20","matches with 703728672 with 3 arcsec separation; could be planetary on companion as well; Gaia Rstar = 2.3 Rsun; period could be half (8.5 days)","2020-02-19","2020-02-19","2022-12-14"
+"22705558","1699.01","","2","4","2","2","4","4","4","4","36.8","9.33","5","3","5","PC","PC","10.8756","0.006","1","spoc-s14-s60-b0A-PC","QLP","125.188745","46.203604","-5.154","0.071","-25.685","0.053","2459606.910667","0.0047745","4.5470055310403","0.00005252775","2.3829229732964","0.70722294","0.883863","0.104657","813.73707247919","96.38792","3.0070741368658","3.0622876","341.45143431458","1096.356977497","8.185801","205.283","1.9335","5654.4","132.3","4.41","0.08","1.0390900373459","0.0568342","0.139","0.017","1.004","0.13286","20,47,60","L1 candidate; low SNR","2020-02-19","2023-05-19","2023-06-16"
+"23650642","1700.01","","5","5","5","5","5","5","5","12.9","75.8","12.14","1","1","1","PC","FP","10.8219","0.007","1","qlp","QLP","126.088625","42.104735","26.602","0.084","-59.738","0.052","2458843.38029","0.00428","1.12355","0.00039","1.611","0.479","1.108016","0.005274","1020","4.85789","3.49799","0.294974","2963.42","2055","12","189.762","1.891","5524","107.6","4.41","0.07","1.01","0.05","0.00660561","0.0200052","0.97","0.124259","20","small centroid offset; potential odd-even","2020-02-19","2020-02-19","2022-12-14"
+"274215536","1701.01","","3","4","4","3","4","4","4","31.9","117.1","21.7","11","16","8","PC","PC","10.9263","0.006","1","qlp","QLP","99.898189","42.131339","7.743","0.066","-53.417","0.059","2458843.37293","0.00208","1.33418","0.00021","1.115","0.308","2.685086","0.010226","2470","9.41862","4.94538","0.439061","470.116","1297","19","123.643","0.71","4685.1","111.6","4.42","0.09","0.88","0.06","0.287","0.052","0.747","0.0865692","20","slightly v-shaped; small depth-aperture correlation","2020-02-19","2020-02-19","2022-12-14"
+"371210825","1702.01","","5","5","5","5","5","5","5","23.9","96.1","8.99","3","0","2","PC","FP","10.9894","0.006","1","qlp","QLP","111.559352","32.383825","-42.674","0.179","-74.653","0.16","2458842.74962","0.00292","0.40312","0.0001","0.853","0.323","1.086279","0.015864","1000","14.6108","2.95177","0.440428","1215.98","1645","11","103.107","1.187","4252.9","105.3","4.37","0.09","0.89","0.07","-0.214058","0.037983","0.665","0.0751074","20","potential L1 candidate; ultra short period","2020-02-19","2020-02-19","2022-12-14"
+"453387619","1703.01","","3","4","4","3","4","4","4","27.6","110.1","24.62","7","2","9","PC","PC","10.6414","0.006","1","spoc-s14-s60-b0A-PC","QLP","113.874367","49.478068","-19.978","0.07","-33.776","0.05","2459605.526737","0.0005118","1.2016104976259","0.0000041517847","0.64983664223543","0.15999112","2.625093","0.132661","2414.8791188306","122.17787","5.3210497118366","2.8951168","2266.0772453236","1759.6991612615","26.397255","198.501","2.0215","5747.6","140.5","4.39","0.08","1.0753200054169","0.0620201","0.540347","0.0175272","1.028","0.129129","20,47,60","V-shaped; variable host","2020-02-19","2023-05-25","2023-06-16"
+"95129101","1704.01","","5","5","5","5","5","5","5","13","66.3","34.66","0","1","10","PC","FP","10.8508","0.007","1","qlp-s46-tois","QLP","114.932863","28.120146","3.12","0.089","-4.992","0.075","2459575.195833","0.0011667","3.929983","0.0000151","2.153","0.167","2.467423","0.001659","2270","1.5283","6.51515","0.363202","398.651","1244","29","343.469","5.973","6621.9","137.7","4.33","0.09","1.34","0.06","-0.011","0.01","1.39","0.227293","20,44,45,46","v-shaped; Centroids show source is TIC 95129100","2020-02-19","2022-03-07","2022-12-14"
+"137500798","1705.01","","5","5","5","5","5","5","5","2.2","22.6","13.56","2","1","3","EB","FP","10.3042","0.007","1","qlp-s74-ffi","QLP","132.635012","82.92712","-4.83","0.039","-17.892","0.042","2460328.287633","0.0049085","13.2054538","0.0000768","4.875","0.47","0.699439","0.031682","644","29.1797","3.74642","0.205098","193.559","1039","19","335.518","2.892","6653","124.9","4.14","0.09","1.67","0.07","","","1.4","0.243274","19,20,26,40,47,53,59,60,73,74","possible secondary at phase 0.45; centroid offset to NW on TIC 37500799; retired as TFOP FP/NEB","2020-02-19","2024-03-04","2024-03-16"
+"230377505","1706.01","","2","4","2","2","4","4","4","2.4","29.5","4.86","1","6","5","PC","PC","10.486","0.006","1","qlp-s80-ffi","SPOC/QLP","285.205602","60.233671","-15.349","0.061","-51.114","0.057","2460500.746505","0.0023792","4.5156165","0.0000112","2.592","0.564","0.494122","0.024852","455","22.8892","2.0572","0.123076","348.196","1203","24","161.185","0.657","5617","125.1","4.47","0.08","0.97","0.05","","","0.994","0.124065","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,56,57,58,59,60,73,74,76,78,79,80","L1 candidate; potential multi","2020-02-19","2024-08-29","2024-08-31"
+"230377505","1706.02","","2","4","4","2","4","4","4","1","17.7","3.1","1","6","5","PC","PC","10.486","0.006","2","qlp-s79-ffi","SPOC","285.205602","60.233671","-15.349","0.061","-51.114","0.057","2460467.498489","0.0068716","7.4058178","0.0000487","2.698","1.005","0.41483","0.034063","382","31.3724","1.57897","0.138468","136.205","951","12","161.185","0.657","5617","125.1","4.47","0.08","0.97","0.05","","","0.994","0.124065","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,56,57,58,59,60,73,74,76,78,79","potential multi","2020-09-23","2024-08-29","2024-09-01"
+"240148934","1707.01","","5","5","5","5","5","5","5","21.3","90.4","34.77","1","1","7","EB","FP","10.3135","0.006","1","qlp-s20-ffi","QLP","101.382168","31.465533","18.699","0.081","-28.382","0.068","2458843.26677","0.00401","2.02365","0.00075","2.585","0.448","1.858198","0.00261","1710","2.40429","5.96472","0.381378","2411.54","1952","15","291.007","5.6945","6582","123.8","4.24","0.09","1.48","0.07","","","1.37","0.225354","20","slight depth/aperture correlation; missing transit; retired as NEB","2020-02-19","2022-03-10","2022-12-14"
+"241173474","1708.01","","3","5","5","3","4","4","4","19.6","101.3","63.14","4","2","5","PC","APC","10.388","0.006","1","qlp","QLP","116.107291","43.009079","-0.437","0.074","-27.325","0.041","2458853.1211","0.00154","11.44192","0.00099","3.841","0.637","5.998949","0.003378","5510","3.11154","9.64245","0.498673","170.262","1006","47","235.782","2.5055","6259","123.6","4.34","0.08","1.24","0.06","","","1.217","0.176427","20","","2020-02-19","2020-02-19","2022-12-14"
+"29119552","1709.01","","3","4","4","3","4","4","4","85.8","128.8","317","9","1","7","PC","PC","10.2061","0.006","1","qlp-s47-ffi","QLP","118.629831","45.807841","3.526","0.153","-40.416","0.097","2459597.198308","0.0007089","7.6288424","0.000016","3.311","0.309","11.844612","0.002022","10850","1.86229","18.0261","1.059","338.345","1194","157","268.655","8.506","6157","134","4.1","0.09","1.6","0.09","","","1.171","0.15984","20,47,60","possible secondary; possibly too big for insolation","2020-02-19","2023-02-27","2023-02-27"
+"445805961","1710.01","","3","5","5","3","4","4","4","8.3","102.8","23.64","2","24","5","CP","CP","8.9134","0.006","1","qlp-s79-ffi","QLP","94.283837","76.21102","59.837","0.037","55.61","0.044","2460439.666809","0.0007764","24.2833782","0.0000182","5.132","0.121","3.092233","0.041189","2844","37.9357","5.21152","0.25711","30.5138","654","71","81.2271","0.17695","5675","125.8","4.46","0.08","0.98","0.05","","","1.01","0.128534","19,20,26,40,53,59,60,73,79","TOI-1710 b","2020-02-19","2024-08-29","2024-08-31"
+"461662295","1711.01","","5","5","5","5","5","5","5","25.3","145.1","46.6","0","3","1","PC","FP","9.92871","0.006","1","qlp","QLP","124.446664","51.01037","-39.008","0.057","-48.908","0.044","2458844.85466","0.00472","10.2558","0.0046","5.088","0.309","6.250081","0.001002","5740","0.923177","7.44683","0.405057","126.859","934","66","112.978","0.4275","5326","120","4.43","0.08","0.97","0.05","","","0.918","0.120378","20","Gaia RV error is 7 km/s; check for secondaries; period could be 2x; observed transits could be secondaries","2020-02-19","2020-02-19","2022-12-14"
+"67926921","1712.01","","5","5","5","5","5","5","5","65.7","92.9","317","2","3","5","PC","FP","9.9841","0.006","1","qlp-s47-tois","QLP","127.945702","44.832314","-1.527","0.064","-6.598","0.05","2459606.849596","0.0005817","3.566276","0.0000044","4.197","0.105","4.209951","0.000345","3870","0.317992","20.2251","0.859403","1949.16","1851","54","574.264","13.792","6831.4","98.6","3.61","0.09","3.17","0.13","-0.249923","0.00668965","1.48","0.258801","20,47","TFOP SB2/APC; Hot host star; likely too large to be planetary; possible phase modulations","2020-02-19","2022-06-28","2023-02-06"
+"15863518","1713.01","","3","4","3","3","4","4","4","22.2","106.5","10.8","17","16","7","PC","PC","10.618","0.006","1","spoc-s14-s60-b0A-PC","SPOC/QLP","100.520595","39.842904","-9.896","0.09","-64.258","0.079","2458842.70969","0.00034319723","0.55725645347951","0.000008818959","0.56713043180401","0.1579211","1.302276","0.094872","1198.7212417066","87.37656","3.2761781925926","3.6646776","3415.3727760672","1949.7515651979","16.33464","138.371","0.93","5097.6","102.7","4.42","0.08","0.94599997997284","0.0538694","0.471968","0.0198114","0.856","0.100592","20,60","v-shaped","2020-02-19","2023-05-25","2023-06-16"
+"239154970","1714.01","","5","5","5","5","5","5","5","105.1","158","317","0","0","2","KP","KP","10.7131","0.008","1","qlp-s47-tois","SPOC/QLP","113.184238","33.835021","0.096","0.073","-2.647","0.07","2459603.425538","0.0001597","3.4744763","0.0000019","4.258","0.018","14.119119","0.000108","12920","0.0996836","19.6131","0.810264","1701.38","1789","267","396.11","7.5075","6642.3","107.3","4.14","0.09","1.67","0.07","0.021","0.01","1.4","0.236512","20,44,45,46,47","HAT-P-33 b","2020-02-19","2022-06-28","2022-12-14"
+"142090065","1715.01","","5","5","5","5","5","5","5","15.8","100","20.75","6","5","1","PC","FP","9.01249","0.006","1","spoc-s14-s60-b0A-PC","SPOC/QLP","79.073505","79.737727","-6.382","0.051","13.103","0.066","2459738.517459","0.0011386","2.8269356371308","0.0000026106343","1.1692366485965","0.09165718","1.032977","0.03171","950.95443815022","29.205482","4.8112209137515","0.80754805","2458.6277072606","1795.944627784","34.44793","182.907","1.2905","7072","131.2","4.28","0.09","1.5058100223541","0.0587262","","","1.566","0.274503","19,20,25,26,40,52,53,59,60","V-shaped; close neighbor TIC 142090063 w/ Tmag~11; ~150 ppm secondary at phase 0.56","2020-02-19","2023-05-19","2024-01-09"
+"14336130","1716.01","","1","4","1","1","4","4","4","4.7","53.8","8.08","1","24","9","PC","PC","8.82897","0.006","1","qlp-s60-ffi","SPOC/QLP","105.083329","56.824194","50.84","0.088","-55.918","0.062","2459959.217063","0.0030913","8.0823313","0.0000403","3.26","0.57","0.602751","0.03309","555","30.4763","2.77252","0.182718","160.826","992","18","104.158","0.81","5878.6","140.7","4.28","0.08","1.24","0.07","0.09","0.131","1.065","0.138125","20,47,60","potential L1 planet","2020-02-19","2023-02-27","2023-03-03"
+"149833117","1717.01","","3","4","3","3","4","4","4","92.3","281.7","106.97","7","10","4","PC","PC","9.52339","0.006","1","qlp-s60-ffi","SPOC/QLP","104.628546","67.677336","1.214","0.053","9.711","0.059","2459962.005599","0.0012844","4.0524036","0.0000207","2.091","0.205","8.910183","0.248812","8173","229.138","12.6674","0.584198","354.083","1208","43","188.086","1.895","6578","122.8","4.31","0.09","1.36","0.06","","","1.368","0.227737","20,47,60","variable star; multiple stars in pixel","2020-02-19","2023-02-27","2023-03-03"
+"257241363","1718.01","","3","4","4","3","4","4","4","26.2","184.8","16.74","2","3","8","PC","PC","8.2558","0.006","1","qlp-s72-ffi","SPOC/QLP","112.018025","30.321732","-22.04","0.069","-155.884","0.063","2460278.309588","0.0003352","5.5870396","0.0000026","2.745","0.046","2.072476","0.018386","1907","16.9337","4.24332","0.249549","134.155","948","109","52.3044","0.0936","5378","134.6","4.46","0.08","0.94","0.06","0.2","0.1","0.93","0.117997","20,44,45,46,47,60,71,72","","2020-02-19","2024-01-17","2024-01-27"
+"293617835","1719.01","","3","4","4","3","4","4","4","37.4","93.9","67.73","2","24","14","PC","PC","7.7649","0.006","1","qlp-s74-ffi","SPOC/QLP","135.297462","55.85994","-9.671","0.315","-1.008","0.274","2460337.550728","0.0014366","2.7552586","0.0000047","1.17","0.439","0.367041","0.091576","338","84.3411","9.65945","1.09386","799.261","1481","16","227.754","10.2645","6096.4","111.7","3.26","0.09","4.17","0.26","","","1.14","0.147561","20,21,47,74","evolved bright and variable star; v-shaped","2020-02-19","2024-04-01","2024-04-05"
+"356473034","1720.01","","5","5","5","5","5","5","5","129.5","305.2","115.1","0","0","1","KP","KP","10.4467","0.006","1","qlp-s60-ffi","SPOC/QLP","117.026769","50.225147","-29.731","0.083","-154.272","0.05","2459957.574412","0.0002035","2.6158597","9e-7","2.517","0.06","14.606505","0.147582","13363","135.919","13.1204","0.946292","428.036","1267","172","154.273","1.446","5267","152.7","4.32","0.1","1.08","0.08","0.38","0.1","0.902","0.114612","20,47,60","XO-2 N b","2020-02-19","2023-02-27","2023-03-03"
+"51234631","1721.01","","5","5","5","5","5","5","5","82","97.4","317","0","1","2","KP","KP","10.1653","0.006","1","qlp-s74-ffi","SPOC/QLP","110.388028","58.268109","-16.989","0.056","5.31","0.05","2460339.400472","0.001473","4.1250429","0.0000093","4.454","0.056","9.601148","0.227769","8804","209.761","15.3479","0.884007","1112.27","1608","125","272.655","2.8845","6304","139.5","4.11","0.09","1.62","0.09","-0.03","0.1","1.238","0.186019","20,47,60,74","XO-4 B","2020-02-19","2024-04-01","2024-04-05"
+"85242435","1722.01","","3","4","3","3","4","4","4","6.7","70","14.39","6","3","7","PC","PC","9.52682","0.006","1","qlp-s60-ffi","SPOC/QLP","114.345213","61.153925","-8.62","0.053","-58.853","0.053","2460323.319677","0.0014976","9.6052235","0.0000169","3.628","0.079","1.561325","0.039479","1437","36.3604","3.86469","0.188322","136.86","952","27","136.419","0.8415","6137","125.2","4.43","0.08","1.09","0.05","","","1.162","0.158244","20,47,60,74","variable host star","2020-02-19","2024-04-01","2024-04-02"
+"71431780","1723.01","","2","4","2","2","4","4","4","3.7","52.9","9.04","5","22","8","PC","PC","9.09942","0.006","1","qlp-s73-ffi","SPOC","116.797198","68.476685","5.04","0.03","12.326","0.046","2460307.768558","0.0025236","13.7270395","0.0000497","4.007","0.392","0.978689","0.040132","901","36.9618","2.95921","0.167618","68.9542","802","24","100.727","0.2915","5777","124.977","4.38035","0.0725402","1.09","0.05","","","1.035","0.126798","20,26,47,73","","2020-02-19","2024-05-17","2024-06-01"
+"81212286","1724.01","","5","5","5","5","5","5","5","13.6","92.5","4.59","9","0","8","PC","FP","12.507","0.008","1","spoc","SPOC","127.032597","56.427529","-88.814","0.053","-7.645","0.052","2458843.027821","0.0020229782","0.68508080528859","0.0000990565","1.0565886835312","0.5722773","2.909017","0.368086","2675.717666226","338.96216","1.9806358251235","2.0170252","170.82953348617","922.06277288612","7.6018205","58.3171","0.1227","3541","157","4.8452","0.00212178","0.380019","0.0113954","","","0.368761","0.0203001","20","centroid offset towards a brighter star (TIC 81212289).","2020-02-19","2020-02-19","2022-12-14"
+"86396382","1725.01","","5","5","5","5","5","5","5","243.1","336.9","317","25","1","0","KP","KP","11.0967","0.013","1","qlp-s45-tois","SPOC","97.636645","29.672266","-1.58","0.068","-6.958","0.058","2459550.243082","0.0001201","1.0914167","5e-7","2.774","0.103","18.715616","0.000201","17090","0.185527","23.9976","1.1164","5597.87","2409","429","427.246","5.9855","6154","105.682","4.02046","0.0803026","1.75","0.08","0.21","0.1","1.17","0.160593","20,43,44,45","WASP-12 b","2020-02-19","2022-03-10","2022-12-14"
+"130181866","1726.01","","1","4","1","2","4","4","4","15.6","223","5.67","5","17","3","CP","CP","6.2683","0.006","1","spoc-s14-s50-b0A-CP","SPOC","117.47937","27.363134","-10.027","0.085","-11.314","0.049","2459598.814684","0.0009055","7.1079112055516","0.000008345263","3.375046700126","0.06275908","0.54659","0.019522","503.3014124606","17.98008","2.2428999125156","0.1537758","145.57127915085","885.90810324973","25.38275","22.4035","0.0225","5694.11","153.429","4.53108","0.085452","0.90293198823929","0.0547111","0.0169559","0.0168932","1.01","0.128574","20,44,45,46,47","HD 63433 b","2020-02-19","2022-11-09","2022-12-14"
+"130181866","1726.02","","1","4","1","2","4","4","4","8.6","187.1","7.16","5","17","3","CP","CP","6.2683","0.006","2","spoc-s01-s50-b0A","SPOC","117.47937","27.363134","-10.027","0.085","-11.314","0.049","2459583.637103","0.0009975048","20.543815332181","0.00002359128","4.0537919315998","0.11268908","0.868265","0.027355","799.3817132818","25.194975","2.5734283075191","0.30035052","35.35820585189","621.93114304247","25.08834","22.4035","0.0225","5694.11","153.429","4.53108","0.085452","0.90293198823929","0.0547111","0.0169559","0.0168932","1.01","0.128574","20,44,45,46,47,72","HD 63433 c","2020-02-20","2024-02-01","2024-02-01"
+"241225337","1727.01","","2","4","2","2","4","4","4","6.5","58.7","5.48","7","7","9","PC","PC","9.75149","0.007","1","spoc-s14-s60-b0A-PC","SPOC","93.558549","53.135925","2.193","0.083","-57.132","0.084","2458842.784934","0.001267988","1.8308781612557","0.000012823365","1.5764905504684","0.39453956","0.504519","0.092601","464.57136570285","85.28502","2.1988321068061","2.1533735","990.69133332485","1430.883713477","7.910985","115.362","0.613","5566","147.029","4.44006","0.076621","0.98869001865387","0.0525879","","","0.982","0.122454","20,60","low SNR; orbital period may be 2x current period based on RV follow-up","2020-02-19","2023-08-03","2023-08-03"
+"285048486","1728.01","","3","5","5","3","4","4","4","28.6","148.1","21.88","6","3","2","CP","CP","10.7921","0.007","1","qlp-s47-tois","SPOC","120.611679","64.797153","104.078","0.044","52.92","0.046","2459604.399093","0.0005321","3.4913952","0.0000043","1.763","0.259","5.878863","0.001382","5400","1.27243","4.9395","0.165713","44.3221","718","68","60.798","0.13635","3907","157","4.62346","0.011365","0.63","0.02","","","0.614339","0.0202201","20,47","TOI-1728 b","2020-02-19","2022-06-28","2022-12-14"
+"298666530","1729.01","","5","5","5","5","5","5","5","167.2","1470.4","0.3","9","0","0","PC","FP","18.3324","0.016","1","spoc","SPOC","278.399911","58.205529","11.763","0.347","135.724","0.43","2458842.505715","0.0013579031","0.57320866881537","0.00005899943","0.45823760333097","0.14889674","614.222321","118.717542","432048.73439613","103577.016","","","","","8.575673","151.383","4.632","5780","","4.438","","","","","","","","20","Possible planet around a white dwarf!","2020-02-19","2020-02-19","2022-12-14"
+"318022259","1730.01","","2","4","4","2","4","4","4","7.4","105.4","8.1","25","7","9","PC","PC","10.3595","0.007","1","qlp-s60-ffi","SPOC","107.865826","48.327933","-93.076","0.091","-570.552","0.082","2459952.635271","0.0024431","6.2262315","0.0000277","2.239","0.772","1.616779","1.677803","1488","1544.12","2.75524","0.963981","114.271","910","16","35.6917","0.0833","3691","157","4.70931","0.00914374","0.53","0.02","","","0.529004","0.0202865","20,47,60","potential multi","2020-02-19","2023-02-27","2024-07-17"
+"318022259","1730.02","","2","4","4","2","4","4","4","5.7","9.9","2.81","25","7","9","PC","PC","10.3595","0.007","2","qlp-s60-ffi","SPOC","107.865826","48.327933","-93.076","0.091","-570.552","0.082","2459961.132517","0.0034359","2.1555232","0.0000092","1.445","0.724","0.805915","0.097595","742","89.8839","1.47809","0.113091","132.347","944","12","35.6917","0.0833","3691","157","4.70931","0.00914374","0.53","0.02","","","0.529004","0.0202865","20,47,60","potential multi","2020-02-19","2023-02-27","2024-07-17"
+"318022259","1730.03","","1","4","4","1","4","4","4","2.5","69.9","6.57","25","7","9","PC","PC","10.3595","0.007","3","qlp-s60-ffi","QLP","107.865826","48.327933","-93.076","0.091","-570.552","0.082","2459598.372283","0.0023637","12.5739572","0.0012622","2.722","0.298","2.358608","0.12887","2170","118.687","2.4359","0.11049","6.20302","439","12","35.6917","0.0833","3691","157","4.70931","0.00914374","0.53","0.02","","","0.529004","0.0202865","20,47,60","close to 2:1 resonance with TOI 1730.01; potential L1 planet in a multi","2022-03-01","2023-02-27","2024-07-17"
+"371234684","1731.01","","5","5","5","5","5","5","5","55.6","71.7","317","0","0","0","KP","KP","11.7946","0.007","1","qlp-s47-tois","SPOC","110.168516","37.140595","-9.63","0.071","-13.043","0.064","2459603.86508","0.0005119","3.9228042","0.0000043","3.205","0.097","15.274679","0.001449","13970","1.33437","15.8493","0.873536","583.697","1369","103","455.203","8.8015","6193","137.448","4.2858","0.0913953","1.3","0.07","0.08","0.1","1.19","0.178206","20,47","HAT-P-9 b","2020-02-19","2022-06-28","2022-12-14"
+"470987100","1732.01","","2","4","2","2","4","4","4","4","43","5.59","6","2","5","PC","PC","11.3266","0.007","1","spoc-s14-s60-b0A-PC","SPOC","111.801451","53.045268","-6.753","0.061","42.185","0.052","2459601.239901","0.002775","4.1192231192586","0.0000142968365","2.1841674568197","0.5088356","1.343348","0.101321","1236.5042452328","93.31554","2.2236629223564","1.6888051","44.245826205857","657.79084815526","12.32325","74.7599","0.23155","3876","157","4.62394","0.011413","0.63257098197937","0.0187445","","","0.613891","0.0202526","20,47,60","potential L1 planet","2020-02-19","2023-05-25","2023-06-16"
+"53427308","1733.01","","5","5","5","5","5","5","5","12.7","58.1","33.6","1","2","2","PC","FP","10.379","0.006","1","qlp","QLP","118.881765","54.596601","-20.703","0.061","-8.957","0.054","2458844.7654","0.004","5.80322","0.00192","1.569","0.23","1.858198","0.005059","1710","4.65989","6.3744","0.474266","61.8583","781","13","251.27","2.552","5846","128.1","4.11","0.07","1.5","0.07","","","1.055","0.129194","20","Small depth-aperture correlation; odd/even not reliable because fit fails; short transit duration for a big star; steep ingress and shallow egress could be due to disintegrating planet","2020-02-20","2020-02-20","2022-12-14"
+"224596152","1734.01","","2","4","2","2","4","4","4","1","24.3","7.83","1","3","5","PC","PC","10.2713","0.006","1","spoc-s14-s60-b0A-PC","SPOC","254.503289","57.305263","44.042","0.036","-43.679","0.041","2458688.866362","0.003314786","28.874507778032","0.00011769409","4.4849765246935","0.22685488","0.634808","0.032835","584.50891328843","30.241476","2.7122882372583","0.1963155","28.020295072557","586.79705515025","18.608006","156.571","0.4535","5773","119.624","4.46229","0.0746802","0.98889797925949","0.0466307","","","1.034","0.122","14,15,16,17,18,19,20,22,23,24,25,26,40,41,47,48,49,50,52,53,54,55,56,57,58,59,60","","2020-02-27","2023-05-19","2023-06-16"
+"365673804","1735.01","","1","4","1","1","4","4","4","3.1","47.3","5.85","2","8","6","PC","PC","8.3412","0.006","1","qlp-s58-ffi","SPOC","313.339157","64.229166","41.989","0.06","52.687","0.048","2459897.427225","0.0023465","10.3857972","0.0000378","3.142","0.434","0.33663","0.020488","310","18.8702","2.28473","0.124295","120.411","922","16","99.4495","0.25155","6439","119.798","4.35142","0.084906","1.26","0.05","","","1.3","0.198959","15,16,17,18,24,56,57,58","crowded field","2020-02-27","2023-02-03","2023-02-09"
+"408618999","1736.01","","1","5","5","1","4","4","4","5.9","57","7.93","2","21","4","CP","CP","8.3302","0.006","1","qlp-s79-ffi","SPOC","43.434461","69.101345","-46.293","0.039","-14.413","0.055","2460476.195239","0.0033761","7.0731184","0.0000219","3.826","0.866","0.484346","0.018333","446","16.8849","2.73682","0.155219","265.406","1124","28","88.9482","0.32085","5656","122.561","4.1408","0.0786724","1.41","0.07","","","1","0.130334","18,19,25,52,58,59,79","TOI-1736 b","2020-02-27","2024-08-29","2024-08-31"
+"233009109","1737.01","","2","5","5","2","4","4","4","2.1","25.9","8.23","1","6","6","PC","PC","8.57502","0.006","1","qlp-s58-ffi","SPOC/QLP","248.253233","72.925534","24.069","0.037","-53.965","0.047","2459930.641921","0.0032714","14.4479443","0.0000769","6.16","0.528","0.217169","0.008671","200","7.98667","2.79779","0.132001","268.305","1127","19","177.63","0.677","6669","127.5","4.01","0.09","1.95","0.08","","","1.408","0.237152","15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58","L1 candidate; variable host","2020-02-27","2023-02-03","2023-02-09"
+"104208182","1738.01","","2","4","2","2","4","4","4","9.3","52.1","17.7","3","4","7","PC","PC","12.4851","0.007","1","spoc-s14-s60-b0A-PC","SPOC","54.502163","50.955115","26.655","0.048","-86.188","0.037","2458792.656633","0.001633744","3.6985816505261","0.000013993961","1.5474205072821","0.18553336","3.329433","0.345949","3061.8238444982","318.57974","4.3816478104217","0.4041094","59.765484919555","709.14061792517","9.83872","142.042","0.498","3948","157","4.59404","0.011821","0.66920000314713","0.0196139","","","0.641329","0.020142","18,19,59","","2020-02-27","2023-05-19","2023-06-16"
+"159418353","1739.01","","2","4","2","2","3","4","4","2.3","38.6","4.08","5","4","3","PC","PC","9.812","0.006","1","spoc-s14-s60-b0A-PC","SPOC","240.172481","83.258659","-132.915","0.038","107.827","0.038","2459631.820523","0.0030342","8.3032978372528","0.000017560737","1.8911727042746","0.1691388","0.608584","0.038739","560.36987991606","35.678978","1.8472692939353","0.9920949","53.68675331419","690.37735041855","13.010287","70.9819","0.10305","4814","124.993","4.54519","0.0935899","0.7807070016861","0.0535628","","","0.78","0.094964","14,19,20,21,25,26,40,41,47,52,53,59","L1 candidate","2020-02-27","2023-05-25","2023-06-16"
+"174041208","1740.01","","2","4","2","2","4","4","4","1.2","28.2","6.64","1","3","10","PC","PC","10.4274","0.006","1","spoc","SPOC","351.017992","43.37667","68.426","0.098","-46.552","0.084","2458741.058614","0.0048732203","19.428419032211","0.0037161424","3.5727154346457","0.797823","0.923717","0.118055","850.41278825602","108.72698","2.4616462332279","1.9440622","27.174515250777","582.3179815338","8.218374","114.046","1.063","5366","157.99","4.56253","0.0815015","0.835173","0.0467638","","","0.929","0.120382","16,17","period could be 2x","2020-02-27","2020-02-27","2022-12-14"
+"198206613","1741.01","","2","4","2","2","4","4","4","0.8","3.8","2.45","4","3","3","PC","PC","10.5783","0.006","1","qlp-s56-tois","SPOC","247.043455","63.499098","-130.618","0.042","127.237","0.059","2459852.091929","0.0028896","10.9406641","0.0000532","2.175","0.368","0.477829","0.040616","440","37.4077","1.36492","0.136596","10.665","503","11","61.9251","0.0995","4324","126.843","4.697","0.104525","0.61","0.05","","","0.68","0.0816675","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56","","2020-02-27","2023-02-06","2023-02-09"
+"219857012","1742.01","","1","4","4","1","4","4","4","1.4","32.7","4.09","2","32","3","PC","PC","8.2865","0.006","1","qlp-s74-ffi","SPOC/QLP","257.328868","71.876672","24.2","0.042","63.269","0.054","2460320.525214","0.0042514","21.2690553","0.0001062","5.772","0.414","0.363783","0.010234","335","9.42565","1.85355","0.0989817","57.2472","766","31","72.8871","0.1194","5707","124.634","4.31886","0.0771701","1.16","0.06","","","1.02","0.126497","15,16,17,18,19,20,21,22,23,24,25,26,40,47,48,49,50,51,52,53,54,55,56,58,59,60,73,74","L1 candidate","2020-02-27","2024-04-01","2024-04-05"
+"219860288","1743.01","","1","4","4","1","4","4","4","8.7","138.5","10.96","10","0","3","PC","PC","12.4251","0.007","1","qlp-s49-tois","SPOC","257.747332","71.872204","66.979","0.088","188.773","0.087","2459660.494212","0.0022429","4.2660553","0.000014","0.69","0.301","1.847322","1.728945","1700","1591.15","3.30511","1.40785","10.8837","506","11","41.2758","0.0887","3281","157","4.90415","0.00361744","0.32","0.01","","","0.299659","0.0201029","15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49","slightly v-shaped; potential L1 candidate","2020-02-27","2022-08-19","2023-08-23"
+"229455001","1744.01","","3","4","3","3","4","4","4","2.2","38.8","7.82","0","7","4","PC","PC","9.01932","0.006","1","qlp-s74-ffi","SPOC","294.291071","60.881302","-1.548","0.058","-18.707","0.049","2460310.534537","0.002569","22.3416818","0.0000789","2.693","0.738","0.524537","0.04621","483","42.5604","2.71115","0.173582","47.9146","732","23","114.39","0.415","6179","124.697","4.3969","0.0828215","1.14","0.05","","","1.181","0.164577","14,15,16,17,18,19,20,21,23,25,26,40,41,47,48,49,50,51,53,54,55,56,57,58,59,60,73,74","inconsistent centroid offset; two stars in pixel; possible unrelated dip at ~1848 TBJD","2020-02-27","2024-04-01","2024-04-05"
+"232635922","1745.01","","2","4","2","2","4","4","4","4.8","68.6","11.75","1","0","7","PC","PC","12.7963","0.008","1","spoc-s14-s60-b0A-PC","SPOC","281.13629","54.949899","-114.192","0.093","-49.263","0.097","2459653.478364","0.0045755","5.9848710165382","0.000016876244","2.2695614064723","0.20378387","2.808933","0.211938","2583.7788262441","195.18314","3.4443502528786","4.0503216","13.819671673402","519","16.766644","84.0287","0.3351","3759","157","4.80439","0.00478617","0.42446801066399","0.0126086","","","0.418805","0.0202568","14,15,16,18,19,22,25,26,40,41,48,49,52,53,55,56,57,58,59,60","slightly v-shaped; very close neighboring TIC 1717744910; possible depth aperture correlation; ~500 ppm secondary","2020-02-27","2023-05-19","2023-06-16"
+"232650365","1746.01","","1","4","1","2","4","4","4","3.1","7.3","2.78","8","0","5","PC","PC","11.9589","0.018","1","spoc-s14-s50-b0A-PC","SPOC","281.767709","54.910682","0.71","2","71.59","2","2458684.784378","0.0009874731","2.5253322692033","0.000011101902","0.98982898543344","0.45784393","1.367338","0.156482","1258.5718559308","144.11441","1.4761502819517","1.7663056","26.101775226587","576.48400363724","10.498972","62.55347","","3340","157","4.81708","0.00724115","0.41046500205994","0.0147749","","","0.403244","0.0222963","14,15,16,19,22,25,26,40,41,49","V-shaped","2020-02-27","2023-02-06","2023-02-09"
+"232650365","1746.02","","1","4","1","1","4","4","4","1.7","5.8","2.44","8","0","5","PC","PC","11.9589","0.018","2","spoc-s14-s60-b0A-PC","SPOC","281.767709","54.910682","0.71","2","71.59","2","2459660.640991","0.0054925","3.8776815409653","0.000010184988","1.0297542344625","0.48020497","1.170958","0.143186","1077.9105507384","131.87047","1.3658069583779","1.7800511","14.734381062708","499.69237673104","10.7988615","62.55347","","3340","157","4.81708","0.00724115","0.41046500205994","0.0147749","","","0.403244","0.0222963","14,15,16,19,22,25,26,40,41,49,52,53,54,55,56,57,58,59,60","potential multi; near 3:2 resonance","2022-02-28","2023-05-25","2023-06-16"
+"233071822","1747.01","","2","4","4","2","4","4","4","5.4","52.3","4.42","3","4","4","PC","PC","10.4302","0.006","1","qlp-s79-ffi","SPOC","270.80605","60.675192","-56.939","0.034","-106.347","0.041","2460475.498417","0.0014255","2.7546529","0.0000041","0.568","0.263","0.50933","0.1533","469","141.185","1.94391","0.264413","46.0148","725","14","70.1306","0.0875","4435","120.688","4.58929","0.0983592","0.7","0.06","","","0.69","0.0820989","14,15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49,50,51,52,54,55,56,58,59,60,75,76,77,78,79","possible slightdepth aperture correlation","2020-02-27","2024-08-29","2024-08-31"
+"233071926","1748.01","","2","4","4","2","4","4","4","3.3","35.9","2.96","5","2","4","PC","PC","10.5657","0.006","1","spoc-s14-s60-b0A-PC","SPOC","270.73931","60.417638","15.971","0.042","72.644","0.041","2459662.449114","0.0029499","1.8318622553509","0.0000051451516","1.4211171836468","0.10206552","0.437772","0.02972","403.12197258081","27.372877","1.5299007072815","0.8987717","404.92274589962","1144.0968579189","18.16277","101.084","0.1965","4837","178","4.51662","0.354642","0.76822602748871","0.0516382","","","0.795","0.0925717","14,15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49,50,51,52,54,55,56,58,59,60","","2020-02-27","2023-05-19","2023-06-16"
+"233602827","1749.01","","1","5","5","1","4","4","4","2.1","28.8","4.66","4","1","2","CP","CP","12.2574","0.007","1","spoc-s14-s60-b0A-CP","SPOC","282.737228","64.419466","-54.402","0.023","61.827","0.026","2459763.323055","0.0027939","4.489136684777","0.000008228225","1.8833376651575","0.2825689","1.381051","0.063517","1271.1867023262","58.49921","1.9980298322591","1.0064696","36.153898779107","625.40094625718","21.233028","99.5561","0.1172","3959","157","4.68416","0.00982267","0.56135600805283","0.0165649","","","0.555356","0.0202155","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,57,58,59,60","TOI-1749 c / TOI 1749.01","2020-02-27","2023-06-13","2023-06-16"
+"233602827","1749.02","","1","5","5","1","4","4","4","1.3","26.6","5.7","4","1","2","CP","CP","12.2574","0.007","2","spoc-s14-s60-b0A-CP","SPOC","282.737228","64.419466","-54.402","0.023","61.827","0.026","2459647.515197","0.0033828","9.0447038549647","0.000016702928","1.765314791841","0.3585741","1.750533","0.094715","1611.0010187773","87.23222","2.2493746087611","1.3561225","14.207350919236","495.16281868225","17.26894","99.5561","0.1172","3959","157","4.68416","0.00982267","0.56135600805283","0.0165649","","","0.555356","0.0202155","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,57,58,59,60","TOI-1749 d / TOI-1749.02; multi","2020-02-27","2023-06-02","2023-06-16"
+"233602827","1749.03","","5","5","5","5","5","5","5","1.6","3.2","2.36","4","1","2","CP","KP","12.2574","0.007","3","spoc-s14-s60-b0A-CP","SPOC","282.737228","64.419466","-54.402","0.023","61.827","0.026","2458684.354953","0.0010544867","2.3889051010357","0.000009959496","1.0324090206081","0.29452005","0.618884","0.071978","569.85117713329","66.292","1.3399400841672","2.0260444","83.837897666032","771.75569758312","8.726385","99.5561","0.1172","3959","157","4.68416","0.00982267","0.56135600805283","0.0165649","","","0.555356","0.0202155","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,57,58,59,60","TOI-1749 b / TOI-1749.03; multi","2023-03-23","2023-06-02","2023-06-16"
+"237099296","1750.01","","2","4","2","2","4","4","4","1.5","23.7","7.38","2","4","4","PC","PC","11.7077","0.006","1","spoc-s14-s60-b0A-PC","SPOC","240.301978","68.9373","48.652","0.046","-36.374","0.051","2459663.822557","0.0044911","11.337361397569","0.00002155542","2.8611319363151","0.26875362","1.297193","0.053643","1194.0451617242","49.405815","2.6194940391525","1.0738811","33.352023155245","612.9150640887","23.582283","162.46","0.8385","4765","123.903","4.55138","0.0929274","0.7686750292778","0.0541206","","","0.767","0.0928027","14,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","L1 candidate","2020-02-27","2023-05-25","2023-06-16"
+"287080092","1751.01","","1","5","5","1","4","4","4","1.1","27","6.62","0","21","8","CP","CP","8.80616","0.006","1","qlp-s74-ffi","SPOC","243.488853","63.53353","8.353","0.041","-172.81","0.047","2460307.316749","0.0039313","37.4686384","0.0001759","7.324","1.679","0.477829","0.021917","440","20.1857","2.46137","0.133864","77.4465","826","29","113.335","0.292","6114","122.03","4.293","0.0838503","1.27","0.06","","","1.152","0.1689","15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,74","TOI-1751 b; possible unrelated transits near TBJD 2717 and 2749","2020-02-27","2024-04-01","2024-04-05"
+"287139872","1752.01","","1","4","4","1","4","4","4","5.3","38.3","3.91","7","0","5","PC","PC","12.7463","0.008","1","spoc-s14-s60-b0A-PC","SPOC","253.461486","60.70962","-171.252","0.061","125.196","0.062","2459662.731174","0.0023391","0.93518907755039","0.0000057909137","0.76946493779261","0.19851498","1.249627","0.091688","1150.2871155852","84.44421","1.8032935298634","1.3499643","194.17287444682","952.06563502846","19.779213","103.021","0.3355","3652","157","4.71387","0.00897414","0.52698701620102","0.0156406","","","0.524085","0.0202784","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,55,56,57,58,59,60","L1 candidate; potential multi","2020-02-27","2023-05-25","2023-06-16"
+"287139872","1752.02","","1","4","1","1","4","4","4","0.2","17.2","6.45","7","0","5","PC","PC","12.7463","0.008","2","spoc-s14-s60-b0A-PC","SPOC","253.461486","60.70962","-171.252","0.061","125.196","0.062","2458704.636574","0.010628937","32.713540617053","0.00045082436","5.0754669750094","0.6944944","1.596402","0.19989","1469.2598787735","184.0885","2.4202837131968","0.24975602","1.6972704884105","291.11026160747","9.142073","103.021","0.3355","3652","157","4.71387","0.00897414","0.52698701620102","0.0156406","","","0.524085","0.0202784","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,55,56,57,58,59,60","low SNR; potential multi","2022-02-28","2023-05-19","2023-06-16"
+"289580577","1753.01","","2","4","2","2","4","4","4","2.5","27.8","7.37","5","11","5","PC","PC","11.2078","0.006","1","spoc-s14-s60-b0A-PC","SPOC","252.469835","61.173577","-1.585","0.075","12.548","0.074","2459653.733754","0.0034438","5.3846238966092","0.000011786725","3.2617296170525","0.1596112","0.684979","0.02734","630.69013134983","25.18058","2.6170633387085","0.25181937","237.99595980099","1001.756446098","23.091486","226.671","2.699","5700","130.299","4.48088","0.0795665","0.95902198553085","0.0498041","","","1.015","0.131911","14,15,16,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,58,59,60","L1 candidate","2020-02-27","2023-05-25","2023-06-16"
+"332477926","1754.01","","1","4","1","1","4","4","4","1.3","35.5","8.39","8","2","6","PC","PC","11.7229","0.007","1","spoc-s14-s60-b0A-PC","SPOC","265.59431","57.447771","-8.123","0.051","-12.378","0.047","2459662.802223","0.0034167","16.214321688425","0.00006849222","3.8395249449338","0.20868565","1.688227","0.089343","1553.7064338555","82.28461","2.8235074558868","0.14136812","6.3061638733334","404.16719718942","20.657053","81.5511","0.15135","3849","157","4.65688","0.0106348","0.59329497814179","0.0175759","","","0.582584","0.0202531","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,57,58,59,60","L1 candidate; v-shaped","2020-02-27","2023-05-25","2023-06-16"
+"356978132","1755.01","","5","5","5","5","2","5","5","22","97.6","317","1","3","2","PC","APC","9.90051","0.006","1","qlp-s52-tois","SPOC","273.781707","56.878102","9.751","0.036","-39.905","0.039","2459681.861928","0.0008967","60.1849546","0.0000831","2.618","0.14","3.719582","1.504037","3420","1384.31","17.6582","5.26001","10.432","500","47","205.933","0.7935","6499","129.287","4.35362","0.0884507","1.27","0.06","","","1.331","0.212652","14,15,16,17,18,19,20,21,22,24,25,26,40,41,47,48,49,50,51,52","v-shaped; grazing","2020-02-27","2022-12-08","2022-12-16"
+"364074068","1756.01","","2","4","4","2","4","4","4","2.6","30","3.57","4","2","4","PC","PC","12.0948","0.007","1","spoc-s14-s60-b0A-PC","SPOC","306.328774","77.636412","-12.577","0.028","52.096","0.025","2458764.851874","0.0011853226","2.7830113660821","0.0000089497225","1.7406295024456","0.55205333","0.995277","0.085408","916.26407007773","78.660675","1.7104602676289","1.8643507","55.58237644833","696.39240728099","13.553055","86.7159","0.11135","3756","157","4.68309","0.00975251","0.56260699033737","0.0165054","","","0.556454","0.0201546","17,18,19,24,40,50,52,53,57,58,59,60","slightly v-shaped; L1 candidate","2020-02-27","2023-05-19","2023-06-16"
+"367753709","1757.01","","2","4","2","2","3","4","4","3.2","31.4","3.46","3","3","2","PC","PC","11.2906","0.006","1","spoc-s14-s60-b0A-PC","SPOC","255.400714","79.067126","-52.333","0.048","39.466","0.063","2459633.261116","0.0025282","2.1256869766526","0.000005904732","1.4649664075754","0.113381825","0.619791","0.039833","570.68588278482","36.686863","1.6780072956007","0.90585065","209.88149880284","970.76316467564","16.531008","104.346","0.274","4428","128.048","4.57977","0.100683","0.70715898275375","0.0603317","","","0.693","0.0816628","14,15,18,19,20,21,22,24,25,26,40,41,47,48,51,52,53,55,58,59,60","L1 candidate; possible multi","2020-02-27","2023-06-02","2023-06-16"
+"367753709","1757.02","","2","4","2","2","3","4","4","1.6","22.8","3.3","3","3","2","PC","PC","11.2906","0.006","2","spoc-s14-s60-b0A-PC","SPOC","255.400714","79.067126","-52.333","0.048","39.466","0.063","2458685.759866","0.0012338352","5.0097113407773","0.000014321918","0.9457106520957","0.17472076","0.608634","0.073991","560.41596206217","68.14584","1.6316574475706","2.202738","66.920057048909","729.47233354233","8.224073","104.346","0.274","4428","128.048","4.57977","0.100683","0.70715898275375","0.0603317","","","0.693","0.0816628","14,15,18,19,20,21,22,24,25,26,40,41,47,48,51,52,53,55,58,59,60","low SNR; potential multi; two stars in pixel","2023-03-23","2023-05-19","2023-06-16"
+"367858035","1758.01","","1","4","1","1","3","4","4","2.8","54","11.36","8","13","5","CP","PC","10.0907","0.006","1","qlp-s78-ffi","SPOC","354.741581","75.685232","-82.642","0.059","25.158","0.051","2460421.696841","0.0020056","20.7051499","0.0000388","3.348","0.24","1.980016","0.05796","1822","53.3816","3.39245","0.204885","13.1989","531","31","96.6215","0.34215","5169","121.543","4.57","0.0825764","0.81","0.05","","","0.88","0.105339","18,19,24,25,52,58,59,78","TOI-1758 b","2020-02-27","2024-08-15","2024-08-16"
+"408636441","1759.01","TIC 408636441.01","1","5","5","1","4","4","4","2.8","76.3","9.79","7","17","3","CP","CP","9.92838","0.007","1","qlp-s57-ffi","SPOC","326.851662","62.753816","-173.47","0.056","-10.46","0.048","2459876.46386","0.0014083","18.8500111","0.0000372","3.407","0.307","2.565366","0.089773","2360","82.681","3.10635","0.111424","5.79936","432","34","40.0654","0.0423","3960","157","4.62853","0.0112399","0.63","0.02","","","0.609617","0.0202124","16,17,24,56,57,58","TOI-1759 b","2020-02-27","2023-02-03","2023-02-09"
+"420112587","1760.01","","5","5","5","5","5","5","5","1.4","110.1","7.5","1","0","0","PC","FP","12.4989","0.008","1","spoc","SPOC","290.173976","73.195993","6.983","0.086","-81.876","0.095","2458691.531496","0.003781858","11.062665982695","0.00048970914","2.0842156459164","0.30094072","5.396336","0.765231","4957.8780941998","704.5552","2.6437021423955","4.0930066","1.7628856539527","293.88389385813","10.327715","30.5373","0.04315","3212","157","4.98029","0.0125638","0.254522","0.00770836","","","0.225771","0.020157","14,15,16,17,19","v-shaped; close visual binary","2020-02-27","2020-02-27","2022-12-14"
+"424391516","1761.01","","2","4","2","2","3","4","4","1.2","18.7","6.46","0","3","2","PC","PC","10.5951","0.006","1","spoc-s14-s60-b0A-PC","SPOC","281.577645","75.303367","16.211","0.037","25.568","0.041","2459714.913736","0.0089562","11.59225131998","0.000040438623","3.4868946629857","0.35090774","0.405232","0.029804","373.16255731299","27.45041","2.4230886471189","0.68486065","174.34668406167","926.77257251903","13.062716","242.537","1.347","6311","146.415","4.37813","0.0873301","1.194069981575","0.0529648","","","1.242","0.184323","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,53,54,55,56,57,58,60","L1 candidate","2020-02-27","2023-05-19","2023-06-16"
+"435680451","1762.01","","2","4","2","2","3","4","4","2.2","35.9","15.66","2","2","3","PC","PC","10.5949","0.006","1","spoc-s14-s60-b0A-PC","SPOC","17.915004","79.165492","45.345","0.044","-21.595","0.044","2458810.921261","0.00217449","24.141228994116","0.000068320966","3.0697649656535","0.2244694","1.752467","0.155163","1612.7795425626","142.89993","4.0770688837566","0.4369835","38.9416122038","637.12292395229","9.9471655","174.195","0.763","6156","262.277","4.55262","0.0987859","0.94841998815536","0.0468844","","","1.171","0.193839","18,19,52,58,59","","2020-02-27","2023-05-19","2023-06-16"
+"441739871","1763.01","","2","4","4","2","4","4","4","3","38.4","5.9","3","0","4","PC","PC","12.8123","0.007","1","qlp-s49-tois","SPOC","259.564164","74.302721","-4.965","0.052","-38.32","0.064","2459657.048337","0.0043902","3.7979081","0.000023","0.642","0.348","1.597206","0.080661","1470","74.2888","2.28065","0.453369","3.40655","378","8","88.0677","0.22285","3520","157","4.76125","0.00700592","0.47","0.01","","","0.470612","0.020231","14,15,16,17,18,19,20,21,22,23,24,25,26,41,47,48,49","","2020-02-27","2022-08-19","2023-06-16"
+"1551345500","1764.01","","3","4","3","3","4","4","4","6.8","206.5","68.39","1","0","4","PC","PC","11.2018","0.006","1","qlp-s52-tois","SPOC","277.29301","55.313107","147.326","0.05","-10.353","0.053","2459744.020242","0.0005792","47.3860753","0.0000375","1.81","0.146","21.436373","0.042644","19550","39.2758","9.77368","0.91955","0.636581","248","91","87.2876","0.20525","4415","124.062","4.69831","0.100589","0.62","0.05","","","0.69","0.0829498","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,51,52","v-shaped; multiple stars in pixel","2020-02-27","2022-10-04","2024-08-24"
+"272672133","1765.01","","3","4","4","3","4","4","4","14.3","69.5","27.58","9","3","5","PC","PC","11.7176","0.006","1","qlp-s50-tois","SPOC/QLP","234.241791","67.452579","-34.737","0.034","26.803","0.036","2459690.102516","0.0006575","3.493958","0.0000038","1.961","0.115","3.970187","0.000933","3650","0.859075","5.65971","0.346438","156.241","984","77","229.44","1.0135","5203.4","186","4.47","0.09","0.9","0.05","","","0.884","0.108956","14,15,16,17,20,21,22,23,40,41,47,48,49,50,54","","2020-03-12","2023-03-14","2023-03-15"
+"67666096","1766.01","","5","5","5","5","5","5","5","169.6","202.9","317","0","0","2","KP","KP","9.43351","0.006","1","qlp-s48-ffi","SPOC/QLP","148.643119","40.387945","-28.328","0.198","-24.411","0.227","2459635.207263","0.0015413","2.7033942","0.0000051","2.927","0.16","11.284957","0.002071","10340","1.90766","16.72","0.893416","1704.57","1790","222","210.252","5.4075","6518","123.7","4.15","0.09","1.61","0.08","","","1.34","0.219363","21,48","KELT-3 b","2020-03-12","2022-03-24","2022-12-14"
+"8767448","1767.01","","5","5","5","5","5","5","5","104.5","124","317","0","0","2","KP","KP","9.98111","0.006","1","qlp-s48-ffi","SPOC/QLP","140.102965","33.882329","-2.155","0.079","-20.319","0.073","2458892.510627","0.0005681","4.3532339","0.0001972","3.869","0.144","11.208164","0.001268","10270","1.16817","16.2509","0.937069","617.309","1388","144","227.537","3.069","5914","145.7","4.07","0.09","1.59","0.09","0.05","0.1","1.076","0.133346","21,48","WASP-13 b","2020-03-12","2022-03-23","2022-12-14"
+"137906197","1768.01","","1","4","1","1","4","4","4","4.9","50.1","10.75","4","4","10","PC","PC","9.91008","0.006","1","qlp-s74-ffi","SPOC/QLP","152.102783","55.53996","-21.636","0.051","-26.851","0.048","2460331.444718","0.0046817","7.3377236","0.0000402","4.243","1.139","0.863504","0.080902","795","74.5104","3.2807","0.221167","998.435","1566","11","157.597","0.8285","5994","121","4.4","0.08","1.1","0.05","","","1.104","0.147925","21,48,74","2 stars in pixel; possible depth-aperture correlation","2020-03-12","2024-04-01","2024-04-05"
+"287225295","1769.01","","1","5","5","1","4","4","4","40.3","215.4","12.57","7","4","6","PC","APC","9.4819","0.006","1","qlp-s74-ffi","SPOC/QLP","144.000344","51.607784","-16.952","0.044","48.001","0.043","2460338.470141","0.0005509","0.6097554","4e-7","0.416","0.153","0.727687","0.215079","670","198.075","3.5774","0.323438","1086.19","1599","19","90.6965","0.2298","5493","123.5","4.52","0.08","0.89","0.05","","","0.96","0.125462","21,47,74","V-shaped; significant odd-even; TFOP APC/BEB","2020-03-12","2024-04-01","2024-04-05"
+"457138169","1770.01","","5","5","5","5","5","5","5","53","195.4","35.46","7","1","6","PC","FP","9.22437","0.006","1","spoc-s14-s50-b0A-PC","SPOC/QLP","141.367951","50.908874","-28.379","0.047","8.392","0.044","2459605.893177","0.0031418","1.0924535764222","0.000003925065","1.2245784926217","0.0698552","0.949979","0.068246","874.58010397776","62.854668","6.5935026369755","3.981952","5898.9818225965","2235.1877779478","22.716997","163.438","0.81","6273","117.4","4.2","0.08","1.4487799406052","0.0595603","","","1.224","0.175965","21,47","TIC 457138168 (Tmag ~13.915) nearby; v-shaped","2020-03-12","2022-11-15","2023-04-01"
+"252479260","1771.01","","5","5","5","5","5","5","5","230","584.9","113.28","0","0","2","KP","KP","9.007","0.006","1","qlp-s75-ffi","SPOC/QLP","155.681459","50.128711","-26.182","0.057","83.727","0.066","2460362.105227","0.0000882","3.2122302","3e-7","2.653","0.013","15.78021","0.094387","14429","86.9302","13.0356","0.657419","325.569","1183","340","81.7647","0.2497","5357.7","112.4","4.37","0.08","1.04","0.05","0.282809","0.0423999","0.93","0.116828","21,48,75","HAT-P-22 b","2020-03-12","2024-05-07","2024-06-01"
+"85293053","1772.01","","1","4","1","1","4","4","4","5","60.3","8.44","2","7","6","PC","PC","9.3523","0.006","1","spoc-s14-s50-b0A-PC","SPOC/QLP","156.837704","34.39095","-39.423","0.073","-19.086","0.077","2459628.849872","0.0048806","8.0542207263822","0.00003299683","3.0287161194413","0.25937888","0.767688","0.057532","706.81653069162","52.987804","2.8337705738328","0.4985287","140.23327051347","877.67254926431","12.536335","97.7562","0.5952","5583.1","110.4","4.44","0.08","0.99525398015976","0.04551","0.128242","0.0123812","0.99","0.126087","21,48","potential multi","2020-03-12","2022-11-15","2022-12-14"
+"85293053","1772.02","TIC 85293053.02","3","5","5","3","4","4","4","","","20.13","2","7","6","PC","PC","9.3523","0.006","2","spoc-s48-b02","SPOC","156.837704","34.39095","-39.423","0.073","-19.086","0.077","2459618.707643","0.004261573","","","5.3489748631753","0.18679307","2.350822","0.123147","2162.8449312675","113.41642","4.7263644029492","0.39756808","102.57803338141","811.67719045029","23.54239","97.7562","0.5952","5583.1","110.4","4.44","0.08","0.99525398015976","0.04551","0.128242","0.0123812","0.99","0.126087","48","single transit; exterior to .01","2022-03-24","2022-03-24","2022-12-14"
+"332064670","1773.01","","5","5","5","5","5","5","5","71.4","490.3","4.33","0","12","2","KP","KP","5.2058","0.006","1","spoc-s01-s46-b0A","SPOC/QLP","133.146837","28.329815","-485.872","0.134","-233.651","0.109","2459577.776735","0.000428","0.73654581515","0.0000010139275","1.5550160101991","0.027332455","0.407227","0.00536","374.99920388675","4.9371557","1.9150717842183","0.21438564","2657.834334964","1831.2672407264","52.179123","12.5855","0.01235","5250","147.6","4.42","0.09","0.96351498365402","0.0654472","0.35","0.1","0.9","0.115017","21,44,45,46","55 Cnc e","2020-03-12","2022-07-15","2022-12-14"
+"4897275","1774.01","","1","4","4","1","4","4","4","5.3","85.1","7.97","2","5","3","PC","CP","7.6474","0.006","1","spoc-s21-b02","SPOC","148.161931","35.111008","264.673","0.087","-150.27","0.073","2458872.341155","0.002249323","16.710042174913","0.0032803328","5.4004651677668","0.3893613","0.668245","0.050101","615.28736311069","46.144043","2.7396615673462","0.7620626","73.760947482591","747.44006094177","11.938421","53.974","0.20425","5853.7","106.531","4.38636","0.0701936","1.09271","0.0444724","","","1.06","0.13005","21,48","still only two transits as of s48; transit that would have been in s48 landed in data gap","2020-03-12","2022-11-09","2022-12-14"
+"9348006","1775.01","","3","4","4","3","4","4","4","22.6","132.8","56.69","9","10","6","PC","PC","10.9184","0.007","1","qlp-s48-tois","SPOC","150.115101","39.457751","-5.839","0.052","-15.296","0.051","2459635.364326","0.0007263","10.2405483","0.000014","3.538","0.111","10.85718","0.001496","9950","1.37762","8.69623","0.527794","55.4426","760","68","149.234","0.9475","5251","129.898","4.54337","0.0872397","0.84","0.05","","","0.898","0.112957","21,48","","2020-03-12","2022-07-12","2023-02-22"
+"21535395","1776.01","","2","5","5","2","4","4","4","5.6","12.3","2.55","2","20","6","PC","PC","7.6586","0.006","1","spoc","SPOC","164.777291","40.983718","214.702","0.084","25.647","0.106","2458871.488566","0.0030677693","2.8009914707958","0.00058950053","1.4985398745676","0.36903906","0.222442","0.030028","204.85533254459","27.656855","1.4033915489522","1.9496018","560.33492237608","1240.8853925002","7.390294","44.647","0.15285","5723.87","104.62","4.49543","0.0705593","0.945408","0.0387764","","","1.02","0.126763","21","bright star","2020-03-12","2020-03-12","2022-12-14"
+"29191624","1777.01","","2","4","2","2","4","4","4","1.8","38.4","4","1","5","7","PC","PC","8.737001","0.006","1","qlp-s48-tois","SPOC","151.807032","46.114881","-0.714","0.058","-22.108","0.056","2459635.116524","0.006528","14.6503935","0.0002236","2.08","0.465","0.358352","0.002342","330","2.15699","1.81908","0.174393","18.7938","580","7","79.7665","0.33105","5859.45","101.754","4.4776","0.0720788","0.98","0.04","","","1.06","0.133432","21,48","low SNR","2020-03-12","2022-06-29","2022-12-14"
+"39699648","1778.01","","1","4","1","1","4","4","4","5.6","60.1","7.87","3","20","5","PC","PC","8.4594","0.006","1","spoc","SPOC","136.777644","46.672425","-68.542","0.051","-40.838","0.05","2458876.025023","0.0029517577","6.515950667078","0.0015533104","2.5334309270578","0.6371884","0.471947","0.045143","434.58434678896","41.577324","2.8299712769193","2.8941534","414.06791940134","1150.5027089768","10.820062","99.451","0.36195","6023","126.762","4.23995","0.081398","1.32944","0.0616834","","","1.12","0.143852","21","","2020-03-12","2020-03-12","2022-12-14"
+"67646988","1779.01","","5","5","5","5","5","5","5","253.8","857.8","82.57","1","0","0","KP","KP","12.4368","0.007","1","qlp-s48-tois","SPOC","147.768528","35.968556","-100.975","0.142","-171.822","0.126","2459633.119867","0.0003654","1.8817191","9e-7","1.236","0","113.513431","0.000804","99270","0.740199","10.9698","0.330624","22.5072","606","111","33.928","0.15965","3138","157","4.91873","0.00487072","0.31","0.01","","","0.283907","0.0202027","21,48","LP 261-75 b; BD from Irwin et al. 2018 with measured mass","2020-03-12","2022-06-29","2022-12-14"
+"99834717","1780.01","","5","5","5","5","5","5","5","58","148.3","74.84","0","0","0","KP","KP","12.212","0.007","1","qlp-s48-tois","SPOC","165.167198","64.963845","-22.389","0.044","-32.425","0.046","2459632.745042","0.0003659","1.7063264","0.0000011","1.359","0.056","11.987315","0.001964","10980","1.80935","10.1999","0.689338","235.772","1091","57","262.706","2.595","4974","130.639","4.44059","0.0931488","0.9","0.06","","","0.82","0.100709","14,21,41,47,48","KPS-1 b","2020-03-12","2022-06-29","2022-12-14"
+"137881699","1781.01","","5","5","5","5","5","5","5","28.3","28.9","317","0","0","0","KP","KP","12.5119","0.007","1","qlp-s48-tois","SPOC","150.572626","53.950824","-9.381","0.039","-15.255","0.05","2459633.496924","0.0015478","2.9720774","0.0000089","4.41","0.16","7.014753","0.00235","6440","2.16409","15.6498","0.946034","1939.51","1848","28","935.456","23.769","6101.12","142.809","3.92024","0.0886018","1.95","0.11","0.136938","0.0119585","1.15","0.156612","21,48","HAT-P-66","2020-03-12","2022-06-29","2022-12-14"
+"160045097","1782.01","","1","4","1","1","3","4","4","3.8","43.1","6.68","11","3","3","PC","PC","11.3069","0.006","1","spoc-s14-s60-b0A-PC","SPOC","213.078772","74.411791","-79.455","0.042","39.548","0.033","2459635.737444","0.0021984","4.9877056237819","0.000010248703","2.2769107422285","0.15424217","1.295339","0.069288","1192.3398198343","63.814247","2.4703076800615","0.39980054","56.045227819323","697.83766979921","16.066872","95.2649","0.1813","4336","121.303","4.62012","0.0989097","0.66869300603867","0.0560352","","","0.68","0.0774836","14,20,21,22,40,41,47,48,53,60","potential multi","2020-03-12","2023-05-25","2023-06-16"
+"160045097","1782.02","","2","4","4","2","3","4","4","6","49.6","5.18","11","3","3","PC","PC","11.3069","0.006","2","spoc-s14-s60-b0A-PC","SPOC","213.078772","74.411791","-79.455","0.042","39.548","0.033","2459632.816808","0.0023354","1.829029398803","0.000006309852","1.6679097721913","0.12955068","0.76555","0.056877","704.84939330253","52.384716","2.126837510573","0.24079674","213.52339946123","974.94724940569","15.420817","95.2649","0.1813","4336","121.303","4.62012","0.0989097","0.66869300603867","0.0560352","","","0.68","0.0774836","14,20,21,22,40,41,47,48,53,60","TOI 1782.02; potential multi","2020-07-16","2023-05-25","2023-06-16"
+"160045097","1782.03","","1","4","1","1","3","4","4","1.4","35.9","9.16","11","3","3","PC","PC","11.3069","0.006","3","spoc-s14-s60-b0A-PC","SPOC","213.078772","74.411791","-79.455","0.042","39.548","0.033","2459625.059505","0.003548","18.755976464852","0.00010186187","2.5550705035479","0.26412636","1.637241","0.149896","1506.8183310017","138.04994","2.9737535991106","0.4100799","9.5841474035963","448.75378091967","9.890216","95.2649","0.1813","4336","121.303","4.62012","0.0989097","0.66869300603867","0.0560352","","","0.68","0.0774836","14,15,20,21,22,40,41,47,48,53,60","new candidate in potential multi; low SNR","2022-02-28","2023-05-25","2023-06-16"
+"229938290","1783.01","","2","4","4","2","4","4","4","11.3","90.3","5.84","2","2","5","PC","PC","9.2742","0.006","1","spoc","SPOC","287.681017","64.153662","3.633","0.059","74.309","0.051","2458871.091166","0.0022109193","1.4198658868386","0.0002172002","1.3058497347373","0.3714191","0.505214","0.051569","465.21062048105","47.49546","2.2822775625525","1.6871891","1263.1832530869","1520.4997020892","8.185986","88.3983","0.19485","5406","128.465","4.42475","0.08266","0.984511","0.0541985","","","0.94","0.119473","21","Scattered light; shoulder on egress; check bright neighbor (TIC 1718009391).","2020-03-12","2020-03-12","2022-12-14"
+"241196395","1784.01","","3","5","5","3","4","4","4","38.9","170.2","36.71","3","2","3","PC","APC","9.61433","0.006","1","qlp-s48-ffi","SPOC","153.549683","29.085524","-35.035","0.094","-10.469","0.106","2459633.75904","0.0011025","2.0937563","0.0000073","0.433","0.073","1.358019","0.364827","1250","335.962","6.75578","2.48623","175.656","1014","14","171.945","1.6395","6435.69","109.221","4.3758","0.0838182","1.23","0.05","-0.238012","0.026101","1.301","0.201338","21,48","V-shaped; TFOP SB1/APC","2020-03-12","2022-03-24","2022-12-14"
+"230386259","1785.01","","3","4","3","3","4","4","4","2.4","14.4","16.86","1","2","5","PC","PC","9.6746","0.007","1","qlp-s60-ffi","QLP","285.728523","63.948849","-3.749","0.045","-12.882","0.047","2459944.890087","0.0055718","11.0023133","0.0000842","5.305","0.706","0.323598","0.014621","298","13.466","4.25882","0.254562","261.664","1120","21","384.225","3.58","6264","192","4.25903","","2.87","0.13","","","1.19","0.170873","14,15,16,17,18,20,21,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,57,58,59,60","evolved variable host","2020-03-12","2023-02-27","2023-03-03"
+"86280613","1786.01","","5","5","5","5","5","5","5","60.6","86.5","317","2","4","1","EB","FP","9.5173","0.007","1","qlp-s74-ffi","QLP","141.721087","61.698996","-12.552","0.045","-19.926","0.044","2460325.905001","0.002757","9.573548","0.0000265","2.036","0.288","3.03126","1.964831","2788","1808.04","15.6118","2.45677","275.837","1135","45","248.695","2.059","6505","129.6","4.04","0.09","1.83","0.08","","","1.33","0.215726","20,21,47,74","v shaped; retired as TFOP FP/SEB1","2020-03-12","2024-03-04","2024-03-16"
+"372730331","1787.01","","3","4","3","3","4","4","4","166.7","429.2","317","3","2","5","PC","PC","10.3774","0.007","1","qlp-s48-ffi","QLP","152.33046","39.162411","14.865","0.128","-30.222","0.15","2459627.995561","0.0005098","8.7046669","0.0000096","2.58","0.083","10.539198","0.709968","9660","653.691","28.8458","4.96891","313.381","1172","103","327.863","11.5545","6427","130.1","4.11","0.09","1.67","0.1","","","1.3","0.195755","21,48","large for insolation; v-shaped; likely EB","2020-03-12","2022-03-24","2022-12-14"
+"450327768","1788.01","","5","5","5","5","5","5","5","46.4","158.2","77.23","6","2","2","PC","FP","10.1883","0.007","1","qlp","QLP","160.229227","35.913354","-48.379","0.082","-72.308","0.073","2458875.04671","0.00069","5.34326","0.00028","1.426","0.096","7.605011","0.003726","6980","3.43158","10.4171","0.594114","52.9343","751","70","191.532","2.375","5776","131","4.25","0.08","1.26","0.06","","","1.035","0.127192","21","","2020-03-12","2020-03-12","2022-12-14"
+"172518755","1789.01","","3","5","5","3","4","4","4","66.1","156.8","103.38","4","49","8","CP","CP","9.1824","0.006","1","qlp-s72-ffi","QLP","142.743406","26.539995","-7.999","0.073","-39.545","0.064","2460279.071213","0.0035805","3.2087149","0.000015","1.639","0.112","2.130131","0.098224","1960","90.4639","12.3921","0.5772","455.479","1287","53","229.067","2.364","5971.4","110.4","3.77","0.07","2.26","0.1","0.316","0.035","1.1","0.144717","21,44,45,46,48,72","TOI-1789 b","2020-03-12","2024-02-01","2024-02-02"
+"310981412","1790.01","","5","5","5","5","5","5","5","1.5","26.6","4.78","1","4","6","PC","FA","10.2728","0.006","1","qlp","QLP","161.42778","69.20078","-23.372","0.037","-1.811","0.048","2458684.16048","0.00806","9.62517","0.00067","3.725","0.786","0.586456","0.00266","540","2.44971","2.03371","0.184439","170.739","1007","9","164.178","0.641","6149","129.6","4.57","0.08","0.93","0.04","","","1.167","0.163886","14,20,21","2.3 sigma odd-even","2020-03-12","2020-03-12","2022-12-14"
+"233684293","1791.01","","5","5","5","5","5","5","5","0.9","12.2","11.05","0","9","4","PC","FA","9.05769","0.006","1","qlp-s49-tois","QLP","260.762886","63.110741","-20.567","0.05","-6.634","0.051","2459658.579318","0.0571946","48.4788764","0.0034167","8.563","6.844","0.347491","0.023125","320","21.2991","3.32727","1.2612","301.867","1161","9","247.435","1.5055","6153","132.1","3.72","0.08","2.47","0.11","","","1.169","0.159547","14,15,16,17,18,19,20,21,22,23,25,26,40,41,47,48,49","weak shape with 8 events; likely SV","2020-03-12","2022-08-16","2022-12-14"
+"29191596","1792.01","","3","4","3","4","4","4","4","1.4","4.5","2.21","0","8","8","PC","PC","8.676","0.006","1","qlp-s48-tois","QLP","151.720029","45.883328","-123.738","0.063","-49.059","0.055","2459629.386516","0.0151979","8.8164887","0.0002842","3.895","0.969","0.184591","0.001954","170","1.80002","1.28915","0.158338","149.167","973","6","69.3223","0.24525","5502.5","112.2","4.43","0.07","0.99","0.05","0.120465","0.0124072","0.97","0.122626","21,48","multiple stars in target pixel; potential centroid offset; low SNR","2020-03-12","2022-07-08","2022-12-14"
+"304142124","1793.01","TIC 304142124.01","1","4","1","3","4","4","4","4","121.3","17.51","20","3","3","CP","CP","7.8436","0.006","1","qlp-s63-ffi","QLP","164.856336","-56.623556","-416.88","0.083","-119.71","0.075","2460017.429225","0.0008872","55.087","0.02","5.709","0.735","2.727535","0.0994","2509","91.5469","4.36639","0.243913","16.5899","562","82","36.9941","0.0688","5175","51.9","4.51","0.04","0.87","0.04","0.207904","0.0396491","0.87","0.0999353","10,36,37,63","HD 95338 b	","2020-03-16","2023-05-10","2023-06-16"
+"286916251","1794.01","","2","4","2","2","4","4","4","3.4","35.5","9.12","6","16","8","PC","PC","9.69924","0.006","1","qlp-s49-tois","SPOC/QLP","203.397486","49.060843","-33.034","0.033","-68.024","0.034","2459661.993638","0.0064631","8.765603","0.0000736","3.552","0.435","0.575593","0.000881","530","0.81171","2.96768","0.190302","134.543","948","10","155.791","0.6215","5707","115.695","4.21803","0.0721788","1.3","0.06","","","1.017","0.119612","15,16,22,23,49","2 stars in pixel","2020-04-15","2022-08-19","2022-12-14"
+"135083444","1795.01","","5","5","5","5","5","5","5","25.2","117.9","30.2","4","1","2","PC","FP","10.0721","0.006","1","spoc","SPOC/QLP","184.3669","19.839989","-35.126","0.085","-3.673","0.047","2458899.610227","0.0034937563","2.7917911027193","0.00061345653","1.466425350667","0.25793466","1.106904","0.190116","1018.9771433474","175.08829","6.0002065809171","14.255544","1003.8358436043","1435.6065272692","9.643813","183.175","1.6665","6071","120.4","4.36","0.08","1.16271","0.0536282","","","1.134","0.147676","22","Possibly nearby EB; need SG1 to check","2020-04-15","2020-04-15","2022-12-14"
+"138819293","1796.01","","5","5","5","5","5","5","5","99.3","767.5","13.97","0","0","2","KP","KP","8.40346","0.007","1","spoc-s49-b0A","SPOC/QLP","175.550536","26.703067","895.047","0.128","-814.031","0.123","2459639.963332","0.00018952927","2.643885610552","0.00003158837","0.96892889640781","0.0148794195","6.976184","0.069974","6404.7051471393","64.446434","3.8121140279857","0.11891983","29.432206788377","594.05335929701","99.782776","9.75321","0.00897","3456","157","4.8","","0.42543199658394","0.0125187","","","0.419868","0.0201679","22,49","GJ 436 b","2020-04-15","2022-07-13","2022-12-14"
+"368435330","1797.01","TIC 368435330.01","1","5","5","1","4","4","4","11.7","107.7","9.25","2","30","7","PC","CP","8.6259","0.006","1","qlp-s48-tois","SPOC/QLP","162.776697","25.641065","-92.839","0.09","-23.217","0.109","2459631.901476","0.0013533","3.6451549","0.000014","2.055","0.163","0.847205","0.000683","780","0.628693","2.99324","0.165456","283.719","1143","25","82.3432","0.3914","5922","120.4","4.43","0.08","1.05","0.05","","","1.08","0.141807","22,48","active star; potentially multi; 2 stars in pixel","2020-04-15","2022-07-12","2022-12-14"
+"368435330","1797.02","","1","5","5","1","4","4","4","6.1","67.7","2.98","2","30","7","PC","CP","8.6259","0.006","2","qlp-s48-tois","QLP","162.776697","25.641065","-92.839","0.09","-23.217","0.109","2459635.926283","0.0030015","1.0376109","0.0000082","1.588","0.273","0.228029","0.000767","210","0.706273","1.53671","0.120057","2287.71","1926","11","82.3432","0.3914","5922","120.4","4.43","0.08","1.05","0.05","","","1.08","0.141807","22,48","potential multi-planet system","2022-03-24","2022-07-08","2022-12-14"
+"198153540","1798.01","","2","4","2","2","4","4","4","2.5","36.5","5.79","4","14","3","PC","PC","10.5191","0.006","1","qlp-s50-tois","SPOC/QLP","211.093937","46.519283","-27.345","0.034","-27.119","0.037","2459688.133816","0.004113","8.0215043","0.0000587","2.979","0.6","0.945002","0.002078","870","1.9142","2.25689","0.164425","86.0527","848","15","113.181","0.3085","5165.2","103.5","4.59","0.08","0.78","0.04","0.137577","0.0125165","0.874","0.107671","16,22,23,49,50","possible multi; potential L1 candidate","2020-04-15","2022-09-07","2022-12-14"
+"198153540","1798.02","","2","5","5","2","4","4","4","6.7","8.5","2.86","4","14","3","PC","PC","10.5191","0.006","2","spoc-s14-s50-b0A-PC","SPOC","211.093937","46.519283","-27.345","0.034","-27.119","0.037","2459691.314372","0.0024038","0.43780691549854","0.000009124668","1.3013559119648","0.20473142","0.283842","0.029565","261.3935914919","27.229898","1.4997040023047","0.28203925","3369.4751047219","1943.1678328333","12.684562","113.181","0.3085","5165.2","103.5","4.59","0.08","0.78461802005768","0.0392965","0.137577","0.0125165","0.874","0.107671","16,22,23,49,50","potential multi; period is likely too short and close to Roche lobe filling","2020-07-16","2022-12-12","2022-12-16"
+"8967242","1799.01","","2","5","5","2","4","4","4","2.9","51","3.29","2","15","6","PC","PC","8.3662","0.006","1","spoc","SPOC","167.232915","34.303015","-9.033","0.07","-40.835","0.069","2458904.815773","0.0039366665","7.0938530470786","0.0020860932","2.5107625914593","0.81207216","0.308651","0.04998","284.23811350159","46.032337","1.6277147136074","3.3778024","163.46613551032","911.96190786774","7.147946","62.1274","0.1956","5690","122.747","4.48062","0.0772114","0.956941","0.0464397","","","1.01","0.130027","22","low SNR; possible instrument or systematic","2020-04-15","2020-04-15","2022-12-14"
+"17993892","1800.01","","5","5","5","5","5","5","5","51.5","143.5","103.53","0","0","2","KP","KP","11.1065","0.007","1","qlp-s48-tois","SPOC","171.274935","41.028021","-1.088","0.047","13.243","0.061","2459632.338336","0.0005015","4.1244833","0.0000044","3.567","0.074","10.462458","0.001354","9590","1.24726","12.4249","0.670575","459.542","1289","131","277.278","3.1795","5634","125.032","4.24009","0.0810481","1.26","0.07","0.04","0.08","1","0.123995","22,48","HAT-P-21 b","2020-04-15","2022-07-07","2022-12-14"
+"119584412","1801.01","","2","5","5","2","4","4","4","2.6","65.7","4.56","4","10","4","PC","CP","9.85623","0.007","1","qlp-s49-ffi","SPOC","175.575599","23.027033","-205.015","0.169","41.426","0.395","2459648.619735","0.0029315","10.6439385","0.0000687","2.713","0.385","1.347148","0.0024","1240","2.21031","1.98891","0.107449","10.7276","504","12","30.6796","0.1677","3815","157","4.69775","0.00975382","0.55","0.02","","","0.541272","0.0204295","22,49","period updated to ~10.64 days with qlp-s49-ffi","2020-04-15","2022-05-19","2023-12-03"
+"138762614","1802.01","","2","4","2","2","4","4","4","1.3","39.3","6.85","5","3","4","PC","PC","11.1341","0.007","1","spoc","SPOC","164.255313","24.882338","68.482","0.118","-20.501","0.208","2458904.154502","0.004145894","16.796110728891","0.005796182","3.4989302481585","0.6141709","1.973789","0.220322","1816.2755984615","202.90366","2.5066456668515","1.018664","5.9204002438188","397.83914834153","8.492437","60.6931","0.2882","3859","157","4.66612","0.0103418","0.582436","0.0172029","","","0.573516","0.0202233","22","2 transits; second transit is ramp-like; possibly instrument noise or systematic","2020-04-15","2020-04-15","2022-12-14"
+"144401492","1803.01","","1","4","1","1","4","4","4","4.6","57.7","16.56","20","3","3","PC","PC","11.1476","0.006","1","qlp-s49-tois","SPOC","178.046105","35.1718","-86.445","0.071","3.089","0.058","2459659.055645","0.0024665","12.8858629","0.0000625","2.098","0.669","3.447251","0.013636","3170","12.5594","4.21693","0.450434","18.3406","576","18","119.24","0.9435","4868.61","159.921","4.6604","0.10984","0.69","0.06","0.114053","0.0126136","0.793","0.0971784","22,49","likely multi; additional transit events at 1917 and 1924","2020-04-15","2022-08-16","2022-12-14"
+"144401492","1803.02","","1","4","1","1","4","4","4","4.5","52.1","9.21","20","3","3","PC","PC","11.1476","0.006","2","qlp-s49-tois","SPOC","178.046105","35.1718","-86.445","0.071","3.089","0.058","2459659.815411","0.0035607","6.2932111","0.0000397","2.188","0.432","1.966963","0.003808","1810","3.50736","2.98555","0.292688","58.2524","769","13","119.24","0.9435","4868.61","159.921","4.6604","0.10984","0.69","0.06","0.114053","0.0126136","0.793","0.0971784","22,49","potential multi","2020-04-15","2022-08-16","2022-12-14"
+"148679712","1804.01","","2","4","2","2","4","4","4","4.3","41.9","8","2","3","5","PC","PC","10.1345","0.006","1","qlp-s75-ffi","SPOC","172.171122","46.480464","-4.622","0.036","-29.055","0.039","2460364.133409","0.0033788","4.9246365","0.0000204","2.756","0.448","0.872196","0.046447","803","42.7786","2.74529","0.161443","210.206","1060","13","139.11","0.6095","5428.81","99.5484","4.3631","0.072184","1.06","0.05","0.210717","0.0126478","0.946","0.116163","22,48,75","","2020-04-15","2024-05-15","2024-06-01"
+"165763244","1805.01","","2","4","2","2","4","4","4","1.2","27.7","8.55","5","3","3","PC","PC","10.7939","0.006","1","qlp-s51-tois","SPOC","232.140492","55.18532","54.161","0.037","-22.81","0.041","2459671.142071","0.0049215","24.0509437","0.0002156","3.25","0.455","1.118885","0.002285","1030","2.10494","2.87107","0.201794","10.5047","501","10","142.849","0.433","5232.43","112.583","4.52455","0.079683","0.86","0.04","-0.239","0.02","0.893","0.115042","16,22,23,24,49,50,51","","2020-04-15","2022-09-02","2022-12-14"
+"166648874","1806.01","","2","4","4","2","4","4","4","0.9","48.1","8.47","21","0","5","PC","PC","12.6196","0.008","1","spoc-s14-s50-b0A-PC","SPOC","166.118147","30.458576","-163.272","0.105","-40.435","0.131","2458909.543414","0.0022633546","15.151205087993","0.00013577625","2.343816562786","0.45733482","5.393528","0.594448","4955.3042919556","547.35736","2.8411799012105","0.83051205","2.1462128965214","308.70093836393","8.752779","55.5211","0.1999","3272","157","4.82521","0.0034367","0.40157499909401","0.0119287","","","0.393258","0.0202403","22,48","potential multi","2020-04-15","2023-03-17","2024-02-27"
+"166648874","1806.02","","1","4","4","1","4","4","4","2.1","57","8.1","21","0","5","PC","PC","12.6196","0.008","2","spoc-s14-s50-b0A-PC","SPOC","166.118147","30.458576","-163.272","0.105","-40.435","0.131","2458905.228249","0.0015391626","8.1960757621546","0.000029190258","1.4883226585859","0.42788842","5.114482","0.521668","4699.5344471741","480.3587","2.7663657924879","1.1999038","4.8692389091549","378.86546585475","7.978372","55.5211","0.1999","3272","157","4.82521","0.0034367","0.40157499909401","0.0119287","","","0.393258","0.0202403","22,48","potential multi","2022-11-16","2022-11-15","2024-02-27"
+"166648874","1806.03","","2","4","4","2","4","4","4","14.4","84.1","4.07","21","0","5","PC","PC","12.6196","0.008","3","spoc-s14-s50-b0A-PC","SPOC","166.118147","30.458576","-163.272","0.105","-40.435","0.131","2458899.698659","0.0010972138","0.50190307183071","0.000018703056","0.94704225287876","0.17262673","1.669591","0.22958","1536.5683134741","211.42867","1.8451862381589","0.24172047","201.73251259691","961.1999156055","7.1534896","55.5211","0.1999","3272","157","4.82521","0.0034367","0.40157499909401","0.0119287","","","0.393258","0.0202403","22,48","low SNR","2023-03-23","2023-03-23","2024-02-27"
+"180695581","1807.01","","1","5","5","1","4","4","4","14.7","120.1","3","7","15","6","CP","CP","9.0363","0.006","1","qlp-s49-tois","SPOC","201.282626","38.922367","-124.713","0.027","-27.377","0.039","2459664.070547","0.0015863","0.54937","0.0000015","0.883","0.242","0.401797","0.001766","370","1.62646","1.53904","0.139876","1407.22","1706","17","42.5775","0.0621","4612.99","99.6652","4.56172","0.0838448","0.74","0.05","-0.0713156","0.0324292","0.73","0.085975","22,23,49","TOI-1807 b","2020-04-15","2022-07-19","2022-12-14"
+"307734817","1808.01","","5","5","5","5","5","5","5","34.5","94.2","94.96","6","1","2","O","FP","11.6735","0.007","1","spoc-s22-b02","SPOC","171.59704","28.056535","-17.679","0.099","-3.216","0.102","2458900.910995","0.001503657","2.1075001246516","0.00020323838","1.9093483205207","0.094434164","4.630945","0.20269","4256.1743007842","186.66696","11.770612768473","0.88204616","3058.1088297485","1896.6316071138","19.646215","556.917","23.653","6351.66","143.862","4.13453","0.103412","1.59204","0.108061","-0.484283","0.0106545","1.26","0.198172","22","centroid offset; TIC 307734818 is the true source; retired as TFOP FP/NEB","2020-04-15","2023-04-06","2023-04-06"
+"347329162","1809.01","","5","5","5","5","5","5","5","45.4","139.9","105.3","0","0","2","KP","KP","11.5384","0.007","1","qlp-s49-tois","SPOC","183.36604","23.055687","-36.695","0.077","2.792","0.051","2459659.915254","0.0006755","4.6170519","0.0000053","3.555","0.226","13.338437","0.003108","12210","2.86261","12.4681","0.680313","447.82","1281","109","321.084","5.314","5797","121.229","4.36164","0.081426","1.11","0.06","0.43","0.04","1.04","0.13252","22,49","WASP-56 b","2020-04-15","2022-07-13","2022-12-14"
+"373693175","1810.01","","5","5","5","5","5","5","5","145.9","132.3","317","0","0","3","KP","KP","11.6281","0.006","1","qlp-s49-tois","SPOC","188.266205","44.915367","-11.641","0.028","8.065","0.034","2459662.70189","0.0001845","1.3273482","6e-7","2.083","0.065","20.66148","0.000487","18850","0.448136","15.4709","0.750927","1378.13","1697","248","294.419","2.252","5555.05","115.611","4.36832","0.075107","1.07","0.05","0.269388","0.01239","0.98","0.122548","22,49","HAT-P-36 b","2020-04-15","2022-07-13","2022-12-14"
+"376524552","1811.01","","3","4","4","3","4","4","4","92.6","260.2","94.7","15","13","5","CP","CP","11.1237","0.006","1","qlp-s49-tois","SPOC","188.922358","27.214377","-45.874","0.058","-10.766","0.035","2459661.050292","0.0002362","3.7130701","0.0000018","1.654","0.046","21.502818","0.003586","19610","3.30322","11.7215","0.817683","55.9743","762","170","128.23","0.7075","4719","120.376","4.49738","0.0908426","0.81","0.06","","","0.756","0.0884888","22,49","TOI 1811 b","2020-04-15","2022-07-13","2022-12-14"
+"207425167","1812.01","","1","4","1","3","4","4","4","","","39.66","42","2","5","PC","PC","11.6463","0.006","1","spoc","SPOC","242.747885","58.294553","20.507","0.054","0.114","0.053","2458924.593048","0.0016048104","","","7.3027566628274","0.18674825","10.05681","0.281998","9219.8978428734","259.696","7.0430811731403","0.56731","25.155112815248","571.18437276226","43.356834","172.534","0.9345","5059.36","146.23","4.62542","0.0991452","0.738692","0.0529272","0.00263019","0.0243261","0.84","0.103926","22","Single transit; potential multi","2020-04-17","2020-09-14","2022-12-14"
+"207425167","1812.02","","2","4","2","2","4","4","4","1.6","27","7.95","42","2","5","PC","PC","11.6463","0.006","2","spoc-s14-s60-b0A-PC","SPOC","242.747885","58.294553","20.507","0.054","0.114","0.053","2458902.48287","0.0021693972","11.609818158049","0.00004180062","3.562370472857","0.43425682","1.511941","0.105756","1391.5795455408","97.39971","2.7371460579562","1.1333301","35.696206429148","623.41215497636","13.273963","172.534","0.9345","5059.36","146.23","4.62542","0.0991452","0.73869198560715","0.0529272","0.00263019","0.0243261","0.84","0.103926","22,23,25,49,50,51,52,56,58",".02 in multiplanet system","2020-07-16","2023-05-18","2023-06-16"
+"207425167","1812.03","","1","4","1","3","4","4","4","1.1","34.4","22.85","42","2","5","PC","PC","11.6463","0.006","3","spoc-s14-s55-b0A-PC","QLP","242.747885","58.294553","20.507","0.054","0.114","0.053","2458909.510365","0.002370217","48.33202231625","0.0040631425","5.3736903802172","0.2599591","5.202318","0.252274","4780.0505500921","232.32579","5.0923959354138","0.5702999","2.1152871793057","307.58282673781","18.081045","172.534","0.9345","5059.36","146.23","4.62542","0.0991452","0.73869198560715","0.0529272","0.00263019","0.0243261","0.84","0.103926","22,23,25,49,50,51,52","Period updated to ~48.3 days with spoc-s14-s55-b0A multisector; TOI 1812.03; alerted as single but now have a period","2020-04-17","2023-03-14","2023-03-24"
+"377290815","1813.01","","5","5","5","5","5","5","5","6.4","41.7","9.03","2","0","0","PC","FP","9.91892","0.006","1","qlp","QLP","286.592985","56.629312","-13.704","0.045","-41.7","0.046","2458684.12719","0.00267","0.798","0.00002","0.679","0.27","0.206309","0.00544","190","5.01007","2.95586","0.469302","898.537","1525","10","285.002","1.661","6194.2","220.2","4","0.08","1.84","0.08","","","1.239","0.188028","14,15,16,17,22","V-shaped; low SNR","2020-04-17","2020-04-17","2022-12-14"
+"160440924","1814.01","","3","4","3","3","3","4","4","4.5","17","23.22","1","1","3","PC","PC","10.8247","0.007","1","spoc-s14-s60-b0A-PC","QLP","236.816882","77.232643","5.111","0.043","-20.299","0.042","2459653.488784","0.0098931","6.3684626833247","0.000071050425","6.3480149407578","0.4355346","0.500912","0.030803","461.25066906845","28.370127","5.1407901477924","1.8813915","216.06193392696","977.83215464541","14.952918","362.522","3.2405","4971","122","","","2.3894999027252","","","","","","14,15,19,20,21,22,25,26,40,41,47,48,49,52,53,59,60","","2020-04-17","2023-05-26","2023-06-16"
+"233720539","1815.01","","3","5","5","3","4","4","4","76.7","102.1","317","5","2","3","PC","APC","10.8946","0.007","1","qlp-s52-tois","QLP","276.379287","63.488103","1.579","0.052","0.632","0.051","2459854.632569","0.0007384068","2.555332","9e-7","5.14","0.018","7.134965","0.000039","6550","0.0361902","20.5128","0.940547","4328.46","2259","194","617.233","10.1765","6454","121.9","3.77","0.08","2.48","0.11","","","1.31","0.197182","14,15,16,17,18,19,20,22,23,24,25,26,40,47,48,49,50,52,57","~1000 ppm secondary transit; strong phase modulations; TFOP APC/VPC+/SB1","2020-04-17","2023-01-30","2023-01-31"
+"237108272","1816.01","","5","5","5","5","5","5","5","1.5","28.6","6.49","0","2","4","IS","FA","9.303001","0.006","1","qlp","QLP","257.139454","78.587055","10.3","1.3","14.6","1.3","2458688.28857","0.0299","22.7873","0.00345","5.334","1.018","0.445243","0.001599","410","1.47243","2.42982","","57.1127","","9","117.652","","5845","","","","1.16","","","","","","22","FA caused by momentum dump and gap","2020-04-17","2021-03-22","2022-12-14"
+"285094173","1817.01","","3","4","4","3","4","4","4","6","41.2","29.77","7","2","6","PC","PC","10.4966","0.007","1","qlp-s49-ffi","QLP","186.581874","46.470824","-29.951","0.056","0.694","0.066","2459658.623168","0.0034829","13.398256","0.0000447","1.909","0.314","1.586333","0.004637","1460","4.2707","5.93967","0.444688","87.625","852","12","276.417","3.6885","6131.3","131.5","4.18","0.09","1.45","0.07","-0.0524025","0.00863091","1.16","0.1675","22,49","period updated to maximum possible period; period could be half (~6.7 days) due to data gap; v-shaped","2020-04-17","2022-05-19","2023-04-30"
+"330799746","1818.01","","3","4","3","3","4","4","4","19.2","69.9","67.81","3","11","8","PC","PC","10.9901","0.007","1","qlp-s49-tois","QLP","193.131175","34.901028","23.706","0.052","-15.102","0.044","2459656.365708","0.0013928","5.5115037","0.0000135","4.423","0.138","3.534389","0.000526","3250","0.484376","9.63687","0.431412","642.257","1402","31","401.96","6.7755","6236.9","103.1","4.09","0.08","1.63","0.07","-0.161623","0.00683763","1.21","0.165124","22,49","2 stars in pixel","2020-04-17","2022-07-13","2022-12-14"
+"341815767","1819.01","","5","5","5","5","5","5","5","2.2","29","3.62","1","1","4","PC","FA","8.98018","0.006","1","qlp","QLP","267.520221","54.636127","24.675","0.046","-11.924","0.038","2458685.5559","0.00685","3.09374","0.00014","2.451","0.347","0.162873","0.000549","150","0.505291","1.72207","0.136516","936.396","1541","9","160.295","0.51","6610","128.1","4.24","0.09","1.47","0.06","","","1.382","0.230537","22","","2020-04-17","2020-04-17","2022-12-14"
+"393831507","1820.01","","3","5","5","3","4","4","4","46.6","138.1","90.33","3","20","6","PC","CP","10.5268","0.006","1","qlp-s49-tois","QLP","187.686721","27.452002","50.543","0.081","-33.934","0.082","2459661.328325","0.0006569","4.860673","0.0000064","2.632","0.36","6.68697","0.00342","6140","3.15035","11.4272","0.5893","292.245","1151","77","248.504","3.597","5778.2","106.3","4.16","0.07","1.4","0.06","0.0180147","0.0247545","1.036","0.124896","22,49","","2020-04-17","2022-07-13","2023-03-03"
+"82308728","1821.01","","5","5","5","5","5","5","5","13","206.2","6.52","0","8","2","KP","KP","6.9859","0.006","1","qlp-s49-tois","QLP","168.637658","25.710596","-107.534","0.091","48.662","0.09","2459664.085255","0.0010928","9.4893231","0.0000357","2.757","0.194","1.021072","0.00065","940","0.598519","2.4304","0.147205","41.924","708","26","21.5618","0.02535","5120","112.4","4.6","0.08","0.77","0.04","-0.24","0.1","0.86","0.105481","22,49","HD 97658 b","2020-04-17","2022-08-16","2022-12-14"
+"9392421","1822.01","","3","5","5","3","4","4","4","36.8","44.4","317","3","8","5","PC","APC","10.7184","0.007","1","qlp-s48-tois","QLP","167.777848","39.526673","4.76","0.061","-22.441","0.066","2459623.129601","0.0008842","9.6136615","0.0000168","5.292","0.147","7.626879","0.000884","7000","0.814098","14.5701","0.8925","192.623","1037","67","312.52","5.7965","5637.7","139.1","3.97","0.09","1.71","0.1","-0.127","0.014","1","0.123367","22,48","TFOP APC/VPC+/SB1/SB2","2020-04-17","2022-07-12","2022-12-14"
+"142381532","1823.01","","1","4","1","3","4","4","4","8.9","139.9","51.69","15","12","5","PC","PC","9.7722","0.006","1","qlp-s75-ffi","QLP","196.21972","63.753261","-65.327","0.045","-123.081","0.033","2460345.348566","0.0007358","38.8135498","0.0000351","5.944","0.61","10.465747","0.333813","9593","307.406","8.20695","0.564151","9.29717","486","137","71.6456","0.11495","4760","117.2","4.49","0.09","0.82","0.05","","","0.77","0.0892913","14,15,21,22,41,48,49,75","","2020-04-17","2024-05-07","2024-06-01"
+"142387023","1824.01","TIC 142387023.01","1","4","4","1","4","4","4","2.2","54.3","6.67","2","20","6","PC","PC","8.9754","0.006","1","qlp-s75-ffi","SPOC/QLP","197.731229","61.744849","4.548","0.049","16.362","0.044","2460362.103539","0.0027101","22.8085719","0.0000606","3.847","0.26","1.061283","0.032824","977","30.2312","2.45459","0.154326","14.6287","544","30","59.4314","0.1297","5182","127.3","4.55","0.08","0.82","0.05","","","0.88","0.111687","15,21,22,41,48,49,75","Two stars in pixel (neighbor is TIC 142387022 - Tmag=13.1). L1 candidate; possibly active star","2020-04-17","2024-05-15","2024-06-01"
+"229750058","1825.01","TIC 229750058.01","3","4","4","3","4","4","4","21.5","96.2","81.45","5","2","4","PC","PC","11.7204","0.006","1","qlp-s52-tois","CTOI","280.679168","66.303112","-3.214","0.05","45.349","0.049","2459752.123396","0.0003869","10.1824299","0.0000058","2.788","0.227","11.581209","0.005924","10610","5.4561","10.7723","0.593857","57.9125","768","171","285.509","1.699","5450","99.5","4.42","0.08","1.01","0.05","","","0.97","0.118718","14,15,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55","CTOI from Ethan Kruse; 2 stars in pixel","2020-05-07","2023-03-14","2023-03-15"
+"229400092","1826.01","TIC 229400092.01","4","5","5","5","4","5","4","58.6","163.4","112.14","1","1","0","CP","CP","11.2086","0.006","1","spoc-s14-s60-b0A-CP","CTOI","292.458821","62.529189","20.957","0.046","-6.056","0.043","2459761.726499","0.0001856","4.1419805101193","8.5777873e-7","2.3809654380648","0.011215462","11.055627","0.04289","10130.94118038","39.502014","12.981263221029","0.6613404","462.8529918912","1182.988488008","278.4561","265.471","1.367","5418.3","109","4.31","0.08","1.1561399698257","0.058794","","","0.988","0.129799","14,15,16,17,18,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,57,58,59,60","CTOI from Ethan Kruse; HAT-P-59 b","2020-05-07","2023-06-13","2023-06-16"
+"390651552","1827.01","","1","5","5","1","4","4","4","22.4","45.1","2.31","11","2","8","CP","CP","8.8223","0.007","1","spoc-s14-s50-b0A-CP","SPOC","191.981531","9.749418","-1008.6","0.138","-459.8","0.079","2459691.149337","0.0012488","1.4671190347307","0.0000024535964","1.0069313080053","0.10849214","1.684884","0.050243","1550.6323679917","46.27417","1.3241393966913","0.33019075","39.492214039563","639.36317681253","34.38628","8.07426","0.004095","3297","157","4.89","","0.3314720094204","0.00983149","","","0.312792","0.0201625","23,50","","2020-05-07","2022-11-09","2022-12-14"
+"232982938","1828.01","TIC 232982938.01","3","5","5","3","4","4","4","10.5","46.5","50.41","5","6","6","PC","CP","11.1315","0.007","1","qlp-s52-tois","CTOI","241.562248","69.621802","-13.263","0.033","23.836","0.033","2459918.438376","0.0027238235","9.0941239","0.0000137","4.389","0.15","2.793934","0.000205","2570","0.188625","8.09838","0.410657","180.272","1020","71","369.986","2.467","5759.8","165.5","4.07","0.08","1.56","0.08","","","1.04","0.127661","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,59","CTOI from Ethan Kruse","2020-05-07","2023-03-22","2024-02-13"
+"235905185","1829.01","","3","4","4","3","1","4","4","37.2","52.7","317","8","0","0","PC","PC","12.8784","0.008","1","qlp-s52-tois","SPOC","290.877426","78.754217","-1.13","0.019","4.933","0.02","2459775.884516","0.0012824599","6.2895835","0.0000034","3.044","0.054","26.709238","0.001907","24300","1.75643","15.9901","0.838556","124.221","930","167","479.529","2.4965","5565","123.891","4.41544","0.0754182","1.02","0.05","","","0.98","0.124959","14,17,18,19,20,21,23,24,25,26,40,41,47,50,51,52,53,54","weak secondary consistent with planetary nature; multiple stars in pixel","2020-05-07","2022-10-05","2022-12-14"
+"20182165","1830.01","","5","5","5","5","5","5","5","395.8","797.8","317","1","19","6","EB","FP","7.0166","0.006","1","qlp-s50-ffi","SPOC","226.181249","38.605375","-15.53","0.039","34.152","0.04","2459680.305818","0.0011899","9.7815625","0.0000201","3.736","0.316","21.979127","0.008155","20040","7.51099","18.205","0.838453","225.192","1079","143","50.3098","0.0622","6327.16","117.066","4.37297","0.0817756","1.21","0.05","","","1.25","0.194689","23,24,50","TFOP FP; retired as SB1","2020-05-07","2022-05-31","2022-12-14"
+"27194429","1831.01","","3","5","5","3","4","4","4","35.7","170.8","17.85","3","4","8","PC","APC","7.43229","0.006","1","spoc-s50-b0A","SPOC","200.452735","17.765435","-23.385","0.099","-11.356","0.074","2459665.464633","0.0006518526","0.55532443820971","0.00002566868","0.83366581985351","0.14554057","0.384098","0.023132","353.7045175097","21.305454","4.4033839473989","2.8197043","44853.398088522","3711.6634241403","14.107591","128.273","0.7805","6864","129.967","3.89932","0.0876954","2.2681701183319","0.0954674","","","1.488","0.259169","23,50","large star; ~7 sigma odd even; likely EB","2020-05-07","2022-08-11","2022-12-14"
+"307956397","1832.01","","3","4","4","3","4","4","4","16.7","67.5","45.22","7","0","4","PC","PC","12.9233","0.006","1","qlp-s52-tois","SPOC","256.662266","63.778635","-17.393","0.03","13.12","0.035","2459765.040315","0.0006787","4.1508569","0.0000041","2.19","0.095","9.487235","0.002337","8700","2.15203","7.61178","0.587876","81.7443","837","73","270.313","1.06","4652","127.88","4.52358","0.0942724","0.78","0.06","","","0.74","0.0838211","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,51,52","two stars in pixel","2020-05-07","2022-10-11","2024-09-01"
+"61098812","1833.01","","5","5","5","5","5","5","5","113.7","135","317","0","0","1","KP","KP","9.87229","0.006","1","spoc-s14-s50-b0A","SPOC","205.454246","-0.128171","-10.892","0.089","-24.685","0.072","2459684.730994","0.0003916","3.6935996741677","0.000001602009","4.4661849629298","0.021820154","9.356284","0.047813","8580.4318904907","44.036106","17.008659148324","0.9107161","1639.1071763459","1622.8246188778","191.73415","251.303","4.4025","6097.47","137.577","3.99566","0.0856944","1.78076004982","0.0949749","-0.118922","0.00863915","1.145","0.152424","23,46,50","WASP-54 b","2020-05-07","2022-12-12","2022-12-16"
+"71612483","1834.01","","5","5","5","5","4","5","5","198.3","181.2","317","3","0","4","PC","APC","11.4951","0.006","1","qlp-s50-tois","SPOC","202.294251","31.401916","-82.096","0.038","-7.129","0.032","2459689.763585","0.0002362","1.2164402","6e-7","1.847","0.065","16.905559","0.19254","15450","177.32","16.0243","1.7036","3477.13","2139","167","265.941","2.521","5610","121.632","4.42006","0.0763342","1.02","0.05","","","0.993","0.121877","23,49,50","V-shaped; slight odd-even","2020-05-07","2022-12-12","2022-12-16"
+"347332255","1835.01","","2","5","5","2","4","4","4","7.7","118.2","3.99","2","8","5","PC","PC","7.6621","0.006","1","spoc","SPOC","189.839224","20.027338","-81.959","0.083","-104.589","0.044","2458932.763635","0.0022330706","5.641959835972","0.0011469718","3.0871501540881","0.42569625","0.590626","0.079082","543.83884796858","72.83464","1.8245844253457","1.2838765","119.41711808318","843.11418484006","8.795427","32.1585","0.05705","5297","107.552","4.61016","0.0776149","0.782479","0.0380352","","","0.91","0.112429","23","period may be different; the transit at TJD 1932.8 and 1938.4 appears to be similar in depth and duration; the transit at TJD 1944.0 is coincident with a momentum dump; and can't be recovered from the data. There are three more possible single events near  1937.9 1947.5 and 1949.0. The 1949.0 event (in report for candidate .02) has the largest depth.","2020-05-07","2020-05-08","2023-04-22"
+"347332255","1835.02","","2","5","5","2","4","4","4","","","7","2","8","5","PC","PC","7.6621","0.006","2","spoc","SPOC","189.839224","20.027338","-81.959","0.083","-104.589","0.044","2458937.873023","0.002161166","","","3.945449758252","0.1838227","0.962914","0.091943","886.48382371414","84.678825","2.5398985544616","0.25255316","48.400623370892","672.71713262694","7.8712387","32.1585","0.05705","5297","107.552","4.61016","0.0776149","0.782479","0.0380352","","","0.91","0.112429","23","potential multi; other dips in the light curve; likely single transit","2020-05-07","2020-05-08","2022-12-14"
+"207468071","1836.01","","3","5","5","3","4","4","4","7.7","56.9","33.18","7","13","8","CP","CP","9.29416","0.006","1","qlp-s79-ffi","SPOC","245.907924","54.690077","-38.232","0.045","73.206","0.049","2460461.724823","0.0041897","20.3807063","0.0001997","6.217","1.019","1.500438","0.134412","1381","123.79","6.34261","0.407691","233.577","1089","37","191.649","0.9245","6351","118.9","4.12","0.08","1.62","0.07","","","1.261","0.183655","16,23,24,25,49,50,51,52,56,76,77,78,79","TOI-1836 b/.01","2020-05-07","2024-08-23","2024-08-31"
+"207468071","1836.02","","1","4","1","1","4","4","4","5.9","47.2","7.94","7","13","8","CP","PC","9.29416","0.006","2","qlp-s79-ffi","QLP","245.907924","54.690077","-38.232","0.045","73.206","0.049","2460477.136269","0.0021565","1.7727505","0.0000041","1.519","0.532","0.263866","0.027804","243","25.6082","2.73549","0.187474","2981.98","2058","15","191.649","0.9245","6351","118.9","4.12","0.08","1.62","0.07","","","1.261","0.183655","16,23,24,25,49,50,51,52,56,76,77,78,79","TOI-1836 c/.02","2022-07-28","2024-08-26","2024-08-31"
+"144441148","1837.01","","3","5","5","3","4","4","4","28.7","112.5","47.41","2","2","8","PC","APC","8.70842","0.006","1","spoc","SPOC","207.905911","33.49239","-50.001","0.165","-10.001","0.169","2458931.250769","0.0018116796","5.8182238767198","0.0006761738","1.1943657636665","0.13163379","1.161893","0.103976","1069.57099163","95.76095","7.8231030569925","0.6971154","1053.4797409595","1453.0357398747","10.557839","159.375","4.1425","5961.28","133.557","3.87842","0.0850107","1.99038","0.111754","0.134111","0.00866906","1.092","0.141875","23","Centroid offset at 3sigma; but consistent with a bright star.","2020-05-07","2020-05-07","2022-12-14"
+"162689341","1838.01","","5","5","5","5","5","5","5","50.8","120.4","131.13","0","0","0","KP","KP","12.423","0.007","1","spoc-s14-s55-b0A-KP","SPOC","246.69204","51.041133","-5.666","0.038","11.996","0.045","2459717.232201","0.0006491","2.1747062385046","0.0000018346157","2.8461110459309","0.027406367","12.199421","0.147063","11173.192956422","135.44063","14.231870974951","0.76472163","1622.2528254281","1618.6367047427","96.36039","575.889","6.456","6046.76","142.639","4.28918","0.0861511","1.2561899423599","0.0667387","0.062","0.028","1.12","0.1554","23,24,25,50,51","WASP-92 b","2020-05-07","2023-03-15","2023-03-24"
+"381714186","1839.01","","2","4","4","2","4","4","4","11.3","81.5","7.7","13","19","5","PC","PC","10.2173","0.006","1","spoc-s14-s50-b0A-APC","SPOC","196.833111","5.852046","-12.937","0.091","-61.362","0.054","2459690.241643","0.0025679","1.4238066598272","0.000006709638","1.5009584553835","0.13449283","0.783148","0.067659","721.04585713295","62.314243","2.6855348175608","0.27595383","921.84666297346","1405.3497525721","13.531481","116.086","0.565","5382.69","146.214","4.55152","0.0926726","0.84809899330139","0.0548492","0.252","0.022","0.934","0.124596","23,46,50","potential L1 planet; v-shaped","2020-05-07","2022-12-12","2023-12-15"
+"165987272","1840.01","","5","5","5","5","5","5","5","56.4","73.1","317","0","0","0","KP","KP","9.8469","0.007","1","qlp-s49-ffi","SPOC","195.981836","30.640145","-5.106","0.052","15.64","0.046","2459658.642419","0.0006124","7.8456075","0.0000096","5.892","0.521","7.648747","0.001508","7020","1.38932","14.2866","0.615803","718.188","1442","131","240.726","1.971","6266","104.702","4.08874","0.0783162","1.65","0.07","-0.16","0.1","1.22","0.181405","23,49","KELT-6 b","2020-05-07","2022-05-19","2022-12-14"
+"168699373","1841.01","","5","5","5","5","5","5","5","56.2","65","317","0","0","0","KP","KP","12.4474","0.007","1","qlp-s50-tois","SPOC","213.14386","47.014783","-29.681","0.025","11.079","0.028","2459688.443452","0.0005032","4.3011975","0.0000036","2.982","0.064","24.208372","0.002808","22050","2.5858","15.3684","1.05306","185.119","1027","139","347.85","2.2125","5115.16","138.182","4.34437","0.0932394","1.03","0.07","0.367285","0.0096851","0.86","0.109367","16,23,49,50","HAT-P-44 b","2020-05-07","2022-09-07","2022-12-14"
+"404505029","1842.01","","3","5","5","3","4","4","4","39.8","123.7","105.1","5","17","9","CP","CP","9.26733","0.006","1","qlp-s50-ffi","SPOC","201.962655","9.030644","-23.976","0.092","-7.518","0.054","2459680.103432","0.0009588","9.5739531","0.00002","4.172","0.479","3.447251","0.000545","3170","0.502035","12.4956","0.586497","354.639","1208","58","223.465","2.238","6115","119.063","3.87646","0.0796686","2.05","0.09","","","1.153","0.152433","23,50","TOI-1842 b; confirmed  in Wittenmyer et al. 2021","2020-05-07","2022-05-31","2022-12-14"
+"258871793","1843.01","TIC 258871793.01","5","5","5","5","5","5","5","15.8","56.2","108.05","2","3","0","PC","FP","12.6445","0.007","1","spoc","CTOI","287.894787","66.328065","0.744","0.032","-14.996","0.029","2458931.120722","0.001767002","9.1469121594138","0.00029544858","4.6184970361377","0.12056861","9.564011","0.223696","8770.0961182398","206.0101","12.7002633998","0.65836734","235.68921317167","999.3202229831","33.211414","627.627","6.267","5954","124.6","4.26","0.08","1.2752","0.0605402","","","1.09","0.139309","23,24,25,26","check nearby stars; ephemeris match to tic258871779; CTOI from Ethan Kruse","2020-05-07","2020-09-11","2022-12-14"
+"198108326","1844.01","","5","5","5","5","5","5","5","84.2","245.4","86.65","0","0","0","KP","KP","11.7551","0.006","1","qlp-s50-tois","SPOC","209.388645","43.49331","-134.791","0.03","-44.294","0.035","2459685.398095","0.000189","3.2130578","0.000001","2.169","0.035","24.741407","0.000877","22530","0.808113","11.0975","0.77922","118.075","918","211","142.751","0.4515","4652.87","115.904","4.61265","0.0882872","0.7","0.05","-0.0631697","0.0150349","0.74","0.083107","16,23,49,50","HAT-P-12 b","2020-05-07","2022-09-07","2022-12-14"
+"272758199","1845.01","TIC 272758199.01","3","4","4","3","4","4","4","41.4","110.6","117.59","9","2","4","PC","PC","12.889","0.007","1","spoc-s14-s60-b0A-PC","CTOI","237.317086","71.442944","-2.766","0.022","-19.059","0.024","2459666.132177","0.0012438835","3.6610025710426","0.0000011971007","2.604741510679","0.020104637","20.497076","0.115127","18701.421831746","106.03056","13.34806884993","0.7621915","305.21172590923","1066.0315379722","183.5606","418.239","2.53","5271","124.2","4.44","0.08","0.94340199232101","0.0535628","","","0.9","0.111332","14,15,16,17,19,20,21,22,23,26,40,41,47,49,50,52,53,54,56,57,60","CTOI from Ethan Kruse","2020-05-07","2023-05-19","2023-06-16"
+"198385543","1846.01","","2","4","4","2","4","4","4","3.2","54.9","3.86","7","2","6","PC","PC","11.8467","0.008","1","spoc-s14-s55-b0A-PC","SPOC","257.954965","54.527848","-61.625","0.115","211.315","0.092","2459884.349803","0.0025567953","3.9306746279257","0.000007234096","1.430514156091","0.15883589","1.779022","0.09284","1637.1984269483","85.50518","1.7902005754681","0.24769609","17.741867782548","523.44322636645","19.41492","47.2496","0.0963","3512","157","4.81618","0.00391692","0.41145199537277","0.0121252","","","0.404348","0.020175","17,20,23,24,25,26,40,47,50,51,52,53,54,58","L1 candidate; possible secondary at phase 0.3; two stars in pixel","2020-05-07","2023-03-22","2023-03-24"
+"54002556","1847.01","","3","5","5","3","5","4","5","5.1","66.9","59.85","17","3","3","KP","KP","11.6235","0.006","1","qlp","QLP","23.52145","-14.419149","11.168","0.099","14.047","0.049","2458390.70655","0.00158","","","3.585","0.586","10.70366","0.014724","9810","13.5611","8.72158","0.639813","33.1635","668","29","190.422","1.7605","5076","127.7","4.53","0.09","0.83","0.05","","","0.85","0.0989404","20","Single transit of NGTS-11 b at ~1390 TBJD; TCE at ~1402 TBJD is .02","2020-05-08","2021-12-06","2022-12-14"
+"54002556","1847.02","","1","4","1","1","3","4","4","5","46.3","23.69","17","3","3","PC","PC","11.6235","0.006","2","qlp","SPOC","23.52145","-14.419149","11.168","0.099","14.047","0.049","2459130.150082","0.0075846","12.7645811","0.000144","2.132","0.432","3.262104","0.007807","3000","7.19069","4.21676","0.359359","15.1947","550","1000","190.422","1.7605","5076","127.7","4.53","0.09","0.83","0.05","","","0.85","0.0989404","3,30","second candidate to confirmed planet TOI 1847.01 (confirmed planet TOI 1847.01 (NGTS-11b)","2020-11-25","2020-11-25","2022-12-14"
+"219824469","1848.01","","5","5","5","5","5","5","5","20.2","74.4","56.48","1","4","5","PC","FP","10.5038","0.007","1","qlp-s49-tois","QLP","204.440006","48.250123","-41.754","0.044","6.45","0.037","2459661.07431","0.0022504","5.4809161","0.0000197","5.031","0.648","3.011662","0.001874","2770","1.72638","8.64837","0.48336","856.944","1507","21","296.945","2.4375","5923","127.2","4.05","0.08","1.62","0.08","","","1.08","0.132907","16,22,23,49","match to 219824470","2020-05-08","2022-07-13","2024-03-26"
+"23740089","1849.01","","3","5","5","3","4","4","4","49.7","114.5","317","7","3","8","PC","APC","10.4985","0.006","1","qlp-s77-ffi","QLP","208.099647","37.748612","-6.014","0.076","15.687","0.115","2460412.030494","0.0012636","9.862756","0.0000132","2.323","0.351","4.654743","0.782845","4278","720.767","8.40839","0.808965","130.902","942","21","189.09","3.143","5595","127.5","4.32","0.08","1.14","0.06","","","0.989","0.125371","23,49,50,76,77","actual period is ~9.8 days; potential secondary; TFOP APC/BEB","2020-05-08","2024-09-03","2024-09-03"
+"149577217","1850.01","","3","5","5","3","4","4","4","92.4","130.8","317","2","1","3","PC","APC","10.626","0.006","1","qlp","QLP","195.761884","21.923072","-30.718","0.088","-2.633","0.061","2458931.03559","0.0011","7.39143","0.00057","1.252","0.124","6.402972","2.149006","5880","1977.35","16.4641","5.61306","59.8747","774","39","171.205","1.307","5224.6","99.5","4.28","0.08","1.14","0.06","0.126","0.014","0.891","0.108105","23","Large odd-even; but only 3 transits available. Need SG1 confirmation.","2020-05-08","2020-05-08","2022-12-14"
+"378976682","1851.01","","3","5","5","3","4","3","3","21.8","86.3","72.35","4","0","5","PC","APC","13.1369","0.007","1","qlp-s50-tois","QLP","197.748635","6.686564","-64.831","0.06","-23.251","0.038","2459688.751118","0.0018641","6.0179742","0.0000186","1.278","0.359","15.208613","0.10337","13910","95.2026","10.0342","","16.6492","562","9","274.942","2.642","4567","123","4.53","","0.76","","","","0.72","","23,50","V-shaped; consistent with a grazing HJ","2020-05-08","2022-09-07","2022-12-14"
+"219728669","1852.01","","3","4","4","3","4","4","4","43.3","106.8","120.33","6","0","3","PC","PC","13.4891","0.007","1","qlp-s50-tois","QLP","197.072025","23.120937","-20.807","0.054","-9.79","0.039","2459690.342687","0.0015457","2.3601883","0.0000057","2.455","0.108","23.553542","0.009238","21460","8.50863","13.4654","","505.623","1321","28","543.277","7.983","5356","122","4.49","","0.9","","","","0.93","","23,50","","2020-05-08","2022-09-07","2022-12-14"
+"73540072","1853.01","","1","5","5","1","4","4","4","16.3","85.2","14.47","5","4","4","PC","CP","11.3719","0.006","1","qlp-s50-tois","QLP","211.459347","16.99237","-45.626","0.065","-12.311","0.06","2459690.743436","0.0017567","1.2436239","0.0000046","1.211","0.206","1.945209","0.004141","1790","3.81382","3.89334","0.284458","435.33","1272","18","165.105","1","4968.8","107.5","4.5","0.08","0.84","0.05","0.205368","0.0230127","0.82","0.0991917","23,50","possible slight odd-even","2020-05-08","2022-09-07","2023-12-03"
+"157225097","1854.01","","3","4","4","3","4","4","4","52.9","124","108.02","2","0","5","PC","PC","13.0383","0.007","1","spoc-s50-b0A","QLP","206.845428","19.758454","-7.311","0.046","-37.139","0.036","2459667.101712","0.0017884171","2.526735264068","0.0002969803","2.2654362505399","0.096093394","19.217091","0.762138","17543.876912011","701.709","12.697975969918","0.4260542","333.04174769803","1089.5431103184","21.138418","346.457","2.837","4836","122","4.45","","0.87173098325729","","","","0.78","","23,50","","2020-05-08","2022-07-12","2022-12-14"
+"81247740","1855.01","","3","4","4","3","4","4","4","372.9","410.8","317","11","9","8","PC","PC","10.6503","0.007","1","qlp-s50-tois","QLP","205.353953","17.686872","-73.224","0.067","-80.738","0.062","2459690.637842","0.0002773","1.3641482","8e-7","0.952","0.052","8.523829","2.067211","7820","1902.16","19.5876","5.28743","852.162","1505","106","176.833","1.178","5347","121","4.33","0.08","1.08","0.06","","","0.92","0.111479","23,50","Grazing/V-shaped transit; large radius; nearby star(TIC 81247738) within one pixel","2020-05-08","2022-12-12","2022-12-16"
+"224313733","1856.01","","5","5","5","5","5","5","5","1.3","59.9","99.95","2","7","8","PC","FP","10.9374","0.007","1","qlp-s51-tois","QLP","234.099145","57.890738","-15.762","0.036","15.996","0.048","2459517.338757","0.0009772","197.0336254","0.0003266","7.338","0.219","12.997752","0.000508","11900","0.467556","12.0713","0.58185","1.65744","316","12","210.486","0.9345","5616.4","135.1","4.44","0.08","1","0.05","0.00160549","0.0123411","1.02","0.12655","15,16,17,22,23,24,49,50,51","period may be shorter than max period of ~197 days","2020-05-08","2022-09-02","2023-08-02"
+"180652891","1857.01","","5","5","5","5","4","5","5","70.7","203.3","77.34","1","2","4","PC","APC","9.2427","0.007","1","qlp-s49-tois","QLP","199.607344","35.953983","6.779","0.053","-1.198","0.048","2459663.219189","0.0003925","0.7759895","7e-7","1.135","0.149","2.663318","0.001216","2450","1.11965","10.4239","0.489315","5149.47","2359","89","317.527","3.8515","7218","125","3.94","0.09","2.26","0.09","","","1.62","0.277118","23,49","V-shaped; grazing; TFOP SB2/APC","2020-05-08","2022-07-13","2022-12-14"
+"424733642","1858.01","","3","4","4","3","4","4","4","177.5","179.8","317","9","2","6","PC","PC","12.8777","0.006","1","qlp-s50-tois","QLP","199.412592","22.850101","-25.718","0.054","3.186","0.042","2459691.122281","0.0006976","2.0912089","0.0000025","1.144","0.082","22.777137","2.879191","20760","2648.32","18.3695","4.64625","126.014","933","54","205.385","1.012","4220.9","119.2","4.49","0.1","0.77","0.07","0.0767659","0.0686144","0.66","0.0820978","23,50","","2020-05-08","2022-09-07","2022-12-14"
+"229742722","1859.01","TIC 229742722.01","3","5","5","3","4","4","4","7.3","73.8","86.51","4","11","4","CP","CP","9.93689","0.006","1","qlp-s60-ffi","QLP","279.831764","69.522873","12.12","0.044","-12.156","0.041","2460503.689205","0.0011374","63.4841349","0.0000941","4.898","1.397","6.138702","0.272064","5638","250.549","11.1305","0.557028","11.9909","518","121","224.385","1.167","6415","131.3","4.26","0.09","1.4","0.06","","","1.291","0.197742","14,15,16,17,18,19,20,22,23,25,26,40,41,47,48,49,50,52,53,54,55,56,57,59,60,73,74,75,76,77,78,79,80","TOI-1859 b","2020-05-08","2024-08-26","2024-08-26"
+"202426247","1860.01","","1","5","5","1","4","4","4","5.5","14.5","1.31","6","5","4","CP","CP","7.7885","0.006","1","qlp-s75-ffi","SPOC","226.456731","64.047682","-122.326","0.064","110.588","0.058","2460367.147621","0.001745","1.0662082","0.0000018","1.142","0.138","0.163959","0.009742","151","8.97283","1.0883","0.0625888","876.703","1515","19","45.864","0.06465","5668","104.7","4.51","0.07","0.93","0.04","0.03","0.03","1.01","0.128338","14,15,16,21,22,23,41,48,49,50,75","TOI-1860 b","2020-05-18","2024-05-07","2024-06-01"
+"323295479","1861.01","TIC 323295479.01","3","5","5","3","3","4","4","0.1","48.5","87.63","12","0","1","PC","PC","9.9486","0.006","1","spoc-s01-s39-b0A-PC","UNKNOWN","130.80013","-83.061258","41.562","0.043","-59.759","0.036","2458622.925373","0.0008470317","742.52145","","6.5869825314976","0.072681405","9.312375","0.098861","8540.3365084693","91.049866","11.227509846533","0.591411","25.012890020466","570.37531017704","86.75089","135.758","0.426","5490","148.2","4.45","0.33","1.0611300468445","0.0552212","","","1.01","0.126721","11,12,13,38,39","CTOI from Nora Eisner; previous single now duotransit; updated with longest possible period","2020-05-18","2022-03-21","2024-07-22"
+"321668398","1862.01","TIC 321668398.01","3","5","5","3","4","4","4","20.1","64","90.55","2","0","0","CP","CP","11.5429","0.009","1","spoc-s14-s60-b0A-CP","CTOI","264.26302","53.021275","-4.289","0.041","7","0.04","2459768.446771","0.0007575","5.6442112417471","0.0000047429385","2.9809960227439","0.04843492","4.500136","0.060307","4136.2010062645","55.54282","11.446289507619","0.5574402","854.70742289805","1379.0312840695","64.643135","527.995","5.7555","6310","141.7","4.1","0.09","1.6359100341797","0.0772688","","","1.24","0.193855","14,17,20,21,24,25,26,40,41,47,50,51,52,53,54,57,58,60","WASP-150 b published after CTOI by Ethan","2020-05-29","2023-06-13","2023-07-05"
+"356919658","1863.01","TIC 356919658.01","5","5","5","5","5","5","5","39.9","124.9","62.53","1","0","0","PC","FP","11.2542","0.007","1","qlp","CTOI","273.580728","57.992976","-4.935","0.036","20.049","0.048","2458683.89879","0.00117","1.42611","0.00001","1.788","0.112","2.053983","0.212536","1890","195.734","9.21032","2.0725","11388","2877","33","383.432","3.0235","6404","125.9","4.31","0.08","1.32","0.06","","","1.29","0.191859","20","Likely EB; V-shaped; must be grazing if planet; there is a 300 ppm secondary consistent with a hot Jupiter; there is an ephemeris match to 356919654 but no depth/aperture correlation; need SG1 to check TIC 356919654; CTOI from Ethan Kruse","2020-05-29","2020-10-07","2022-12-14"
+"229791084","1864.01","TIC 229791084.01","5","5","5","5","5","5","5","105","124.7","317","0","0","0","KP","KP","12.2856","0.007","1","qlp-s52-tois","CTOI","284.443905","69.570837","-5.575","0.035","-3.373","0.044","2459766.543741","0.0001464","1.6453265","3e-7","2.59","0.011","21.170633","0.000149","19310","0.137604","19.0536","0.849766","1816.48","1818","465","559.068","6.021","6023","120.7","4.25","0.08","1.32","0.06","","","1.12","0.147144","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52","Qatar-10 b; CTOI from Ethan Kruse","2020-05-29","2022-10-04","2022-12-14"
+"207425203","1865.01","TIC 207425203.01","3","5","5","3","4","4","4","12.9","43.3","42.86","3","2","10","PC","APC","11.871","0.007","1","qlp-s52-tois","CTOI","242.919358","58.477001","5.076","0.13","-10.072","0.153","2459742.663844","0.0017617","1.2239134","0.000003","1.037","0.166","1.521096","0.0033","1400","3.03983","7.38849","0.662645","861.54","1509","18","757.572","44.1285","6618.5","352.2","3.99","0.1","1.92","0.14","","","1.3","0.205684","15,16,17,23,24,25,49,50,51,52","V-shaped; CTOI from Ethan Kruse","2020-05-29","2022-10-04","2022-12-14"
+"400430915","1866.01","TIC 400430915.01","3","4","4","3","3","4","4","13.8","39.9","84.36","4","12","1","PC","PC","12.6557","0.007","1","spoc-s14-s50-b0A-PC","CTOI","295.382219","57.325664","1.219","0.041","0.463","0.034","2459797.900124","0.0033299252","2.1863094798474","0.000019841893","3.9576915091825","0.15512112","3.244193","0.121986","2983.5525822826","112.34668","10.979181717357","0.69098353","4908.3013735633","2134.77719517","20.042763","1152.5","26.175","6728","125","4.03","0.08","1.921530008316","0.0863015","","","1.43","0.231367","20,40,41,47,50,54,55","CTOI from Ethan Kruse; weak odd-even and potential phase curve","2020-05-29","2022-11-09","2024-07-17"
+"400476523","1867.01","TIC 400476523.01","5","5","5","5","5","5","5","19.2","44.7","317","1","2","1","PC","FP","12.2339","0.008","1","qlp","CTOI","295.558877","59.589129","-3.497","0.053","-0.633","0.053","2458700.97371","0.00232","18.10671","0.00039","4.562","0.514","11.284957","0.090062","10340","82.9463","19.3734","1.90146","199.63","1047","42","775.054","15.06","6615","132.5","4.14","0.09","1.65","0.08","","","1.38","0.233352","20","Likely EB; some depth-aperture correlation; need SG1 to clear the neighbors; ephemeris match to TIC 400428629; CTOI from Ethan Kruse","2020-05-29","2020-05-29","2022-12-14"
+"230087585","1868.01","TIC 230087585.01","3","4","3","3","4","4","4","12.1","40.4","100.61","6","2","4","PC","PC","12.6053","0.008","1","spoc-s14-s55-b0A-PC","CTOI","247.125627","69.030975","-2.096","0.135","14.467","0.134","2459940.409366","0.0020616192","8.8263579161281","0.0000132700925","3.4318590648375","0.117548965","6.400513","0.120964","5877.748040015","111.40541","12.177799584394","0.9154001","381.12164817092","1126.9007139757","48.30618","766.271","35.2075","6016","127.5","4.1","0.09","1.5604300498962","0.098877","","","1.11","0.144125","14,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,51,52,53,54,55,60","CTOI from Ethan Kruse","2020-05-29","2023-03-22","2023-03-24"
+"299780329","1869.01","TIC 299780329.01","3","4","3","3","3","4","4","16.2","63","26.57","0","0","1","PC","PC","10.9679","0.006","1","spoc-s01-s39-b0A-PC","CTOI","37.530328","-79.75656","11.464","0.044","-12.791","0.04","2459362.742783","0.0013697798","1.6024387471225","0.000007543205","1.0090013766273","0.18253656","1.491307","0.088652","1372.601690466","81.64774","5.564091609503","1.3158159","2819.6338492732","1858.5229504324","17.802126","305.601","1.8945","5435.9","5567","4.2","0.1","1.3929400444031","0.0587311","0.244475","0.0668965","1.07","0.132864","1,13,28,39","v-shaped; low SNR; CTOI from Adina Feinstein; possible centroid offset towards TIC 299780329","2020-05-29","2022-03-21","2022-12-14"
+"230375747","1870.01","TIC 230375747.01","3","4","4","3","3","4","4","39.8","49.3","317","9","1","3","PC","PC","12.8079","0.007","1","spoc-s14-s55-b0A-PC","CTOI","285.020668","63.42983","-0.749","0.124","-1.828","0.116","2459694.209214","0.0021319727","2.7633916897088","0.0000013292155","3.5061662811182","0.025404574","13.553","0.087682","12405.187329854","80.754776","16.409720725886","1.1075944","1824.5880178208","1666.9054026424","145.06374","876.378","44.53","6511","126.6","4.25","0.09","1.4310300350189","0.0962086","","","1.34","0.207092","24,25,26,40,41,47,48,49,50,51,52,53,54,55","CTOI from Ethan Kruse; two stars in pixel (neighbor is TIC 230375748); phase modulations; possible secondary","2020-05-29","2023-03-14","2023-03-24"
+"233503636","1871.01","TIC 233503636.01","5","5","5","5","5","5","5","14.6","50.2","55.54","0","4","0","PC","FP","11.5906","0.012","1","qlp","CTOI","251.235703","77.344038","2.762","0.046","-0.365","0.053","2458685.82187","0.00402","3.40612","0.0003","1.714","0.617","1.890826","0.082431","1740","75.9188","8.60495","1.64429","985.653","1560","13","526.243","6.3915","5955.3","102.7","4.06","0.08","1.67","0.08","","","1.17","0.165367","14,15,16,18,19,20,21,22,24","Depth-aperture correlation; stellar activity; CTOI from Ethan Kruse","2020-05-29","2020-07-27","2022-12-14"
+"229490898","1872.01","TIC 229490898.01","3","4","4","3","3","4","4","26.2","75.2","87.38","8","2","3","PC","PC","11.9414","0.006","1","qlp-s52-tois","CTOI","296.257303","64.791904","-5.967","1.381","-9.382","1.381","2459765.196316","0.0006756","2.2349708","0.0000022","2.016","0.231","4.209951","0.005483","3870","5.04998","11.1799","","3419.38","","36","608.57","","6305.2","383.5","","","1.57","","","","","","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55","V-shaped; CTOI from Ethan Kruse","2020-05-29","2023-03-14","2024-06-20"
+"328933398","1873.01","TIC 328933398.01","3","4","3","3","3","4","4","2","34","14.78","6","2","5","PC","PC","10.7447","0.006","1","qlp-s52-tois","CTOI","212.568476","84.371858","1.067","0.044","-2.419","0.037","2459753.685026","0.0038061","24.9341884","0.0001389","4.964","0.678","1.510223","0.001694","1390","1.55996","3.93465","0.232854","34.0216","672","16","182.014","0.805","5699","141.1","4.47","0.08","0.97","0.05","","","1.015","0.131731","14,19,20,21,26,40,41,47,52","CTOI from Nora Eisner","2020-05-29","2022-11-15","2022-12-14"
+"328933398","1873.02","TIC 328933398.02","1","5","5","1","3","4","4","0","9.2","12.79","6","2","5","PC","PC","10.7447","0.006","2","spoc-s14-s60-b0A-PC","SPOC","212.568476","84.371858","1.067","0.044","-2.419","0.037","2458848.638767","0.0044550938","900.19309872433","0.0069491738","6.3963069164098","0.58928096","1.460742","0.129407","1344.4884881858","119.18114","3.6185236026381","0.8518884","0.26510169765336","183.00918070794","10.98663","182.014","0.805","5699","141.1","4.47","0.08","0.97167497873306","0.0471155","","","1.015","0.131731","20,21,40,41,47,52,53,59,60","actual period is likely much shorter than max period of ~900 days","2020-07-15","2023-05-17","2023-06-16"
+"328933398","1873.03","","2","4","2","2","3","4","4","3.6","38.1","9.85","6","2","5","PC","PC","10.7447","0.006","3","spoc-s14-s60-b0A-PC","SPOC","212.568476","84.371858","1.067","0.044","-2.419","0.037","2459583.708287","0.0060408674","7.0056804925183","0.000024173321","3.3182124902689","0.21294464","0.832965","0.042548","766.89446199122","39.187603","3.103923217934","0.22486447","171.89357560837","923.49523930509","18.992094","182.014","0.805","5699","141.1","4.47","0.08","0.97167497873306","0.0471155","","","1.015","0.131731","20,21,40,41,47,52,53,59,60","potential multi","2020-10-11","2023-05-17","2023-06-16"
+"232641326","1874.01","TIC 232641326.01","3","5","5","3","4","4","4","25.4","61","317","1","2","3","PC","APC","11.5816","0.007","1","spoc-s14-s55-b0A-APC","CTOI","281.44921","56.381701","8.653","0.05","1.588","0.044","2459756.864289","0.0007104","17.868399872146","0.00003523049","5.6386950144778","0.05077606","12.226607","0.179402","11197.952233898","165.22133","19.384307522615","0.8403294","242.71821377967","1006.6890423516","74.492966","639.003","9.7765","7013","125.8","4.2","0.08","1.6355899572372","0.0695729","","","1.54","0.254108","24,25,26,40,41,47,48,49,50,51,52,53,54,55","TFOPWG SB1/APC; CTOI from Ethan Kruse; potentially too large for insolation","2020-05-29","2023-02-23","2023-02-25"
+"233047097","1875.01","TIC 233047097.01","3","4","3","3","2","4","4","18.3","29","317","3","0","2","PC","PC","12.9417","0.007","1","qlp-s52-tois","CTOI","268.6609","60.356411","-5.109","0.024","-9.682","0.025","2459857.086857","0.0015925483","11.3091849","0.0000142","1.713","0.282","13.063682","0.019042","11960","17.5386","15.4356","0.956218","26.4473","631","37","677.874","5.2985","5817","128.5","4.27","0.08","1.25","0.06","","","1.05","0.128802","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,50,51,52","V-shaped; CTOI from Ethan Kruse","2020-05-29","2023-01-30","2023-02-09"
+"233078665","1876.01","TIC 233078665.01","3","4","3","3","2","4","4","9.4","33.2","91.1","1","2","2","PC","PC","12.8182","0.007","1","spoc-s14-s60-b0A-PC","CTOI","271.611889","62.176751","-4.06","0.058","4.82","0.052","2459945.349797","0.0028820576","6.4827646827791","0.0000066991256","2.2930359223929","0.09825397","4.505186","0.108811","4140.8329482834","100.21352","11.487382049668","0.80305153","941.0164561636","1412.599519333","38.61821","1119.32","31.54","6748","125.2","4.12","0.09","1.7302500009537","0.0862312","","","1.44","0.244621","24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","CTOI from Ethan Kruse; ~750 ppm secondary in spoc-s14-s60-b0A-PC","2020-05-29","2023-05-15","2023-06-16"
+"233497719","1877.01","TIC 233497719.01","3","5","5","3","1","4","4","40.2","47.7","317","7","2","0","PC","APC","12.8746","0.008","1","qlp-s52-tois","CTOI","249.519983","77.756401","-4.924","0.023","39.626","0.03","2459766.145743","0.0003429","3.801591","0.0000019","2.752","0.04","20.772145","0.001069","18950","0.984908","14.4297","0.657427","395.697","1242","162","565.519","4.5015","6051","127.3","4.48","0.08","1.01","0.05","","","1.13","0.153259","14,15,16,18,19,20,21,22,24,25,26,40,41,47,48,49,51,52","CTOI from Ethan Kruse; potential shallow secondary","2020-05-29","2022-10-04","2022-12-14"
+"219762508","1878.01","TIC 219762508.01","3","4","4","3","4","4","4","9.6","40.9","38.97","3","2","4","PC","PC","12.9737","0.007","1","spoc-s14-s55-b0A-PC","CTOI","262.605271","63.123014","4.282","0.057","-2.303","0.053","2459911.907728","0.003749723","3.2351012718965","0.000004334352","0.96459215781237","0.13097769","4.323565","0.187959","3974.2319127939","173.1015","6.9705803396178","1.1605136","662.30226479764","1293.8496408463","24.670567","603.015","9.5615","5976","131.5","4.43","0.08","1.0644600391388","0.053701","","","1.1","0.143194","14,15,16,17,18,19,20,22,23,24,25,26,40,41,47,48,49,50,52,53,54,55,56,57,58,59","CTOI from Ethan Kruse","2020-05-29","2023-03-22","2024-09-01"
+"243335710","1879.01","TIC 243335710.01","3","4","3","3","3","4","4","14","26.8","317","2","0","1","PC","PC","12.9935","0.008","1","spoc-s14-s55-b0A-PC","CTOI","289.861603","59.670112","1.246","0.03","0.272","0.033","2459703.289921","0.00553986","13.704595130674","0.00004980564","5.8535411996396","0.106694415","11.03929","0.230189","10116.047011122","211.98935","17.043721376355","0.8148566","237.54043186285","1001.2767573388","48.77545","982.768","14.239","6531","126.2","4.22","0.09","1.4961099624634","0.0684875","","","1.35","0.216667","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,59","CTOI from Ethan Kruse; possibly too large for period","2020-05-29","2023-03-16","2024-02-15"
+"359357695","1880.01","TIC 359357695.01","3","4","3","3","3","4","4","61.1","170.2","53.92","7","0","2","PC","PC","13.0614","0.008","1","spoc-s01-s39-b0A-PC","CTOI","182.726187","-75.13193","-39.401","0.094","-7.25","0.089","2459363.247029","0.0017694175","1.7262630949033","0.00007036324","1.7729838229783","0.105738245","11.020562","0.541608","10098.972416366","498.7152","8.4380756995684","7.1073465","46.856078262911","667.28480222585","22.860867","102.608","0.613","3631.4","504.9","4.69","0.01","0.55605798959732","0.016711","","","0.550671","0.0204107","11,12,38,39","crowded field; v-shaped transits; CTOI from Luke Bouma; SG1 VPC and mentioned in Mann+2021 that has an Li double line suggestive of SB2","2020-05-29","2022-03-22","2022-12-14"
+"59859387","1881.01","TIC 59859387.01","3","5","5","3","3","4","4","23.7","100.5","30.04","0","7","3","PC","PC","10.2761","0.006","1","qlp-s61-ffi","CTOI","110.369675","-45.567737","-9.997","0.042","11.584","0.048","2459987.207387","0.0010274","1.1203828","0.0000012","1.665","0.304","2.065949","0.115094","1901","106","5.96207","0.339687","4388.96","2267","47","294.281","2.179","6564.4","178","4.26","0.09","1.47","0.06","","","1.45","0.246946","7,8,33,35,61","V-shaped; some odd-even; crowded field; CTOI from Luke Bouma","2020-05-29","2023-04-04","2023-04-07"
+"396368313","1882.01","TIC 396368313.01","3","4","4","3","3","4","4","40.5","60.5","317","3","0","1","PC","PC","11.2394","0.006","1","spoc-s01-s39-b0A-PC","CTOI","212.839201","-75.833202","-6.75","0.063","-5.584","0.057","2459362.255492","0.0010584032","3.0898433386753","0.00007599722","1.7253015082097","0.04889788","6.201303","0.256296","5695.3311505595","236.02916","14.796030546393","1.5099621","6037.5204355355","2248.19720214","40.84106","708.598","19.6255","8828.7","271","4.39","0.07","1.6313199996948","0.0630352","","","2.39","0.326025","11,12,38,39","crowded field; CTOI from Luke Bouma; v-shaped","2020-05-29","2022-03-22","2022-12-14"
+"348755728","1883.01","TIC 348755728.01","3","4","4","3","2","4","4","11.3","77","26.47","7","0","3","PC","PC","13.3462","0.008","1","spoc-s01-s65-b0A-PC","CTOI","134.089246","-12.930644","30.75","0.106","3.168","0.192","2459256.846553","0.0009869159","4.5063838083807","0.000010290527","2.0392006834635","0.1765048","13.682485","0.65395","12522.96136617","602.1286","5.5521734279247","0.5160709","17.943561028779","524.92457900698","17.854677","115.369","0.8545","3477","157","4.74303","0.008219","0.49357599020004","0.0149633","","","0.491671","0.0205038","8,35,61","Match to TOI 633; Will Waalkes and Zach Berta-Thompson observed a full on 20190425 and ruled out a transit on TOI 633 but confirmed a 9.6 ppt event on 348755728; CTOI from Karen Collins","2020-05-29","2024-01-16","2024-01-27"
+"219879302","1884.01","TIC 219879302.01","3","4","4","3","4","4","4","17.5","75","68.55","10","2","3","PC","PC","12.6183","0.007","1","qlp-s52-tois","CTOI","261.129456","67.989121","-0.326","0.021","-6.855","0.027","2459755.777237","0.0005572","6.7822711","0.0000055","2.491","0.06","12.228856","0.001285","11200","1.18391","9.69244","0.574201","60.1185","775","106","340.55","1.354","5225","130.9","4.5","0.09","0.88","0.05","","","0.89","0.111069","14,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52","CTOI from Ethan Kruse; possible odd-even","2020-05-29","2022-10-04","2023-07-07"
+"258510872","1885.01","TIC 258510872.01","3","5","5","3","4","4","4","21.9","56.1","129.58","8","7","1","PC","CP","11.9742","0.007","1","qlp-s52-tois","CTOI","304.665223","66.155954","0.54","0.039","-3.806","0.04","2459736.999544","0.0009524","6.5440665","0.000008","3.777","0.096","6.599578","0.00055","6060","0.506475","14.1513","0.65761","318.224","1176","69","560.901","6.507","6232","123.2","4.03","0.08","1.76","0.08","","","1.2","0.168177","15,16,17,18,21,22,24,25,48,51,52","CTOI from Ethan Kruse","2020-05-29","2022-12-12","2024-02-13"
+"403136415","1886.01","TIC 403136415.01","3","4","4","3","3","4","4","41.8","114.7","109.99","8","0","1","PC","PC","13.0934","0.006","1","spoc-s01-s69-b0A-PC","CTOI","333.559696","-55.373338","4.93","0.028","-8.523","0.033","2459062.639615","0.00037695983","2.5128483136038","0.000001989698","2.5536062651988","0.057855308","20.356064","0.31265","18573.965562872","287.92004","12.834200797853","0.23981605","623.3463235004","1274.3892523449","63.978558","529.373","5.9015","5744","122","4.51952","","0.92404401302338","","","","1.03","","1,28,68","potential odd-even; centroid offset; CTOI from Kevin Collins","2020-05-29","2024-04-24","2024-04-30"
+"229586455","1887.01","TIC 229586455.01","2","4","4","2","3","4","4","4.7","34","6.82","4","1","3","PC","PC","12.2415","0.006","1","spoc-s14-s60-b0A-PC","CTOI","271.368524","75.145628","-34.046","0.029","88.331","0.038","2459884.269522","0.0033976773","2.2001583481939","0.0000043715268","1.7564486069081","0.16358353","1.40759","0.057806","1295.5985442551","53.239758","2.5006782435482","1.031505","164.32625016375","913.15917238003","26.391085","138.272","0.32","4250","171","4.58048","","0.70572900772095","0.0664121","","","0.653","0.0759949","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","2 stars in pixel; CTOI from Ethan Kruse","2020-05-29","2023-05-25","2023-06-16"
+"459997997","1888.01","TIC 459997997.01","5","5","5","5","5","5","5","20.3","77.5","90.81","1","2","1","EB","FP","10.4748","0.006","1","qlp-s36-ffi","CTOI","156.250032","-60.575142","-21.982","0.048","9.122","0.043","2459328.032732","0.0022364","5.547485","0.0000254","5.412","0.242","3.643322","0.00156","3350","1.43696","11.48","0.43171","3368.08","2122","23","521.829","6.945","7397","237.3","4.1","0.62","2.04","0.06","","","2.12","0.311293","10,11,36","TFOP FP; retired as NEB","2020-05-29","2021-12-07","2022-12-14"
+"139771134","1889.01","TIC 139771134.01","3","4","3","3","3","4","4","76.7","167.5","58.54","9","0","1","PC","PC","12.5093","0.006","1","spoc","CTOI","324.128236","-52.513101","20.985","0.027","-16.051","0.027","2459036.734021","0.0010074341","0.91346966324582","0.000032675784","1.1241224301275","0.08636562","5.17436","0.262106","4754.423048302","241.37901","8.8558858046543","11.272981","831.1651408823","1369.4354930086","19.96266","211.794","0.867","4791","4675.9","","","0.77180498838425","0.0622764","0.160856","0.0877324","0.72","0.0856123","1,27,28","difference image reasonably consistent with target despite small nominal shift; V-shaped; some depth-aperture correlation; CTOI from Adina Feinstein","2020-05-29","2021-10-04","2022-12-14"
+"288636599","1890.01","TIC 288636599.01","3","4","3","3","3","4","4","8.5","49.1","72.14","5","4","1","PC","PC","11.6819","0.013","1","spoc-s14-s55-b0A-PC","CTOI","279.744502","79.23835","3.785","0.038","9.982","0.053","2459884.073661","0.0020999894","19.967693625944","0.00004176379","6.2804930022868","0.08595482","6.626171","0.085193","6084.3435425144","78.46292","10.013634326772","0.51566106","78.689095171416","759.62349241937","51","372.335","3.3275","5857","153.6","4.26","0.08","1.2694900035858","0.061191","","","1.06","0.137445","14,17,18,19,20,21,24,25,26,40,41,47,48,50,51,52,53,54,55,58","CTOI from Ethan Kruse","2020-05-29","2023-03-22","2023-03-24"
+"139198430","1891.01","TIC 139198430.01","3","5","5","3","3","4","4","65.7","120.3","317","4","0","1","PC","APC","9.3059","0.006","1","qlp-s68-ffi","CTOI","345.630986","-46.085195","-24.1","1.3","-2.1","1.4","2460176.504188","0.0004779","15.3617729","0.0000085","1.745","0.478","3.611731","8.715314","3321","7994.97","14.7142","","51.0242","","49","135.265","","5984","192","4.30752","2.00392","1.22","","","","","","1,28,68","Formerly a single; v-shaped; CTOI from Juha Lipponen; TFOP SM/APC/BEB","2020-05-29","2023-11-15","2023-12-08"
+"63698669","1892.01","TIC 63698669.01","3","5","5","3","3","4","4","0","7.4","5.62","0","3","1","PC","PC","9.9312","0.006","1","spoc-s01-s69-b0A-PC","CTOI","5.165323","-33.984476","67.063","0.062","-13.027","0.047","2458364.629487","0.003448089","1837.8897312942","0.000069729715","5.1231542355036","0.99500203","0.85219","0.073449","784.58793356435","67.64698","2.231603981104","1.7418982","22.783074881153","557.21504492765","12.635269","97.4697","0.375","5256","183","4.55251","0.28354","0.79528498649597","0.0424071","","","0.95","0.120742","2,29,69","CTOI from Planet Hunters; alerted as a single transit but now have second transit and maximum period of ~1837.9 days","2020-05-29","2024-02-29","2024-03-03"
+"264544388","1893.01","TIC 264544388.01","3","5","5","3","3","4","4","","","14.93","0","1","3","PC","PC","8.43389","0.006","1","spoc","CTOI","326.438392","79.613939","23.5","0.045","18.487","0.047","2458824.861486","0.011408773","","","16.200020080712","0.85472685","0.608618","0.069312","560.40043931811","63.8369","3.9646898281608","0.2961185","95.417022676793","797.12460506278","8.327036","134.912","0.4745","6996","129.479","4.29542","0.0844643","1.46151","0.0554825","","","1.538","0.259757","17,18,19","Single transit; noisy LC; high Gaia RV scatter; possibly seeing secondary eclipse; CTOI from Planet Hunters","2020-05-29","2020-05-29","2022-12-14"
+"280865159","1894.01","TIC 280865159.01","3","5","5","3","3","4","4","0","17.1","33.18","0","1","3","PC","PC","10.7519","0.021","1","spoc-s01-s39-b0A-PC","SPOC","100.798591","-78.281094","39.23","2","56.87","2","2458387.073001","0.006121742","739.24240069327","0.009019784","19.238281516188","0.55819476","3.425894","0.110391","3150.3921435389","101.66869","6.3408720850891","0.22511087","0.3623508073365","197.88007116849","24.061493","178.372","","5611","187","4.37718","2.00393","1.0692000389099","","","","","","1,3,4,5,6,7,8,10,11,12,13,27,28,30,31,32,33,34,35,36,37,38","formerly a single transit; actual period likely shorter than 739.242 d","2020-05-29","2022-03-22","2022-12-14"
+"384159646","1895.01","TIC 384159646.01","3","5","5","3","3","4","4","0.1","29.3","66.8","0","0","2","PC","PC","9.7556","0.006","1","spoc-s01-s39-b0A-PC","CTOI","243.713459","-81.680597","-17.507","0.044","-31.801","0.048","2459362.934319","0.001512523","748.07394162092","0.0011630536","5.0652032692478","0.085997835","5.035698","0.120838","4627.3105593122","111.289764","9.5710516497463","0.4543167","1.0296946653084","256.91937997036","40.682007","206.229","1.188","6762","202","4.39031","0.377145","1.3738700151443","0.0567035","","","1.41","0.244622","12,13,39","CTOI from Planet Hunters; former single with retransit in s39; 748.074286 days is longest possible period; period likely shorter","2020-05-29","2022-03-22","2022-12-14"
+"174302697","1896.01","TIC 174302697.01","3","5","5","3","4","4","4","","","59.67","0","4","4","PC","PC","8.88374","0.006","1","spoc","CTOI","352.17861","47.349521","56.957","0.046","0.365","0.042","2458743.727014","0.002370027","","","16.104628186997","0.16959512","3.062315","0.125792","2816.5224184793","115.85219","8.9556287274928","0.43547082","254.64078017607","1018.8300330917","35.01022","169.851","0.914","6750","178.876","4.18569","0.0924767","1.60572","0.0682312","","","1.442","0.262859","16,17","Single transit; Rp based on first event is ~14 Re (DD); CTOI from Planet Hunters","2020-05-29","2020-05-29","2022-12-14"
+"420645189","1897.01","TIC 420645189.01","5","5","5","5","5","5","5","61.8","446.7","317","0","10","1","PC","FP","10.1374","0.006","1","qlp-s52-tois","CTOI","48.370422","75.268379","48.29","0.042","14.617","0.056","2459000.999918","0.000253","48.534039473","0.0003159","6.661","0.033","69.689697","0.001081","62170","0.995212","26.827","1.24227","0.0730269","144","295","158.493","0.8355","5937","142.24","4.44855","0.0775541","1.03","0.05","","","1.084","0.136359","19,25,26,52","alerted as a single; matches depth of additional transits at ~2729 and 2923 TBJD; likely 48.5 d EB with .01 as primaries and .02 as secondaries","2020-05-29","2023-03-14","2023-05-24"
+"420645189","1897.02","","5","5","5","5","5","5","5","5.4","75.2","48.11","0","10","1","PC","FP","10.1374","0.006","2","qlp-s52-tois","SPOC","48.370422","75.268379","48.29","0.042","14.617","0.056","2458837.476698","0.0016185","48.533862575","0.0021795","6.137","0.59","5.147716","0.003397","4730","3.1286","7.9008","0.415699","2.2453","341","33","158.493","0.8355","5937","142.24","4.44855","0.0775541","1.03","0.05","","","1.084","0.136359","19,25,26,52","alerted as a single but now have an additional transit of similar depth at ~2031 TBJD; likely 48.5 d EB with .01 as primaries and .02 as secondaries","2020-10-07","2023-03-14","2023-05-24"
+"91987762","1898.01","TIC 91987762.01","3","5","5","3","4","4","4","23.4","184.3","68.41","8","14","7","PC","CP","7.4098","0.006","1","spoc-s01-s72-b0A-CP","CTOI","144.5553","23.546746","-64.433","0.106","-41.485","0.093","2459531.564033","0.0004563","45.522145556061","0.000047566322","4.3839392074272","0.04156538","3.293191","0.029261","3028.5453279348","26.94963","9.7055757075362","0.48554257","51.007370489824","681.59749155634","95.79935","79.6682","0.44","6303.91","141.811","4.11765","0.0924486","1.6103399991989","0.079598","","","1.24","0.189831","21,45,46,48,72","CTOI from Planet Hunters","2020-05-29","2024-06-06","2024-08-16"
+"172370679","1899.01","TIC 172370679.01","3","5","5","3","4","4","4","6.9","109.4","100.68","0","0","2","CP","CP","12.5826","0.007","1","spoc-s14-s41-b0A-CP","CTOI","299.426847","40.143346","35.427","0.025","18.828","0.029","2459439.215254","0.012871722","29.090227147659","0.00007391117","4.6769825632142","0.10876425","41.568471","0.713033","37562.333273578","656.51215","12.182651671305","0.41291898","2.6006009651885","323.88301946093","62.05948","128.438","0.25","3854","157","4.63619","0.0110121","0.61786299943924","0.0181815","","","0.602425","0.0201818","14,15,41,53","alerted as single transit; now a duo-transit; CTOI from Planet Hunters; period updated to reflect period for TESS CP TOI-1899 b","2020-05-29","2022-10-11","2022-12-14"
+"178879588","1900.01","","5","5","5","5","5","5","5","29.1","79.1","105.43","0","0","2","KP","KP","13.2554","0.008","1","spoc","QLP","67.418582","-28.197215","5.777","0.022","16.81","0.029","2459145.468004","0.0013300353","3.0566277111564","0.00012200068","2.3926375375445","0.08565802","13.676503","0.364697","12517.520352917","335.84195","12.518269337426","0.31135896","606.66345266738","1265.7755651225","30.356386","623.232","6.0345","5735","122","4.41","","1.0386500358582","","","","1.02","","31,32","HATS-63 b","2020-05-29","2021-12-01","2022-12-14"
+"19684256","1901.01","","5","5","5","5","5","5","5","74.8","71","317","0","0","0","KP","KP","13.1758","0.012","1","qlp","QLP","140.087589","-31.269212","-20.014","0.03","21.252","0.032","2459278.312088","0.0005782","1.3666563","0.0000012","1.967","0.056","23.120905","0.002448","21070","2.25504","15.437","","1310.22","1676","76","555.134","6.057","5790.4","89.4","4.44","","1.02","","-0.284288","0.0813642","1.04","","8,9,35","HATS-52 b","2020-05-29","2021-06-11","2022-12-14"
+"272212970","1902.01","","5","5","5","5","5","5","5","46.8","50.5","317","0","0","0","KP","KP","13.174","0.006","1","qlp-s37-tois","QLP","180.208788","-46.13642","-6.082","0.03","0.801","0.022","2459332.042845","0.0009266","1.6091845","0.0000029","1.63","0.136","14.702248","0.009813","13450","9.03782","16.7675","","1054.66","1587","40","960.109","23.4625","6393","122","4.24","","1.43","","","","1.28","","10,37","HATS-67 b","2020-05-29","2023-01-24","2023-01-26"
+"77156657","1903.01","","5","5","5","5","5","5","5","19.8","50.4","102.84","0","1","2","KP","KP","11.8831","0.006","1","qlp-s32-tois","QLP","68.136479","-38.968297","-0.767","0.034","5.443","0.042","2459196.572151","0.0011825","3.8404319","0.0000097","5.242","0.229","3.89391","0.000563","3580","0.518387","12.3434","0.592897","1599.92","1761","29","715.383","10.6205","5909","61.2","4.42","2","2.04","0.09","","","1.1","0.145795","4,5,31,32","WASP-159 b","2020-05-29","2021-12-08","2022-12-14"
+"272213425","1904.01","","5","5","5","5","5","5","5","46.4","56.2","317","0","0","0","KP","KP","11.1138","0.006","1","qlp-s37-tois","QLP","180.165072","-45.799456","-8.604","0.046","-2.95","0.035","2459327.622593","0.0007807","4.3247708","0.0000072","4.267","0.158","6.949189","0.001055","6380","0.972063","17.0257","0.853523","1080.87","1597","17","564.409","11.2915","6457","134.1","3.9","0.09","2.13","0.1","","","1.31","0.215722","10,37","HATS-56 b","2020-05-29","2023-01-24","2023-01-26"
+"429302040","1905.01","","4","4","4","5","5","5","5","126.8","415.5","107.46","9","1","8","KP","KP","10.418","0.006","1","qlp","QLP","188.386428","-10.146214","-96.647","0.11","-9.483","0.058","2458574.14194","0.0002","5.72226","0.00011","2.648","0.03","28.099986","0.001419","25549","1.30739","12.8433","0.928107","37.0251","687","288","64.7414","0.26065","4233.2","164.2","4.64","","0.73","0.05","","","0.66","0.0799695","10","WASP-107 b","2020-05-29","2020-05-29","2023-03-19"
+"308098254","1906.01","","5","5","5","5","5","5","5","25.8","93.3","103.22","0","1","0","KP","KP","11.5688","0.006","1","qlp","QLP","168.292908","-17.657779","6.008","0.077","-7.754","0.047","2459299.07674","0.0010038","9.6246665","0.0000175","4.297","0.316","11.164285","0.002954","10230","2.72051","12.3182","0.681292","121.918","925","66","310.841","4.0695","5473","123.4","4.26","0.08","1.2","0.06","","","0.958","0.12502","9,36","WASP-162 b","2020-05-29","2021-11-10","2022-12-14"
+"453789494","1907.01","","5","5","5","5","5","5","5","62.6","106.7","317","0","1","1","KP","KP","10.7316","0.006","1","qlp-s38-tois","QLP","199.433742","-47.237575","-15.976","0.072","0.505","0.066","2459354.693899","0.0003075","5.4774433","0.0000044","5.277","0.039","9.82682","0.00018","9010","0.165807","20.3433","0.98964","1506.5","1735","220","538.11","14.866","6942","195.8","3.94","0.61","2.09","0.1","","","1.61","0.275037","11,37,38","WASP-172 b","2020-05-29","2022-10-04","2022-12-14"
+"37718056","1908.01","","5","5","5","5","5","5","5","32.8","89.5","110.02","0","1","3","KP","KP","11.7083","0.007","1","qlp","QLP","4.146347","-10.976423","1.827","0.083","-1.504","0.042","2458384.09392","0.00142","3.65688","0.00053","3.542","0.138","7.670615","0.002537","7040","2.33649","12.8031","0.709584","903.013","1527","9","524.993","12.2925","6239","126.7","4.15","0.09","1.53","0.08","","","1.21","0.173333","3","","2020-05-29","2020-05-29","2022-12-14"
+"232038798","1909.01","","5","5","5","5","5","5","5","54.5","169.1","108.61","0","1","0","KP","KP","11.3187","0.006","1","qlp","QLP","96.744643","-46.821364","0.077","0.042","20.496","0.038","2459252.138447","0.0002814","4.1536624","0.0000027","1.702","0.151","13.448358","0.005587","12310","5.14588","12.7595","0.652224","278.886","1138","140","303.941","1.8995","5818.8","409.4","4.24","0.39","1.09","0.05","","","1.15","0.161447","6,7,32,33,34","WASP-168 b","2020-05-29","2021-06-11","2022-12-14"
+"437261733","1910.01","","5","5","5","5","5","5","5","21.2","64.9","117.14","0","0","0","KP","KP","13.2958","0.007","1","qlp","QLP","170.324325","-22.388177","-24.166","0.048","0.929","0.034","2459296.222791","0.0015289","5.4161129","0.0000165","3.385","0.092","15.649124","0.004986","14310","4.59249","13.3752","","232.397","1087","26","642.884","13.6555","5652","122","4.36","","1.1","","","","1","","9,36","HATS-59 b","2020-05-29","2021-11-10","2022-12-14"
+"44745133","1911.01","","5","5","5","5","5","5","5","8.8","29.9","71.06","0","0","2","KP","KP","12.5757","0.007","1","qlp","QLP","61.657801","-25.349667","3.997","0.022","9.892","0.032","2459166.297772","0.0051682","7.8181434","0.0000637","4.98","0.429","3.970187","0.003319","3650","3.05663","9.95177","0.589713","266.851","1125","15","679.761","8.625","5549","123.1","4","0.08","1.64","0.08","","","0.98","0.124723","4,5,31","","2020-05-29","2021-02-01","2022-12-14"
+"50712784","1912.01","","5","5","5","5","5","5","5","45.1","134.7","119.32","0","1","0","KP","KP","10.5579","0.006","1","qlp","QLP","126.337825","-11.500989","-5.388","0.049","-0.587","0.04","2459249.035676","0.000594","5.4053583","0.0000092","4.859","0.118","7.375428","0.000529","6770","0.487159","13.4237","0.628467","857.119","1507","74","343.08","4.094","6410","128.8","4.14","0.09","1.59","0.07","","","1.289","0.199609","7,34","WASP-161 b","2020-05-29","2021-06-11","2022-12-14"
+"53458803","1913.01","","5","5","5","5","5","5","5","46","119.2","112.59","0","0","0","KP","KP","11.8656","0.007","1","spoc","QLP","102.847425","-29.058655","-16.382","0.034","-7.264","0.04","2459252.258036","0.0004812","3.3489038184344","0.000070512135","3.3546298218819","0.05028669","11.995191","0.147027","10987.174767521","135.40771","13.011038036264","0.67610633","740.22456597081","1330.3337928292","54.78575","389.57","3.9105","5711","124","4.27","0.07","1.2295900583267","0.0607839","","","1.02","0.118962","6,7,33,34","HATS-51 b","2020-05-29","2021-10-07","2022-12-14"
+"53750200","1914.01","","5","5","5","5","5","5","5","17.1","52.5","91.85","0","0","0","KP","KP","12.2309","0.009","1","spoc","QLP","103.517356","-27.050416","-0.139","0.037","-4.758","0.042","2459232.244495","0.0016370398","4.1933422089677","0.00017514675","1.8220995961108","0.17474404","5.228617","0.213598","4804.157266029","196.71211","11.542570231153","1.4339011","1300.312519203","1531.5517840618","22.313007","737.668","13.944","6405","128.2","4.13","0.09","1.627760052681","0.0730402","","","1.29","0.212058","6,7,33,34","HATS-41 b","2020-05-29","2021-10-07","2022-12-14"
+"98283926","1915.01","","5","5","5","5","5","5","5","29.6","74.4","116.12","0","0","2","KP","KP","13.1472","0.006","1","spoc","QLP","108.452399","-33.437346","0.759","0.026","-2.879","0.032","2459253.248463","0.0009503","2.2920348332491","0.00008126185","3.181250652858","0.08811164","11.554093","0.225748","10585.290602117","207.89972","13.249714155046","0.34636796","1637.2058064662","1622.3537935042","32.916973","800.377","10.401","6208","122","4.31","","1.2652599811554","","","","1.19","","7,33,34","HATS-42 b","2020-05-29","2021-10-07","2022-12-14"
+"98545929","1916.01","","5","5","5","5","5","5","5","21.1","25.3","317","0","0","0","KP","KP","12.4539","0.006","1","spoc-s01-s65-b0A-KP","QLP","109.104521","-31.244395","-2.42","0.045","2.44","0.047","2459251.405758","0.0016225","1.8882310164208","0.000005473485","3.6693893531367","0.120839","4.742334","0.106343","4358.3260874621","97.941025","14.477642607506","0.9534359","14536.66267405","2800.5022616426","19.96574","1458.83","65.705","8549","152.1","4.11","0.08","2.1212799549103","0.118809","","","2.13","0.31508","7,33,34,61","HATS-70 b","2020-05-29","2024-01-31","2024-02-02"
+"339522221","1917.01","","5","5","5","5","5","5","5","73.4","74.5","317","0","0","1","KP","KP","12.0457","0.006","1","qlp","QLP","296.688442","-63.565649","19.406","0.05","-12.796","0.045","2458655.29768","0.00125","1.82069","0.00016","3.049","0.118","13.481337","0.002931","12340","2.69921","15.6593","0.791515","2440.7","1958","83","514.555","10.008","6155","132.9","4.24","0.08","1.35","0.07","","","1.17","0.155332","13","","2020-05-29","2020-05-29","2022-12-14"
+"308425348","1918.01","TIC 308425348.01","5","5","5","5","5","5","5","11.8","54.4","39.68","0","1","2","EB","FP","12.2876","0.006","1","qlp","QLP","167.582816","-58.982985","-10.042","0.053","4.282","0.044","2458571.7908","0.00869","3.39829","0.00088","2.634","0.407","4.72235","0.017052","4340","15.7058","7.06633","0.581413","662.808","1413","9","477.322","7.041","6271","133.8","4.45","0.08","1.09","0.05","","","1.22","0.176592","10,11","Originally released as a KP, apparently in error. QLP s10 shows significant depth-aperture correlation. SAFFIs likely show an offset ~30","2020-05-29","2021-02-12","2022-12-14"
+"102192004","1919.01","","5","5","5","5","5","5","5","86.3","135.5","317","0","0","1","KP","KP","11.3287","0.006","1","qlp-s37-tois","QLP","195.794015","-41.384862","0.043","0.071","-5.784","0.112","2459328.761216","0.0006723","4.2337078","0.0000069","2.008","0.133","8.38158","0.896569","7690","825.43","19.6222","4.72969","822.444","1491","60","410.149","10.13","6333.7","125.3","4.21","0.09","1.46","0.08","-0.1","0.12","1.25","0.185051","10,11,37","WASP-174 b","2020-05-29","2023-01-24","2023-01-26"
+"363851359","1920.01","","5","5","5","5","5","5","5","17.8","46.5","78.77","0","1","0","KP","KP","13.2755","0.006","1","qlp-s37-tois","QLP","200.634864","-44.688839","-3.451","0.054","-7.915","0.093","2459331.95356","0.0025113","2.5441537","0.0000113","2.128","0.217","7.38636","0.008335","6780","7.67643","10.5577","","476.965","1301","1000","748.585","22.0285","5652","122","4.2","","1.31","","","","1","","11,37","","2020-05-29","2023-01-24","2023-01-26"
+"112099249","1921.01","","5","5","5","5","5","5","5","27.6","30.7","317","0","0","1","KP","KP","12.1577","0.008","1","qlp","QLP","209.51701","-30.348153","-4.362","0.06","-5.087","0.057","2458604.17084","0.00197","5.17958","0.00122","4.524","0.166","8.304992","0.002437","7620","2.24479","14.829","0.819083","669.018","1416","20","663.231","16.5585","6116","124.8","4.07","0.08","1.65","0.09","","","1.15","0.155871","11","","2020-05-29","2020-05-29","2022-12-14"
+"112604564","1922.01","","5","5","5","5","5","5","5","39.5","57.8","317","0","0","0","KP","KP","12.3213","0.01","1","spoc","QLP","112.419225","-29.937916","2.67","0.134","-5.024","0.162","2459233.316814","0.001781212","4.5768651482226","0.00072010246","3.5592794701186","0.1493002","11.866005","0.56247","10869.490308608","517.9199","19.157122279584","1.9461098","1547.101386227","1599.5559785258","16.512323","878.521","73.855","6687","136.3","4.09","0.11","1.78295","0.166623","","","1.42","0.243447","7,34","HATS-39 b","2020-05-29","2021-03-11","2022-12-14"
+"114299824","1923.01","","5","5","5","5","5","5","5","21.7","72.9","98.96","0","0","0","KP","KP","12.9264","0.006","1","qlp","QLP","114.283382","-32.755419","-6.283","0.026","0.531","0.031","2459250.356487","0.0043851","4.2041585","0.0000317","2.124","0.334","13.195556","0.03056","12080","28.1462","12.1025","0.809459","355.909","1210","11","609.838","6.0405","6781","133.6","4.54","0.09","1.07","0.05","","","1.45","0.252809","7,34","HATS-55 b","2020-05-29","2021-06-11","2022-12-14"
+"371443216","1924.01","TIC 371443216.01","5","5","5","5","5","5","5","233.3","378.8","317","0","4","0","KP","KP","8.0552","0.006","1","qlp-s38-tois","QLP","147.580067","-66.113925","6.051","0.055","-15.398","0.051","2459358.688506","0.0000721","2.8240691","5e-7","3.808","0.013","9.782996","0.000014","8970","0.0125358","17.7861","0.566327","4913.69","2332","591","170.696","0.933","8004.2","205.1","4.2","0.32","1.84","0.06","","","2","0.307835","10,11,36,38","MASCARA-4 b","2020-05-29","2022-10-04","2022-12-14"
+"118956453","1925.01","","5","5","5","5","5","5","5","76.7","179.2","119.65","0","0","0","KP","KP","11.9397","0.006","1","qlp","QLP","135.416303","-20.720369","-9.984","0.067","1.128","0.055","2459279.602393","0.0004058","2.3447752","0.0000017","1.814","0.044","16.78426","0.002713","15340","2.49835","13.4487","0.743905","320.327","1178","97","305.603","3.6665","5515","133.4","4.39","0.08","1.04","0.06","","","0.969","0.126001","8,35","WASP-170 b","2020-05-29","2021-06-11","2022-12-14"
+"143143769","1926.01","","5","5","5","5","5","5","5","5.8","37.5","9.44","0","0","0","KP","KP","12.3686","0.006","1","spoc-s01-s36-b0A-CPKP","QLP","89.598895","-30.811799","-16.881","0.035","-7.371","0.036","2459175.372553","0.00252949","1.3372349230815","0.00011620556","1.7026097646771","0.62734777","1.332664","0.136543","1226.6760556245","125.75308","3.0265786420174","3.7305796","886.98411133329","1391.8701133849","9.910095","280.555","1.8105","5111.9","121.9","4.5","0.08","0.86025601625443","0.050804","-0.188957","0.0741647","0.859","0.102545","6,32,33","NGTS-4 b","2020-05-29","2021-12-09","2022-12-14"
+"14344979","1927.01","","5","5","5","5","5","5","5","66.2","81.8","317","0","1","0","KP","KP","12.3353","0.007","1","spoc-s01-s46-b0A","QLP","163.788852","-0.737066","-28.12","0.067","24.033","0.052","2459576.578656","0.0003136","4.1117722880648","0.000007233928","2.1296890191273","0.025923423","24.245036","0.333462","22083.023460213","307.08286","15.258204672994","0.7460637","268.71768491498","1032.6277978842","98.17942","325.377","3.932","5424.8","104.8","4.49","0.07","0.91616398096085","0.0434171","-0.49","0.0252237","0.94","0.111905","9,35,45,46","WASP-183 b","2020-05-29","2022-07-15","2022-12-14"
+"207077681","1928.01","","5","5","5","5","5","5","5","73.8","58.2","317","0","1","1","KP","KP","12.3119","0.006","1","spoc","QLP","320.762876","-40.048439","-3.337","0.125","-39.852","0.118","2459061.944577","0.0007090417","2.2785749518223","0.00013180774","2.1598249950182","0.05826318","14.910224","0.295156","13638.958875136","271.81192","14.773199907348","1.1305058","775.88485659113","1346.0744113268","29.033724","355.513","10.3715","4879","4879.8","4.5","2","1.21163","0.0878214","","","0.81","0.0967955","28","WASP-144 b","2020-05-29","2020-10-01","2022-12-14"
+"157266693","1929.01","","5","5","5","5","5","5","5","36.4","40.5","317","0","0","0","KP","KP","13.1648","0.006","1","qlp","QLP","176.628323","-33.860076","-35.023","0.028","-4.597","0.022","2459329.357403","0.0006788","3.8537616","0.0000069","3.392","0.136","20.440183","0.004082","18650","3.75954","14.7144","","471.61","1298","73","585.77","8.383","5697","122","4.39","","1.06","","","","1.01","","10,36,37","HATS-53 b","2020-05-29","2021-11-10","2022-12-14"
+"160578764","1930.01","","5","5","5","5","5","5","5","38.5","97.3","110.21","0","0","0","KP","KP","12.1014","0.006","1","qlp-s38-tois","QLP","223.658719","-38.744547","0.723","0.072","-1.53","0.063","2459355.488108","0.0008683","2.8786641","0.0000048","2.207","0.078","9.498187","0.004386","8710","4.03981","12.863","0.793497","471.142","1297","45","508.885","16.1435","6017","133","4.22","0.08","1.35","0.08","","","1.11","0.147177","11,38","WASP-192 b","2020-05-29","2022-10-04","2022-12-14"
+"162922904","1931.01","","5","5","5","5","5","5","5","16.1","42.8","89.31","0","0","0","KP","KP","12.0233","0.006","1","qlp","QLP","171.845053","-44.088703","-8.427","0.045","-2.262","0.037","2459331.431765","0.0017149","3.8186276","0.000017","4.282","0.295","3.523496","0.001719","3240","1.58294","11.3749","0.650895","1200.24","1639","26","757.84","19.2795","6090","126.9","3.88","0.08","2.03","0.1","","","1.14","0.157535","10,36,37","WASP-171 b","2020-05-29","2021-11-10","2022-12-14"
+"386259537","1932.01","","5","5","5","5","5","5","5","41.5","54","317","0","0","0","KP","KP","11.3299","0.007","1","spoc","QLP","127.38723","-12.944768","-13.184","0.055","-3.821","0.072","2459228.937203","0.002445501","5.6107737094617","0.000892512","6.3384834297225","0.13103706","7.246107","0.182383","6651.6899169249","167.96667","18.370173557963","1.0335122","1486.8578958068","1583.7517779299","20.09366","627.066","13.859","6013.5","210.8","4.17","1.75","2.21327","0.111191","","","1.17","0.159531","7,8,34","WASP-169 b","2020-05-29","2021-03-11","2022-12-14"
+"172598832","1933.01","","5","5","5","5","5","5","5","18.2","18.9","317","0","0","0","KP","KP","12.941","0.007","1","spoc","QLP","100.571247","-29.77678","-4.344","0.024","5.595","0.029","2459201.975798","0.0034967167","3.2633164741672","0.0008269975","5.2814337391006","0.29875922","5.454926","0.265991","5011.5725027244","244.95656","15.090248624866","1.2484235","3163.3762217046","1912.7466984974","12.848363","1342.29","31.095","6561","127.4","3.93","0.09","2.08347","0.100789","","","1.36","0.230575","33","","2020-05-29","2021-02-19","2022-12-14"
+"125739286","1934.01","","5","5","5","5","5","5","5","87.5","127.9","317","0","0","0","KP","KP","10.5288","0.006","1","qlp-s38-tois","QLP","215.122762","-31.20207","-21.736","0.093","-0.858","0.09","2459351.553003","0.0003127","4.5111234","0.000003","4.525","0.041","12.195915","0.000235","11170","0.216648","18.5483","0.961946","1085.35","1599","176","356.391","8.0225","6540.6","261.8","4.26","0.11","1.71","0.09","-0.29","0.1","1.34","0.218871","11,38","WASP-179 aka NGTS-2","2020-05-29","2022-10-04","2022-12-14"
+"176685457","1935.01","","5","5","5","5","5","5","5","19.5","64.1","87.67","0","0","2","KP","KP","12.2682","0.007","1","qlp","QLP","141.920643","-19.347648","-6.078","0.057","1.723","0.063","2459272.947539","0.0014894","4.4352884","0.0000128","1.89","0.21","6.98197","0.005678","6410","5.22977","11.211023119929","1.5134789","196.663","1365.123238663","23","609.128","15.5615","6245","124.1","4.24","0.09","1.38","0.07","","","1.21","0.173616","8,35","NGTS-9b","2020-05-29","2021-06-11","2022-12-14"
+"178289267","1936.01","","5","5","5","5","5","5","5","77.6","202.2","110.01","0","0","2","KP","KP","11.7076","0.007","1","qlp","QLP","60.948278","-19.056818","-12.664","0.046","-14.115","0.04","2459167.711102","0.0002561","2.3506186","0.000001","2.369","0.032","17.446053","0.000347","15940","0.319376","12.801","0.662199","570.233","1361","160","279.485","3.084","5593","124.5","4.46","0.08","0.97","0.05","","","0.99","0.130149","4,5,31","HATS-57 b","2020-05-29","2021-02-01","2022-12-14"
+"268301217","1937.01","TIC 268301217.01","3","5","5","3","4","4","4","113","86.1","317","1","0","3","PC","CP","12.4933","0.006","1","qlp-s36-tois","CTOI","116.370721","-52.383259","-5.675","0.041","11.296","0.031","2459989.041517","0.00053834973","0.9466787","5e-7","1.09","0.121","18.05305","0.010791","16490","9.93893","14.6661","0.836152","1220.35","1646","110","415.135","2.909","5707","135.9","4.39","0.08","1.07","0.05","","","1.02","0.134052","7,9,34,35,36,61,62","TOI-1937 A b","2020-06-02","2023-07-07","2023-12-03"
+"128449971","1938.01","","3","4","3","3","1","4","4","26.5","129.4","90.55","5","0","0","PC","PC","10.7347","0.006","1","spoc-s01-s65-b0A-PC","QLP","219.389377","-42.0294","-12.741","0.335","-18.953","0.245","2459346.073496","0.0020778133","12.706086589574","0.00005998068","2.4782523193299","0.21905357","5.617123","0.479786","5160.2020899097","441.80145","11.446003204789","9.793818","131.98909664417","864.47863348303","10.585723","245.295","14.687","6200.5","265.9","4.33","2","1.1056300401688","0.0868842","","","1.24","0.181621","11,38,65","somewhat asymmetric transit shape","2020-06-17","2024-01-16","2024-01-27"
+"325172035","1939.01","","5","5","5","5","5","5","5","43.3","257","30.66","2","0","1","PC","FP","8.2376","0.6","1","spoc","QLP","177.494824","-63.949071","-9.897","0.067","1.268","0.057","2459308.612847","0.0012564602","2.8970201961858","0.00026764677","4.1502336063248","0.081738316","3.350234","0.097519","3080.9239308262","89.813965","","","631.56879328437","1278.5711929146","39.63694","3847.17","621.77","8862","240","4.1","1.44","","","","","","","10,11,37","B8III host; transiting object likely too large; SPOC assuming solar radius","2020-06-17","2021-07-09","2022-12-14"
+"7413227","1940.01","","3","4","3","3","3","4","4","143.8","184.9","317","0","3","2","PC","PC","9.46381","0.006","1","spoc-s01-s65-b0A-PC","QLP","212.647819","-27.993072","5.07","0.125","-2.616","0.172","2459335.645193","0.00045064688","3.4158667555748","0.000003806428","1.9196262166875","0.05713589","3.089819","0.070876","2841.7825532303","65.27697","19.33767935195","9.503918","2831.3869925996","1860.456661204","51.4248","264.051","5.301","5986","105.7","3.66","0.37","2.1905200481415","0.110736","","","1.176","0.161808","11,38,64","possible EB; V-shaped; ~400 ppm secondary in SPOC s1-s65 multisector","2020-06-17","2024-02-21","2024-03-03"
+"167009792","1941.01","","5","5","5","5","5","5","5","5.4","40.2","5.36","2","0","1","PC","FP","8.5122","0.006","1","qlp","SPOC/QLP","95.102051","-66.400466","34.203","0.047","53.698","0.047","2458326.51089","0.00407","1.13305","0.00001","1.073","0.884","0.108579","0.003642","100","3.35467","2.16887","0.435629","925.999","1536","9","153.896","0.6075","5883.8","133.8","3.77","0.3","2.1","0.1","","","1.08","0.141361","1,2,3,4,5,7,8,10,11,12,13,27,28,29","possibly NEB or stellar variability","2020-06-17","2020-11-17","2022-12-14"
+"308919449","1942.01","","5","5","5","5","5","5","5","2.6","4.7","2.59","2","2","1","EB","FP","9.8146","0.006","1","qlp-s62-ffi","QLP","122.61813","-65.852379","-8.549","0.045","-7.848","0.046","2460012.02774","0.0037067","1.6563738","0.0000064","1.741","0.23","0.267124","0.015498","246","14.2743","1.42047","0.0911265","1000.88","1566","19","130.335","0.3975","5614.1","76.6","4.34","0.29","1.02","0.05","","","1.06","0.13382","1,2,4,5,8,9,10,11,12,28,29,31,32,34,35,36,37,38,61,62","possibly stellar variability; TFOP FP; retired as NEB","2020-06-17","2023-03-22","2023-03-24"
+"382980571","1943.01","","2","4","4","2","3","4","4","10.1","72.4","8.65","4","2","3","PC","PC","10.1598","0.006","1","qlp","QLP","183.704117","-63.086718","-91.335","0.044","-24.515","0.044","2459359.816442","0.001455","1.742564","0.0000145","1.72","0.131","0.803742","0.001769","740","1.62972","2.86502","0.193621","782.573","1473","19","129.892","0.552","5309.7","81.2","","","0.95","0.05","","","1.03","0.124484","11,37,38","crowded field; potential L1 planet","2020-06-17","2021-08-12","2022-12-14"
+"461080504","1944.01","","5","5","5","5","5","5","5","94.2","210.9","317","1","0","1","PC","FP","10.9572","0.006","1","spoc","QLP","159.580056","-61.289786","-20.972","0.051","7.572","0.048","2459285.44868","0.0037644133","6.0988470639328","0.0019955332","5.4088180387455","0.21667112","9.660003","0.606519","8857.7284147585","558.46826","24.994394460156","11.290005","1423.5818320309","1566.6261041839","14.772681","525.922","9.3505","7023.2","108.8","4.11","1.46","1.8221900463104","0.0691734","","","1.66","0.277649","10,11,36","Large centroid offset. Crowded field. Bad transit shape. Likely SV.","2020-06-17","2021-05-20","2022-12-14"
+"357536526","1945.01","","5","5","5","5","5","5","5","30.9","83.8","45.09","1","0","1","PC","FP","10.6707","0.006","1","qlp","QLP","137.66287","-64.471528","-14.832","0.047","-21.967","0.041","2458545.66094","0.00496","1.57363","0.00018","2.558","0.151","0.771146","0.198404","710","182.72","7.59717","2.4985","18801.9","3262","22","279.155","1.8855","5342.5","239.4","4.01","0.34","1.66","0.09","","","0.98","0.122252","9,10,11","still planet-sized if on 357536500; possible secondary","2020-06-17","2020-06-04","2022-12-14"
+"127315102","1946.01","","5","5","5","5","5","5","5","114.7","218.6","317","1","0","0","EB","FP","8.4672","0.006","1","qlp","QLP","217.279625","-43.361979","-33.265","0.124","-18.453","0.171","2459338.849888","0.0008609","10.8458712","0.0000235","3.379","0.223","3.392792","0.241568","3120","222.468","21.6846","4.33655","878.752","1516","53","230.033","6.726","6670.3","270.7","4.29","0.62","2.56","0.13","","","1.54","0.260038","11,38","eccentric EB; retired as TFOP FP/NEB","2020-06-17","2021-10-05","2022-12-14"
+"460140752","1947.01","","5","5","5","5","5","5","5","","","29.29","1","0","1","EB","FP","8.9301","0.006","1","qlp-s64-ffi","QLP","156.738469","-60.665225","2.8","3.6","8.5","3.4","2460066.821944","0.000949","12.0077462","0.0000122","2.818","0.303","3.176076","1.049247","2921","965.925","","","115.384","913","53","","","4990.7","253.6","","","","","","","","","10,11,36,37,63,64","Likely large star; TFOP FP/retired as NEB","2020-06-17","2023-05-31","2023-06-16"
+"31268146","1948.01","","5","5","5","5","5","5","5","1.6","17.9","4.31","0","2","3","EB","FP","10.1302","0.006","1","spoc-s01-s65-b0A-PC","QLP","88.071315","-70.920308","-11.765","0.103","-40.92","0.1","2460013.457382","0.0090229","3.6473383151473","0.00001498031","4.4572846681905","0.64785343","0.176733","0.013785","162.76425770894","12.695944","1.9083777100388","2.081486","1104.8893752395","1470.4472480409","16.040323","219.482","3.382","5928","161.5","4.24","0.12","1.4757900238037","0.073995","0.109784","0.0474794","1.11","0.141205","1,2,4,5,6,7,8,9,10,11,12,27,28,29,30,31,32,34,35,36,37,38,39,61,62,63,64,65","significant depth aperture correlation in qlp and centroid offset on another star (TIC 726278150) in spoc multi-sector; retired as TFOP FP/NEB","2020-06-17","2024-02-06","2024-02-17"
+"334125713","1949.01","","3","4","4","3","3","4","4","113.4","155.4","317","5","3","1","PC","PC","9.4306","0.006","1","qlp-s37-tois","QLP","182.772117","-52.672196","-13.264","0.041","-12.522","0.037","2459331.900044","0.0023722","4.6211026","0.0000226","3.882","0.28","12.778012","0.009135","11700","8.41362","15.4381","0.776216","948.955","1546","17","200.156","1.246","6531.7","121.1","4.29","0.39","1.45","0.06","","","1.47","0.257713","10,11,37","","2020-06-17","2023-01-24","2023-01-26"
+"327663613","1950.01","","5","5","5","5","5","5","5","16.2","97.1","30.73","0","0","1","EB","FP","8.4215","0.006","1","qlp-s11-beta-cam3","QLP","189.810101","-69.542013","-13.675","0.059","-2.364","0.066","2458599.56984","0.00531","1.41144","0.00052","2.509","0.51","0.45","0.001419","414.379","1.30711","","","20094.8","3316","17","362.573","5.743","9208","149.4","3.85","0.49","","","","","2.61","0.340599","1,2,3,4,5,6,7,8,9,10,11","possible centroid offset; TFOP retired as NEB","2020-06-17","2021-12-07","2022-12-14"
+"356590734","1951.01","","3","4","4","3","3","4","4","96.9","128.7","317","3","0","1","PC","PC","9.8722","0.006","1","qlp-s39-tois","QLP","172.156226","-78.801587","-48.632","0.044","11.613","0.038","2459381.402207","0.0002095","4.8294029","0.000002","2.327","0.188","9.421521","0.004927","8640","4.53806","18.3984","0.932022","325.199","1183","205","278.462","1.971","5877.5","123.4","4.18","0.39","1.96","0.09","","","1.35","0.221505","11,39","large PC","2020-06-17","2023-01-24","2023-01-26"
+"394509844","1952.01","","5","5","5","5","5","5","5","37","122.3","88.71","3","0","1","PC","FP","10.5","0.006","1","qlp","QLP","154.996219","-79.802603","-29.071","0.044","-12.333","0.035","2458599.31398","0.00105","6.89132","0.00069","5.369","0.587","6.468504","0.002111","5940","1.94454","11.3151","0.581361","673.704","1419","82","241.981","1.3165","5488","84.4","4.14","0.36","1.41","0.07","","","1.06","0.139153","11","need SG1 to check 394509842","2020-06-17","2020-06-17","2022-12-14"
+"242536549","1953.01","","5","5","5","5","5","5","5","101.1","254.2","80.06","0","0","0","EB","FP","9.5187","0.006","1","qlp","QLP","215.145569","-41.983318","-6.986","0.092","-3.886","0.074","2459359.132432","0.0005716","0.6923563","0.0000013","0.803","0.101","0.879803","0.330544","810","304.396","10.6207","3.58922","14950.4","3080","25","253.478","3.3285","6422.1","205.8","3.86","0.57","1.85","0.08","","","1.4","0.231268","11,38","centroid offset closer to neighboring star; TFOP FP; retired as EB","2020-06-17","2021-10-05","2022-12-14"
+"466113537","1954.01","","3","4","3","3","3","4","4","36.8","138.3","69","0","0","1","PC","PC","8.9718","0.006","1","spoc-s01-s65-b0A-PC","QLP","165.033297","-59.978409","-22.482","0.045","1.368","0.044","2460015.194354","0.0049327863","4.9064174957841","0.0008330451","6.5416974732091","0.2807957","1.852388","0.096241","1704.657675195","88.63729","9.7548163279546","0.51711833","1908.1975033509","1685.6817322616","17.264967","232.276","1.5305","7119.5","299","4.14","0.36","1.9808299541473","0.0830704","","","1.51","0.255081","10,11,63,64","inconsistent centroids between sectors; ~600 ppm secondary in spoc-s1-s65","2020-06-17","2024-01-19","2024-01-27"
+"166184426","1955.01","TIC 166184426.01","5","5","5","5","5","5","5","1","98.9","5.65","7","1","1","PC","FP","11.1825","0.007","1","qlp","QLP","206.105083","-40.336403","150.065","0.12","71.874","0.143","2458600.45092","0.00249","16.3152","0.00125","1.992","0.345","2.717739","0.348664","2500","321.08","2.23088","0.616582","26.312","630","13","22.4731","0.04095","3625","65","4.81","0.36","0.31","0.01","-0.494175","0.0860478","0.289172","0.0202044","11","two stars in the same pixel","2020-06-17","2020-06-15","2022-12-14"
+"334911765","1956.01","","5","5","5","5","5","5","5","17.7","93.8","14.24","3","0","0","PC","FP","10.4877","0.006","1","qlp","QLP","213.978422","-62.906643","-59.783","0.035","-3.942","0.058","2458600.59694","0.0048","0.88958","0.00029","1.844","0.276","1.347148","0.003524","1240","3.24587","3.8492","0.281552","4433.23","2273","13","191.877","1.394","5586.2","77.6","4.21","0.33","1.11","0.05","","","1.13","0.148445","11","Short period; crowded field","2020-06-17","2020-06-17","2022-12-14"
+"302659412","1957.01","","5","5","5","5","5","5","5","2.7","26","12.74","3","1","1","EB","FP","9.4845","0.006","1","qlp-s65-ffi","QLP","134.966386","-67.955597","-19.821","0.043","-15.188","0.037","2460083.974882","0.0063171","14.5187891","0.0000888","2.897","0.748","0.465881","0.043812","429","40.3516","3.60283","0.277583","43.2598","714","10","206.826","1.003","5844.8","50.4","4.13","0.36","1.79","0.09","","","1.1","0.14365","9,10,11,36,38,63,64,65","centroid offset centered on another star in spoc-s1-s65 multisector; retired as TFOP FP/NEB","2020-06-17","2024-01-23","2024-01-27"
+"356747847","1958.01","","3","4","3","3","3","4","4","","","317","0","0","1","PC","PC","9.9055","0.006","1","qlp","SPOC","175.33562","-78.163008","-19.045","0.039","2.744","0.033","2459336.491983","0.0035041","14.6482374","0.0000972","1.953","0.421","1.129753","0.002751","1040","2.53335","18.1297","","9.70045","491","12","496.731","5.8525","4851.6","190.4","","","5.42","","","","","","11,12,38","possible EB or large planet; period updated to 14.648 days with qlp-s38","2020-06-17","2021-08-12","2022-12-14"
+"400323948","1959.01","","5","5","5","5","5","5","5","15.7","33.1","55.42","0","5","1","EB","FP","11.0897","0.006","1","spoc","QLP","166.085979","-67.991833","7.241","0.04","14.358","0.039","2459336.010178","0.006813165","3.22428082458","0.0016209363","4.3100076835304","0.49956045","0.943504","0.091655","868.62144141861","84.414024","8.575211206019","1.4759883","527.61210994281","1222.3580538333","9.158857","407.801","3.7995","4866.2","129.7","","","2.6241500377655","","","","","","11,37,38","centroid offset centered nearer another star in SPOC s37 and s38; retired as TFOP FP/NEB","2020-06-17","2021-08-19","2022-12-14"
+"318828309","1960.01","","3","4","3","3","3","4","4","6.1","28.3","28.02","1","0","1","PC","PC","9.1962","0.006","1","qlp-s37-tois","QLP","173.314149","-60.075995","-7.938","0.055","4.624","0.046","2459330.051424","0.0085702","5.3418199","0.0000819","4.99","0.508","0.358352","0.000775","330","0.714033","5.7387","0.384384","1467.54","1724","11","400.718","5.3345","6466.2","149.8","3.7","0.48","3.28","0.13","","","1.5","0.259306","10,11,37","centroid offset centered on another star; likely EB","2020-06-17","2023-01-24","2023-01-26"
+"179319057","1961.01","","3","4","3","3","1","4","4","7.5","46.8","22.41","6","0","0","PC","PC","10.0032","0.006","1","qlp","QLP","211.593423","-40.523909","-10.13","1.9","-7.316","1.216","2459352.079496","0.0024455","6.7018963","0.0000337","1.874","0.232","1.03194","0.001717","950","1.58124","5.02216","","109.429","","12","240.34","","6231.8","183.8","4.21","1.97","1.52","","","","","","11,38","","2020-06-17","2021-07-28","2022-12-14"
+"141663464","1962.01","","5","5","5","5","5","5","5","278.3","593.7","317","1","0","0","PC","FP","7.185","0.006","1","qlp","QLP","228.629109","-43.387085","-6.688","0.114","-15.529","0.086","2458601.34368","0.00078","1.76447","0.00012","2.749","0.331","2.870134","0.000688","2640","0.633562","27.921","","17578.1","3207","55","326.628","5.9945","8049","395.5","3.3","0.5","5.08","","","","","","11","TFOP FP; transit signal is coming from 141663460","2020-06-17","2020-06-15","2022-12-14"
+"190271688","1963.01","","3","4","3","3","3","4","4","114.2","242.5","317","14","0","1","PC","PC","10.163","0.006","1","spoc-s01-s65-b0A-PC","QLP","221.343502","-54.761146","-15.989","0.251","-1.662","0.214","2459341.024374","0.00025841856","12.653466413329","0.000006467898","4.0982076763512","0.022639029","29.824403","0.160745","27095.439949028","148.04051","20.510577847847","1.0747972","106.7171624358","819.74413255258","224.4959","158.09","2.4435","5394.6","115.6","3.77","0.4","1.1891499757767","0.0621106","","","0.97","0.125112","11,38,65","possible secondary not quite at half phase","2020-06-17","2024-01-16","2024-01-27"
+"242083025","1964.01","","3","4","3","3","3","4","4","28.1","91.3","38.36","1","0","1","PC","PC","10.7892","0.006","1","qlp-s37-tois","QLP","201.642206","-39.629886","-19.251","0.075","3.228","0.076","2459331.419854","0.0008699","0.6467049","0.0000015","0.992","0.341","1.379761","0.00983","1270","9.05382","6.88932","0.6454","7773.82","2615","26","405.208","7.3945","6308.3","161","4","0.58","1.71","0.08","","","1.36","0.225253","11,37","possible centroid offset; possible secondary","2020-06-17","2023-01-24","2023-01-26"
+"295354126","1965.01","","5","5","5","5","5","5","5","","","10.57","0","1","1","EB","FP","8.177301","0.007","1","qlp","QLP","223.151952","-61.568677","-6.158","0.052","-7.883","0.082","2459357.403106","0.0011556","2.2778177","0.0000065","3.212","0.098","0.955869","0.326449","880","300.625","","","95451.3","4896","43","401.097","7.8685","9096.5","385.4","","","","","","","","","11,12,38","no stellar radius; B8IV/V host; odd-even + centroid offset centered on another star in SPOC s38; retired as TFOP FP/NEB","2020-06-17","2021-08-12","2022-12-14"
+"242120884","1966.01","","3","4","3","3","3","4","4","34.3","118.7","32.95","5","0","1","PC","PC","9.0492","0.006","1","spoc-s01-s65-b0A-PC","QLP","209.982525","-43.327316","-39.221","0.08","1.386","0.071","2459334.47608","0.00036531768","0.62272570877448","0.000004359653","1.0110042039695","0.089132294","0.614637","0.026902","565.94108369665","24.777515","6.3159749464029","0.4783944","35846.758189637","3509.3947425654","23.248587","254.169","3.1755","6390.7","260.2","3.83","0.44","2.3084900379181","0.103769","","","1.37","0.231378","11,38,64","some odd-even in SPOC s1-s65; stronger in s38 than s64","2020-06-17","2024-01-22","2024-01-27"
+"320079492","1967.01","","2","5","5","2","3","4","4","39.2","123.3","22.85","10","1","3","PC","APC","9.9666","0.006","1","qlp-s38-tois","QLP","174.845028","-65.176299","-133.217","0.041","27.071","0.041","2459359.763165","0.0007264","0.4262195","8e-7","0.45","0.145","0.619046","0.007076","570","6.51719","5.09474","0.488523","3290.2","2109","28","186.789","0.832","5343","121.3","4.1","0.31","1.5","0.07","","","1.01","0.126702","11,37,38","potential L1 candidate with Rp uncertainty","2020-06-17","2022-10-04","2024-06-09"
+"210445631","1968.01","","3","5","5","3","3","4","4","60.1","161.7","125.97","5","0","1","PC","APC","10.52","0.006","1","qlp","QLP","212.193247","-56.322341","-23.1","3.1","-9.1","2.9","2458601.95696","0.0012","3.97195","0.00036","4.297","0.32","8.359697","0.002898","7670","2.66893","13.8556","","1605.22","","73","357.686","","6535.3","317.7","4.2","1.92","1.55","","","","","","11","crowded field","2020-06-17","2020-06-17","2022-12-14"
+"293708935","1969.01","","5","5","5","5","5","5","5","12.6","90","10.73","0","0","0","PC","FP","8.5941","0.006","1","spoc","QLP","222.333572","-60.080256","-153.952","0.035","-86.496","0.067","2458597.350807","0.0032556371","2.685591481086","0.0005545512","2.0491187339561","0.3399045","0.530229","0.051918","488.24017878533","47.81683","3.5729712216584","1.3209385","1856.7004809523","1674.1918060562","9.359","106.955","0.394","5796","107.5","4.14","0.28","1.51715","0.176909","","","1.12","0.147828","11","possible blend and likely FP; event is on 293708831","2020-06-17","2020-07-21","2022-12-14"
+"162695785","1970.01","","3","4","4","3","3","4","4","91.5","118.5","317","5","2","1","PC","PC","11.0048","0.006","1","qlp-s38-tois","QLP","190.720365","-53.688304","-18.984","0.075","-0.59","0.059","2459359.523348","0.0002397","2.5599662","0.0000014","2.706","0.022","12.349646","0.000401","11310","0.369587","17.4735","0.893227","1362.9","1692","197","421.946","12.3725","6432.2","218","4.11","1.5","1.57","0.08","","","1.44","0.26102","11,37,38","possible secondary consistent with planet","2020-06-17","2022-03-21","2022-12-14"
+"253132689","1971.01","","5","5","5","5","5","5","5","14","55.2","28.88","0","0","1","EB","FP","10.3345","0.006","1","qlp-s64-ffi","QLP","194.769773","-57.253713","-6.326","0.072","-20.071","0.064","2460062.383323","0.0019982","3.217824","0.0000074","1.735","0.259","1.39933","0.067774","1288","62.4203","5.84702","0.35263","227.191","1081","23","247.145","4.5195","5418","169.6","4.17","0.56","1.67","0.09","","","1.01","0.12931","11,37,38,64","TFOP FP/NEB; centroid offset centered nearby","2020-06-17","2023-05-31","2023-06-16"
+"267414551","1972.01","","3","4","3","3","3","4","4","7.7","48.2","15.64","0","2","1","PC","PC","9.7472","0.006","1","qlp","QLP","176.070255","-59.911853","-9.942","0.058","34.037","0.054","2458571.46158","0.00734","4.7631","0.00115","1.838","0.531","0.923268","0.005767","850","5.31129","4.06445","0.421733","184.105","1026","9","202.033","1.4435","6105.1","328.2","4.12","0.37","1.48","0.07","","","1.19","0.171905","10,11","crowded field. A hint of aperture dependent depth.","2020-06-17","2020-06-17","2022-12-14"
+"47617161","1973.01","","3","4","4","3","3","4","4","39","136.8","61.39","8","2","1","PC","PC","10.7565","0.007","1","qlp-s38-tois","QLP","220.4268","-33.826133","","","","","2459354.67126","0.0006518","3.9194733","0.0000067","2.025","0.205","6.053538","0.002795","5560","2.57473","","","132.064","944","60","204.984","","5149","415.8","4.35","2","","","","","","","11,38","no TIC or Gaia stellar parameters","2020-06-17","2022-10-04","2022-12-14"
+"295562522","1974.01","","3","5","5","3","3","4","4","69.5","73.3","317","4","2","1","PC","APC","10.5833","0.006","1","qlp-s38-tois","QLP","171.378387","-67.778575","-13.795","0.045","12.604","0.039","2459354.324182","0.0009235","5.438218","0.000011","1.675","0.277","8.534772","0.080143","7830","73.8121","14.7798","1.6112","157.789","987","37","238.426","1.417","5342","124","4.09","0.36","1.49","0.08","","","0.98","0.120803","10,11,37,38","V-shaped; difference image result inconsistent between orbits; spectral disposition SB1","2020-06-17","2022-10-04","2022-12-14"
+"467281353","1975.01","","5","5","5","5","5","5","5","9.6","46.9","16.36","8","2","1","PC","FP","10.2081","0.006","1","qlp-s37-tois","QLP","168.076087","-60.93258","-65.356","0.047","13.636","0.045","2459332.170832","0.0044341","2.8319354","0.0000214","3.21","0.391","0.847205","0.001159","780","1.06792","4.18335","0.276048","914.113","1531","18","205.367","1.249","5408.7","62.5","","","1.48","0.08","","","0.97","0.126883","10,11,37","crowded field","2020-06-17","2023-01-24","2023-01-27"
+"329888006","1976.01","","3","5","5","3","3","4","4","78.1","318.8","66.02","3","1","1","PC","APC","8.8681","0.006","1","qlp","QLP","212.846611","-50.069977","-21.2","1.5","-5.9","1.6","2459360.021406","0.0004662","7.6943096","0.000008","8.903","0.165","8.064323","0.000371","7400","0.341581","","","925.441","1536","105","201.2072","117.809","4956.8","100.5","","","","","","","","","11,38","no information of the star on TIC 8; see observing notes re: potential chromaticity; may not be main sequence star","2020-06-17","2021-08-12","2022-12-14"
+"383531859","1977.01","","5","5","5","5","5","5","5","32.8","72.7","317","0","0","1","EB","FP","9.5918","0.006","1","qlp","QLP","216.147711","-60.383601","-2.1","1.5","-2.2","1.5","2459352.185799","0.0025185","17.0614756","0.0000755","3.384","0.341","2.968113","0.06056","2730","55.776","17.104802670514","10.311735","425.86699039729","1158.6125920751","27","437.902","","9184.7","290.3","4.09","1.38","2.1418299674988","","","","","","11,38","crowded field; eccentric EB; TFOP FP; retired as NEB","2020-06-17","2021-09-24","2022-12-14"
+"458856474","1978.01","","5","5","5","5","5","5","5","562","1064","317","6","0","1","PC","FP","5.666","0.6","1","spoc","QLP","161.140515","-59.737608","-7.582","0.063","2.92","0.062","2459286.204593","0.0016991117","6.0783344148521","0.000910553","4.8904528499487","0.05943209","17.697958","0.771122","16168.288913011","709.9779","16.987796498797","2.356609","235.13100832596","998.72800081448","10.794149","2503.46","256.23","8719.5","297.6","4.08","1.27","1","","","","","","10,11,36","V* V560 Car; SB with P=6.0803; TFOP FP; retired as SEB1","2020-06-17","2020-06-15","2022-12-14"
+"458857720","1979.01","","5","5","5","5","5","5","5","51.4","294.8","33.08","3","0","1","PC","FP","9.8678","0.007","1","qlp","QLP","161.046711","-59.92517","-18.128","0.073","4.679","0.071","2458571.79697","0.00246","1.30924","0.0001","2.535","0.434","3.66511","0.011238","3370","10.3509","","","52079.9","4208","34","395.582","6.484","8832.5","149","4.26","0.63","","","","","","","10,11","crowded field","2020-06-17","2020-06-16","2022-12-14"
+"127793615","1980.01","","5","5","5","5","5","5","5","39.4","56.3","317","0","0","0","PC","FP","10.9805","0.006","1","qlp","QLP","218.270079","-43.298512","-28.197","0.136","-25.698","0.158","2458604.91156","0.00158","9.27898","0.00103","6.514","0.315","9.837776","0.002737","9020","2.52091","15.0807","0.893189","1058.72","1589","56","343.388","12.2075","5898.8","138.4","4.08","0.48","1.45","0.08","","","1.22","0.179734","11","possibly 2x period","2020-06-17","2020-06-17","2022-12-14"
+"378613125","1981.01","","3","4","3","3","3","4","4","5.5","38.9","20.21","0","0","1","PC","PC","10.001","0.006","1","qlp-s64-ffi","QLP","155.59062","-63.65462","-13.642","0.058","4.457","0.054","2460063.136243","0.0041908","2.4763492","0.0000124","3.593","0.533","0.644033","0.039418","593","36.3048","4.72716","0.258132","14633.4","3064","13","540.252","9.6545","8749.3","281.8","","","2.14","0.07","","","2.49","0.3148","10,11,63,64","possible centroid offset towards TIC 378613150","2020-06-17","2023-06-28","2023-08-10"
+"437329044","1982.01","","3","4","4","3","4","4","4","15.1","84.9","70.29","11","20","3","PC","PC","10.1919","0.006","1","qlp-s37-tois","QLP","207.584824","-23.383379","-29.626","0.071","-6.568","0.061","2459323.825798","0.0011629","17.1725007","0.000037","5.016","0.206","3.926599","0.000893","3610","0.822301","9.89011","0.430682","107.942","897","34","266.509","2.845","6617","235.2","4.21","0.39","1.41","0.06","","","1.393","0.216697","11,37","period may be half (~8.5 days)","2020-06-17","2023-01-24","2023-01-26"
+"89535068","1983.01","","5","5","5","5","5","5","5","15.4","88.1","29.12","1","0","1","EB","FP","10.3349","0.006","1","spoc","QLP","127.281049","-57.194209","-16.422","0.052","-22.274","0.047","2459288.09218","0.0039844196","6.1110945072949","0.003965635","4.2566317880362","0.61395943","1.192959","0.169365","1098.1526719585","155.97885","5.8732079780124","11.9655285","249.20304097979","1013.346761687","18","162.148","0.816","5725","235.6","4.54","0.31","1.072350025177","0.0504698","-0.0475684","0.0654673","1.01","0.124883","10,35,36","TFOP FP; retired as NEB","2020-06-17","2021-04-28","2022-12-14"
+"162246865","1984.01","","5","5","5","5","5","5","5","10","67.7","9.4","5","2","1","EB","FP","10.361","0.006","1","qlp-s37-tois","QLP","168.871533","-44.428987","-12.725","0.05","-24.449","0.044","2459331.916143","0.0014833","0.5646193","0.0000021","1.295","0.236","0.553867","0.000872","510","0.803011","3.01498","0.181048","8493.1","2674","23","252.81","2.018","6237","102.5","4.24","0.41","1.3","0.06","","","1.32","0.208669","10,36,37","V-shaped; possible centroid offset; retired as TFOP FP/NEB","2020-06-17","2023-01-24","2023-01-26"
+"469212332","1985.01","","3","5","5","3","3","4","4","40.6","127.1","317","2","0","1","PC","APC","9.9681","0.007","1","qlp-s37-ffi","QLP","148.390562","-58.376077","1.58","0.06","-0.841","0.056","2460027.634922","0.0013176","30.7864669","0.0000341","3.466","0.144","9.541999","0.067441","8750","62.1135","23.8125","1.90419","112.151","861","87","332.321","3.4545","6101.8","153.7","","","2.05","0.06","","","1.85","0.283181","9,10,36,37,63","TFOP APC/BEB/SB2; v-shaped; large PC for insolation","2020-06-17","2023-05-10","2023-05-11"
+"468997317","1986.01","","3","5","5","3","3","4","4","","","100.66","1","0","2","EB","APC","8.135","0.006","1","spoc","SPOC/QLP","144.023758","-51.744648","-15.554","0.052","4.79","0.052","2459256.974533","0.0011878877","7.5043829155643","0.00061968726","4.8967771051915","0.05350605","13.634939","0.510168","12479.717683201","469.77145","","","177.5290293096","930.9730179792","22.283772","","","8613.8","1359","","","","","","","","","9,10,35,36","no stellar radius; variable star; Host type is B9III. Too large with that radius, assuming solar radius in SPOC report; TFOP APC/EB","2020-06-17","2021-05-10","2022-12-14"
+"349088467","1987.01","","5","5","5","5","4","5","5","57.1","126.6","97.64","0","2","3","PC","APC","9.62418","0.006","1","qlp-s46-tois","QLP","185.331855","-14.062379","-28.097","0.14","-35.888","0.108","2459575.311006","0.0005823","2.5861465","0.0000031","1.299","0.23","2.728624","0.004401","2510","4.05387","11.9748","0.835819","271.803","1131","70","273.491","6.227","5635.4","95.4","3.71","0.45","2.33","0.13","","","1.044","0.132311","10,36,46","TFOP SB2/APC; v-shaped","2020-06-17","2022-03-11","2022-12-14"
+"161156159","1988.01","","5","5","5","5","5","5","5","20.9","60","42.13","2","0","1","EB","FP","10.1854","0.006","1","qlp-s64-ffi","QLP","190.132487","-48.740903","4.353","0.055","0.291","0.053","2460064.293216","0.0016912","2.2818488","0.0000038","3.973","0.427","1.611342","0.032816","1483","30.2245","7.2854","0.417761","2351.9","1940","33","299.378","7.0665","5368","124.8","","","2.15","0.12","","","1","0.123097","10,11,37,64","NEB on 161156158; centroid offset centered on another star","2020-06-17","2023-05-31","2023-06-16"
+"324395151","1989.01","","5","5","5","5","5","5","5","48.8","239.7","47.76","6","0","1","PC","FP","10.2581","0.017","1","spoc","QLP","176.866343","-64.882975","-6.47","0.036","0.078","0.036","2459309.575644","0.00090548734","3.455147904374","0.00023969126","5.7444704043547","0.070289016","5.651528","0.096455","5191.7260014419","88.83485","","","499.34476663716","1205.6461821352","30.213356","1541.16","53.27","8046.5","252.7","4.12","1.5","","","","","","","10,37","spoc assuming solar radius; likely too large to be planetary if host is B8II","2020-06-17","2021-07-09","2022-12-14"
+"457939414","1990.01","","5","5","5","5","5","5","5","86","263.2","95.18","0","0","3","PC","FP","10.1574","0.006","1","spoc","QLP","158.670633","-59.748482","-15.942","0.046","7.618","0.045","2459281.710853","0.0040747663","3.789952396197","0.0010899372","5.5268401141976","0.20403641","4.728279","0.342822","4345.4373432108","315.7013","11.787126723543","6.0611277","602.15908094289","1263.4194533603","12.181036","171.127","0.725","5579.5","213.4","4.22","2.01","1.1045600175857","0.0517186","","","1.14","0.155013","10,36","Crowded field; secondary; synchronized; TFOP FP; retired as EB","2020-06-17","2020-06-17","2022-12-14"
+"82707763","1991.01","","5","5","5","5","5","5","5","58.2","66.5","317","1","0","1","EB","FP","10.1405","0.006","1","qlp-s64-ffi","QLP","169.958638","-51.866071","-45.152","0.042","-1.157","0.045","2460065.075037","0.0003572","6.6570835","0.000003","5.285","0.129","7.80621","0.064951","7164","59.8202","14.8934","0.684568","528.884","1336","175","268.254","2.1125","5805.6","289.6","4.13","0.32","1.73","0.08","","","1.12","0.141226","10,37,63,64","TFOP FP; retired as SEB1	","2020-06-17","2023-05-31","2023-06-16"
+"147340931","1992.01","","5","5","5","5","5","5","5","41.8","120.1","103.62","5","1","1","EB","FP","10.5287","0.006","1","qlp","QLP","162.91688","-44.984741","0.555","0.046","-7.807","0.049","2458546.84554","0.00085","4.31224","0.00013","2.704","0.27","5.431386","0.002005","4990","1.84687","12.3576","0.582863","664.873","1414","67","375.933","4.541","","","","","1.72","0.07","","","1.44","0.251426","10","same signal as 147340930; event is actually on 941340744","2020-06-17","2020-06-17","2022-12-14"
+"453464017","1993.01","","5","5","5","5","5","5","5","142.6","218.4","317","5","0","1","EB","FP","10.248","0.006","1","qlp","QLP","152.28015","-72.798117","-31.085","0.154","25.233","0.164","2459352.660686","0.0002088","3.9416903","0.0000016","2.537","0.047","14.031127","0.00762","12840","7.0183","19.6321","1.01213","1460.48","1722","78","290.78","6.0225","6190.4","202.4","4.15","1.67","1.48","0.07","-0.0811697","0.0552446","1.48","0.258099","10,11,12,37,38","v-shaped; large; stellar variability; TFOP FP; retired as EB","2020-06-17","2021-10-05","2022-12-14"
+"445903569","1994.01","","3","4","3","3","3","4","4","25.5","86.5","91.68","4","3","1","PC","PC","10.2396","0.006","1","qlp-s63-ffi","QLP","147.174575","-51.756564","-13.547","0.058","-1.741","0.064","2460032.218521","0.0007366","4.0337201","0.0000033","3.48","0.138","3.118365","0.047723","2868","43.9533","11.5159","0.399353","1910.26","1841","41","515.603","9.044","7369","219","4.27","0.65","2.22","0.07","","","1.88","0.295482","9,10,36,62,63","","2020-06-17","2023-05-11","2023-06-16"
+"299023386","1995.01","","3","4","3","3","3","4","4","15.3","44.5","115.65","0","0","1","PC","PC","9.8153","0.01","1","qlp-s37-tois","QLP","143.466387","-53.561643","-8.811","0.056","1.488","0.054","2459327.827796","0.0023656","3.1056464","0.0000147","1.772","0.288","0.868937","0.001646","800","1.51611","13.2277","0.741141","949.504","1546","14","873.401","25.4465","7804.8","128.2","3.78","0.66","4.44","0.15","","","","","9,10,35,37","crowded field; period may be half (~1.55 days)","2020-06-17","2023-01-24","2023-01-26"
+"275384718","1996.01","","5","5","5","5","5","5","5","62.1","96.4","317","4","0","1","PC","FP","10.2372","0.006","1","qlp","QLP","178.547176","-46.896887","-27.631","0.049","10.574","0.035","2458576.4335","0.00104","7.72433","0.00083","8.03","0.153","7.758093","0.000599","7120","0.551711","20.0285","0.96118","1173.53","1630","63","422.884","5.9355","6249.4","386.5","4.19","1.87","2.32","0.11","","","1.31","0.214583","10","Period might be double","2020-06-17","2020-06-17","2022-12-14"
+"142378043","1997.01","","3","4","3","3","4","4","4","15.7","73.4","23.08","4","3","2","PC","PC","9.8916","0.006","1","qlp-s63-ffi","QLP","181.632505","-31.645713","8.129","0.05","-8.411","0.023","2460038.14653","0.0012663","1.8359766","0.0000028","1.062","0.315","1.16562","0.086042","1073","79.2446","5.11603","0.349134","573.168","1363","22","254.439","2.327","6311.5","192.6","4.17","0.16","1.61","0.08","-0.11","0.12","1.33","0.20542","10,37,63","v-shaped","2020-06-17","2023-05-11","2023-06-16"
+"429295277","1998.01","","5","5","5","5","5","5","5","17.9","81.3","19.1","0","1","1","PC","FP","10.186","0.006","1","qlp","QLP","184.259218","-51.075153","18.224","0.057","-25.907","0.041","2458572.20786","0.00399","1.10833","0.00032","2.288","0.339","1.151491","0.001902","1060","1.75155","4.58274","0.286178","4415.23","2270","22","218.438","2.131","5972","208.3","4.08","0.17","1.4","0.06","-0.276956","0.0561165","1.11","0.139188","10","minor centroid shift to the north west","2020-06-17","2020-06-17","2022-12-14"
+"447206604","1999.01","","3","4","4","3","3","4","4","156.7","297.8","317","4","0","1","PC","APC","10.4109","0.006","1","qlp-s63-ffi","QLP","156.995108","-48.428547","11.3","2.1","6.1","1.9","2460033.285881","0.0005934","7.2133579","0.0000061","2.345","0.329","9.612102","8.332476","8814","7645.12","21.2234","","271.595","","91","183.691","","5843","32","4.33","2","1.16","","","","","","9,10,36,63","V-shaped. Large for insolation. Likely EB. See observing notes regarding BEB.","2020-06-17","2023-05-05","2023-06-16"
+"371188886","2000.01","","1","4","1","3","4","4","4","21.2","100.5","53.17","19","12","5","CP","CP","10.3579","0.006","1","qlp-s63-ffi","SPOC","146.397063","-66.686631","-73.323","0.045","12.578","0.049","2460031.897125","0.0009989","9.1270425","0.0000084","3.62","1.107","5.003727","0.217829","4598","200.608","8.36201","0.469162","167.221","1001","77","175.713","0.757","5400","283.3","4.43","0.31","1.18","0.06","","","0.98","0.131459","9,10,11,36,37,38,63","TOI-2000 c; https://arxiv.org/abs/2209.14396","2020-06-17","2023-05-10","2023-12-03"
+"371188886","2000.02","","1","5","5","1","4","4","4","3.7","32.4","6.69","19","12","5","CP","CP","10.3579","0.006","2","qlp-s63-ffi","SPOC","146.397063","-66.686631","-73.323","0.045","12.578","0.049","2460038.819877","0.005565","3.098367","0.0000153","1.963","0.556","0.538659","0.044495","496","40.9804","2.47118","0.187677","328.067","1185","12","175.713","0.757","5400","283.3","4.43","0.31","1.18","0.06","","","0.98","0.131459","9,10,11,36,37,38,63","TOI 2000 b (https://arxiv.org/abs/2209.14396)","2022-03-24","2023-05-05","2023-12-03"
+"118084044","2001.01","","3","4","3","3","3","4","4","119.2","209.3","317","2","0","1","PC","PC","8.9578","0.006","1","spoc-s01-s39-b0A-PC","QLP","128.181355","-58.575511","-2.261","0.128","3.211","0.115","2459988.668319","0.0009064587","2.7434564885173","0.00012417391","1.7721369406115","0.08360659","1.648871","0.111173","1517.5136382449","102.388596","24.415281844656","14.916622","22630.868404447","3128.2039089984","20.877892","500.027","15.6525","7896.3","247","3.6","0.52","3.961149930954","0.166342","","","1.81","0.299035","8,9,10,35,36,37,61,62,63","evolved host","2020-06-17","2023-09-12","2023-09-12"
+"356453768","2002.01","","5","5","5","5","5","5","5","106.1","111","317","1","0","0","EB","FP","10.4879","0.006","1","qlp-s62-ffi","QLP","134.190203","-61.371461","-70.24","0.051","0.73","0.051","2460011.151332","0.0014549","2.3330349","0.0000036","3.005","0.905","3.038882","5.035371","2795","4627.01","15.6213","4.39727","12107.6","2951","45","296.179","2.3585","5986.5","131","4.32","0.44","1.56","0.07","-0.555712","0.0712926","1.21","0.175438","9,10,35,36,37,62","V-shaped; crowded field; TFOP FP; retired as NEB","2020-06-17","2023-03-27","2023-03-31"
+"58463434","2003.01","","3","5","5","3","4","4","4","","","317","0","8","3","PC","PC","9.6569","0.011","1","qlp","QLP","201.527127","-27.41256","-11.957","0.167","-11.202","0.148","2458579.36532","0.00128","","","3.529","0.19","4.199051","0.001502","3860","1.3836","15.7171","0.912323","194.656","1040","29","379.972","12.5925","7043.2","177.4","3.98","0.16","2.46","0.13","0.04","0.12","1.52","0.250605","10","single event","2020-06-17","2020-06-17","2022-12-14"
+"439610306","2004.01","","5","5","5","5","5","5","5","5.5","34.9","11.09","1","1","1","PC","FP","9.0607","0.006","1","qlp","QLP","143.46695","-55.175763","-12.167","0.048","3.727","0.049","2458545.26565","0.01211","1.79988","0.00056","3.518","0.564","0.19545","0.000491","180","0.452551","3.32197","0.225957","6540.68","2505","11","258.885","1.9515","6136.9","97","3.85","0.42","2.46","0.1","","","1.49","0.246319","10","","2020-06-17","2020-06-17","2022-12-14"
+"147660886","2005.01","","3","4","4","3","3","4","4","19","78.3","100.76","10","23","1","PC","PC","9.4916","0.006","1","qlp-s10-ffi-reprocessed","QLP","164.031654","-43.376697","-25.251","0.051","8.208","0.05","2458549.83383","0.00131","17.30714","0.00169","4.138","0.197","3.153209","0.001348","2900","1.242","12.2024","0.537913","110.956","904","36","328.475","3.667","6995.5","239.3","4.1","0.46","2.23","0.08","","","1.65","0.271228","10,63","","2020-06-17","2023-04-27","2023-04-27"
+"41173048","2006.01","","5","5","5","5","5","5","5","8.9","13.2","73.79","0","0","2","V","FA","9.2225","0.006","1","qlp","QLP","91.22465","-69.360322","8.246","0.05","22.049","0.052","2459194.004177","0.0207447","6.40938","0.0001988","2.356","0.586","0.304049","0.001254","280","1.15453","10.1474","","50.0267","740","13","485.257","6.2485","4650","84.7","2.54","0.14","8.3","","-0.32","0.09","","","1,2,3,4,5,6,7,8,10,11,12,13,27,28,30,31","evolved star; but difference images do not provide consistent centroid information to conclude it's a NEB","2020-06-17","2021-01-28","2022-12-14"
+"219466784","2007.01","TIC 219466784.01","2","5","5","2","3","4","4","","","7.65","0","3","3","PC","PC","10.199","0.006","1","spoc","CTOI","209.858415","74.151228","64.23","0.066","-63.374","0.052","2458872.68991","0.010845991","","","9.1654067502447","0.8202277","0.990943","0.108802","912.27629225308","100.205696","3.1563904267677","0.33183703","1.4952398792116","282.03140272822","9.195684","115.409","0.389","5249","124.629","4.48682","0.0820144","0.895408","0.0510955","","","0.897","0.114993","14,20,21,22","single transit; ~3 Re; multiple stars in pixel; CTOI from Planet Hunters","2020-06-17","2020-06-17","2022-12-14"
+"70887357","2008.01","TIC 70887357.01","5","5","5","5","5","5","5","0.6","44.6","114.43","4","11","3","PC","FP","8.64807","0.006","1","spoc","CTOI","63.857632","-16.902144","47.551","0.054","-30.747","0.053","2458454.33261","0.0017774756","723.83450084893","0.0025788723","7.3829460156642","0.121020645","3.392028","0.069598","3119.2983692711","64.100075","13.136169714984","0.7173174","1.3572620754269","275.28698423239","67.21428","139.212","0.7375","5463","186","3.77778","0.281727","1.9477100372314","0.102432","","","0.992","0.123554","5,32","former single transit; now has second transit in Y3; period is longest alias; CTOI from Nora Eisner","2020-06-17","2021-07-15","2023-07-19"
+"243187830","2009.01","TIC 243187830.01","2","4","3","2","4","4","4","0","35.6","5.66","0","10","8","PC","PC","7.3551","0.006","1","spoc-s14-s60-b0A-PC","CTOI","16.908292","22.952868","103.07","0.111","-490.315","0.107","2458783.768755","0.0039839013","1071.0898448029","0.0003716722","2.1734133615374","0.46977004","0.939752","0.065057","865.16943795529","59.917755","2.2407784585836","0.91658","1.3880259113369","276.83381833944","13.903928","20.5272","0.0294","4755.33","99.563","4.62683","0.0808477","0.70149898529053","0.0400754","0.199069","0.0251533","0.76","0.0881912","17,57","CTOI from Nora Eisner; single transit in s17; additional transit in s57; actual period likely shorter than max period of ~1071 days","2020-06-17","2023-05-18","2023-11-04"
+"26547036","2010.01","TIC 26547036.01","3","4","3","3","4","4","4","0.1","62.8","94.78","2","9","4","PC","PC","9.26693","0.006","1","spoc-s14-s60-b0A-PC","CTOI","292.166942","53.487369","40.519","0.067","11.106","0.066","2459846.977285","0.006372369","1134.6723963333","0.00005085344","8.684462278863","0.041797563","12.755179","0.08945","11679.2159464","82.38331","11.758219546188","0.5836612","8.6347102353498","437.2015485936","129.00015","109.19","0.321","5842","129.228","4.39929","0.0793101","1.0735199451446","0.0529397","","","1.054","0.13542","14,15,16,56","roughly Jupiter size; multiple stars in pixel; CTOI from Planet Hunters; actual period likely shorter than max period of ~1134.7 days","2020-06-17","2023-05-18","2023-11-04"
+"136916387","2011.01","","5","5","5","5","5","5","5","7.6","176.5","3","0","3","0","KP","KP","5.0494","0.006","1","spoc-s01-s65-b0A-KP","SPOC","230.440115","-48.318817","-1624.05","0.169","-276.024","0.133","2458631.767617","0.0011850921","11.577836208353","0.000018365205","3.8772499007481","0.29744247","0.236064","0.01261","217.39949176439","11.614346","1.5422128566372","0.71613497","99.901341520149","806.32955685097","15.475518","14.682","0.01985","5739","25","4.51","0.028","1.0260699987411","0.0451056","-0.26","0.1","1.03","0.127035","12,38,65","nu 2 Lup b / HD 136352 b","2020-06-17","2024-01-31","2024-02-02"
+"136916387","2011.02","","5","5","5","5","5","5","5","11.2","274.4","7.8","0","3","0","KP","KP","5.0494","0.006","2","spoc-s01-s65-b0A-KP","SPOC","230.440115","-48.318817","-1624.05","0.169","-276.024","0.133","2458650.89757","0.00089169695","27.592071753546","0.000026587484","3.2743015829507","0.09029347","0.603115","0.016068","555.33529292425","14.799067","2.7050278387379","0.1508972","31.383071113099","603.66168244856","36.951767","14.682","0.01985","5739","25","4.51","0.028","1.0260699987411","0.0451056","-0.26","0.1","1.03","0.127035","12,38,65","HD 136352 c / nu 2 Lup c; two events in SPOC report are ~689.8 days apart which is 25 times the correct period","2022-04-20","2024-01-31","2024-02-02"
+"136916387","2011.03","","5","5","5","5","5","5","5","","","3.26","0","3","0","KP","KP","5.0494","0.006","3","spoc-s65-b0A","SPOC","230.440115","-48.318817","-1624.05","0.169","-276.024","0.133","2460081.126376","0.0019318461","","","3.5341353539309","0.10831175","0.211953","0.016965","195.19729388875","15.624812","1.6208326100069","0.1211116","335.60752217949","1091.6355519597","19.23275","14.682","0.01985","5739","25","4.51","0.028","1.0260699987411","0.0451056","-0.26","0.1","1.03","0.127035","12,38,65","3rd event is single transit of HD 136352 d at TBJD~3081.13","2024-02-01","2024-02-15","2024-02-16"
+"138294130","2012.01","","5","5","5","5","5","5","5","80.4","82","317","0","0","0","KP","KP","10.6506","0.006","1","qlp-s51-tois","QLP","229.99122","36.229545","-21.661","0.035","-24.25","0.058","2459716.992394","0.0003859","3.0565259","0.0000026","4.145","0.074","9.596767","0.000404","8800","0.371658","15.1633","0.70524","1438","1715","159","320.451","2.827","5981","117.3","4.07","0.08","1.6","0.07","0.275","0.0565685","1.1","0.142681","24,50,51","HAT-P-4 b","2020-06-19","2022-09-02","2022-12-14"
+"188589164","2013.01","","2","5","5","2","4","4","4","4.6","18.5","1.35","5","2","10","PC","CP","10.2705","0.007","1","spoc","QLP","239.577568","35.408114","-143.277","0.066","318.219","0.082","2458956.396322","0.0013538105","2.6162768723632","0.0001133327","1.1348930228289","0.39219263","1.21736","0.097742","1120.6014184486","90.019485","1.097286737427","1.1053865","19.106012795325","533.22716426739","14.412579","15.8095","0.00955","3352","157","4.8984","0.00276832","0.325635","0.00971841","","","0.306053","0.0201949","24,25","low SNR; potential L1","2020-06-19","2020-09-23","2022-12-14"
+"198588220","2014.01","","5","5","5","5","5","5","5","122.2","203.1","317","0","0","0","KP","KP","9.63331","0.006","1","qlp-s78-ffi","QLP","256.610728","44.776885","9.436","0.042","-18.185","0.046","2460497.317355","0.006122","4.8099755","0.0000545","6.696","0.056","7.588611","0.033671","6965","31.0115","22.6223","1.00294","2029.17","1869","52","371.686","3.53","6417","122.6","3.7","0.09","2.65","0.12","","","1.292","0.209165","24,26,51,52,53,78,79,80","HAT-P-67 b","2020-06-19","2024-09-04","2024-09-04"
+"368287008","2015.01","","1","4","4","1","4","4","4","26.5","218.9","25.62","38","0","10","PC","PC","12.8387","0.007","1","qlp-s51-tois","SPOC","232.132653","27.361073","-56.166","0.066","63.966","0.067","2459712.928909","0.0029226","3.3491408","0.000016","1.207","0.25","7.856515","4.406476","7210","4050.29","5.37673","2.27494","31.0153","657","10","47.3444","0.11295","3223","157","4.89993","0.00294439","0.32","0.01","","","0.304345","0.0201868","24,51","Some odd-even","2020-06-19","2022-09-02","2024-01-14"
+"219508169","2016.01","TIC 219508169.01","1","4","1","1","4","4","4","4.9","54.3","9.42","8","3","8","PC","PC","10.408","0.006","1","qlp-s78-ffi","SPOC","246.797267","42.687767","-43.304","0.043","68.696","0.058","2460443.53493","0.0032345","6.8161231","0.0000212","2.651","0.687","1.565674","0.087521","1441","80.6063","3.03305","0.216966","97.7178","875","17","115.834","0.352","5175","128.9","4.54","0.09","0.84","0.05","","","0.877","0.10677","24,25,51,52,78","potential multi; .01","2020-09-11","2024-08-15","2024-08-16"
+"219508169","2016.02","","2","4","4","2","4","4","4","8.1","66","7.96","8","3","8","PC","PC","10.408","0.006","2","qlp-s79-ffi","QLP","246.797267","42.687767","-43.304","0.043","68.696","0.058","2460477.432216","0.0015622","2.4590369","0.0000041","1.862","0.185","1.280838","0.054644","1179","50.3274","2.74738","0.185035","301.374","1160","23","115.834","0.352","5175","128.9","4.54","0.09","0.84","0.05","","","0.877","0.10677","24,25,51,52,78,79",".02 in possible multi; variable host","2020-06-19","2024-08-21","2024-09-01"
+"219508169","2016.03","","1","4","1","1","4","4","4","1.7","38.1","10.51","8","3","8","PC","PC","10.408","0.006","3","qlp-s52-ffi","QLP","246.797267","42.687767","-43.304","0.043","68.696","0.058","2459735.445738","0.0070854","25.3369848","0.0005021","3.214","1.161","1.44499","0.01971","1330","18.1536","3.23582","0.439412","25.3267","624","10","115.834","0.352","5175","128.9","4.54","0.09","0.84","0.05","","","0.877","0.10677","24,25,51,52","potential multi","2022-07-28","2022-07-28","2022-12-14"
+"357416482","2017.01","","5","5","5","5","5","5","5","238.8","329.3","317","1","1","0","EB","FP","8.2057","0.006","1","qlp-s78-ffi","SPOC","228.949819","27.36181","-52.439","0.071","9.647","0.057","2460434.940249","0.0001292","5.49826","9e-7","2.04","0.154","14.129019","0.625486","12929","575.928","16.2801","","232.345","","159","115.605","","6362.6","","","","1.34","","-0.049","0.012","","","24,51,78","TIC match 357416480 (12.5 TESS mag star); TFOP FP as an EB with a low mass M dwarf companion","2020-06-19","2024-08-05","2024-08-16"
+"357501308","2018.01","","1","5","5","1","4","4","4","8.3","125.6","6.64","8","8","10","PC","CP","8.962","0.006","1","qlp-s51-ffi","SPOC","229.837442","29.207877","-141.096","0.031","395.502","0.036","2459716.685958","0.0021296","7.4355668","0.0000348","2.429","0.975","1.271055","0.015689","1170","14.4504","2.4515","0.398524","75.6724","821","21","27.9956","0.02135","4218.9","162.8","4.67","0.13","0.62","0.08","-0.812","0.163","0.66","0.0867542","24,51","potential L1 candidate","2020-06-19","2022-06-24","2023-06-16"
+"159781361","2019.01","","3","5","5","3","4","4","4","3.2","27.7","15.1","4","14","6","CP","CP","9.6087","0.006","1","qlp-s78-ffi","SPOC","234.431765","48.955206","12.352","0.033","-46.466","0.048","2460431.584231","0.0072574","15.3468182","0.000101","6.425","0.609","0.722255","0.033724","665","31.0605","3.99579","0.250903","126.052","933","14","198.007","0.82","5588","124.973","3.92293","0.0807668","1.8","0.09","","","0.987","0.126306","16,23,24,50,77,78","TOI-2019 b","2020-06-19","2024-08-15","2024-08-16"
+"39903405","2020.01","","5","5","5","5","5","5","5","112.1","345.7","116.71","0","2","0","KP","KP","8.27468","0.006","1","qlp-s79-ffi","QLP","245.151432","41.04796","-10.312","0.041","-29.198","0.052","2460477.275907","0.0001407","5.633477","0.000001","4.132","0.081","6.152897","0.024142","5651","22.2349","13.2583","0.519371","588.518","1372","231","127.774","0.424","6412.8","106.4","4.09","0.08","1.7","0.07","0.0535135","0.0406867","1.29","0.191555","24,25,51,52,78,79","HAT-P-2 b","2020-06-19","2024-08-29","2024-08-31"
+"236312126","2021.01","","5","5","5","5","5","5","5","120.1","346.7","124.76","0","0","0","KP","KP","10.5484","0.006","1","qlp-s51-tois","QLP","240.549275","28.169625","-17.422","0.034","14.82","0.043","2459713.291648","0.0003093","3.9415041","0.0000019","2.866","0.057","23.409311","0.000774","21330","0.712596","13.8352","0.594068","321.85","1179","193","163.553","0.6195","5729","103.1","4.52","0.07","0.92","0.04","-0.08","0.1","1.023","0.125268","24,25,51","XO-1 b","2020-06-19","2022-09-02","2022-12-14"
+"11996814","2022.01","","5","5","5","5","5","5","5","105.5","244.9","28.55","5","0","1","PC","FP","11.6484","0.007","1","spoc","SPOC","31.17055","65.289331","-26.036","0.04","24.771","0.049","2458790.849435","0.0006703024","0.4487349138937","0.0000027561257","2.8757896547221","0.09678356","3.885229","0.116084","3572.0328031762","106.911674","5.8054498430942","1.7503514","928.87746598763","1408.0217269602","20.763273","89.3047","0.23835","3975","157","4.62844","0.0110764","0.627144","0.0183442","","","0.609693","0.0201206","18,24,25","V-shaped; crowded field","2020-06-19","2020-09-23","2022-12-14"
+"16884216","2023.01","","2","4","4","2","4","4","4","2.8","66.7","3.4","1","5","7","PC","APC","8.5049","0.006","1","spoc","SPOC","232.863345","33.902516","42.582","0.036","112.198","0.047","2458964.128568","0.003645356","11.190048565094","0.0049587097","2.9741506682021","0.5782486","0.616655","0.084199","567.79899387325","77.54692","1.6608182353741","1.7278615","31.192573038419","602.74351957155","7.313857","36.9284","0.034","4958","122.161","4.66667","0.0900016","0.695992","0.0442211","","","0.82","0.100943","24","possibly a single at 1982; possible multi; low snr ~7 from spoc-s24","2020-06-19","2020-06-19","2024-06-23"
+"255930614","2024.01","","5","5","5","5","5","5","5","109.4","386.8","52.81","0","4","0","KP","KP","7.6262","0.006","1","qlp-s79-ffi","QLP","247.622983","38.347535","-77.899","0.048","52.564","0.056","2460476.023499","0.0010622","2.8758831","0.0000108","3.14","0.074","3.427645","0.108027","3152","99.4912","8.33267","0.442252","1095.91","1602","227","75.8643","0.17365","6084","139.9","4.17","0.09","1.46","0.07","0.33","0.1","1.14","0.154399","24,25,51,52,78,79","HD 149026 b","2020-06-19","2024-08-29","2024-08-31"
+"394050135","2025.01","","3","4","4","3","4","4","4","26.3","90.2","97.91","12","17","1","CP","CP","10.9461","0.006","1","spoc-s14-s60-b0A-CP","QLP","282.795256","82.245414","2.791","0.036","-4.521","0.045","2459754.939635","0.0005663","8.8720541523954","0.000011473829","3.6593395606146","0.03968991","6.691664","0.063199","6144.2968010195","58.206493","11.984981264462","0.5755136","343.71776247936","1098.1716895253","102.18961","335.985","2.417","6042","136","4.15","0.08","1.4799599647522","0.06901","","","1.123","0.159804","14,18,19,20,24,25,26,40,47,52,53,58,59,60","TOI 2025 b","2020-06-19","2023-06-13","2023-06-16"
+"407059875","2026.01","","2","4","4","2","4","4","4","3.4","44.4","7.14","2","3","4","PC","PC","10.5782","0.006","1","qlp-s58-tois","QLP","5.469534","66.168119","-47.349","0.046","-11.911","0.038","2459904.708769","0.0037431","7.1925327","0.000035","2.551","0.911","1.281925","0.127108","1180","117.064","2.5719","0.226756","75.7071","821","14","108.076","0.3155","5050","146.8","4.59","0.09","0.77","0.05","","","0.842","0.107524","17,18,24,25,58","L1 candidate; low SNR","2020-06-19","2023-07-06","2024-09-01"
+"335996558","2027.01","","5","5","5","5","5","5","5","9","57.2","12.4","2","2","0","PC","FP","10.5027","0.006","1","qlp","QLP","333.331904","62.857385","4.812","0.093","1.212","0.081","2458739.50775","0.00259","1.46329","0.00002","2.431","0.355","0.814608","0.001125","750","1.03585","3.54656","0.217751","3541.21","2149","24","238.061","2.459","6168","232.5","4.29","0.1","1.28","0.06","","","1.176","0.192148","24","Possibly in the Neptune desert!","2020-06-19","2020-06-19","2022-12-14"
+"336456596","2028.01","","5","5","5","5","5","5","5","12.1","45.1","31.56","1","0","0","PC","FP","10.9141","0.041","1","qlp","QLP","334.434433","62.465008","4.431","0.042","0.9","0.039","2458739.62994","0.00288","0.77871","0.00001","1.458","0.192","0.727687","0.001039","670","0.957405","6.16036","0.315609","10057.7","2789","16","609.996","8.9055","7751","349.7","4","0.09","2.25","0.07","","","1.83","0.325305","24","crowded field; check bright neighbors; minor depth-aperture correlation","2020-06-19","2020-06-19","2022-12-14"
+"445254275","2029.01","","5","5","5","5","5","5","5","12.2","31.6","81.41","0","2","2","PC","FP","10.9415","0.016","1","qlp","QLP","12.216148","59.386718","2.849","0.046","-1.879","0.043","2458767.19721","0.0042","2.57134","0.00008","3.824","0.911","0.999337","0.002896","920","2.66768","10.7406","0.826123","5344.87","2382","17","910.693","28.9095","7125","162.4","3.54","0.08","3.56","0.17","","","1.59","0.257996","24","potential centroid offset; some depth-aperture correlation; large star","2020-06-19","2020-06-19","2022-12-14"
+"422656370","2030.01","","3","4","4","3","3","4","4","76.3","47.5","317","5","1","1","PC","APC","10.8489","0.022","1","qlp-s57-tois","QLP","349.672086","68.299217","28.247","0.045","0.652","0.04","2459880.870498","0.000576","1.3254567","0.000001","0.975","0.289","3.659663","0.259434","3365","238.919","14.4076","0.916221","776.933","1470","43","367.355","3.4215","5778","186.2","3.74","0.08","2.29","0.12","","","1.04","0.135897","17,18,24,25,57","TFOP SM/APC; V-shaped and possibly synchronized","2020-06-19","2023-05-01","2023-05-06"
+"470127886","2031.01","","3","4","4","3","3","4","4","56.3","183.5","121.42","13","10","2","PC","PC","10.7609","0.036","1","spoc-s58-b0A","QLP","331.117808","81.565951","25.719","0.035","2.507","0.034","2459886.04634","0.00042562778","5.7156074745757","0.00016925864","4.0584797488411","0.032022387","13.372434","0.098485","12240.929881726","90.70415","13.601565142814","0.57216483","503.11854538818","1207.9176608449","117.25658","276.105","1.5315","6664","265.1","4.44","0.09","1.1844400167465","0.0492463","","","1.41","0.25329","24,52,53,58","","2020-06-19","2023-02-21","2023-02-25"
+"470159478","2032.01","","3","4","4","3","3","4","4","19.8","81.1","120.16","2","1","4","PC","APC","10.9293","0.006","1","qlp-s53-tois","QLP","333.311732","81.739729","9.1","2.3","2.1","2.4","2459737.544901","0.0018492","17.0096703","0.0000412","2.228","0.488","5.147716","1.301144","4730","1197.68","13.5294","","63.3708","","31","293","","6542","","","","1.5","","","","","","18,19,24,25,26,53","V-shaped","2020-06-19","2022-11-30","2023-10-20"
+"53617134","2033.01","","3","4","3","3","4","4","4","10.2","59.1","54.8","2","2","3","PC","PC","9.46221","0.006","1","qlp-s78-ffi","QLP","17.680098","65.249648","24.971","0.045","-2.555","0.046","2459886.4891","0.0016318","18.8243063","0.0000382","4.397","0.248","2.081178","0.064376","1915","59.2904","8.51397","0.362098","90.9855","860","26","281.184","2.458","7014","163.9","4.05","0.09","1.95","0.07","","","1.544","0.267103","18,24,25,58,78","possible centroid offset; match to 53617127","2020-06-19","2024-08-23","2024-08-31"
+"427279997","2034.01","","5","5","5","5","5","5","5","5","30.1","32.02","1","1","4","PC","FP","10.5682","0.013","1","qlp","QLP","351.380744","54.601182","-1.535","0.075","-1.911","0.075","2458768.72753","0.00722","2.89453","0.00019","3.327","0.746","0.597319","0.002523","550","2.32422","6.20845","0.56928","9411.16","2743","9","909.511","44.8145","9714","228.9","3.98","0.08","2.68","0.15","","","2.48","0.340801","24","crowded field; 2 stars in pixel; minor depth-aperture correlation","2020-06-19","2020-06-19","2022-12-14"
+"53709089","2035.01","","3","4","3","3","4","4","4","6.4","40.5","29.26","1","1","8","PC","PC","9.1196","0.006","1","qlp","QLP","17.73671","61.092107","-3","1.8","-0.3","1.8","2458793.50485","0.00818","8.51226","0.00054","3.068","0.786","0.673365","0.002446","620","2.25319","5.90105","","872.772","","9","359.404","","9387","","","","2.35","","","","","","24","odd/even from qlp; check neighbor tic53709074","2020-06-19","2020-06-19","2022-12-14"
+"368320811","2036.01","","3","4","3","3","4","4","4","12.5","64","16.74","6","3","9","PC","PC","8.97913","0.006","1","qlp-s78-ffi","QLP","233.014923","24.085016","-17.558","0.042","15.161","0.037","2460449.232339","0.0029178","1.261045","0.0000037","1.246","0.407","0.417003","0.045215","384","41.6434","4.24615","0.335857","1770.66","1807","11","231.827","1.6665","6549","134.3","3.89","0.09","2.18","0.09","","","1.354","0.218106","24,51,78","possible offset in SPOC s78","2020-06-19","2024-08-12","2024-08-16"
+"405559035","2037.01","","2","4","2","2","4","4","4","1.8","23.9","8.88","1","2","7","PC","PC","10.67","0.007","1","qlp-s51-tois","QLP","234.861293","55.153498","-11.969","0.043","-23.747","0.05","2459706.726679","0.0069328","11.1518929","0.0001286","4.623","0.528","0.62991","0.001102","580","1.01531","2.91771","0.182861","206.982","1056","10","263.958","1.641","6319","123","4.38","0.09","1.19","0.05","","","1.25","0.190931","16,22,23,24,49,50,51","","2020-06-19","2022-09-02","2022-12-14"
+"235937532","2038.01","","3","5","5","3","3","4","4","55.6","72.2","317","3","1","1","PC","APC","10.5352","0.008","1","qlp-s52-tois","QLP","293.914601","81.554791","-2.776","0.061","-0.542","0.069","2459913.435645","0.0015477249","3.7321195","0.0000062","5.738","0.448","4.547889","0.000515","4180","0.474694","19.158","0.937763","5711.67","2421","47","603.172","12.441","6570","124.8","3.68","0.09","2.8","0.13","","","1.36","0.220153","18,20,24,25,26,40,47,52,59","possible synchronization; photometric ellipsoidal variations indicating likely EB","2020-06-19","2023-03-16","2023-03-24"
+"237071229","2039.01","","3","4","3","3","4","4","4","4.5","32.7","21.84","3","4","6","PC","PC","10.4719","0.006","1","qlp-s75-ffi","QLP","307.022746","61.871411","-17.586","0.046","-19.725","0.042","2460359.818993","0.0027354","11.2479969","0.0000351","3.143","0.376","1.552627","0.059419","1429","54.7252","4.97493","0.256247","91.8858","862","24","276.053","1.562","6308","190.4","4.19","0.09","1.48","0.06","","","1.24","0.201083","15,17,24,55,56,57,58,75","","2020-06-19","2024-05-15","2024-06-01"
+"427730490","2040.01","","3","4","4","3","3","4","4","77","231.4","88.06","6","6","1","PC","PC","10.8407","0.006","1","qlp-s52-tois","QLP","352.27473","71.506474","44.853","0.042","25.368","0.041","2459740.365261","0.0002599","3.8608551","0.0000013","2.571","0.03","16.045735","0.000679","14670","0.625001","11.2224","0.679003","163.361","995","250","144.717","0.492","5019","166","4.43","0.09","0.92","0.06","","","0.834","0.105072","17,18,24,25,52","","2020-06-19","2022-12-12","2022-12-16"
+"54364414","2041.01","","5","5","5","5","5","5","5","9.5","68.5","9.38","2","2","2","PC","FP","10.4608","0.006","1","qlp","QLP","19.234846","62.35169","78.916","0.037","-13.737","0.048","2458792.09451","0.00283","1.37477","0.00003","1.601","0.129","1.042807","0.000997","960","0.918522","3.0101","0.184631","1122.82","1612","21","177.331","0.9395","5825","155.6","4.44","0.08","1.02","0.05","","","1.049","0.139565","25","potential L1 candidate","2020-06-19","2020-07-28","2022-12-14"
+"269424395","2042.01","","5","5","5","5","5","5","5","12.1","41.1","41.62","0","2","0","PC","FP","10.9518","0.006","1","qlp","QLP","350.369407","60.801171","-8.563","0.043","-13.166","0.039","2458768.14945","0.00666","2.41872","0.00009","2.685","0.308","1.260185","0.002212","1160","2.03758","7.23529","0.483918","1660.52","1778","13","511.22","6.974","6535","459.3","3.9","0.12","2.16","0.1","","","1.348","0.303488","24","potential centroid offset","2020-06-19","2020-06-19","2022-12-14"
+"346929661","2043.01","","1","4","1","1","4","4","4","3.4","36.4","13.45","2","2","7","PC","PC","10.1976","0.006","1","qlp-s78-ffi","QLP","0.977557","59.334681","-3.071","0.043","-22.425","0.041","2460428.035206","0.0046784","12.0135752","0.0000477","4.274","0.62","1.272142","0.060732","1171","55.9347","3.7307","0.216191","143.432","964","19","203.562","1.209","6178","254.9","4.33","0.09","1.23","0.06","","","1.18","0.199306","17,18,24,57,58,77,78","crowded field; L1 candidate","2020-06-19","2024-08-26","2024-08-31"
+"270333769","2044.01","","5","5","5","5","5","5","5","8","38.3","43.79","1","1","0","EB","FP","10.4887","0.064","1","qlp-s77-ffi","QLP","351.880281","61.392515","-5.884","0.059","-5.005","0.057","2460418.367886","0.0029592","4.1207509","0.0000152","2.158","0.565","1.056936","0.087941","973","80.9931","7.46471","0.54253","2466.19","1963","17","664.006","16.6285","9953","965.5","4.09","0.1","2.38","0.13","","","2.55","0.425871","17,18,24,57,58,77","Minor depth aperture correlation; TFOP NEB/FP","2020-06-19","2024-07-25","2024-08-16"
+"347013211","2045.01","","3","4","3","3","4","4","4","26.2","82.8","108.19","6","7","2","PC","PC","10.7799","0.006","1","qlp-s57-tois","QLP","1.119248","54.934497","14.472","0.047","7.986","0.04","2459873.067934","0.0015469","9.07763","0.000025","5.928","0.293","6.437922","0.191391","5912","176.262","12.6842","0.708204","388.441","1236","32","366.962","4.7995","6125.9","120.7","4.03","0.08","1.72","0.09","0.072","0.013","1.157","0.157897","17,24,57","","2020-06-19","2023-05-01","2023-05-06"
+"468574941","2046.01","","3","5","5","3","4","4","4","155.7","161","317","7","3","5","CP","CP","10.996","0.006","1","spoc-s58-b0A","QLP","16.184942","74.331306","6.293","0.04","-9.958","0.041","2459882.348171","0.00019620606","1.497144671919","0.00001806122","2.4024159364653","0.014941894","17.80607","0.07741","16266.249195771","71.29483","16.252849367906","0.75672454","2643.6549750372","1828.8199185601","211.67122","289.668","2.208","6081","137.7","4.31","0.08","1.2431900501251","0.0575628","","","1.139","0.151562","24,58","TOI-2046 b","2020-06-19","2023-02-21","2023-02-25"
+"363761216","2047.01","","5","5","5","5","5","5","5","72.1","95.5","317","8","46","0","EB","FP","10.4708","0.006","1","qlp-s78-ffi","QLP","5.867146","71.158807","-6.964","0.085","-1.662","0.072","2460444.428289","0.0003205","7.4072589","0.0000025","2.454","0.021","16.26173","0.124504","14866","114.666","14.4456","0.734302","75.7231","821","129","196.538","1.9575","5887","183.3","4.35","0.08","1.14","0.06","","","1.068","0.144627","24,25,52,58,78","TFOP SB1/FP; ~85 MJup","2020-06-19","2024-08-05","2024-08-16"
+"159873822","2048.01","","1","4","4","1","4","4","4","1.8","35.7","7.34","5","4","8","PC","CP","10.7545","0.006","1","qlp-s51-tois","QLP","237.924107","52.306308","-10.393","0.038","-1.384","0.043","2459704.448013","0.0044815","13.7905315","0.000091","3.301","0.481","1.238445","0.002055","1140","1.89262","2.60168","0.17953","29.035","646","15","116.567","0.291","5021.6","104.2","4.6","0.08","0.76","0.04","0.101813","0.0174915","0.835","0.0990377","16,23,24,50,51","variable star; potential L1 candidate","2020-06-19","2022-09-02","2023-03-20"
+"314835525","2049.01","","3","4","4","3","3","4","4","15.2","31.9","94.63","0","2","1","PC","PC","10.6568","0.012","1","qlp","QLP","346.90982","56.694513","19.194","0.045","-0.356","0.037","2458768.86655","0.00585","5.30329","0.00022","3.707","0.395","1.303666","0.002644","1200","2.43495","11.7443","0.924438","473.142","1299","11","571.487","9.0355","6054.7","145","3.41","0.09","3.48","0.21","0.23","0.016","1.13","0.153753","24","shoulder before ingress and after egress","2020-06-19","2020-06-19","2023-12-20"
+"316468545","2050.01","","2","4","4","2","4","4","4","1.7","34.3","5.09","2","3","5","PC","PC","9.70362","0.006","1","qlp-s78-ffi","QLP","323.908297","65.437536","20.968","0.059","2.08","0.054","2460427.434017","0.0037135","13.5970194","0.0000484","2.781","0.362","0.655983","0.037896","604","34.9028","2.03572","0.123962","41.8338","708","15","113.725","0.3925","5985","155.5","4.59","0.08","0.88","0.04","","","1.101","0.153044","16,17,18,24,56,57,58,76,77,78","slight depth aperture correlation","2020-06-19","2024-09-04","2024-09-04"
+"375850439","2051.01","","1","4","1","3","4","4","4","6.3","32.3","26.63","0","1","2","PC","PC","10.6234","0.029","1","spoc-s14-s60-b0A-PC","QLP","336.295039","67.971168","-1.41","0.066","-3.759","0.068","2459854.289501","0.0025035792","1.1633325442413","0.00009622877","1.7800568817111","0.32128763","0.418042","0.037284","384.95668152664","34.33966","5.5717234325837","1.2488548","102177.35322727","4559.9324770501","10.114332","809.88","24.473","11265","684.1","4.07","0.09","2.6170699596405","0.15687","","","2.96","0.419488","24,57,58","asymmetric transit; likely variability; very hot star; possible centroid offset to N/NW; inconsistent between sectors","2020-06-19","2023-05-19","2023-06-16"
+"1100766816","2052.01","","5","5","5","5","5","5","5","35.6","149.5","19.42","2","0","0","PC","FP","10.0943","0.008","1","qlp","QLP","238.501017","19.596887","-66.932","0.113","-89.67","0.094","2458957.04205","0.00253","1.62263","0.0003","1.555","0.422","1.771194","0.007104","1630","6.54313","4.33692","1.05517","713.443","1439","18","115.724","1.0315","5016.1","577.2","","","1.01","0.24","","","","","24","TFOP retired as NEB; slight offset in difference image; minor flux depth aperture correlation; tic match to 1100766815 and 445884778; latter is phantom tic","2020-06-19","2020-07-28","2022-12-14"
+"315755496","2053.01","","5","5","5","5","5","5","5","","","317","1","2","1","EB","FP","10.5008","0.007","1","spoc","QLP","310.331372","82.435302","-4.745","0.038","8.296","0.038","2459394.643317","0.002919175","4.27808","0.00013","1.9576205406234","0.44528735","1.191273","0.122149","1096.6013542108","112.49688","17.809612543075","13.428784","528.55125702759","1222.9016390284","8.290148","583.511","7.1165","4772","122","","","5.2787499427795","","","","","","24,40","ephemeris match to 315755491; centroid offset to TIC 315755494; TFOP FP; retired as NEB","2020-06-19","2021-10-26","2022-12-14"
+"378355116","2054.01","","5","5","5","5","5","5","5","7.8","30.1","29.24","2","2","3","EB","FP","10.7633","0.006","1","qlp-s57-tois","QLP","358.248392","60.481667","-0.9","4.8","0.7","5","2459875.429386","0.005032","3.5684459","0.0000274","2.934","0.6","1.019985","0.089621","939","82.5405","5.87762","4.13876","2297.53","1928","14","","","8124","221","","","2.08","1.46","","","","","17,18,24,57","Check nearby stars - possible NEB but no odd-even; centroid; or depth aperture. Lightcurve shows variability; retired as TFOP FP/NEB","2020-06-19","2023-05-26","2023-06-16"
+"322062001","2055.01","","5","5","5","5","1","5","5","240.3","639.1","317","3","2","0","PC","APC","10.6526","0.006","1","qlp-s57-tois","QLP","324.238857","69.283946","-5.7","1.9","-1.7","2","2459876.086576","0.000578","4.6981739","0.0000032","2.36","0.442","8.082918","11.561017","7417","10591.6","31.434","","1344.6","","79","376.423","","6782","","","","1.61","","","","","","17,18,24,25,57","V-shaped; TFOP BEB/APC/ST3","2020-06-19","2023-05-01","2023-05-06"
+"396356111","2056.01","","2","4","4","2","4","4","4","5.8","65.9","9.05","0","4","6","PC","APC","7.3307","0.006","1","qlp","QLP","2.599567","58.489439","-98.605","0.051","-9.771","0.043","2458771.6773","0.00982","10.2207","0.00125","3.848","0.621","0.32577","0.001092","300","1.00594","2.95608","0.225695","226.74","1081","9","92.8913","0.3086","6748.7","121","4.13","0.09","1.72","0.07","","","1.44","0.245369","24","weak signal; weak BLS; potential L1 candidate; 11.665 Tmag close-by companion (396356110) and a second close-by star (18.46 Tmag - TIC 604411285)","2020-06-19","2020-06-05","2024-06-23"
+"229888286","2057.01","","3","4","3","3","4","4","4","17.3","62.3","63.94","4","2","10","PC","PC","10.7165","0.008","1","qlp-s51-tois","QLP","226.116513","28.215715","16.4","2.5","-14.8","2.5","2459707.620149","0.0020189","5.5986627","0.0000213","4.926","0.239","2.706855","0.000947","2490","0.871979","9.34167","","724.387","","21","255.849","","6081.3","","","","1.84","","0.254591","0.0100895","","","24,50,51","ephemeris match to nearby star TIC 229888289 (Tmag~13.4)","2020-06-19","2022-09-02","2022-12-14"
+"326732851","2058.01","","5","5","5","5","5","5","5","36.1","40.4","130.33","2","2","0","PC","FP","10.5365","0.013","1","qlp","QLP","359.678289","62.625907","2.128","0.049","-7.349","0.044","2458766.42257","0.00545","1.51567","0.00005","2.281","0.392","0.814608","0.001719","750","1.58325","14.18","","1102.82","1605","18","550.191","8.1875","4963","122","","","4.96","","","","","","24","crowded field; minor depth-aperture correlation","2020-06-19","2020-06-19","2022-12-14"
+"403308915","2059.01","","5","5","5","5","5","5","5","5.9","39.9","19.82","3","1","4","EB","FP","10.1731","0.006","1","qlp-s57-ffi","QLP","5.198855","55.542814","-8.586","0.047","-7.721","0.043","2459878.778991","0.0037262","3.7543552","0.0000171","1.878","0.273","0.510416","0.064097","470","59.0334","4.6716","0.282353","931.407","1539","11","385.274","6.367","8398","145.4","4.27","0.07","1.75","0.06","","","2.079","0.305957","17,24,57","some depth-aperture correlation; TFOP FP/NEB","2020-06-19","2022-12-05","2022-12-16"
+"285542903","2060.01","","5","5","5","5","5","5","5","7.2","30.1","49.31","0","1","3","EB","FP","9.8722","0.023","1","qlp-s78-ffi","QLP","13.27005","60.618112","2.884","0.053","-1.087","0.055","2460448.014024","0.0061663","2.2657506","0.000012","3.419","0.568","0.421347","0.033208","388","30.5848","8.00485","0.521967","18671.1","3256","13","914.062","34.852","10125","419.5","3.62","0.07","4.14","0.18","","","2.6","0.362384","17,18,24,58,78","bad transit shape; hot star (10000 K); potential SV; strong centroid offset towards other ~16 Tmag stars; retired as TFOP FP/NEB","2020-06-19","2024-08-05","2024-08-16"
+"327577308","2061.01","","5","5","5","5","5","5","5","6.5","55.6","4.04","1","3","0","PC","FP","10.636","0.006","1","qlp","QLP","4.747716","56.367066","181.062","0.041","8.715","0.037","2458766.42545","0.00426","1.45655","0.00004","1.51","0.375","0.62991","0.002548","580","2.34658","1.83776","0.18558","436.167","1273","9","78.9495","0.20345","4475","122.2","4.59","0.1","0.7","0.05","","","0.7","0.0831866","24","weak signal; crowded field; potential secondary; possible depth-aperture correlation","2020-06-19","2020-06-19","2022-12-14"
+"373785851","2062.01","","5","5","5","5","5","5","5","36.5","96.3","114.46","1","1","2","PC","FP","10.155","0.006","1","qlp","QLP","27.778642","63.081422","12.315","0.07","-4.252","0.075","2458795.9996","0.00234","4.04163","0.00006","1.719","0.219","3.37101","0.003123","3100","2.87669","13.1608","0.733872","304.098","1163","21","419.142","10.3525","6895","380.1","3.87","0.1","2.36","0.11","","","1.5","0.302938","25","possible secondary; crowded field","2020-06-19","2020-07-28","2022-12-14"
+"334811204","2063.01","","3","4","3","3","3","4","4","9.4","39.4","93.39","4","1","1","PC","PC","10.3499","0.006","1","qlp","QLP","331.70177","63.599044","-2.549","0.042","-3.778","0.041","2458743.99764","0.00385","21.07626","0.00082","2.124","0.456","2.053983","0.008069","1890","7.43208","11.6504","0.84431","31.6166","660","11","514.968","6.0355","7577","491.6","3.9","0.09","2.46","0.09","","","1.759","0.323999","24","","2020-06-19","2020-06-19","2022-12-14"
+"115524421","2064.01","","5","5","5","5","5","5","5","17.6","89.2","59.39","0","1","0","KP","KP","11.5906","0.007","1","qlp-s52-tois","QLP","254.130502","44.302536","-13.477","0.047","-27.061","0.046","2459735.852814","0.0008743","8.8036803","0.0000136","2.997","0.287","9.114908","0.002816","8360","2.59361","8.9006","0.49633","72.699","813","51","246.353","1.565","5701","188","4.47","0.56","0.94","0.05","","","0.95","0.119232","24,25,26,51,52","WASP-148 b","2020-06-19","2023-03-15","2023-03-24"
+"356710041","2065.01","TIC 356710041.01","3","5","5","3","4","4","4","","","77.47","0","4","6","PC","APC","9.0024","0.007","1","spoc","CTOI","192.577265","26.159536","12.582","0.055","2.659","0.039","2458932.291437","0.0034089617","","","12.555181164333","0.28876","1.457092","0.075032","1341.1309508506","69.10477","10.443270991687","0.7342856","352.5989492496","1105.1977777723","22.965487","234.294","2.1745","5701.43","118.15","3.56597","0.0743608","2.7564499378204","0.13196","0.261546","0.0123429","1.02","0.125183","23,49","Rp ~ 15 Re; CTOI from Planet Hunters","2020-07-02","2023-02-10","2023-02-25"
+"141663460","2066.01","","5","5","5","5","5","5","5","266.2","628","317","1","0","0","PC","FP","8.522","0.006","1","qlp","QLP","228.631968","-43.385063","-6.984","0.127","-15.199","0.107","2458601.34368","0.00078","1.76442","0.00005","2.749","0.095","9.596767","0.002281","8800","2.10075","23","0.785358","17176.2","3189","54","326.04","7.135","9277.7","290","","","2.26","0.07","","","2.66","0.350717","11","Large planet candidate around host star close to 141663464 (TOI 1962.01)","2020-07-09","2020-07-09","2022-12-14"
+"147951030","2067.01","","2","4","2","2","4","4","4","2.6","36.8","7.19","7","2","8","PC","PC","10.4547","0.006","1","qlp-s75-ffi","SPOC","167.865299","71.540754","-47.469","0.057","-40.466","0.058","2460366.21096","0.0037176","8.8128067","0.0000311","2.325","0.521","0.854811","0.060522","787","55.7412","2.33219","0.165847","52.4568","749","12","138.308","0.7","5491","126.682","4.5359","0.0761074","0.88","0.05","","","0.962","0.118121","14,20,21,41,47,48,60,74,75","L1 candidate","2020-07-15","2024-09-04","2024-09-04"
+"417931300","2068.01","","1","4","1","2","4","4","4","1.7","36.4","3.84","5","4","6","PC","PC","11.1806","0.007","1","qlp-s48-tois","SPOC","186.27356","60.418346","-197.88","0.039","-6.197","0.033","2459623.464158","0.0048826","7.768982","0.0000577","2.181","0.327","1.140622","0.002975","1050","2.74014","1.77405","0.111992","11.3921","511","11","52.9328","0.0586","3700","157","4.70036","0.00945482","0.54","0.02","","","0.538526","0.0202958","14,15,21,22,41,48","potential L1 planet","2020-07-15","2022-06-29","2022-12-14"
+"198187049","2069.01","","2","4","4","2","4","4","4","2","9.2","1.15","2","2","7","PC","PC","7.9726","0.006","1","spoc-s14-s60-b0A-PC","SPOC","245.728968","61.694836","114.951","0.047","47.415","0.047","2458688.473496","0.0011570479","5.9214228765562","0.000014316181","2.460620772467","0.14975698","0.152479","0.012244","140.42859212602","11.2766285","1.0470380758788","0.31575075","122.10048335258","847.8110942828","13.088792","38.6215","0.037","5268","125.279","4.56138","0.0826218","0.82312601804733","0.0473618","","","0.9","0.113806","14,15,16,17,18,19,21,22,24,25,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59","","2020-07-15","2023-04-24","2024-01-16"
+"233182695","2070.01","","2","5","5","2","4","4","4","2.7","31.8","5.95","1","2","6","PC","PC","9.74428","0.006","1","qlp-s49-ffi","SPOC","219.043374","68.940695","-9.672","0.082","18.091","0.061","2459654.784093","0.0028314","6.3838817","0.0000322","1.68","0.332","0.390935","0.001039","360","0.956865","2.30075","0.166263","69.7857","805","12","148.003","0.7745","5849","123.43","4.33017","0.0759892","1.16","0.06","","","1.056","0.129035","14,15,16,21,22,41,47,48,49","","2020-07-15","2022-05-19","2022-12-14"
+"198360694","2071.01","","2","4","2","2","4","4","4","2.4","27.7","7.23","2","3","6","PC","PC","11.04","0.006","1","spoc-s14-s60-b0A-PC","SPOC","256.601181","57.661033","-1.469","0.035","-15.734","0.041","2459659.620814","0.004937","5.6739336015178","0.000010189277","2.8074156347952","0.27902582","0.696482","0.032651","641.2779234918","30.072529","2.5875819934733","0.90747595","265.30248035731","1029.3310584777","21.806568","231.311","1.023","5873.3","139.832","4.46212","0.0810838","1.0028599500656","0.0538995","0.048","0.017","1.063","0.127493","14,15,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","L1 candidate","2020-07-15","2023-05-19","2023-06-16"
+"900715901","2072.01","","2","4","4","2","4","4","4","2.8","8.5","2.31","9","3","6","PC","PC","11.6434","0.006","1","qlp-s48-tois","SPOC","173.986546","75.546629","-185.008","0.056","-87.324","0.05","2459635.550895","0.0030889","3.167981","0.0000176","1.352","0.233","1.053675","0.003512","970","3.23504","","","31.7519","661","11","39.1185","0.04905","3546","119.826","4.93943","0.173715","","","","","","","14,20,21,40,41,47,48","potential L1 candidate; low snr; multiple stars in pixel; possible stellar variability","2020-07-15","2022-07-08","2022-12-14"
+"441642457","2073.01","TIC 441642457.01","2","4","2","2","4","4","4","0.8","24.3","8.47","1","2","5","PC","PC","9.45253","0.006","1","spoc-s14-s50-b0A-PC","SPOC","209.882326","58.93291","-82.55","0.041","-23.795","0.042","2458745.519019","0.003819812","53.19914389071","0.00039338405","6.2024225482812","0.642232","0.64236","0.053265","591.46028347093","49.0575","2.8396233064088","1.1687869","16.568599024183","514.56613001013","11.210143","123.946","0.3855","5729","120.914","4.32178","0.0737775","1.156319975853","0.0541909","","","1.023","0.123838","15,16,22,23,48,49","period updated to ~53.2 days with spoc-s14-s50 data","2020-07-15","2022-11-15","2022-12-14"
+"158075010","2074.01","","2","4","2","2","4","4","4","0.5","22.7","12.64","0","4","6","PC","PC","8.38689","0.006","1","spoc","SPOC","218.184395","43.756428","-44.888","0.035","19.904","0.038","2458754.149159","0.0035022267","177.58305122878","0.005033746","4.7901442582915","0.37771565","0.495307","0.063984","456.09082341695","58.929592","3.5953730713268","0.7190103","9.1603487156925","443.70850284321","7.168755","131.275","0.4195","6594","133.174","4.16825","0.0859737","1.59978","0.0666708","","","1.375","0.217846","16,23","potential L1 candidate; only 2 transits so period not well constrained; no additional sectors for this target","2020-07-15","2020-07-12","2022-12-14"
+"23814735","2075.01","","2","4","4","2","4","4","4","3.9","43.1","5.97","5","3","11","PC","PC","11.1345","0.006","1","spoc-s14-s50-b0A-PC","SPOC","210.044615","38.705641","24.527","0.029","-30.637","0.041","2459690.292318","0.0054363","4.7981694469022","0.000028504408","2.1425123258519","0.37713936","1.141782","0.110079","1051.0675882311","101.38171","2.3133531501657","0.8039021","47.341543424506","669.00652369142","9.001688","74.1469","0.15735","4065","120.25","4.59496","0.109961","0.6677970290184","0.0638743","","","0.64","0.0789216","16,23,50","potential L1 candidate; low snr","2020-07-15","2022-12-12","2023-05-23"
+"27491137","2076.01","","1","4","4","1","4","4","4","6.1","102.2","6.41","23","16","6","CP","CP","8.3745","0.006","1","spoc-s14-s50-b0A-CP","SPOC","217.392016","39.790399","-118.228","0.036","-6.973","0.048","2459675.695029","0.0017822","10.356359551487","0.000020792342","3.4814933125098","0.15268509","1.003621","0.0719","923.94212699673","66.21998","2.4103205639147","0.35092917","48.11910139066","671.73677774518","12.489726","41.9091","0.0527","5149.6","81.7","4.6","0.09","0.77214801311493","0.0454673","","","0.87","0.108032","16,23,50","TOI-2076 b","2020-07-15","2022-11-09","2022-12-14"
+"27491137","2076.02","","1","4","1","3","4","4","4","3","99.1","10.26","23","16","6","CP","CP","8.3745","0.006","2","qlp-s50-tois","SPOC","217.392016","39.790399","-118.228","0.036","-6.973","0.048","2459675.93251","0.0014855","35.1257472","0.0000992","2.839","0.372","2.245451","0.001238","2066","1.14053","3.17021","0.207547","3.78846","388","32","41.9091","0.0527","5149.6","81.7","4.6","0.09","0.77","0.05","","","0.87","0.108032","16,23,50","TOI-2076 d / TOI 2076.02; period updated to ~35 days with qlp-s50-tois","2020-07-15","2022-09-07","2023-03-03"
+"27491137","2076.03","","1","4","1","5","4","5","5","7.7","147.9","13.85","23","16","6","CP","CP","8.3745","0.006","3","qlp-s50-tois","SPOC/QLP","217.392016","39.790399","-118.228","0.036","-6.973","0.048","2459673.364369","0.0013713","21.0153047","0.0000572","4.315","0.518","2.251979","0.001341","2072","1.23514","3.78219","0.24189","28.033","641","47","41.9091","0.0527","5149.6","81.7","4.6","0.09","0.77","0.05","","","0.87","0.108032","16,23,50","TOI-2076 c / TOI-2076.03","2023-02-23","2023-02-23","2023-03-03"
+"230075227","2077.01","","2","4","4","2","4","4","4","1.8","30.3","3.04","2","3","6","PC","PC","9.7807","0.006","1","qlp-s74-ffi","SPOC","244.376954","68.894664","-3.399","0.04","34.826","0.041","2460348.12211","0.0032453","6.1155829","0.0000235","1.941","0.77","0.349663","0.031664","322","29.1633","1.56167","0.117786","152.993","979","18","91.8282","0.17555","5284","122.558","4.54246","0.085154","0.85","0.05","","","0.91","0.117619","14,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60,73,74","variable host","2020-07-15","2024-04-01","2024-04-05"
+"159244568","2078.01","","5","5","5","5","5","5","5","2.9","35.7","7","1","3","6","PC","FA","11.0372","0.006","1","spoc","SPOC","227.179973","82.446925","35.892","0.04","-66.784","0.041","2458820.249587","0.0030809597","6.2772477767511","0.00042646774","1.5325013575755","0.6161359","0.989037","0.133206","910.52155364376","122.67958","2.5385440643419","2.4801824","105.27802697707","816.96637841942","7.383831","151.103","0.556","5244","118.782","4.58339","0.0801772","0.800741","0.0434623","","","0.896","0.111443","19,21","potential L1 candidate; low snr; crowded field","2020-07-15","2020-07-15","2022-12-14"
+"224298134","2079.01","","1","4","1","2","4","4","4","4.6","8.4","1.93","10","3","5","PC","PC","10.8515","0.007","1","qlp-s48-tois","SPOC","185.338193","57.752364","-149.355","0.043","-24.012","0.042","2459634.220669","0.002942","1.4923242","0.0000072","1.063","0.287","0.597319","0.002377","550","2.18905","1.21108","0.085899","81.9599","838","10","37.066","0.04375","3577","157","4.75448","0.00718462","0.48","0.01","","","0.47851","0.0201508","15,21,22,41,48","bad transit shape (has a ramp); possibly stellar variability; possible multi","2020-07-15","2022-06-29","2022-12-14"
+"224298134","2079.02","","2","4","2","2","4","4","4","1.9","54.3","4.41","10","3","5","PC","PC","10.8515","0.007","2","qlp-s48-tois","SPOC","185.338193","57.752364","-149.355","0.043","-24.012","0.042","2459633.661001","0.0028873","9.3174072","0.0000411","1.585","0.244","1.271055","0.003368","1170","3.10182","1.93397","0.109019","3.60844","383","10","37.066","0.04375","3577","157","4.75448","0.00718462","0.48","0.01","","","0.47851","0.0201508","15,21,22,41,48","potential multi","2022-02-28","2022-07-12","2022-12-14"
+"367739494","2080.01","","2","4","2","2","3","4","4","0.3","20.6","9.61","5","3","3","PC","PC","11.4547","0.006","1","spoc-s14-s60-b0A-PC","SPOC","250.382981","80.04588","-18.769","0.036","64.767","0.05","2458689.532084","0.0045436053","63.5809449009","0.00044942202","3.6561357998239","0.4726544","1.571658","0.182971","1446.5029644443","168.50865","3.0597346128137","0.5072698","3.1507778189086","339.80064149812","9.453484","141.436","0.449","4868","119.716","4.61964","0.0887982","0.72251999378204","0.046196","","","0.793","0.0959651","14,15,19,20,21,25,26,40,41,47,48,52,53,55,59,60","The period could be 2 times (127 d) or 3 times (190 days) as much; even transits more convincing than odd. Interesting target potentially in the habitable zone.","2020-07-15","2023-05-19","2023-06-16"
+"321669174","2081.01","","2","4","4","2","4","4","4","1.2","31.8","4.46","10","5","4","CP","CP","11.642","0.007","1","spoc-s14-s60-b0A-CP","SPOC","264.302263","53.025567","-111.988","0.042","-31.78","0.042","2459757.444606","0.0034541","10.505436171361","0.000021476137","2.4850400896275","0.22968265","1.434773","0.072613","1320.6016253026","66.876884","1.9479290186932","0.3443212","8.2567001446209","432.33597774264","18.799452","62.3446","0.08335","3742","157","4.72382","0.00862431","0.51554697751999","0.0153071","","","0.513208","0.0202823","14,17,20,21,24,25,26,40,41,47,50,52,53,54,57,58,60","TOI-2081 b","2020-07-15","2023-06-13","2023-06-16"
+"321669174","2081.02","","2","4","2","2","4","4","4","1.3","4","2.54","10","5","4","PC","PC","11.642","0.007","2","spoc-s14-s60-b0A-CP","SPOC","264.302263","53.025567","-111.988","0.042","-31.78","0.042","2458686.965949","0.0020771383","5.1097196862583","0.00001951445","1.6354975922586","0.28414625","0.586653","0.06926","540.18144113841","63.78863","1.3996848208106","0.21790844","21.585520704295","549.74385298259","8.487083","62.3446","0.08335","3742","157","4.72382","0.00862431","0.51554697751999","0.0153071","","","0.513208","0.0202823","14,17,20,21,24,25,26,40,41,47,50,52,53,54,57,58,60","interior to TOI 2081 b; near 2:1 resonance; low SNR; possible offset towards TIC 1400693736","2023-05-18","2023-05-18","2023-06-16"
+"160039081","2082.01","TIC 160039081.01","1","4","1","1","4","4","4","2.6","57.9","7.31","0","5","6","PC","PC","7.8206","0.006","1","qlp-s78-ffi","SPOC","241.581203","53.514641","69.846","0.048","-93.055","0.06","2460444.153514","0.0032055","30.2004765","0.0001124","4.517","1.176","0.56473","0.028571","520","26.3148","2.6056","0.141332","33.1236","668","18","63.7194","0.11525","6004","117.657","4.36245","0.0741661","1.15","0.05","","","1.11","0.136639","16,23,24,25,49,50,51,76,78","S23+24 severely contaminated by systematics","2020-07-15","2024-08-21","2024-08-31"
+"233633993","2083.01","","2","4","2","2","4","4","4","1.2","23.2","9.6","5","2","5","PC","PC","11.8737","0.006","1","spoc-s14-s60-b0A-PC","SPOC","284.767733","60.154455","25.806","0.044","60.92","0.043","2458695.867578","0.0035587351","17.9696390475","0.000083463885","4.2388169976412","0.28858063","1.337406","0.076937","1231.0381518148","70.8589","3.0570342281474","0.35807592","14.157445488204","494.72741148164","17.456623","146.594","0.5245","4410","124.828","4.507","0.10146","0.76728600263596","0.0642211","","","0.69","0.0845732","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,55,56,57,58,59,60","Centroid scattered between sectors; crowded field","2020-07-15","2023-06-13","2023-06-16"
+"441738827","2084.01","","2","5","5","2","4","4","4","1.2","22.6","4.91","7","0","2","PC","CP","13.3257","0.007","1","qlp-s49-tois","SPOC","259.254539","72.747023","47.717","0.041","36.775","0.05","2459652.834382","0.0076751","6.0784031","0.0000658","2.117","0.376","1.966963","0.009676","1810","8.91158","2.07448","0.16522","15.739","554","6","114.549","0.3405","3630","157","4.76664","0.00684404","0.47","0.01","","","0.464271","0.0202882","15,16,18,19,20,21,22,23,24,25,47,48,49","low SNR; weak transit shape","2020-07-15","2022-08-16","2023-12-03"
+"441738827","2084.02","","5","5","5","5","5","5","5","1.3","27.5","7.18","7","0","2","PC","FP","13.3257","0.007","2","spoc","SPOC","259.254539","72.747023","47.717","0.041","36.775","0.05","2458745.410754","0.0034610208","8.1490284638996","0.00018471242","2.3210553111928","0.3841846","3.099506","0.267755","2850.6795113201","246.58076","2.5781465315304","0.6007387","8.9902039944052","441.63362901676","10.60958","114.549","0.3405","3630","157","4.76664","0.00684404","0.466766","0.0138789","","","0.464271","0.0202882","16,19,20,21,22,23,25,26","TFOP FP (NEB)","2020-07-15","2020-09-11","2024-06-04"
+"103633672","2085.01","TIC 103633672.01","2","5","5","2","4","4","4","","","11.85","0","2","5","PC","PC","9.8499","0.006","1","spoc-s14-s50-b0A-PC","SPOC","152.223473","70.394557","-33.703","0.047","-40.063","0.059","2458850.32085","0.003494489","","","6.7940414535829","0.3130823","2.048719","0.186797","1885.1609089834","172.03181","3.4610441649222","0.497022","1.4046834533083","277.66066931883","10.278564","84.5772","0.23065","5134","126.158","4.57244","0.0884481","0.79905098676681","0.0487588","","","0.87","0.107317","14,20,21,40,41,47","signal transit","2020-07-15","2022-11-15","2022-12-14"
+"230387153","2086.01","TIC 230387153.01","2","4","2","2","4","4","4","0.5","15.5","8.09","6","2","7","PC","PC","11.316","0.006","1","qlp-s56-tois","SPOC","285.921685","65.785672","15.932","0.056","63.447","0.046","2459772.489982","0.0077374","41.7540004","0.0004176","4.491","0.997","0.890669","0.077295","820","71.1892","2.75297","0.201589","7.9761","468","9","202.265","1.2415","5337","124.039","4.48036","0.0804313","0.91","0.05","","","0.921","0.114373","14,15,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56","possible multi in 2:1 resonance","2020-07-15","2023-02-06","2023-02-09"
+"230387153","2086.02","","2","4","2","2","4","4","4","0.8","16.3","6.46","6","2","7","PC","PC","11.316","0.006","2","spoc-s14-s60-b0A-PC","SPOC","285.921685","65.785672","15.932","0.056","63.447","0.046","2459662.482575","0.009829","20.261654983258","0.00009307219","2.9685196969016","0.38825852","0.665704","0.059258","612.94854681746","54.577297","2.4206094942829","0.73090214","30.293593925947","598.35296781255","10.653077","202.265","1.2415","5337","124.039","4.48036","0.0804313","0.9140830039978","0.0509548","","","0.921","0.114373","14,15,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59","potential multi near 2:1 resonance; weak transit shape","2020-09-23","2023-05-19","2023-06-16"
+"219462190","2087.01","","2","5","5","2","3","4","4","","","5.77","0","5","3","PC","PC","10.0537","0.006","1","spoc","SPOC","208.052955","75.165261","-14.785","0.05","-7.248","0.039","2458709.129054","0.011108528","","","16.096046604895","0.8324055","0.595236","0.075745","548.08276497104","69.76123","2.266448229708","0.47231916","7.6309448189331","423.90088946024","7.394593","131.542","0.416","5647","124.03","4.48001","0.0787141","0.953815","0.0489146","","","1.002","0.130217","14,15,20,21,22","variable star; single transit near BTJD 1790; other transits caused by systematics","2020-07-15","2020-07-15","2022-12-14"
+"441765914","2088.01","TIC 441765914.01","1","4","1","1","3","4","4","0.2","20.5","12.16","1","11","4","PC","PC","10.8812","0.006","1","spoc-s14-s60-b0A-PC","SPOC","261.374894","75.88228","-18.935","0.044","-1.971","0.055","2459517.9957","0.0051861","124.72987003126","0.00056745345","7.2967691648599","0.28772092","1.936416","0.073354","1781.9160023625","67.559074","3.5130934997751","0.4456943","1.7337719183075","292.66294647748","26.024107","126.46","0.359","4902","123.229","4.5026","0.089012","0.83142298460007","0.0533367","","","0.802","0.0978188","14,15,16,17,18,19,20,21,22,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","L1 candidate; one transit somewhat close to momentum dump","2020-07-15","2023-05-26","2023-06-16"
+"341815197","2089.01","","2","4","2","2","4","4","4","0.3","15.7","7.54","0","2","5","PC","PC","11.5509","0.006","1","qlp-s56-tois","SPOC","267.307163","54.415932","0.484","0.044","-3.654","0.038","2459790.282263","0.0050331","49.9950015","0.0004592","5.109","0.662","1.173229","0.097544","1080","89.8372","2.65286","0.201283","5.92112","434","12","187.927","0.6635","5274.27","126.47","4.61038","0.0882557","0.78","0.05","-0.06","0.078","0.904","0.114698","14,15,17,18,20,21,23,24,25,26,40,41,47,48,50,51,52,53,54,55,56","potential L1 planet","2020-07-15","2023-02-06","2023-02-09"
+"233721037","2090.01","","2","4","2","2","4","4","4","0.3","11.7","13.15","0","3","6","PC","PC","8.80613","0.006","1","spoc","SPOC","276.394048","64.636881","-9.763","0.05","33.89","0.049","2458715.333688","0.011392502","230.92211998367","0.015268166","15.860266104391","0.9160727","0.309397","0.041294","284.92474340107","38.032257","3.6785804823101","0.9528093","10.509565919427","459.2148716362","7.8939776","203.217","1.1105","6395","125.712","3.89312","0.0877001","2.1204","0.0945779","","","1.282","0.20271","14,15,16,17,19,20,21,22,23,24,25,26","First transit near a momentum dump; check the period; bright host; low SNR","2020-07-15","2020-09-23","2022-12-14"
+"219778329","2091.01","","2","4","2","2","4","4","4","0.2","19.6","4.79","0","3","5","PC","PC","8.1529","0.006","1","spoc-s14-s41-b0A-PC","SPOC","263.852071","64.380132","12.042","0.063","-74.434","0.054","2458742.87474","0.0054347753","177.21888710776","0.007756833","5.5590644878326","0.71145874","0.31972","0.040447","294.42962803617","37.251976","2.0323111294413","1.1323239","3.4452851823119","347.47698427018","7.953704","70.2105","0.13425","5809","121.651","4.33351","0.0737981","1.1502499580383","0.0543668","","","1.04","0.121487","14,15,16,17,18,19,20,21,22,23,25,26,40,41","The second transit is close to a momentum dump. Weak transit shape; potentially due to stellar variability. The planet candidate is in the habitable zone.","2020-07-15","2022-03-28","2022-12-14"
+"393965778","2092.01","","2","4","2","2","4","4","4","3.7","35","7.63","1","3","9","PC","PC","10.6375","0.006","1","qlp-s50-tois","SPOC","212.547487","45.563868","95.843","0.044","-29.282","0.047","2459687.380579","0.003385","4.3032437","0.00003","2.202","0.396","0.705958","0.001852","650","1.70612","2.66568","0.201109","195.793","1042","10","176.759","1.008","5468.73","114.582","4.37458","0.0792873","1.05","0.05","-0.122053","0.0124193","0.956","0.122767","16,23,49,50","potential L1 candidate","2020-07-15","2022-09-07","2022-12-14"
+"402898317","2093.01","","2","4","2","2","4","4","4","0.3","19.6","5.59","2","3","7","PC","PC","10.6699","0.006","1","spoc-s14-s60-b0A-PC","SPOC","302.737523","70.869653","-36.894","0.043","55.129","0.046","2458751.624048","0.0034133035","53.810871303914","0.00023485828","4.2655098547715","0.4254017","1.048426","0.070117","965.16966205408","64.578354","2.2249096280636","1.1120877","3.0646978539841","337.45562025545","13.02713","82.7982","0.1586","4455","125.547","4.55621","0.0998748","0.73026102781296","0.0598493","","","0.7","0.0838102","15,16,17,18,19,20,22,23,24,25,40,48,49,50,52,53,55,56,57,58,59,60","L1 candidate","2020-07-15","2023-05-19","2023-06-16"
+"356016119","2094.01","","2","4","4","2","4","4","4","0.3","28.4","3.59","3","0","3","PC","PC","12.2669","0.007","1","spoc-s14-s60-b0A-PC","SPOC","254.142533","70.027316","-55.269","0.063","0.038","0.079","2458691.319362","0.0014442556","18.793174918788","0.000038421596","1.0988900184131","0.32580552","2.004706","0.190283","1844.6985474303","175.24152","1.7151270873503","0.6854407","1.8563658022548","297.70466455036","9.127365","50.0248","0.0837","3457","157","4.84825","0.00178","0.37677499651909","0.0112267","","","0.365046","0.0202439","14,15,16,17,19,20,21,22,23,24,25,26,40,47,49,50,51,52,53,54,55,56,57,58,59,60","L1 candidate","2020-07-15","2023-05-19","2023-06-16"
+"235678745","2095.01","","2","5","5","2","4","4","4","0.3","3.6","2.13","6","1","4","PC","CP","11.0788","0.007","1","qlp-s52-tois","SPOC","285.636524","75.418514","203.44","0.048","-21.318","0.047","2459752.69391","0.005565","17.6648787","0.0001405","2.61","0.369","0.727687","0.001905","670","1.75452","1.25125","0.0768311","3.28445","375","9","41.9176","0.05","3746","157","4.76979","0.00647892","0.46","0.01","","","0.460544","0.0201518","14,15,16,17,18,19,20,21,22,23,24,26,40,41,47,48,49,50,51,52","potential multi; small star","2020-07-15","2022-10-23","2023-04-21"
+"235678745","2095.02","","2","5","5","2","4","4","4","0.2","3.3","2.32","6","1","4","PC","CP","11.0788","0.007","2","qlp-s52-tois","SPOC","285.636524","75.418514","203.44","0.048","-21.318","0.047","2459718.493451","0.0061901","28.1722908","0.0002936","3.47","0.603","0.890669","0.002614","820","2.40765","1.31656","0.0879947","2.45492","348","9","41.9176","0.05","3746","157","4.76979","0.00647892","0.46","0.01","","","0.460544","0.0201518","14,15,16,17,18,19,20,21,22,23,24,26,40,41,47,48,49,50,51,52","second potential L1 candidate in potential multi","2020-07-15","2022-10-23","2023-04-21"
+"142748283","2096.01","","2","5","5","2","4","4","4","2.4","56","3.27","5","0","3","PC","CP","13.4764","0.007","1","spoc-s14-s60-b0A-PC","SPOC","151.618699","74.827211","-26.044","0.076","-75.114","0.094","2459601.846172","0.0031127","3.1190715616372","0.000012873729","1.1585974465409","0.16846347","3.223536","0.546342","2964.5828911444","503.0731","1.6229795698534","0.20758255","10.084587060342","454.50041014115","8.965935","48.4809","0.098","3285","157","4.98992","0.014318","0.24733099341393","0.00734744","","","0.217977","0.0200839","14,20,21,40,41,47,53,60","L1 candidate in potential multi-planet system; low snr","2020-07-15","2023-05-19","2024-05-12"
+"142748283","2096.02","","2","5","5","2","4","4","4","1.5","59.4","4.83","5","0","3","PC","CP","13.4764","0.007","2","spoc-s14-s60-b0A-PC","SPOC","151.618699","74.827211","-26.044","0.076","-75.114","0.094","2458687.53823","0.001195639","6.3878201573201","0.000014038233","1.4551850733439","0.16032846","6.377871","0.462591","5857.0164704448","425.97147","2.0414710435544","0.18525308","3.8775284910357","357.89736337541","15.516945","48.4809","0.098","3285","157","4.98992","0.014318","0.24733099341393","0.00734744","","","0.217977","0.0200839","14,20,21,40,41,47,53,60","L1 candidate in possible multi-planet system","2020-07-15","2023-05-19","2024-05-12"
+"279982557","2097.01","","5","5","5","5","5","5","5","2.2","24.4","3.45","4","3","1","PC","FP","11.6685","0.006","1","spoc","SPOC","297.393769","66.293958","-29.674","0.043","13.444","0.042","2458712.393015","0.0022866041","1.789021725318","0.000036338784","1.9190563806791","0.43343708","0.425285","0.045306","391.62516690533","41.727295","1.6741803222795","1.1330742","554.82611808639","1237.8242134988","9.167981","198.345","0.7935","5264","133.906","4.59586","0.0840356","0.791524","0.0447689","","","0.901","0.11385","15,16,17,18,19,20,21,22,24","low SNR potential L1 candidate; crowded field - check nearby stars","2020-07-15","2020-09-23","2022-12-14"
+"356700488","2098.01","TIC 356700488.01","2","5","5","2","4","4","4","","","6.66","0","1","4","PC","PC","8.20773","0.006","1","spoc-s14-s50-b0A-PC","SPOC","254.455649","68.699581","13.667","0.06","-20.542","0.077","2458756.674319","0.007979164","","","12.413142560842","0.58513623","0.250659","0.029995","230.8387013749","27.625998","2.4661883702094","0.36479828","13.823495852497","491.78380316495","8.0356455","148.944","0.669","7788","126.105","4.32577","0.074527","1.5457799434662","0.0435377","","","1.845","0.284571","14,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50","single transit at ~1757 TBJD","2020-07-15","2022-11-15","2022-12-14"
+"230386397","2099.01","","5","5","5","5","5","5","5","2.5","48.4","14.75","3","2","5","EB","FP","11.2011","0.006","1","qlp-s49-tois","SPOC","285.786011","64.230256","13.957","0.037","64.235","0.04","2459626.670376","0.0040686","19.5078657","0.0001229","4.603","0.754","1.923456","0.018941","1770","17.4455","3.92839","0.454226","61.4917","780","16","95.3985","0.1655","4316","115.142","4.56","0.0980273","0.71","0.06","","","0.67","0.0782599","14,15,16,17,18,20,21,22,23,24,25,26,40,41,47,48,49","centroid offset onto two fainter stars (TIC 230386395; TIC 230386399); retired as NEB","2020-07-15","2022-08-19","2022-12-14"
+"219436394","2100.01","","2","4","2","2","4","5","5","1.3","29.3","9.66","1","3","6","PC","PC","10.8676","0.006","1","spoc-s14-s60-b0A-PC","SPOC","205.59347","76.647981","-48.068","0.042","3.251","0.041","2459605.640236","0.0039104","23.657399414473","0.00008065959","2.3087779898223","0.28356424","1.282942","0.079253","1180.935056712","72.99173","3.0681220863683","0.71703935","23.556456762743","561.88474495307","13.246354","163.982","0.6435","5535","122.408","4.57126","0.0790786","0.84661501646042","0.0426985","","","0.974","0.126383","14,15,20,21,26,40,41,47,48,53,60","L1 candidate","2020-07-15","2023-05-25","2023-06-16"
+"165527918","2101.01","","1","4","1","2","4","4","4","2","26.9","7.03","1","3","7","PC","PC","10.6397","0.006","1","qlp-s52-tois","QLP","266.13371","54.090971","12.459","0.037","-38.062","0.044","2459761.311616","0.0033354","9.0754002","0.0000494","3.246","0.35","0.651637","0.000672","600","0.61883","2.55169","0.161189","97.37","875","17","178.427","0.591","5619","133.1","4.44","0.08","1","0.05","","","0.995","0.122326","14,17,18,20,21,23,24,25,26,40,41,47,48,50,51,52","potential L1 candidate","2020-07-15","2022-10-04","2022-12-14"
+"289590465","2102.01","","2","4","2","2","4","4","4","1.6","22.8","5.18","10","3","5","PC","PC","11.4106","0.006","1","spoc-s14-s60-b0A-PC","SPOC","253.442793","65.293961","-11.609","0.046","-36.14","0.048","2458687.583784","0.0014944688","6.7060237748672","0.000018094976","1.678236490944","0.26381028","0.589646","0.049556","542.93658078826","45.642166","2.1264700212769","0.46214166","100.77914882916","808.09500269625","11.08393","183.737","0.6945","5292","125.791","4.58201","0.084333","0.80781102180481","0.0452136","","","0.909","0.116601","14,15,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,57,58,60","L1 candidate","2020-07-15","2023-05-18","2023-06-16"
+"289590465","2102.02","","2","5","5","2","4","4","4","","","10.48","10","3","5","PC","PC","11.4106","0.006","2","spoc-s14-s60-b0A-PC","SPOC","253.442793","65.293961","-11.609","0.046","-36.14","0.048","2459958.470839","0.019503463","","","3.3394703716955","1.8047165","1.602137","0.202529","1474.5340825076","186.51894","3.2194250040451","3.801444","0.4927755791964","213.68893954479","8.127895","183.737","0.6945","5292","125.791","4.58201","0.084333","0.80781102180481","0.0452136","","","0.909","0.116601","14,15,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,57,58,60","potential multi; single transit event in s60 at ~2958.47 TBJD","2023-08-15","2023-08-15","2023-08-18"
+"160491359","2103.01","TIC 160491359.01","2","4","2","2","3","4","4","1.8","3.9","1.96","0","4","5","PC","PC","10.3366","0.006","1","spoc-s14-s55-b0A-PC","SPOC","239.016918","73.07392","-77.706","0.041","15.186","0.046","2459663.746739","0.0062176","2.6620727693583","0.000011875506","1.7235054313208","0.16360159","0.239974","0.021773","220.99942134612","20.053398","1.2172174550399","0.9033179","267.43497924383","1031.3932911528","11.092349","95.5156","0.1938","4884","123.5","4.54","0.09","0.79971599578857","0.0531859","","","0.8","0.0912405","14,15,16,17,19,20,22,23,25,26,40,47,48,49,50,52,53,54","inconsistent centroid shift; L1 candidate","2020-07-15","2023-03-14","2023-03-24"
+"160491359","2103.02","","2","4","2","2","3","4","4","0.6","19.7","3.54","0","4","5","PC","PC","10.3366","0.006","2","spoc-s14-s60-b0A-PC","SPOC","239.016918","73.07392","-77.706","0.041","15.186","0.046","2458697.682402","0.006387116","20.292646781512","0.00016555413","3.7402567280783","0.46829814","0.347426","0.040959","319.93951991018","37.72366","1.7004976308947","0.2695093","17.826243983926","524.06446313444","7.6152134","95.5156","0.1938","4884","123.5","4.54","0.09","0.79971599578857","0.0531859","","","0.8","0.0912405","14,15,16,17,19,20,22,23,25,26,40,47,48,49,50,52,53,54,56,59,60","low SNR; potential multi","2023-03-02","2023-05-19","2023-06-16"
+"367630162","2104.01","","2","4","2","2","4","4","4","2.9","6","2.78","6","4","5","PC","PC","10.0556","0.006","1","qlp-s74-ffi","SPOC","151.612215","83.08784","-88.917","0.037","-132.175","0.035","2460336.160755","0.0031426","3.2723118","0.0000094","1.815","0.243","0.503899","0.028366","464","26.1257","1.46772","0.109967","133.517","947","15","76.7418","0.1274","4907","121.6","4.62","0.09","0.72","0.05","","","0.8","0.0897494","14,19,20,26,40,47,53,73,74","potential multi; L1 candidate","2020-07-15","2024-04-01","2024-04-05"
+"367630162","2104.02","","2","4","2","2","4","4","4","1.6","4.5","2.44","6","4","5","PC","PC","10.0556","0.006","2","qlp-s74-ffi","SPOC","151.612215","83.08784","-88.917","0.037","-132.175","0.035","2460329.870632","0.0036665","5.904369","0.0000245","2.653","0.281","0.38116","0.031183","351","28.7206","1.35959","0.110126","85.3357","846","9","76.7418","0.1274","4907","121.6","4.62","0.09","0.72","0.05","","","0.8","0.0897494","14,19,20,26,40,47,53,73,74","low SNR potential multi","2020-09-23","2024-04-01","2024-04-05"
+"367630162","2104.03","TIC 367630162.03","1","4","1","1","4","4","4","1.3","32.6","4.19","6","4","5","PC","PC","10.0556","0.006","3","qlp-s74-ffi","SPOC","151.612215","83.08784","-88.917","0.037","-132.175","0.035","2460335.884786","0.00602","15.1808746","0.0000843","2.808","0.667","0.74833","0.059064","689","54.3988","1.86864","0.151508","18.1396","574","10","76.7418","0.1274","4907","121.6","4.62","0.09","0.72","0.05","","","0.8","0.0897494","14,19,20,26,40,47,53,73,74","potential multi; CTOI from Alton Spencer","2022-02-28","2024-04-01","2024-04-05"
+"367630162","2104.04","TIC 367630162.04","1","4","1","1","4","4","4","2.6","5.7","1.74","6","4","5","PC","PC","10.0556","0.006","4","qlp-s74-ffi","SPOC","151.612215","83.08784","-88.917","0.037","-132.175","0.035","2460336.943627","0.0040579","1.9803146","0.0000073","1.66","0.212","0.332286","0.024127","306","22.2215","1.16969","0.0963535","301.491","1160","11","76.7418","0.1274","4907","121.6","4.62","0.09","0.72","0.05","","","0.8","0.0897494","14,19,20,26,40,47,53,73,74","4th super-earth candidate in potential multi; CTOI from Alton Spencer","2022-02-28","2024-04-01","2024-04-05"
+"367630162","2104.05","TIC 367630162.05","1","4","1","1","4","4","4","1.6","32.9","3.47","6","4","5","PC","PC","10.0556","0.006","5","spoc-s14-s50-b0A-PC","SPOC","151.612215","83.08784","-88.917","0.037","-132.175","0.035","2458687.794321","0.0043623303","9.561109959321","0.00008353699","3.0128110641708","0.42467156","0.414349","0.051763","381.55676395853","47.67415","1.6790876424357","0.27665547","40.580092635063","643.72149034216","8.336283","76.7418","0.1274","4907","121.6","4.62","0.09","0.72375702857971","0.0465477","","","0.8","0.0897494","14,19,20,26,40,47","fifth candidate in multi-planet system","2022-11-16","2022-11-15","2022-12-14"
+"156199502","2105.01","","2","4","2","2","4","4","4","1.7","36","5.61","1","3","6","PC","PC","9.8565","0.006","1","spoc-s14-s60-b0A-PC","SPOC","181.064438","83.438034","-250.6","0.047","88.434","0.036","2459422.272665","0.0038638","15.915268604711","0.000054445678","1.1393110906034","0.40008643","0.708736","0.078811","652.55742482171","72.58472","2.2277479022594","2.4513698","23.411560212268","561.01870179041","8.521751","72.9091","0.1173","4718","121.745","4.49012","0.0925532","0.82106697559357","0.0576634","","","0.76","0.0887946","14,19,21,26,41,53,60","L1 candidate; low SNR; two stars in pixel","2020-07-15","2023-05-22","2023-06-16"
+"393911494","2106.01","","5","5","5","5","5","5","5","63.9","246.7","24.48","3","2","8","PC","FP","9.85649","0.006","1","spoc","SPOC","207.178453","44.911752","-28.575","0.042","-63.889","0.06","2458899.861702","0.00057600526","0.633259258492","0.000013101966","0.86220114057239","0.056651466","1.294382","0.082184","1191.4597195172","75.69162","5.3027904332853","3.7474084","4030.7512474651","2032.1990725818","22.733013","121.167","0.4895","5590","122.048","4.45374","0.0788276","0.976212","0.0483266","","","0.988","0.125293","22,23","check nearby star in pixel; odd/even in spoc s14-23","2020-07-15","2020-07-15","2022-12-14"
+"446549906","2107.01","","3","4","4","3","3","4","4","111.2","268.2","130.66","4","21","1","PC","PC","11.3819","0.006","1","qlp","QLP","286.796541","-58.696835","3.888","0.053","-8.107","0.049","2458654.61467","0.00051","2.45457","","2.39","0.054","21.104208","0.004227","19250","3.89327","14.183","0.745426","508.468","1322","64","236.705","1.919","5565","124.9","4.45","0.08","0.97","0.05","","","0.98","0.123017","13,27","source of transit observed on 446549905 (TOI 1110.01)","2020-07-17","2020-10-12","2023-05-14"
+"347538174","2108.01","","3","5","5","3","4","5","5","278","720","317","0","2","5","PC","APC","10.223","0.008","1","spoc-s52-b0A","QLP","247.481601","21.495162","-0.39","0.056","7.572","0.053","2459719.380198","0.0014984129","6.8019624632249","0.00078532216","2.912165112083","0.11539279","16.922803","0.536387","15465.63741632","493.90906","29.314883238954","28.43558","501.94136279579","1207.2104771243","30.59839","251.884","2.739","6300","133.3","4.22","0.09","1.4226800203323","0.0666332","","","1.236","0.19245","25,52","very large PC; v-shaped; TFOP SB1","2020-07-28","2022-08-24","2022-12-14"
+"392476080","2109.01","","3","4","4","3","4","4","4","219.7","202.3","317","26","85","6","CP","CP","9.78569","0.006","1","qlp-s25-ffi","QLP","253.186297","16.579915","-8.449","0.043","-9.257","0.051","2458984.38888","0.00042","0.67249","0.00002","1.801","0.125","8.600432","0.002192","7890","2.01878","15.7288","0.739851","14429","3053","133","262.041","2.7255","6647","135.1","4.12","0.09","1.7","0.07","","","1.399","0.232463","25","large; secondary; artifact TIC 392476079 close by","2020-07-28","2022-04-05","2023-05-11"
+"394029948","2110.01","","5","5","5","5","5","5","5","1.3","23","10.43","1","3","4","PC","FA","9.69902","0.006","1","qlp","QLP","282.229631","78.568946","27.204","0.046","20.522","0.041","2458687.55509","0.00851","32.76639","0.00245","6.089","0.782","0.543004","0.002089","500","1.92442","3.20531","0.260256","38.3962","693","9","182.323","0.7245","6073","134","4.21","0.08","1.39","0.07","","","1.135","0.157386","25","potential L1 candidate","2020-07-28","2020-07-28","2022-12-14"
+"356235833","2111.01","","5","5","5","5","5","5","5","11.5","96.5","5.72","0","2","0","EB","FP","9.1597","0.006","1","qlp-s79-ffi","SPOC","260.096376","20.281856","-51.299","0.028","-174.989","0.034","2460479.42095","0.0014063","1.2680452","0.0000019","1.027","0.212","0.584283","0.04871","538","44.8627","2.24707","0.158627","504.879","1320","17","83.1749","0.1674","5477","121.4","4.46","0.08","0.95","0.05","","","0.96","0.121748","25,26,52,79","TFOP FP/NEB","2020-07-28","2024-08-12","2024-08-16"
+"427320001","2112.01","","1","4","1","1","4","4","4","12.2","114.2","18.41","0","1","5","PC","PC","7.1776","0.006","1","spoc-s14-s60-b0A-PC","QLP","343.854335","70.29729","38.327","0.049","1.357","0.044","2459729.804553","0.001511069","14.012058220775","0.0001565493","5.9348632562077","0.115316965","0.81626","0.046252","751.52030562109","42.59862","4.4835126559521","0.2879591","335.02951736155","1091.1652268862","14.043275","86.1058","0.19105","7184","121.9","4.25","0.08","1.5804599523544","0.0573015","","","1.61","0.270601","52,57,58","potential multi; bright pulsating host; potential TTVs","2020-07-28","2023-05-19","2023-06-16"
+"427320001","2112.02","","3","4","3","3","4","4","4","2.5","67.5","26.47","0","1","5","PC","PC","7.1776","0.006","2","spoc-s57-b0A","SPOC","343.854335","70.29729","38.327","0.049","1.357","0.044","2459856.006624","0.001380386","155.8237","0.001944738","10.641846025972","0.124967374","1.264969","0.084107","1164.4006091519","77.46202","5.5521957429501","0.31037438","156.50323019028","902.09146949845","15.823791","86.1058","0.19105","7184","121.9","4.25","0.08","1.5804599523544","0.0573015","","","1.61","0.270601","52,57","released as a single transit but now have additional transit for max period = 155.8237 d; potential multi","2022-07-28","2023-01-30","2023-02-09"
+"1400212743","2113.01","","5","5","5","5","5","5","5","7.6","52.3","15.67","1","0","7","PC","FP","10.5163","0.006","1","qlp","QLP","267.354593","40.457105","-2.666","0.048","-63.694","0.061","2458984.22398","0.00888","5.24612","0.004","4.194","0.62","1.118885","0.003871","1030","3.56524","5.61881","1.29107","368.522","1220","9","250.755","1.8115","5286.9","691.4","","","1.76","0.39","","","","","25","2 stars in pixel; 116159262 is a phantom tic","2020-07-28","2020-07-28","2024-08-28"
+"9828416","2114.01","","3","4","3","5","4","5","5","48.2","53.8","317","4","8","5","PC","PC","9.8251","0.007","1","qlp-s53-ffi","QLP","261.096395","33.205073","-7.865","0.04","-3.024","0.045","2460476.661598","0.0009895","6.2099619","0.000006","4.49","0.398","4.449767","0.000672","4090","0.618771","14.369","0.682371","1293.02","1670","76","317.845","2.447","6382","131.3","3.9","0.09","2.1","0.1","","","1.28","0.200026","25,26,52,53,79","","2020-07-28","2024-08-29","2024-08-29"
+"54464870","2115.01","","5","5","5","5","5","5","5","4.8","49.5","9.63","0","2","4","EB","FP","8.29254","0.006","1","qlp-s78-ffi","QLP","19.595393","63.545086","-5.424","0.063","10.006","0.069","2460447.794803","0.0062575","3.6944323","0.0000183","4.915","0.456","0.338803","0.014439","312","13.2984","3.05838","0.152623","5824.87","2433","21","213.097","2.6725","8153","224.6","4.09","0.08","2.11","0.07","","","1.99","0.302123","18,24,25,58,78","TFOP NEB/FP","2020-07-28","2024-08-05","2024-08-16"
+"422838133","2116.01","","5","5","5","5","5","5","5","3.8","33.2","10.87","0","3","1","EB","FP","9.68129","0.006","1","qlp-s52-ffi","QLP","23.829473","72.936844","-5.951","0.04","1.354","0.045","2459741.534916","0.0075243","5.309031","0.0000568","5.851","0.516","0.434381","0.000494","400","0.454895","3.29096","0.189683","2058.62","1876","10","239.945","1.52","6927","319.6","4.18","0.1","1.65","0.07","","","1.512","0.278628","18,19,24,25,52","slight depth-aperture correlation; possible centroid offset to SW;  artifact TIC 289140634 close by; TFOP FP","2020-07-28","2022-07-13","2022-12-14"
+"279212407","2117.01","","5","5","5","5","5","5","5","16.1","79.6","105.36","0","2","0","EB","FP","9.98272","0.006","1","qlp-s52-ffi","QLP","25.690461","65.895769","26.394","0.042","-12.294","0.044","2458971.41863","0.0018495","28.6620782","0.0005842","4.351","0.338","2.82659","0.118814","2600","109.426","12.4971","2.06455","119.851","921","19","255.917","2.0205","6280","503","4.05","0.13","1.72","0.08","","","1.227","0.2905","18,24,25,52","slight depth aperture and a slight centroid offset towards NW","2020-07-28","2022-07-13","2022-12-14"
+"17416749","2118.01","","5","5","5","5","5","5","5","11.9","63.3","16.88","0","5","9","PC","FP","8.63532","0.006","1","qlp","QLP","242.201","35.691135","-8.05","0.093","-26.801","0.132","2458956.56894","0.00399","2.34483","0.00033","1.417","0.353","0.401797","0.001383","370","1.27335","4.2647","0.322806","580.577","1367","11","186.825","2.2255","6398","126.4","3.89","0.09","2.13","0.09","","","1.283","0.189783","25","Active star but clear and phased signal; some depth-aperture correlation; 2 stars in pixel; artifact TIC 17416751 close by","2020-07-28","2021-01-11","2022-12-14"
+"236387002","2119.01","","3","5","5","3","4","4","5","124.7","683.2","98.43","4","7","2","CP","CP","10.3978","0.007","1","qlp-s78-ffi","SPOC","244.429882","26.304211","-29.295","0.062","6.824","0.073","2460442.055186","0.0002167","7.2008611","0.0000019","2.03","0.121","55.762991","6.003851","50063","5514.49","12.0629","0.774635","9.67439","491","159","31.4006","0.0429","3606","157","4.74","0.01","0.5","0.01","","","0.496373","0.020288","24,25,51,52,78","confirmed brown dwarf TOI-2119 b","2020-07-29","2024-08-15","2024-08-16"
+"389900760","2120.01","","3","4","4","3","3","4","4","3.7","126","7.46","6","1","3","PC","PC","12.8233","0.007","1","spoc-s14-s55-b0A-PC","SPOC","23.507315","65.513988","306.282","0.065","-215.531","0.078","2458795.822874","0.0009971453","5.7998188881759","0.0000140004795","1.0143740108599","0.101210885","9.341945","1.431186","8567.3390222927","1317.3026","2.6346124292282","0.39226365","3.7367095275491","354.60273783914","13.711875","32.1755","0.05285","3179","157","4.99978","0.0153626","0.24023300409317","0.00728193","","","0.210366","0.0201367","18,24,25,52","Short V-shaped transit. Multiple stars in pixel.","2020-07-29","2023-03-09","2023-03-24"
+"88996391","2121.01","","5","5","5","5","2","5","5","146.5","349.3","103.79","4","3","4","PC","APC","11.9441","0.006","1","spoc-s14s26-b0A","SPOC","263.944366","36.196492","-16.54","2.198","-23.999","2.198","2459718.98744","0.0018217972","2.3195653837478","0.00003472481","2.0259085783474","0.03186156","21.390634","0.315316","19508.695357637","290.3744","12.403072180125","2.5790782","195.48799012286","953.67362079191","95.33814","","","4325.66","44.2312","4.438","","0.628365","0.0575012","-0.0245085","0.0420686","","","25,26,52,53","V-shaped and deep transit.","2020-07-29","2022-11-18","2022-12-14"
+"311408969","2122.01","","5","5","5","5","5","5","5","45.7","50.8","317","0","0","0","KP","KP","12.658","0.007","1","spoc-s14-s55-b0A-KP","SPOC","264.27351","25.731147","7.393","0.018","-8.116","0.021","2459767.525934","0.0010416","3.5852283727341","0.0000033151002","3.0197224053807","0.04476202","18.515952","0.219908","16909.228538014","202.52211","14.543182858007","0.72772807","547.17199157303","1233.5328348375","87.39749","511.388","3.6095","5852","126.792","4.40684","0.0787424","1.0672500133514","0.0521709","","","1.06","0.132448","25,26,52,53","HAT-P-55 b","2020-07-29","2023-03-15","2023-03-24"
+"105840719","2123.01","","3","4","4","3","4","4","4","8.2","97.5","14.05","20","5","6","PC","PC","9.5373","0.006","1","qlp-s51-ffi","SPOC","243.940883","17.023904","-37.284","0.038","-26.414","0.037","2459691.819821","0.0023041","10.3088372","0.0000471","3.473","0.298","2.130131","0.001202","1960","1.10738","3.80877","0.227828","71.1658","809","20","86.2732","0.2289","5432","127.165","4.56341","0.0781863","0.84","0.05","","","0.95","0.11599","25,51","Highly variable star with PC","2020-07-29","2022-06-24","2023-06-03"
+"159742538","2124.01","","5","5","5","5","5","5","5","85.3","126.8","317","0","0","0","KP","KP","11.1116","0.006","1","spoc-s14-s55-b0A-KP","SPOC","268.304336","37.21174","-6.482","0.044","-20.855","0.043","2459767.927156","0.0003835","3.5539283440893","0.0000020924242","3.6341387898079","0.025066141","10.219544","0.060229","9368.3887704241","55.471012","21.202807626713","1.1076765","2276.2950187256","1761.6794428986","180.8058","515.98","6.935","6184","138.383","3.9042","0.0873166","2.0085198879242","0.104535","0.26","0.1","1.18","0.163107","25,26,40,52,53","TrES-4 b","2020-07-29","2023-03-15","2023-03-24"
+"116242971","2125.01","","5","5","5","5","5","5","5","53","59.7","317","0","0","0","KP","KP","10.1213","0.008","1","qlp-s79-ffi","QLP","267.640491","36.570176","-0.136","0.038","-10.962","0.045","2460505.171214","0.0003906","5.0316347","0.0000024","5.265","0.234","5.346277","0.037568","4912","34.6008","15.3999","0.707425","1248.65","1656","61","368.03","3.1315","6350","133.7","3.87","0.08","2.16","0.1","","","1.26","0.181075","25,26,40,52,53,79,80","KELT-12 b","2020-07-29","2024-08-29","2024-08-31"
+"116264089","2126.01","","5","5","5","5","5","5","5","235.7","250.9","317","0","0","1","KP","KP","11.7213","0.006","1","spoc-s14-s55-b0A-KP","SPOC","268.029111","37.546327","-24.529","0.037","34.809","0.041","2459391.063502","0.00021606899","1.3061880169007","3.300982e-7","1.4177745633918","0.0074705756","27.20596","0.158196","24746.279443847","145.69313","16.758882990519","1.2310016","1025.5021894875","1443.2894047792","329.90997","231.337","1.2955","5489","139.399","4.59342","0.0885229","0.82018101215363","0.0486935","-0.24","0.1","0.962","0.132489","25,26,40,52,53","TRES-3 b","2020-07-29","2023-03-15","2023-03-24"
+"21744120","2127.01","","5","5","5","5","5","5","5","46.9","180.2","81.13","0","0","0","KP","KP","11.733","0.006","1","spoc","SPOC","256.346376","33.012325","-14.073","0.034","-36.689","0.042","2458983.744992","0.00038474426","5.5080682174644","0.000071658375","2.6399994701419","0.034436543","23.691975","0.210452","21584.757316727","193.81427","10.729979500394","0.7361982","82.240661622335","768.05336893231","112.98463","161.4","0.6075","4790","117.624","4.58765","0.0884501","0.740113","0.0496683","0.14","0.08","0.773","0.0905949","25,26","HAT-P-18 b","2020-07-29","2020-09-23","2022-12-14"
+"21832928","2128.01","","2","4","2","2","4","4","4","7.6","124.5","7.43","1","20","13","PC","PC","6.6813","0.006","1","spoc-s14-s55-b0A-PC","SPOC","256.9818","32.105303","-162.014","0.038","-42.123","0.041","2458987.266354","0.0033906454","16.341388902098","0.00012791951","5.3764480504829","0.26606703","0.404074","0.025919","372.09706181926","23.872057","2.6290790227577","0.14746214","86.231465047765","777.20608243698","15.422834","36.578","0.03435","5991.11","101.692","4.37711","0.0725906","1.1250599622726","0.042211","-0.11","0.03","1.1","0.134605","25,26,52","L1 candidate with bright host","2020-07-29","2023-03-09","2023-03-24"
+"101721385","2129.01","","5","5","5","5","5","5","5","88.3","105.1","317","0","0","0","KP","KP","9.54417","0.006","1","qlp-s53-ffi","SPOC","260.116172","38.242168","2.241","0.042","-6.714","0.045","2459762.100336","0.0004222","4.627664","0.0000055","2.306","0.228","6.741594","0.047117","6190","43.3954","14.3694","1.29133","1038.78","1581","161","222.663","1.2505","6727.6","123.7","4.22","0.09","1.55","0.07","0.126637","0.0526804","1.433","0.248358","25,26,52,53","HAT-P-14 b","2020-07-29","2022-08-23","2022-12-14"
+"320798691","2130.01","","5","5","5","5","5","5","5","46.4","126.5","121.86","0","0","0","KP","KP","11.0269","0.006","1","spoc-s14-s55-b0A-KP","SPOC","271.537672","26.426606","-7.437","0.03","-13.402","0.037","2459010.827728","0.0006051416","5.0052605034024","0.000007094829","4.9057646228405","0.049439706","8.32841","0.089487","7641.4040980411","82.416824","13.631452758902","0.5997112","746.90245602443","1333.3240764795","99.076416","344.05","2.889","6115","128.697","4.16703","0.0816443","1.4670100212097","0.0633166","","","1.153","0.162159","26,40,53","HAT-P-31 b","2020-08-07","2023-03-15","2023-03-24"
+"27848472","2131.01","","5","5","5","5","5","5","5","178.6","207.4","317","0","1","0","KP","KP","10.1058","0.006","1","qlp-s74-ffi","QLP","278.631741","35.661431","-6.069","0.042","-21.745","0.049","2460338.136034","0.0006024","1.8468345","0.0000015","2.565","0.036","14.467858","0.241747","13237","222.632","16.4012","0.862733","1845.3","1825","391","231.161","1.6365","6352","144.2","4.27","0.09","1.36","0.07","-0.04","0.1","1.261","0.193608","26,40,53,54,74","WASP-3 b","2020-08-07","2024-04-01","2024-04-05"
+"358516596","2132.01","","5","5","5","5","5","5","5","231.7","321.9","317","0","0","0","KP","KP","10.2025","0.006","1","spoc-s14-s55-b0A-KP","QLP","283.305449","24.127248","-14.583","0.03","-31.197","0.041","2459391.154184","0.00045708375","3.2440453662631","0.0000053987183","3.6774272145435","0.03399909","16.422583","0.255609","15011.938196893","235.3968","21.049846605203","1.2848113","983.30975556002","1428.2108779092","118.58496","197.572","1","5703","99.1","4.16","0.07","1.3895100355148","0.0603015","0.23","0.1","1.016","0.129725","26,40,53,54","KELT-8 b","2020-08-07","2023-03-15","2023-03-24"
+"39200363","2133.01","","2","4","2","2","4","4","4","5.5","51","6.61","3","3","5","PC","PC","10.8571","0.006","1","spoc-s14-s55-b0A-PC","SPOC","261.243831","32.798397","-17.882","0.036","64.347","0.036","2458985.882828","0.0012399727","3.8266586653866","0.000015854497","2.0605848173056","0.31311378","1.283899","0.101224","1181.8154296228","93.22662","2.4536346940501","1.5022432","81.107160225662","765.39311019412","11.508222","75.1973","0.1361","4175","123.3","4.54","0.11","0.71631199121475","0.0671683","","","0.65","0.0803712","25,26,52,53","","2020-08-07","2023-03-09","2023-03-24"
+"75878355","2134.01","","1","4","4","1","4","4","4","15.8","195","9.81","32","6","8","PC","PC","7.7945","0.006","1","qlp-s52-ffi","SPOC","271.935501","39.072927","54.371","0.052","-283.05","0.051","2459776.71381","0.00084987644","9.2292064","0.0000232","2.927","0.085","1.695071","0.000319","1560","0.294085","3.09843","0.261692","25.7273","627","72","22.6202","0.01595","4406","123.336","4.50428","0.0980128","0.77","0.06","","","0.69","0.0790972","26,40,52,54","","2020-08-07","2022-10-11","2023-04-03"
+"75878355","2134.02","TIC 75878355.02","1","4","1","3","4","4","4","","","47.67","32","6","8","PC","PC","7.7945","0.006","2","qlp-s52-ffi","SPOC/QLP","271.935501","39.072927","54.371","0.052","-283.05","0.051","2459718.969576","0.0002504","","","5.109","0.045","10.550162","0.00027","9670","0.248797","7.85085","0.654158","8.23524","471","85","22.6202","0.01595","4406","123.336","4.50428","0.0980128","0.77","0.06","","","0.69","0.0790972","26,40,52","single transit immediately after data gap; potential multi","2022-07-28","2022-07-28","2022-12-14"
+"76419763","2135.01","","5","5","5","5","5","5","5","78.4","196.6","126.64","0","0","0","KP","KP","11.3998","0.006","1","spoc-s14-s55-b0A-KP","SPOC","274.405533","36.621462","11.866","0.033","6.031","0.039","2459414.394742","0.0002515","2.7884722659922","0.0000010113333","2.9462463999989","0.01782826","15.822828","0.078573","14467.685404606","72.36582","13.943264469001","0.77938974","850.67541935","1377.4020357763","214.61458","303.336","1.8015","5833","144.943","4.35385","0.0853583","1.1295599937439","0.0628719","0.11","0.1","1.051","0.135164","26,40,53,54","HAT-P-5 b","2020-08-07","2023-03-15","2023-03-24"
+"336128819","2136.01","","2","5","5","2","4","4","4","2.4","80.4","5.36","7","0","6","PC","CP","11.7371","0.007","1","spoc-s14-s41-b0A-PC","SPOC","281.176343","36.563132","-33.8","0.103","177.358","0.112","2459394.593726","0.002155869","7.8519082040464","0.000036743193","1.6318725956817","0.27211654","4.214266","0.289701","3873.959149167","266.78912","2.1705802616531","0.5446732","4.8904687957507","379.27775582557","14.27448","33.3631","0.06425","3384","157","4.87998","0.000834811","0.34387999773026","0.0103308","","","0.327134","0.0202642","26,40","","2020-08-07","2022-02-15","2022-12-14"
+"23059280","2137.01","","3","5","5","3","4","4","4","43.6","110.9","317","3","3","3","PC","APC","12.2186","0.006","1","spoc-s14-s41-b0A-APC","SPOC","274.143956","34.173012","17.988","0.032","-9.101","0.038","2459393.08477","0.0005812681","14.150226878568","0.000027343367","3.8264450856965","0.04327502","45.85985","0.452416","41358.866392267","416.6034","18.631768326603","1.2525848","34.459555182657","617.94122055014","101.66401","244.755","1.1275","4882","123.99","4.45655","0.0865848","0.87395197153091","0.0582613","","","0.797","0.0942953","26,40","TFOPWG SB1/APC; possible EB; possible secondary; ambiguous radius","2020-08-07","2022-02-15","2022-12-14"
+"336267424","2138.01","","5","5","5","5","5","5","5","190.1","363.3","317","6","2","1","EB","FP","12.5466","0.006","1","spoc-s14-s55-b0A-APC","SPOC","281.6619","41.56002","1.395","0.075","-7.478","0.082","2458684.221959","0.00018496477","1.4821844830531","6.72061e-7","2.5956827177244","0.02584985","17.809389","0.153043","16269.256279263","140.9483","27.507949772121","6.821365","4005.6758559804","2029.0310837293","168.65538","772.026","26.103","6835.31","137.219","4.37191","0.0939989","1.3128399848938","0.0728443","-0.169973","0.0134518","1.48","0.255652","14,26,40,41,53,54","large and V-shaped; significant odd-even; retired as TFOP EB","2020-08-07","2022-12-12","2022-12-16"
+"308172249","2139.01","","5","5","5","5","5","5","5","111.3","208.8","127.49","0","0","0","KP","KP","12.4197","0.007","1","spoc-s14-s55-b0A-KP","SPOC","267.284885","29.879043","-18.197","0.022","-12.092","0.026","2459768.65359","0.0003239","1.4013784006976","8.9033915e-7","1.7042714748865","0.02165711","21.64148","0.245646","19735.200126655","226.22255","13.997747762379","0.9058741","917.41009490826","1403.6558119369","107.293","298.214","1.4135","4984","124.134","4.41028","0.0852564","0.9349769949913","0.0597739","","","0.82","0.0960542","26,52,53","WASP-135 b","2020-08-07","2023-03-15","2023-03-24"
+"399860444","2140.01","TIC 399860444.01","5","5","5","5","5","5","5","122.8","309.1","123.98","0","2","10","KP","KP","10.854","0.006","1","spoc-s14-s55-b0A-KP","QLP","286.808526","49.316421","5.219","0.043","1.619","0.043","2459012.510963","0.00009375683","2.4706114180021","5.841553e-7","1.7944860211758","0.008252223","15.649912","0.078499","14310.715975766","72.29766","13.77034053413","0.5475148","817.56581928197","1363.799199278","260.52148","215.32","1.0445","5854","101.6","4.45","0.07","1.0161299705505","0.0402412","-0.03","0.1","1.057","0.133502","26,40,41,54,55","TrES-2 b","2020-08-07","2023-03-15","2023-03-24"
+"287256467","2141.01","","1","5","5","1","4","4","4","3.5","63.2","8.59","1","6","4","CP","CP","8.8975","0.006","1","qlp-s79-ffi","SPOC","258.762346","18.340345","52.121","0.056","-98.334","0.073","2460453.432236","0.0025581","18.2616878","0.0000545","3.434","0.968","1.054762","0.060733","971","55.936","2.85973","0.178756","57.4643","767","23","77.682","0.22505","5674","123.907","4.49483","0.0781668","0.94","0.05","","","1.01","0.129756","25,26,52,79","TOI-2141 b","2020-08-07","2024-08-29","2024-08-31"
+"44313455","2142.01","","2","4","4","2","4","4","4","1.3","60.2","3.04","10","1","7","PC","PC","11.0768","0.007","1","spoc-s14-s55-b0A-PC","SPOC","267.046624","15.980109","-55.022","0.096","106.407","0.083","2459014.835542","0.0025236236","9.3004350536773","0.000050959992","2.3510062230233","0.39115328","1.733359","0.184714","1595.2088627371","170.11354","1.5550304313278","0.34175405","4.6279256260281","374.081595928","9.754269","27.7525","0.0387","3472","157","4.86042","0.000786928","0.36396598815918","0.0108484","","","0.350325","0.0202325","26,53","","2020-08-07","2023-03-09","2023-06-12"
+"103195323","2143.01","TIC 103195323.01","3","4","3","3","3","4","4","31.3","106.2","99.81","7","1","3","PC","PC","10.1041","0.011","1","qlp-s53-ffi","SPOC","62.572982","75.170931","-3.914","0.039","7.041","0.041","2460470.992666","0.0012764","5.5899401","0.0000079","5.032","0.327","4.177252","0.001454","3840","1.33946","12.1202","0.480443","1816.63","1818","29","378.684","3.58","7437","138.2","4.09","0.08","1.95","0.07","","","1.7","0.279341","25,26,52,53,59,73,79","pulsating host","2020-08-07","2024-08-29","2024-08-29"
+"428988981","2144.01","","1","4","1","3","3","4","4","0.6","22.7","5.31","1","7","3","PC","PC","9.90667","0.006","1","qlp-s79-ffi","SPOC","350.25314","79.441782","74.093","0.041","77.67","0.036","2460434.655004","0.0048801","37.3413179","0.0001788","5.227","0.517","0.895015","0.041564","824","38.2815","2.16854","0.143204","12.6376","525","16","105.806","0.2765","5452","126.524","4.53224","0.0820865","0.88","0.05","","","0.952","0.120035","18,19,24,25,26,52,58,59,73,78,79","possible odd-even","2020-08-07","2024-08-29","2024-08-31"
+"88992642","2145.01","","3","4","4","3","4","4","4","35.6","105.4","101.72","4","26","6","CP","CP","8.55942","0.006","1","qlp-s52-tois","SPOC","263.758075","40.695043","-6.512","0.035","-3.281","0.04","2460470.361827","0.0013012","10.2611329","0.000014","7.369","0.174","2.064861","0.000142","1900","0.130946","12.2521","0.562841","515.939","1327","65","224.731","1.097","6202","129.8","3.63","0.08","2.78","0.13","","","1.191","0.175148","25,26,40,52,53,79","TOI-2145 b","2020-08-07","2024-08-25","2024-08-31"
+"158916431","2146.01","","5","5","5","5","5","5","5","62.1","94.5","317","1","1","0","EB","FP","9.9094","0.007","1","qlp-s53-ffi","QLP","269.989998","29.655175","-1.546","0.037","-8.573","0.042","2459765.039868","0.0007575","5.8924856","0.000011","3.134","0.146","4.929559","0.0181","4530","16.6706","17.4655","1.16352","1958.56","1853","60","402.908","4.1665","7272","126.3","4","0.09","2.13","0.08","","","1.64","0.273988","26,40,52,53","artifact TIC 158916429 close by","2020-08-10","2022-08-24","2022-12-14"
+"341630071","2147.01","","3","4","4","3","3","4","4","10.4","67.5","73.88","5","4","2","PC","PC","10.7047","0.007","1","spoc-s14-s60-b0A-PC","QLP","155.641594","83.083724","-19.848","0.046","1.719","0.052","2459599.176807","0.0011202","26.204978226299","0.000092806105","5.8635322951487","0.110857144","6.089767","0.10325","5593.1821784115","95.09231","10.154969958814","0.534976","68.292758985275","733.18473470364","58.936455","282.108","2.516","6115","128.3","4.25","0.08","1.3363300561905","0.0628392","","","1.15","0.154765","14,19,20,26,40,47,53,60","","2020-08-10","2023-05-22","2023-06-16"
+"233569098","2148.01","","5","5","5","5","5","5","5","19.9","88.1","127.84","1","1","0","PC","FP","10.6746","0.007","1","qlp","QLP","281.814167","64.806519","1.784","0.137","26.175","0.129","2458693.42328","0.00111","23.48522","0.00014","3.546","0.183","6.555885","0.021008","6020","19.3491","14.0152","1.01956","62.0856","782","53","299.668","5.442","5930","123.1","4.11","0.08","1.51","0.08","","","1.08","0.140484","23,24,26","V-shaped; other potential dips in LC","2020-08-10","2020-08-10","2022-12-14"
+"1716467085","2149.01","","3","4","4","3","4","4","4","41.7","147.9","28.56","3","0","8","PC","PC","10.1099","0.007","1","qlp-s75-ffi","QLP","285.596508","42.507414","13.345","0.052","15.465","0.085","2460367.227586","0.0004109","0.5842495","3e-7","0.559","0.102","1.13084","0.104619","1041","96.3527","5.50799","0.191528","1217.74","1645","48","222.25","1.588","6020","139.3","4.18","0.08","1.34","","","","1.11","0.150388","14,26,40,41,53,54,55,74,75","V-shaped; TIC 1716467085 and 1716467086 (1 arcsec away) are real stars unresolved in previous catalogs as phantom star TIC 352009983","2020-08-10","2024-05-15","2024-06-01"
+"230267547","2150.01","","5","5","5","5","5","5","5","14.9","60.2","34.67","0","2","4","EB","FP","10.4288","0.006","1","qlp-s53-ffi","QLP","264.591131","18.473875","7.895","0.041","10.06","0.055","2459768.269102","0.0018932","2.2263798","0.0000123","2.863","0.23","1.379761","0.000983","1270","0.905012","6.51393","0.326362","2064.9","1877","25","370.536","3.975","6446.3","103.4","4.03","0.08","1.84","0.07","-0.015","0.013","1.306","0.202741","26,52,53","slight depth-aperture correlation; TFOP FP; retired as NEB","2020-08-10","2022-08-17","2022-12-14"
+"23389848","2151.01","","5","5","5","5","5","5","5","38.7","55.2","317","0","3","0","PC","FP","10.142","0.006","1","qlp","QLP","275.117976","30.85588","3.331","0.093","17.336","0.124","2459014.36854","0.00208","15.64643","0.0022","7.75","0.593","6.544962","0.001274","6010","1.17312","16.1126","0.887288","323.367","1181","43","277.934","3.9955","5660","128.7","3.86","0.08","1.95","0.1","","","1.005","0.126994","26","possibly EB with primary transit in data gap; Gaia RV error = 5 km/s","2020-08-10","2020-08-10","2022-12-14"
+"395393265","2152.01","","3","4","4","3","4","4","4","67.4","64.8","317","8","16","4","CP","CP","10.7053","0.006","1","spoc-s58-b0A","QLP","26.338972","77.790123","27.643","0.04","-11.634","0.048","2459883.441847","0.00062917935","3.3772835406158","0.00014720649","3.6434513884868","0.044961117","7.863619","0.114823","7216.4961356606","105.75039","15.305836074362","0.7087468","2195.7879327841","1745.8918919117","47.815075","303.006","3.0795","6688","148.6","4.11","0.09","1.7323499917984","0.0773467","","","1.416","0.240633","26,58","TOI 2152 b (confirmed in Rodriguez et al 2022)","2020-08-10","2023-02-21","2023-02-25"
+"406855039","2153.01","","5","5","5","5","5","5","5","8","37.1","16.75","0","2","5","EB","FP","9.54581","0.006","1","spoc-s14-s55-b0A-PC","QLP","274.87052","71.248626","-2.157","0.047","18.334","0.071","2459391.951972","0.0017153875","2.7180835080997","0.000022696464","6.184292171672","0.16978851","0.357454","0.024184","329.17282050096","22.274033","4.2423946367247","0.38344386","3009.107558723","1888.9879062286","12.856501","238.675","1.6105","5668","127.1","3.76","0.08","2.1805999279022","0.110729","","","1.007","0.125115","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,53,54,55","centroid offset centered on TIC 406855040; TFOP FP/NEB","2020-08-10","2023-02-13","2023-02-25"
+"428787891","2154.01","","3","4","4","3","4","4","4","90.4","111.8","317","8","11","1","CP","CP","10.6611","0.009","1","spoc-s14-s60-b0A-CP","QLP","71.028148","84.364265","-10.783","0.036","15.218","0.043","2459768.102761","0.000245","3.8240826431921","0.0000026250875","2.5172521495129","0.015033378","11.017423","0.07744","10096.109863326","71.32192","16.054702377837","0.7449469","1005.8946258799","1436.3420386764","184.49054","296.46","2.1585","6243","133.5","4.24","0.08","1.3871899843216","0.0639749","","","1.21","0.172195","19,20,25,26,40,52,53,59,60","TOI-2154 b","2020-08-10","2023-06-13","2023-06-16"
+"461591646","2155.01","","3","4","4","3","3","4","4","28.8","83","83.26","6","27","1","PC","PC","10.9939","0.01","1","qlp-s52-tois","QLP","5.800269","84.452839","22.255","0.04","-1.251","0.042","2459913.983994","0.0012529343","3.7246883","0.0000045","3.078","0.088","3.610641","0.00035","3320","0.321945","10.8811","0.506214","686.503","1426","64","416.077","3.8915","6144","131.6","4.02","0.08","1.74","0.08","","","1.17","0.168612","18,19,20,25,26,52,59","","2020-08-10","2023-03-06","2023-03-06"
+"258402425","2156.01","","5","5","5","5","5","5","5","172.9","94.6","317","4","2","3","EB","FP","9.87437","0.006","1","qlp","QLP","274.416666","23.917679","15.464","0.029","-17.322","0.046","2459011.05035","0.00358","0.67554","0.00016","0.922","0.174","0.738552","0.508417","680","468.16","15.6973","","7493.17","2591","11","253.011","1.8815","4872","122","","","2.74","","","","","","26","Likely EB; evolved star; a/Rs under 2; artifact TIC 158367929 close by; offset near TIC 258402422; TFOP FP; retired as NEB","2020-08-10","2021-01-11","2022-12-14"
+"298495970","2157.01","","3","5","5","3","4","4","4","79.8","129.5","317","1","2","4","PC","APC","10.7033","0.006","1","qlp-s53-tois","QLP","261.71771","25.84927","-45.633","0.042","-11.332","0.042","2459764.110052","0.0004079","8.4249043","0.0000068","2.311","0.143","23.70889","1.004882","21600","925.102","15.0361","0.817265","92.8193","864","120","178.43","0.9455","5756","125.4","4.51","0.08","0.93","0.05","","","1.03","0.129982","25,26,53","","2020-08-10","2022-11-30","2022-12-14"
+"342642208","2158.01","","3","5","5","3","4","4","4","32.4","110.9","81.68","2","3","4","PC","CP","10.1669","0.006","1","qlp-s53-ffi","QLP","276.810053","20.526887","-43.997","0.044","7.891","0.074","2459758.586312","0.0008904","8.6007557","0.0000168","3.304","0.159","5.54051","0.00157","5090","1.44629","10.7988","0.607636","81.4989","837","62","198.473","1.393","5389","122.6","4.06","0.08","1.5","0.08","","","0.935","0.114776","26,40,53","","2020-08-10","2022-09-02","2023-03-03"
+"270515566","2159.01","","5","5","5","5","2","5","5","35.6","116.8","120.98","0","1","2","PC","APC","10.8595","0.007","1","qlp-s52-tois","QLP","264.45404","47.230289","-11.138","0.043","9.721","0.043","2459755.898401","0.0005072","10.0509704","0.0000124","6.129","0.062","9.443425","0.000228","8660","0.209823","13.5943","0.636359","263.046","1121","63","294.398","1.8245","5844","126.4","4.16","0.08","1.41","0.07","","","1.05","0.131034","25,26,40,51,52","TFOP SB1/APC","2020-08-10","2022-12-12","2022-12-16"
+"284477310","2160.01","","1","4","4","1","4","4","4","4.2","34.9","7.88","4","3","5","PC","PC","10.6071","0.006","1","qlp-s50-tois","QLP","291.125974","56.881296","-18.278","0.048","6.914","0.047","2459688.464287","0.0031824","2.2390502","0.0000113","1.64","0.38","0.532141","0.001577","490","1.45282","2.73215","0.206098","640.033","1401","15","244.804","1.493","6021","127.8","4.29","0.08","1.25","0.06","","","1.115","0.151118","14,15,16,20,23,26,40,41,47,50","","2020-08-10","2022-12-12","2022-12-16"
+"366563452","2161.01","","5","5","5","5","5","5","5","2.6","6.6","1.32","0","1","0","EB","FP","9.5998","0.006","1","qlp-s53-ffi","QLP","304.444709","77.166678","6.846","0.034","116.832","0.042","2459767.160908","0.0039488","1.5873866","0.000012","1.51","0.224","0.119438","0.001097","110","1.0107","1.09083","0.11201","466.553","1294","11","73.1018","0.10265","5028","122.7","4.55","0.09","0.81","0.05","","","0.84","0.102035","17,18,19,20,23,24,25,26,40,47,50,52,53","centroid offset centered on NEB 40","2020-08-10","2022-08-24","2022-12-14"
+"284564230","2162.01","","5","5","5","5","5","5","5","3.4","27.5","19.72","1","2","1","EB","FP","10.2182","0.008","1","qlp","QLP","291.524023","58.510182","15.653","0.042","22.844","0.04","2459800.321479","0.0028054","12.9774853","0.000069","3.259","0.412","0.836339","0.000724","770","0.666712","4.66514","0.246928","103.437","888","21","315.323","2.138","6610","126.1","4.14","0.09","1.66","0.07","","","1.38","0.229351","14,15,16,17,20,23,24,26,40,41,47,49,50,53,54,55","odd-even; slight depth-aperture correlation; TFOP FP retired as NEB on TIC 284564232","2020-08-10","2022-10-02","2022-12-14"
+"43429656","2163.01","","3","4","3","3","4","4","4","4.5","37.1","13.4","0","3","7","PC","PC","10.235","0.006","1","qlp-s79-ffi","QLP","261.440953","23.057031","2.134","0.031","17.429","0.043","2460474.956612","0.0050043","5.2132496","0.0000244","3.765","0.613","0.814608","0.051977","750","47.8717","3.72907","0.237371","657.521","1410","13","261.045","1.886","6318","129.5","4.2","0.08","1.47","0.07","","","1.245","0.182603","25,26,52,53,79","","2020-08-10","2024-08-25","2024-08-31"
+"49967354","2164.01","","5","5","5","5","5","5","5","37","54.2","101.59","3","2","1","PC","FP","10.879","0.009","1","qlp","QLP","277.907741","13.897884","-2.183","0.059","-17.898","0.063","2459010.86112","0.00467","1.09333","0.00037","1.975","0.423","1.358019","0.004023","1250","3.70573","12.2642","","2102.07","1886","12","529.49","10.5455","5274","122","","","3.39","","","","","","26","Likely EB; evolved star; a/Rs under 2; crowded field","2020-08-10","2020-08-10","2022-12-14"
+"73560357","2165.01","","3","5","5","3","4","4","4","64","142.6","127.6","4","8","2","PC","APC","10.8207","0.006","1","qlp-s40-tois","QLP","281.405754","16.415367","1.747","0.076","3.403","0.093","2459417.644616","0.0006113","0.9499997","0.0000026","2.544","0.099","4.569695","0.000816","4200","0.751321","14.0337","0.644628","14232.8","3042","66","557.364","14.5685","7421","199.9","4","0.09","2.16","0.09","","","1.697","0.284156","26,40","potential HJ around hot star with ~600 ppm secondary; somewhat crowded field; Strong ellipsoidal variations; very likely EB","2020-08-10","2022-02-15","2022-12-14"
+"233680651","2166.01","","1","5","5","1","4","4","4","2.7","22.2","11.38","1","2","3","PC","PC","10.0788","0.007","1","qlp-s79-ffi","QLP","260.30306","63.239282","-1.186","0.062","-19.412","0.053","2460473.423375","0.003087","5.1354455","0.0000174","3.666","0.888","0.378988","0.013528","349","12.46","3.37799","0.171438","984.153","1560","28","348.554","3.466","6515","121","3.97","0.09","1.99","0.09","","","1.34","0.21614","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,73,74,75,76,77,78,79","slightly evolved variable host; possible odd-even","2020-08-10","2024-08-23","2024-08-31"
+"160162987","2167.01","","5","5","5","5","5","5","5","10.1","69.7","61.25","0","2","1","PC","FP","10.7791","0.006","1","qlp-s41-tois","QLP","242.364094","84.491119","0.046","0.035","49.478","0.037","2459441.746048","0.001291","23.0531698","0.0000728","1.228","0.355","3.196766","0.209013","2940","192.49","9.12613","1.86455","7.85406","466","21","232.304","1.076","5752","126.2","4.3","0.08","1.19","0.06","","","1.029","0.127892","14,19,20,21,25,26,40,41","V-shaped; Gaia rv error = 3 km/s; large for its period; some odd-even","2020-08-10","2022-02-10","2022-12-14"
+"364075352","2168.01","","5","5","5","5","5","5","5","11.5","83","120.52","1","0","0","PC","FP","10.9591","0.006","1","qlp","QLP","306.223028","74.837343","-4.544","0.032","5.466","0.046","2458772.93351","0.00176","37.83633","0.0004","5.713","0.273","8.98353","0.017887","8240","16.4745","13.5094","0.802617","80.1971","833","68","310.885","1.81","6641","158.8","4.38","0.09","1.26","0.05","","","1.396","0.242746","23,24,26","slightly V-shaped with 3.6 sig odd-even","2020-08-10","2020-08-10","2022-12-14"
+"8516795","2169.01","","3","4","3","3","4","4","4","19.5","68.1","77.12","6","4","6","PC","PC","10.5527","0.006","1","qlp-s40-tois","QLP","279.170112","23.258619","5.407","0.027","-30.933","0.044","2459773.747945","0.0021127276","8.2148505","0.0000472","3.839","0.219","3.414575","0.001425","3140","1.31225","10.4375","0.545261","216.17","1068","31","351.487","3.5315","6183","149.7","4","0.09","1.81","0.09","","","1.183","0.173249","26,40,54","2 stars in pixel","2020-08-10","2022-10-11","2022-12-14"
+"154741689","2170.01","","1","4","1","1","4","4","4","1.4","20.8","5.61","2","4","4","PC","PC","10.4679","0.006","1","qlp-s79-ffi","QLP","164.313856","89.086923","12.264","0.044","-12.532","0.041","2460469.2444","0.0052983","9.2786686","0.000058","4.577","0.475","0.572334","0.026401","527","24.316","2.23168","0.131041","240.688","1097","18","206.368","1.0525","6018","138.2","4.39","0.08","1.12","0.05","","","1.113","0.149092","19,20,25,26,40,47,52,53,59,60,73,74,79","possible L1 planet; variable host","2020-08-10","2024-08-29","2024-08-31"
+"75656058","2171.01","","5","5","5","5","5","5","5","77.5","193.7","126.44","1","0","2","PC","FA","10.8181","0.006","1","qlp","QLP","270.898715","38.073512","2.27","1.038","-6.791","1.281","2459011.83317","0.00185","1.78166","0.00025","2.765","0.129","8.895952","0.003694","8160","3.40197","13.9111","","2772.81","","22","420.268","","6528","","","","1.49","","","","","","26","Anti-depth aperture correlation; bright neighbor to NW","2020-08-10","2020-08-10","2022-12-14"
+"76197937","2172.01","","5","5","5","5","5","5","5","63.4","47.6","317","2","2","4","PC","FA","10.8642","0.007","1","qlp","QLP","273.702683","37.629995","-14.203","0.039","-26.856","0.041","2459011.82925","0.00567","1.78252","0.00074","2.729","0.692","2.086617","0.036331","1920","33.4617","18.6528","","4451.36","2275","12","600.502","8.152","5085","122","","","3.7","","","","","","26","Likely EB; evolved star; asymmetric transit; a/Rs under 2","2020-08-10","2020-08-10","2024-06-20"
+"293567206","2173.01","","5","5","5","5","5","5","5","15.5","90.8","11.21","2","1","1","EB","FP","10.4929","0.006","1","qlp-s73-ffi","QLP","145.799111","87.86853","-24.463","0.036","-70.699","0.038","2460311.597247","0.0015075","0.6856225","0.0000018","0.751","0.221","0.785271","0.087058","723","80.18","3.35129","0.226641","2492.49","1968","23","185.849","0.6985","5829","132.5","4.41","0.08","1.06","0.05","","","1.05","0.135379","25,26,40,47,52,59,60,73","TFOP FP/NEB","2020-08-10","2024-02-05","2024-02-17"
+"159815224","2174.01","","3","4","3","3","4","4","4","8.6","49.1","16.6","2","21","7","PC","PC","10.5817","0.006","1","qlp-s52-tois","QLP","268.823955","40.167475","-45.265","0.047","-6.4","0.046","2459765.95946","0.0020027","2.9601848","0.0000123","2.014","0.187","1.042807","0.001186","960","1.0928","4.21067","0.243144","463.247","1292","20","262.427","1.5895","6069","123.9","4.24","0.08","1.33","0.06","","","1.134","0.153115","25,26,40,52","2 stars in pixel","2020-08-10","2022-11-18","2022-12-14"
+"405717754","2175.01","TIC 405717754.01","5","5","5","5","5","5","5","42.5","63.6","317","0","26","4","KP","KP","12.9614","0.007","1","spoc-s14-s55-b0A-KP","CTOI","286.243446","50.040367","3.053","0.025","3.235","0.024","2459770.377734","0.0018763902","4.4379726582844","0.000009578716","4.7176624129258","0.05717192","17.7578","0.194018","16222.512504349","178.68088","20.356533665823","1.0926616","944.87251350541","1414.044423506","84.43825","881.386","9.7485","5967","137.8","4.08","0.08","1.569659948349","0.0825728","0.05","0.1","1.09","0.140633","14,15,26,40,41,53,54,55","Kepler-12 b; CTOI Robert Wilson","2020-08-10","2023-03-15","2023-03-24"
+"123495874","2176.01","TIC 123495874.01","5","5","5","5","5","5","5","15.1","51.5","111.4","0","23","4","KP","KP","12.9934","0.007","1","spoc-s14-s55-b0A-KP","CTOI","282.629633","46.323281","-3.546","0.023","-11.776","0.023","2459776.680872","0.0029508474","7.8914271236757","0.000033112854","4.2653155874695","0.111837864","10.716818","0.232289","9822.0002486452","213.92288","12.929994158452","0.7944591","278.97679864394","1042.3456807963","35.838375","722.795","6.5885","5883","146.4","4.25","0.08","1.2799199819565","0.0708593","0.19","0.1","1.07","0.139548","14,26,40,41,54,55","Kepler-422b; CTOI Robert Wilson","2020-08-10","2023-03-15","2023-03-24"
+"123233041","2177.01","TIC 123233041.01","5","5","5","5","5","5","5","25.9","30","317","0","59","4","KP","KP","13.1448","0.007","1","spoc-s14-s55-b0A-KP","CTOI","281.288134","42.451098","2.196","0.023","3.841","0.027","2459445.304166","0.001682","3.5224750969999","0.000015128829","3.2804955189656","0.0972857","9.380261","0.226718","8602.3256450417","208.79324","15.901483183064","0.31712493","1423.867940677","1566.704812602","35.53251","1021.87","14.575","6179","25","4.11","","1.5816999673843","","-0.05","0.1","1.18","","14,40,41,53,54","Kepler-8 b; CTOI Robert Wilson","2020-08-10","2023-03-15","2023-03-24"
+"164892194","2178.01","TIC 164892194.01","5","5","5","5","5","5","5","17.2","46.9","99.38","0","2","4","KP","KP","13.4633","0.007","1","spoc-s14-s55-b0A-KP","CTOI","285.240829","46.668241","-3.003","0.025","0.193","0.026","2459392.686784","0.0008681771","3.024110950687","0.000012192887","2.7209656650663","0.13215688","8.237863","0.261968","7558.6411086261","241.25273","12.089907939469","0.6376047","1227.3844250699","1509.6104780637","27.73197","1005.84","14.19","6041","143","4.22","","1.3638800382614","","0.33","0.11","1.12","","40,41,53,55","Kepler-43 b; CTOI from Robert Wilson","2020-08-10","2023-03-15","2023-03-24"
+"237913194","2179.01","TIC 237913194.01","3","5","5","3","4","4","4","17.9","87.1","95.29","5","1","3","PC","CP","11.4864","0.006","1","spoc-s01-s36-b0A-CPKP","CTOI","22.445812","-60.73991","18.053","0.036","10.523","0.034","2459062.422964","0.0010994667","15.168972297684","0.00058798137","2.0633315478708","0.06847624","8.52224","0.425931","7818.5475581835","392.22015","11.79529659246","0.7515523","83.385589662892","770.71267367077","30.090694","306.063","2.038","5713","131.3","4.34","0.08","1.1289800405502","0.055691","","","1.02","0.124474","1,2,28,29","V-shaped; CTOI from Martin Schlecker; verified planet","2020-08-10","2021-12-09","2022-12-14"
+"298663873","2180.01","TIC 298663873.01","3","5","5","3","4","4","4","2.5","70.5","88.84","32","21","4","CP","CP","8.56854","0.006","1","spoc-s14-s60-b0A-CP","CTOI","277.94363","56.650679","-10.536","0.043","-40.204","0.037","2459611.445537","0.0032706158","260.17400608713","0.00047550403","24.052709458996","0.09086212","5.167308","0.034364","4747.9595919995","31.649464","11.319242344301","0.57834905","3.9769163594439","360.16902803968","86.9722","116.685","0.2665","5739","129.5","4.03","0.07","1.6276199817657","0.0825628","","","1.025","0.124682","14,15,16,18,19,20,21,22,23,24,25,26,40,41,48,49,50,51,52,53,54,55,56,57,58,59,60","CTOI from Planet Hunters; now confirmed with period of P=260.79 d in Dalba et al. 2022; updated with 1/3 of max period between two TESS transits (~260.15 days) in spoc multisector","2020-08-10","2023-06-13","2023-06-16"
+"233068569","2181.01","TIC 233068569.01","3","4","3","3","2","4","4","4.5","34.8","22.11","3","3","2","PC","PC","12.1625","0.006","1","qlp-s56-tois","CTOI","270.558091","63.54963","-11.49","0.047","2.589","0.044","2459843.189547","0.0016338","8.379057","0.0000182","2.899","0.407","3.185877","0.147462","2930","135.808","4.97002","0.279444","85.2468","846","40","322.09","2.2635","5574","121.3","4.51","0.08","0.91","0.04","","","0.984","0.121382","14,15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49,50,51,52,54,55,56","CTOI by Ethan Kruse","2020-08-10","2023-02-06","2023-02-09"
+"268823307","2182.01","TIC 268823307.01","5","5","5","5","5","5","5","24.9","24.8","317","0","14","7","KP","KP","12.7655","0.012","1","spoc-s14-s55-b0A-KP","CTOI","299.407034","44.035039","-0.202","0.036","-3.238","0.031","2459444.706868","0.0024223","3.5484480742597","0.000016180154","4.5123025406601","0.1264555","7.65094","0.172565","7022.0056890722","158.92531","15.216501566358","0.8731938","1875.0117414812","1678.3044553389","30.353336","899.777","16.4775","6295","102.6","4.03","0.08","1.7818499803543","0.0870553","0.07","0.1","1.23","0.185162","14,15,41,54,55","Kepler-5 b; CTOI from Robert Wilson","2020-08-10","2023-03-15","2023-03-24"
+"1715469662","2183.01","","3","4","3","3","3","4","4","152.9","416.2","116.32","1","1","1","PC","PC","8.0348","0.006","1","qlp-s54-ffi","QLP","283.489697","37.380825","-15.686","0.111","43.795","0.085","2459789.284328","0.0003325","6.5011256","0.0000051","5.442","0.455","4.755065","0.00073","4370","0.672063","","","388.818","1237","118","105.334","0.5865","5485","756.1","","","","","","","","","14,26,40,41,53,54","no stellar radius but Teff+plx suggest K dwarf; match to FA TOI 1152/ phantom TIC 237184773","2020-08-12","2022-10-05","2022-12-14"
+"176956893","2184.01","TIC 176956893.01","3","5","5","3","4","4","4","6.6","19","64.42","7","5","3","CP","CP","11.4057","0.006","1","qlp-s39-tois","SPOC","100.833125","-66.947656","2.327","0.042","4.494","0.044","2460072.630222","0.007223752","6.9067783","0.0000279","6.211","0.774","0.977603","0.000278","900","0.256386","9.36468","0.532394","821.834","1491","39","788.317","13.197","5731.8","64.7","3.65","0.2","3.15","0.17","0.124314","0.1","1.02","0.120309","1,2,4,5,6,7,8,9,10,11,12,27,28,29,31,32,34,35,36,37,61,62,64,65","TOI-2184 b","2020-09-18","2023-08-10","2023-08-10"
+"355096431","2185.01","","3","4","4","3","3","4","4","13.4","53.8","73.49","6","0","1","PC","PC","12.7421","0.006","1","spoc","SPOC","314.576665","-40.268633","-0.663","0.036","-19.193","0.03","2459036.889768","0.0024293517","7.2147717511923","0.0013355075","4.0147753711454","0.22644165","9.356012","0.451696","8580.1836801145","415.94083","10.123955518725","0.874891","191.60453331441","948.90163426152","17.265121","493.871","5.953","5440.3","5485.6","4.4","2","1.08637","0.0558869","","","0.98","0.128984","27","possible odd-even","2020-09-18","2020-09-17","2024-09-01"
+"238171173","2186.01","","3","4","4","3","1","4","4","25.1","26.8","317","4","0","0","PC","PC","13.0654","0.006","1","spoc","SPOC","357.002336","-68.487698","20.72","0.025","-9.352","0.028","2459040.679552","0.0019892629","4.4765243914195","0.00033311002","2.9941572084218","0.1286072","9.872809","0.347926","9051.9752421038","320.4001","14.538025571864","0.42160743","636.88744059891","1281.2545502022","19.216448","771.822","9.369","5772.2","5876.6","4.4","","1.3714799880981","","","","1.02","","27,28","faint","2020-09-18","2021-09-29","2023-08-31"
+"270472265","2187.01","","3","4","3","3","1","4","4","31.5","79.8","107.41","1","0","0","PC","PC","13.0769","0.006","1","qlp-s39-tois","SPOC","96.940806","-79.409779","-1.873","0.023","26.889","0.026","2460016.915327","0.0014111274","2.7492277","0.0000021","1.688","0.048","12.283759","0.002891","11250","2.66235","12.683","","271.924","1131","91","587.277","4.298","5344","5585.9","4.4","2","1.14","","","","1.07","","1,4,7,8,10,11,12,13,27,28,31,34,37,39,61,62,63","2 stars in pixel; check TIC 735158174","2020-09-18","2023-10-03","2023-10-05"
+"260797169","2188.01","","3","4","4","3","1","4","4","27","28.6","317","3","0","0","PC","PC","13.0943","0.006","1","spoc","SPOC","347.94394","-69.85417","4.033","0.027","4.027","0.027","2459037.589469","0.0018109356","3.7348347214121","0.00025703578","2.4593885977425","0.113938265","9.755496","0.381098","8944.897875702","350.94232","14.559418833374","0.45485803","830.17169517851","1369.026106851","24.5593","780.137","10.5775","5829","5828.4","4.3","","1.36818","","-0.0919707","0.0806153","1.04","","27,28","","2020-09-18","2021-10-04","2022-12-14"
+"270342589","2189.01","","3","4","4","3","1","4","4","21.2","62.5","95.76","3","0","0","PC","PC","13.458","0.006","1","spoc","SPOC","34.085419","-78.70071","2.197","0.032","1.209","0.025","2459037.694544","0.0014689234","4.4343997664161","0.0002560217","2.828018036026","0.11930408","14.442273","0.427596","13213.747102936","393.7528","11.829196818756","0.47225198","261.87737474051","1025.9926372871","23.180893","542.659","4.29","4979.4","5033.5","","","1.0025399923325","","","","0.89","","27,28","","2020-09-18","2021-10-04","2022-12-14"
+"389421473","2190.01","","3","4","4","3","3","4","4","43.9","61.8","317","5","0","1","PC","PC","12.5965","0.006","1","spoc-s01-s69-b0A-PC","SPOC","311.751171","-38.670656","9.357","0.043","-15.027","0.03","2459041.219803","0.00092388457","5.3160704360108","0.000009637453","4.3526594973612","0.1060569","15.530843","0.407754","14202.612629322","375.48447","19.500646858797","1.1298759","621.30987261067","1273.347128348","41.12231","677.662","15.0875","5477","5459.7","4.4","","1.5522700548172","0.0841433","","","1.01","0.122656","27,67","2 stars in pixel; possible odd-even","2020-09-18","2024-04-24","2024-04-30"
+"262471759","2191.01","","3","4","4","3","3","4","4","38.6","46.8","317","6","0","1","PC","PC","12.8641","0.006","1","spoc","SPOC","313.40292","-36.821547","4.515","0.055","-2.549","0.034","2459037.349685","0.0013923497","4.0115393745234","0.00046938524","2.2686482561638","0.08651492","15.954845","0.582984","14587.511796891","536.80414","15.34879092963","0.8884081","550.5706840962","1235.443874192","24.630314","596.389","12.8075","5741","5721.1","4.3","","1.13908","0.0581909","","","1.07","0.132663","27","","2020-09-18","2020-09-17","2022-12-14"
+"277890574","2192.01","","3","4","4","3","3","4","4","20.8","68","90.98","5","0","1","PC","PC","12.5625","0.006","1","spoc","SPOC","353.281713","-76.819155","25.76","0.033","3.012","0.026","2459039.462472","0.0011626665","6.2643561605644","0.00029241634","3.7445911603829","0.10597415","11.392506","0.233063","10438.02745315","214.63573","11.477609801854","0.7521854","223.31521230191","985.93736695486","39.086742","426.477","2.8275","5262","5242.7","4.4","2","1.1291600465775","0.0613819","0.31519","0.0806755","0.92","0.12072","27,28","possible odd-even","2020-09-18","2021-10-04","2022-12-14"
+"401604346","2193.01","","3","5","5","3","4","4","4","75.6","185","112.14","8","8","1","PC","CP","11.3996","0.006","1","spoc","SPOC","313.691232","-72.80464","-2.376","0.029","-0.809","0.037","2459037.564542","0.00075842475","2.1223672510075","0.00013547437","1.5855364829311","0.055126417","8.782479","0.435391","8056.3340251939","400.92908","12.981436717384","1.458274","1534.9059996745","1596.3943993916","30.193857","337.064","2.368","6079","128.674","4.33912","0.0788385","1.19653","0.055015","","","1.14","0.150926","27","V-shaped; two stars in pixel; Gaia DR2 RV error ~1.9 km/s","2020-09-18","2020-09-18","2023-03-03"
+"271478281","2194.01","","1","5","5","1","4","4","4","3.6","102.8","3.55","4","6","1","CP","CP","7.4259","0.006","1","qlp-s67-ffi","SPOC","299.156339","-31.335181","409.398","0.132","31.715","0.059","2460141.982191","0.0018054","15.3419095","0.0000454","2.736","0.665","0.741811","0.044707","683","41.1762","1.7005","0.139896","14.2526","541","19","19.5711","0.03765","4669","121.9","4.63","0.09","0.69","0.05","","","0.74","0.0854481","27,67","TOI-2194 b","2020-09-18","2023-10-16","2023-12-03"
+"24695044","2195.01","TIC 24695044.01","3","4","4","3","3","4","4","41.3","155.4","59.24","3","9","3","PC","PC","10.9916","0.006","1","spoc","SPOC","34.840097","-72.708894","-16.306","0.043","-55.689","0.036","2459039.46082","0.00040187474","4.1645693151698","0.000042959546","2.0298334327051","0.031198017","8.412286","0.092951","7718.0636746293","85.60729","8.9178849707148","0.49730983","254.5550311402","1018.7442507522","77.34245","174.267","0.653","5101.7","5154","","","0.93344300985336","0.0508141","","","0.91","0.111925","27,28,29","SG1 should clear the neighbor.","2020-09-18","2021-10-04","2022-12-14"
+"372172128","2196.01","","2","4","4","2","4","4","4","9.2","55.9","12.1","5","1","3","PC","CP","11.3643","0.006","1","spoc","SPOC","312.340074","-70.485072","16.357","0.035","-19.981","0.039","2459036.508778","0.0027034301","1.1953968368083","0.00026731755","1.5752293051326","0.746582","1.22457","0.169468","1127.2344563596","156.07317","3.5030244747853","4.726927","2072.520318388","1720.8556766888","7.2414308","259.947","2.0205","5728","129.238","4.4217","0.0769563","1.02917","0.0498618","","","1.02","0.129385","27","low SNR","2020-09-18","2020-09-18","2022-12-14"
+"389352124","2197.01","","5","5","5","5","5","5","5","94.5","294.3","113.65","0","1","1","KP","KP","9.0532","0.006","1","qlp-s67-ffi","SPOC","311.042756","-39.225486","30.468","0.069","-57.355","0.046","2460148.5999","0.0002434","4.954648","0.0000018","3.639","0.027","8.017289","0.057577","7357","53.0286","13.0889","0.584736","612.686","1386","179","162.303","1.286","6562","117.8","4.24","0.09","1.47","0.07","0.147692","0.049923","1.36","0.220964","27,67","WASP-7 b","2020-09-18","2023-10-16","2023-10-19"
+"100566492","2198.01","","5","5","5","5","5","5","5","54.7","75.9","317","0","0","2","KP","KP","11.117","0.006","1","spoc","SPOC","309.511234","-48.462083","5.826","0.045","-4.801","0.043","2459040.905327","0.0010243284","4.9549631089896","0.00048052883","5.9565174468219","0.0824554","8.979431","0.153882","8236.2566801387","141.72084","18.450468948967","0.8623694","1489.554279456","1584.4693147863","39.513443","523.756","8.6515","6282.4","105.629","3.92936","0.0781092","1.99207","0.0877286","-0.305","0.0848528","1.23","0.173846","27","WASP-88 b","2020-09-18","2020-09-18","2022-12-14"
+"369455629","2199.01","","5","5","5","5","5","5","5","23.6","79.3","55.81","0","1","1","KP","KP","11.4513","0.006","1","spoc","SPOC","311.673345","-41.820983","30.957","0.061","-21.65","0.044","2459038.510574","0.0011443137","3.3771113715336","0.00032571607","2.4508029339277","0.15682563","4.913368","0.178218","4515.155077012","164.13101","8.6110106493712","1.0350502","756.26095019081","1337.4811457899","22.106583","327.602","4.536","5614.86","109.556","4.21917","0.0767334","1.28017","0.0636181","0.32079","0.059579","0.99","0.126344","27","WASP-182 b","2020-09-18","2020-09-18","2022-12-14"
+"142105158","2200.01","","3","4","4","3","3","4","4","21.5","84","40.76","3","0","1","PC","PC","12.3181","0.006","1","qlp","SPOC","98.783507","-72.456778","15.357","0.037","4.817","0.036","2459384.869876","0.0004123","2.9360281","0.0000029","2.118","0.132","7.397291","0.000247","6790","0.22715","7.18912","0.425714","288.087","1147","124","251.245","1.1885","4983.6","34.8","0.2","","0.83","0.05","0.273342","0.1","0.85","0.103803","1,2,3,4,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,36,37,38","TFOP work in progress","2020-09-18","2021-11-10","2024-09-01"
+"219306934","2201.01","","3","4","3","3","3","4","4","30.6","112.5","35.6","3","3","1","PC","PC","10.2001","0.006","1","qlp-s67-ffi","SPOC","316.66971","-57.577978","25.332","0.05","13.3","0.043","2460150.788041","0.0019412","1.3477642","0.0000031","1.112","0.614","0.827646","1.628272","762","1498.57","6.61528","2.97358","6992.14","2547","14","252.501","2.079","6252","136.1","4.19","0.08","1.47","0.07","","","1.21","0.173803","27,67","centroid offset not centered on another star; v-shaped","2020-09-18","2023-10-16","2023-10-19"
+"358107516","2202.01","","1","4","1","3","4","4","4","19.9","105.4","89.59","37","1","3","CP","CP","12.173","0.006","1","spoc-s01-s65-b0A-CP","SPOC","51.228421","-73.957546","-10.809","0.04","6.495","0.037","2459041.912359","0.00039232985","11.912494186536","0.000009208013","3.7520868991722","0.047016714","21.164298","0.215945","19304.277801447","198.8726","11.375405677025","0.7072209","42.725426132163","652.06569141438","90.05328","235.933","1.046","5064","125.418","4.53576","0.0851766","0.82388299703598","0.049985","","","0.85","0.105174","27,28,29,36,39,62,63","TOI-2202 b / TOI 2202.01","2020-09-18","2024-02-14","2024-02-17"
+"355600246","2203.01","","3","5","5","3","3","4","4","70","103.2","317","0","0","3","PC","APC","12.3775","0.006","1","spoc","SPOC","325.104572","-54.034226","2.296","0.072","-3.084","0.08","2459038.655122","0.00060857314","3.0563099685485","0.00006436612","3.0708372310957","0.040375493","18.956851","0.226647","17308.363967775","208.72813","20.072744339128","1.1771129","1530.29711601","1595.1946686921","55.824924","701.717","27.4775","6344","130.27","4.21787","0.0889385","1.4463800191879","0.0837563","","","1.26","0.19153","27,28","Two peaks in the Coralie spectra. Retired as APC/PC/SM","2020-09-18","2021-10-14","2022-12-14"
+"467971286","2204.01","","5","5","5","5","5","5","5","31.7","87","73.11","0","0","0","KP","KP","13.191","0.006","1","spoc","SPOC","289.297427","-60.89176","8.699","0.027","-17.887","0.023","2459037.141234","0.001176831","2.2250513813804","0.00020055255","2.3678870525181","0.11637804","14.366184","0.434915","13144.590054974","400.49127","10.092618912458","0.5832302","470.74665231044","1188.000325469","22.531944","414.537","3.516","5103","122","4.48023","","0.883426","","","","0.86","","27","HATS-69 b","2020-09-18","2020-09-18","2022-12-14"
+"260298958","2205.01","","3","4","4","3","3","4","4","90.5","125.6","131.46","4","0","2","PC","PC","15.0804","0.009","1","spoc-s01-s39-b0A-PC","SPOC","94.315682","-56.509859","-2.397","0.07","27.724","0.077","2460068.829398","0.0010675401","0.88913923315302","0.0000015447602","1.2094134526249","0.023659116","45.930897","0.843238","41421.594127564","776.3495","14.2531081505","0.49608633","280.57496420096","1043.8352977122","56.565903","409.034","5.74","3653","157","4.60969","0.0131045","0.64988702535629","0.0207052","","","0.627042","0.0210398","27,28,29,31,35,36,37,38,39,61,62,63,64,65","near neighbor TIC 737476974; V-shaped; large PC","2020-09-18","2023-08-10","2023-08-10"
+"381856447","2206.01","","5","5","5","5","5","5","5","173.7","437.8","78.26","0","1","1","KP","KP","10.7218","0.006","1","spoc","SPOC","322.253764","-58.836147","107.107","0.043","11.185","0.042","2459037.77354","0.00032288584","1.7690121045292","0.000045569614","1.0172953319057","0.02873108","11.032892","0.25304","10110.213984129","233.03137","10.504559922328","3.8474433","313.40116579074","1073.1116296311","63.949917","91.299","0.2409","4683","128.9","4.62","0.09","0.701795","0.0530779","","","0.75","0.0887353","27","WASP-145 A b","2020-09-18","2020-09-17","2022-12-14"
+"90850770","2207.01","","3","5","5","3","4","4","4","21.6","77.6","85.63","5","24","1","PC","CP","10.9651","0.006","1","spoc","SPOC","307.596693","-44.887618","15.994","0.073","-25.723","0.047","2459043.768974","0.0014315071","8.001665596488","0.0011212181","4.560775678202","0.13869776","5.324294","0.169056","4891.8513485817","155.6941","11.075708208464","0.7041047","455.05537539428","1177.9742899275","25.34822","373.345","6.38","6146","131.4","4.12","0.08","1.55738","0.0751005","","","1.17","0.164101","27","second transit event probably impacted by detrending","2020-09-18","2020-09-17","2023-03-03"
+"38680052","2208.01","","3","4","4","3","3","4","4","162.6","277.3","104.77","6","0","2","PC","PC","15.7438","0.008","1","spoc-s01-s39-b0A-PC","SPOC","65.528812","-61.36859","13.063","0.15","31.906","0.147","2459362.153557","0.000538578","0.67434530317036","0.0000010581979","0.90104128101198","0.016499588","118.808451","2.236355","103652.07056375","2057.6394","12.471661271753","2.2434363","98.799468563155","804.09692573792","68.97647","181.731","2.4465","3228","157","4.90232","0.000940672","0.32184600830078","0.0108865","","","0.301683","0.021036","27,28,29,31,35,36,37,38,39","V-shaped; some odd-even","2020-09-18","2022-03-21","2022-12-14"
+"271806353","2209.01","","3","4","4","3","1","4","4","27.9","64.2","121.92","4","0","0","PC","PC","13.3304","0.006","1","spoc-s01-s39-b0A-PC","SPOC","111.442356","-77.776659","-12.065","0.033","3.248","0.033","2459362.84393","0.001579083","3.4391151981222","0.000009434994","3.3615891060582","0.056221485","13.538226","0.150994","12391.749340193","139.06079","13.635025343056","0.22535038","688.3062667249","1306.3669376581","64.68536","626.478","7.239","4955","5004.6","4.4","2","1.2143800258636","","","","1.01","","1,3,4,6,7,10,11,12,13,27,30,31,33,34,37,38,39","","2020-09-18","2022-03-21","2024-09-01"
+"317089588","2210.01","","3","4","4","3","1","4","4","10.4","57.9","95.34","4","0","0","PC","PC","13.4669","0.006","1","spoc-s01-s69-b0A-PC","SPOC","347.462945","-79.699998","16.127","0.028","-14.441","0.024","2459042.902673","0.0014741474","12.78468092043","0.00002303668","4.8533784290779","0.14248815","21.556068","0.463827","19658.081666241","427.10944","11.799487531257","0.31589988","49.245452718203","675.63366809055","45.74093","483.235","2.993","5077.7","5123.9","4.4","2","0.83624398708343","","","","0.95","","27,66,67","","2020-09-18","2024-04-24","2024-04-30"
+"212253390","2211.01","","2","4","4","2","3","4","4","4.4","56.3","3.42","1","5","3","PC","PC","9.2551","0.006","1","spoc","SPOC","308.539086","-29.672613","81.508","0.06","-116.589","0.047","2459038.108613","0.0037860244","3.0911721301582","0.00092929153","1.9714799140504","0.48554665","0.379199","0.04643","349.19389903258","42.76278","1.6667030086648","1.3173378","295.09924367464","1057.0895356419","7.432609","70.2932","0.19415","5253","123.391","4.54958","0.0842028","0.834386","0.0474272","","","0.9","0.108867","27","low SNR","2020-09-18","2020-09-18","2022-12-14"
+"280803917","2212.01","","3","4","4","3","3","4","4","18.6","75.8","58.14","4","0","5","PC","PC","12.4235","0.006","1","spoc","SPOC","44.529245","-66.949285","-10.179","0.033","-28.823","0.031","2459039.726546","0.00076864706","5.1293910421146","0.00006769938","2.902081124005","0.071508005","10.059217","0.161239","9222.0949185489","148.49565","8.8195664284989","0.582431","181.65898220645","936.34084533267","39.64082","324.412","1.743","5116.3","138.1","4.45","2","0.92080402374268","0.0529649","","","0.89","0.109007","1,2,3,27,28,29,30","","2020-09-18","2021-09-29","2022-12-14"
+"406318573","2213.01","","3","4","4","3","1","4","4","10.1","37.7","66.32","2","0","0","PC","PC","13.2598","0.006","1","spoc","SPOC","326.582729","-61.107837","-15.142","0.022","1.727","0.03","2459036.457442","0.0024018518","5.1794021036737","0.00046789815","2.5825800050855","0.2628383","6.590389","0.400545","6051.5876033774","368.8471","9.5302772365099","1.2590326","430.12581857352","1161.4984313399","13.928314","762.655","11.004","5784","5730.4","4.3","","1.2117199897766","","","","1.06","","27,28","possible centroid offset","2020-09-18","2021-10-04","2022-12-14"
+"272236017","2214.01","","3","4","4","3","3","4","4","14.1","48.4","48.5","3","0","3","PC","PC","12.6562","0.006","1","qlp-s39-tois","SPOC","117.867565","-72.285046","-5.814","3.193","12.179","3.194","2460041.314701","0.0022017064","2.4156482","0.0000039","2.837","0.189","3.861221","0.000418","3550","0.384846","","","1169.2","1629","67","571.376","","5727","5750.8","4.3","","","","","","","","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,32,33,34,35,36,37,38,61,62,63,64","No stellar radius; Gaia Teff ~5700+/-300 K; no astrometric information; no stellar radius; very near companion (.12'' away with similar magnitude)","2020-09-18","2023-07-06","2023-07-06"
+"425561347","2215.01","","2","5","5","2","4","4","4","7.3","81.5","8.62","5","0","1","PC","CP","9.977","0.006","1","spoc-s01-s69-b0A-PC","SPOC","286.073121","-32.354279","-8.233","0.078","-6.052","0.069","2459040.86632","0.0011576177","5.7772122377363","0.0000128100455","2.5634100250225","0.28120512","1.597622","0.108738","1470.3821261122","100.14597","2.86934337761","0.8500409","75.360511813169","751.45972527807","11.416555","70.9015","0.2788","4882.7","114.8","4.6","0.09","0.72981798648834","0.0520703","","","0.77","0.0878433","27,67","variable host; crowded field; L1 candidate","2020-09-18","2024-04-24","2024-04-30"
+"39018923","2216.01","","3","4","3","3","3","4","4","6.2","32","34.42","4","0","1","PC","PC","12.0253","0.006","1","qlp","SPOC","12.074996","-68.439297","17.269","0.05","2.526","0.038","2459111.57888","0.0026","5.68083","0.00003","3.807","0.451","2.293324","0.001696","2110","1.56243","6.4984","0.369777","519.68","1330","20","563.621","9.044","6295","6319.5","4.3","2","1.39","0.07","","","1.23","0.184442","1,2,27,29","low SNR","2020-09-18","2021-09-29","2022-12-14"
+"234330672","2217.01","","3","4","3","3","3","4","4","20.7","61.6","96.5","5","0","3","PC","PC","12.8172","0.006","1","spoc","SPOC","35.750418","-71.457945","14.265","0.021","13.183","0.022","2459039.60446","0.0013529016","3.8300937960584","0.000117863536","4.2606706556846","0.12052716","8.501824","0.197422","7799.8911110638","181.8155","11.882723558781","0.6397755","810.42190760411","1360.810158664","27.465544","698.996","6.2165","5916","5868.8","4.3","","1.3126300573349","0.0594222","0.0209229","0.081029","1.1","0.138764","27,29","","2020-09-18","2021-10-04","2022-12-14"
+"348995212","2218.01","","3","5","5","3","3","4","4","120.2","282.8","74.38","12","1","1","PC","APC","11.5547","0.006","1","qlp-s38-tois","SPOC","107.155704","-64.232801","-17.625","0.084","33.331","0.071","2460014.455131","0.00031720666","0.3456911","1e-7","0.648","0.025","3.044325","0.293537","2800","270.321","10.1929","1.9547","18378.3","3243","156","330.15","4.6275","6282","6442.8","4.3","2","1.05","0.05","","","1.23","0.191189","1,2,3,4,5,6,7,8,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,61,62,63","V-shaped; small a/Rs; possibly EB","2020-09-18","2023-08-10","2023-08-10"
+"278138619","2219.01","","3","4","3","3","3","4","4","11.7","39.4","110.11","2","0","1","PC","PC","12.9901","0.006","1","spoc-s01-s39-b0A-PC","SPOC","107.819578","-78.238464","4.525","0.025","-13.753","0.028","2460074.804023","0.0034096197","10.168872190536","0.00008075004","4.3884107978323","0.11568099","8.027505","0.177682","7366.3397609906","163.638","12.842453379735","0.65039736","258.77519826664","1022.940591017","38.69671","687.409","6.855","5161.7","5229.8","4.3","2","1.3985999822617","0.0649649","","","1.14","0.148445","1,3,4,6,7,10,11,13,27,28,30,31,33,34,37,38,39,61,64,65","","2020-09-18","2023-08-10","2023-08-10"
+"150437346","2220.01","","3","4","3","3","3","4","4","97.5","197.3","117.83","8","2","3","PC","PC","11.6659","0.006","1","spoc-s01-s65-b0A-PC","SPOC","97.320501","-65.337781","-25.398","0.059","-0.129","0.052","2459363.006828","0.00076224","1.3926549422656","5.8375235e-7","2.0005269257575","0.015040806","7.734532","0.06829","7098.4535785609","62.895287","13.363581895613","0.9378267","2439.8676564762","1792.5088850866","194.9596","356.5","3.69","5615","271.6","4.39","2","1.209489941597","0.0652513","","","1.04","0.122224","27,28,30,31,33,34,35,36,37,38,39,61,62,63,64,65","consistent very small odd-even; possible synchronization in early Y1; V-shaped; large","2020-09-18","2024-02-21","2024-03-03"
+"441420236","2221.01","","1","4","1","5","4","5","5","48.7","466.8","15.33","36","1","4","KP","CP","6.755","0.032","1","spoc","SPOC","311.291137","-31.34245","281.424","0.075","-359.895","0.054","2459041.281746","0.0009567216","","","3.57380057446","0.069821164","3.123035","0.235679","2872.288752535","217.04503","4.0269258328056","0.21189068","76.637913165169","754.6240935448","22.71253","9.7221","0.004625","3588","87","4.60198","0.0633204","0.698009","0.0210957","","","0.662074","0.0204762","27","AU Mic b; first transit matches expected ephemeris","2020-09-18","2020-09-18","2022-12-14"
+"306510653","2222.01","","3","4","4","3","3","4","4","48.8","59","317","4","0","1","PC","PC","12.7427","0.006","1","qlp","SPOC","119.185192","-67.071931","-5.878","0.024","2.607","0.023","2459386.420276","0.0002571","2.2456869","0.000001","3.155","0.073","13.767193","0.000219","12600","0.201959","17.5083","0.760297","2366.82","1943","224","859.449","9.774","6381","6543.8","4.2","","1.5","0.06","","","1.41","0.239803","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38","","2020-09-18","2021-11-10","2022-12-14"
+"273695332","2223.01","","3","4","4","3","3","4","4","21.1","61.5","120.08","4","3","1","PC","PC","12.0599","0.006","1","spoc-s01-s39-b0A-PC","SPOC","18.689893","-81.982165","28.307","0.041","2.571","0.035","2459365.146877","0.0017732515","6.930965673692","0.000031992757","5.2921448482139","0.10705567","7.503792","0.132904","6887.4200394326","122.40133","13.5136570377","0.69025767","586.18681310004","1254.9567552099","40.39721","601.919","6.8165","5847","5846.6","4.3","","1.5913599729538","0.0734145","","","1.19","0.165998","27,28,39","","2020-09-18","2022-03-22","2024-09-01"
+"388198242","2224.01","TIC 388198242.01","3","4","3","3","3","4","4","26.5","81.6","21.93","3","0","1","PC","PC","11.9987","0.006","1","spoc-s01-s36-b0A-PC","SPOC","61.242969","-78.374681","-3.998","0.041","36.072","0.047","2459988.772614","0.0012692922","0.50551051589748","0.0000028973066","0.64823202825693","0.1100928","2.466551","0.087831","2269.1991369853","80.891884","4.9709811577249","1.7097","4944.368775749","2138.6881511976","28.75093","290.755","1.874","4996.3","5017.6","4.5","2","1.0148899555206","0.0569648","0.0689733","0.0789178","0.9","0.111041","1,2,5,12,13,27,28,29,32,35,62","V-shaped","2020-09-18","2023-10-02","2023-10-02"
+"271891552","2225.01","","3","4","4","3","3","4","4","11","34.6","66.99","3","0","2","PC","PC","13.3639","0.013","1","qlp-s39-tois","SPOC","112.767471","-72.667447","1.821","1.252","1.369","1.288","2460015.034505","0.0046086665","3.5775562","0.0000079","3.531","0.105","4.417062","0.001109","4060","1.02122","","","476.68092278362","1191.7267626406","40","842.388","","5823.3","5934.8","4.3","","","","","","","","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,62,63","Gaia Teff ~5800 K; Gaia plx 0.91+/-0.05; no stellar radius; effective stellar flux and planet equilibrium temperature are from spoc-s01-s39 multisector; other parameters are from qlp-s39-tois","2020-09-18","2023-10-02","2024-09-01"
+"403135192","2226.01","","3","4","4","3","3","4","4","28.9","120.8","20.46","5","0","1","PC","PC","9.6968","0.006","1","qlp-s68-ffi","SPOC","333.559598","-59.568325","57.2","0.074","8.138","0.055","2460179.543072","0.0003031","0.9017685","3e-7","0.635","0.082","1.040634","0.058278","958","53.675","4.77441","0.251646","446.986","1280","41","164.418","1.5585","5828","5824.8","3.9","0.1","1.36","0.06","-0.09","0.09","1.04","0.123581","1,27,28,67,68","could be L1 given Rp uncertainty","2020-09-18","2023-10-16","2023-10-19"
+"405425498","2227.01","","2","4","4","2","3","4","4","4.3","40.6","8.35","4","3","1","PC","APC","10.0106","0.006","1","qlp-s68-fffi","SPOC","337.517756","-67.850146","-2.912","0.033","24.837","0.037","2460177.65724","0.0021455","4.2217717","0.0000087","2.561","0.268","0.645119","0.03056","594","28.1463","2.81922","0.164459","305.107","1164","19","165.441","0.6415","5763.48","45.6","3.99846","0.066564","1.21","0.06","-0.0502762","0.0668965","1.03","0.130293","1,27,28,67,68","potential L1 planet","2020-09-18","2023-11-16","2024-09-09"
+"405425498","2227.02","","2","4","4","2","3","4","4","2.8","33.5","10.08","4","3","1","PC","APC","10.0106","0.006","2","spoc-s01-s69-b0A-PC","SPOC","337.517756","-67.850146","-2.912","0.033","24.837","0.037","2458335.051334","0.0016183176","11.547200861758","0.000024977164","1.0326107350208","0.83000666","0.720561","0.170692","663.44115262232","157.2006","3.1457402838572","10.141164","141.4530507958","879.57490322321","7.181579","165.441","0.6415","5763.48","45.6","3.99846","0.066564","1.2084699869156","0.0594974","-0.0502762","0.0668965","1.03","0.130293","1,27,28,67,68","potential multi; low SNR","2024-03-14","2024-03-14","2024-09-09"
+"61733521","2228.01","","5","5","5","5","5","5","5","4.6","41.8","7.75","1","0","1","PC","FP","10.8911","0.006","1","qlp","QLP","289.018075","-46.480756","50.01","0.08","-29.553","0.074","2458655.87771","0.00586","3.36296","0.00007","2.594","0.432","0.814608","0.003405","750","3.13635","2.69668","0.229997","414.8","1257","9","167.24","1.453","5420","131.4","4.5","0.08","0.9","0.05","","","0.94","0.12344","13,27","","2020-09-18","2020-09-18","2022-12-14"
+"143410850","2229.01","","3","4","3","3","3","4","4","7.9","39.1","26.18","0","0","1","PC","PC","10.6658","0.006","1","qlp","QLP","294.572181","-46.398078","7.962","0.073","-18.752","0.044","2458660.25609","0.00632","4.98668","0.00011","2.267","0.717","0.934135","0.005768","860","5.31209","5.51463","0.494476","339.923","1196","9","329.989","4.857","6046","130.3","4.06","0.08","1.64","0.08","","","1.12","0.151061","13,27","","2020-09-18","2020-09-18","2022-12-14"
+"129432342","2230.01","","5","5","5","5","5","5","5","64.4","49.4","317","1","0","1","PC","FP","10.9198","0.006","1","qlp","QLP","304.452849","-44.968454","9.323","0.062","-9.39","0.047","2459037.29826","0.00303","1.79217","0.00039","1.797","0.251","1.858198","0.003738","1710","3.44327","21.4342","","436.663","1273","19","713.6","21.8525","4884","122","","","4.7","","","","","","27","likely EB; small a/r","2020-09-18","2020-09-18","2022-12-14"
+"100504381","2231.01","","5","5","5","5","5","5","5","203.7","299.5","317","0","0","2","O","FA","8.565","0.017","1","qlp-s67-ffi","QLP","308.563699","-48.274725","11.7","2","-13.8","1.8","2460143.110815","0.000576","5.46278","0.0000038","1.274","0.379","3.242502","7.17561","2982","6587.19","19.5752","5.80639","281.499","1141","45","","","","","","","1.69","0.01","","","","","27,67","no stellar parameters; TFOP FA; the phantom in a split with 1989628303 and 1989628301","2020-09-18","2023-08-28","2023-09-25"
+"439444938","2232.01","","3","5","5","3","3","4","4","8.6","29.3","61.13","1","0","1","PC","PC","8.776","0.016","1","qlp","QLP","301.540122","-33.667484","-6.9","2.2","-11.1","2.2","2459046.54248","0.00273","11.45959","0.00452","0.956","0.221","0.705958","0.006025","650","5.54886","","","","","10","","","","","","","","","","","","","27","low SNR; two stars within a TESS pixel; no stellar params in the TIC; the phantom in split of 1991448397 and 1991448398","2020-09-18","2020-09-18","2022-12-14"
+"421455387","2233.01","","3","5","5","3","3","4","4","216.8","240.3","317","3","0","1","PC","APC","10.9896","0.006","1","qlp","QLP","296.919659","-32.575966","1.199","0.065","-24.846","0.035","2458657.17965","0.00066","2.50876","0.00001","1.02","0.075","6.097211","2.185472","5600","2010.87","18.7769","5.70585","324.413","1182","18","193.007","1.5745","5226","129.8","4.28","0.08","1.13","0.07","","","0.89","0.107402","13,27","V-shaped; two stars in the TESS pixel","2020-09-18","2020-09-18","2022-12-14"
+"271491157","2234.01","","3","5","5","3","3","4","4","32.5","66.6","119.6","1","0","1","PC","APC","10.7837","0.006","1","qlp","QLP","299.229827","-35.397179","9.589","0.073","-6.849","0.044","2459036.73041","0.0026","2.91615","0.00054","1.481","0.161","2.478305","0.00411","2280","3.78543","13.4791","0.92864","253.391","1111","24","558.211","15.4225","6103","132.3","3.64","0.08","2.69","0.15","","","1.15","0.157408","27","","2020-09-18","2020-09-18","2022-12-14"
+"267093376","2235.01","","3","5","5","3","3","4","4","6.7","37.5","50.65","2","1","3","PC","APC","10.8988","0.006","1","qlp","QLP","41.091524","-74.789817","-13.028","0.038","-10.482","0.031","2458326.09868","0.00204","17.14012","0.00006","1.176","0.211","2.369489","0.005358","2180","4.93525","8.14257","0.536339","5.93171","434","15","405.817","2.838","6378","136.7","4.1","0.08","1.67","0.07","","","1.27","0.190423","1,2,13,27,28,29","","2020-09-18","2020-11-19","2022-12-14"
+"394722182","2236.01","","3","5","5","3","4","4","4","57.8","139.3","131.35","2","8","1","PC","CP","10.8673","0.006","1","qlp-s39-tois","QLP","20.166011","-86.979965","-3.719","0.04","-7.732","0.034","2459389.337457","0.0004118","3.5315897","0.0000031","2.689","0.081","7.878388","0.000425","7230","0.391653","14.2116","0.644345","551.242","1349","156","355.59","2.444","6209","127.2","4.09","0.08","1.62","0.07","","","1.19","0.168387","12,13,27,39","","2020-09-18","2023-01-24","2023-03-03"
+"389238529","2237.01","","5","5","5","5","5","5","5","22.6","91.1","26.62","1","0","1","PC","FP","10.9987","0.006","1","qlp","QLP","302.999475","-37.561663","-15.798","0.087","-13.701","0.053","2459036.5003","0.00305","0.49642","0.00011","0.572","0.15","1.086279","0.018521","1000","17.0583","5.57222","0.734314","2758.3","2018","13","416.129","8.4485","7000","205.8","4.33","0.11","1.41","0.09","0.25","0.19","1.54","0.269981","27","short period; a/R ~ 2","2020-09-18","2020-09-18","2022-12-14"
+"231077395","2238.01","","1","5","5","1","3","4","4","2.1","20","6.4","1","2","3","PC","PC","10.7188","0.006","1","qlp-s39-tois","QLP","67.657808","-70.35491","0.544","0.046","-16.269","0.055","2459965.362835","0.0060185855","3.3904897","0.0000138","2.878","0.239","0.282328","0.000258","260","0.237363","2.40673","0.126479","764.344","1464","14","285.78","2.071","6113.8","107.4","4.19","0.08","1.43","0.06","-0.34","0.1","1.15","0.153423","1,2,3,4,5,6,7,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,61,62,63,64,65","Low-SNR candidate. Poor transit shape but good BLS signal. Slight depth aperture correlation.","2020-09-18","2024-01-21","2024-01-22"
+"388130235","2239.01","","5","5","5","5","5","5","5","","","317","1","0","3","PC","FP","10.7891","0.006","1","qlp","QLP","65.410196","-67.467038","2.785","0.051","-4.604","0.046","2459323.834676","0.001369","92.1951455","0.0002335","4.011","0.106","4.929559","0.000953","4530","0.877494","18.1885","","0.785468","262","55","454.103","4.654","5030.6","69","","","3","","-0.29","0.09","","","1,3,4,5,6,7,8,9,10,11,13,27,28,29,30,31,32,33,34,35,36","planet might be too large; nearby star 388130237","2020-09-18","2021-11-10","2022-12-14"
+"98494121","2240.01","","5","5","5","5","5","5","5","25.1","132.7","25.19","1","0","1","PC","FP","10.9931","0.006","1","qlp","QLP","290.986777","-36.910419","68.354","0.056","-7.2","0.056","2458659.34688","0.00151","3.06555","0.00002","2.483","0.217","3.174987","0.146198","2920","134.644","5.41363","0.951451","1605.05","1763","34","123.796","0.5295","5285","130.2","4.7","0.08","0.71","0.04","","","0.91","0.111521","13,27","slight centroid offset; ephemeris match 98494101; v-shaped transit","2020-09-18","2020-09-18","2022-12-14"
+"96973930","2241.01","","3","4","3","3","3","4","4","","","317","2","2","3","PC","PC","10.1738","0.006","1","qlp","QLP","295.256495","-27.859275","12.5","4.4","-6.9","4.2","2458657.36252","0.00444","3.3243","0.00004","2.337","0.19","1.249315","0.001997","1150","1.83968","21.7252","1.34786","181.989","1023","12","","","4779.7","114.5","","","5.76","0.28","","","","","13,27","","2020-09-18","2020-09-18","2022-12-14"
+"92562123","2242.01","","3","4","3","3","3","4","4","8.2","34.1","37.23","0","0","1","PC","PC","9.9279","0.006","1","qlp","QLP","315.171774","-35.871099","5.983","0.051","-22.916","0.039","2459041.75877","0.01251","6.53144","0.00545","5.713","0.994","0.760281","0.002491","700","2.29402","6.77621","0.521014","808.553","1485","9","349.478","4.5135","6037.2","102.6","3.66","0.07","2.58","0.11","-0.494098","0.0768221","1.12","0.145306","27","weak signal; weak BLS; possible variability; period may be double","2020-09-18","2020-09-18","2022-12-14"
+"1990842033","2243.01","","3","5","5","3","3","4","4","18.4","174.4","23.66","0","0","1","PC","APC","10.8068","0.006","1","qlp","QLP","310.483615","-38.878009","-9.515","1.638","-8.567","1.751","2459040.094","0.00137","5.41418","0.00069","4.428","0.136","8.556658","0.00152","7850","1.40014","","","816.558","1489","81","128.552","20.6045","6664","235.8","","","","","","","","","27","Rp/R* is 0.08; two stars in pixel; no stellar radius","2020-08-25","2020-09-18","2022-12-14"
+"1989628303","2244.01","","3","4","3","3","3","4","4","66.4","243.3","72.61","3","0","2","PC","PC","9.1984","0.006","1","qlp","QLP","308.563502","-48.274841","15.103","0.063","-11.602","0.07","2459039.62778","0.00088","5.46377","0.00043","1.036","0.124","4.362555","0.004732","4010","4.35819","12.894","3.12636","23.3924","612","40","174.318","1.1905","5286.9","747.5","","","1.95","0.47","","","","","27","two stars in the TESS pixel; this star and 1989628301 have phantom 100504381","2020-09-18","2020-09-18","2022-12-14"
+"278415929","2245.01","","3","4","3","3","3","4","4","6","30.3","16.08","0","1","1","PC","PC","10.8366","0.006","1","qlp-s39-tois","QLP","117.281011","-80.893886","19.258","0.039","-57.215","0.054","2459389.180943","0.0029025","3.7981107","0.0000183","3.914","0.209","0.814608","0.000465","750","0.428236","4.13478","0.23043","911.152","1530","22","264.842","1.681","5042","59.3","4.04","0.54","1.51","0.07","","","1.08","0.127643","7,11,12,13,27,38,39","possible depth aperture and centroid offset in qlp possibly due to variable star in background","2020-09-18","2022-03-21","2024-01-23"
+"349786918","2246.01","","5","5","5","5","5","5","5","2","19.5","4.79","2","1","3","EB","FP","9.9676","0.006","1","qlp-s62-ffi","QLP","113.043495","-65.811395","16.2","0.051","50.797","0.056","2460012.788541","0.0071012","2.9663437","0.0000184","4.44","0.557","0.223685","0.011177","206","10.2948","2.02837","0.121919","2291.32","1927","18","226.06","1.255","5807","126.2","4.14","0.35","1.59","0.07","","","1.12","0.14755","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62","Two stars within a TESS pixel; visual binary; TFO FP/retired as NEB","2020-09-18","2023-03-21","2023-03-24"
+"376168473","2247.01","","5","5","5","5","5","5","5","16.4","161.7","21.44","0","0","1","PC","FA","10.787","0.019","1","qlp","QLP","310.483618","-38.878003","11.1","2.3","-10","2.3","2459040.0943","0.00123","5.41402","0.0007","4.418","0.142","8.480058","0.001753","7780","1.61482","15.9563","","694.699","","82","325.492","","6394.3","","","","1.75","","-0.06","0.12","","","27","phantom join with 1990842033; TFOP APC","2020-09-18","2020-08-25","2022-12-14"
+"179580045","2248.01","","3","4","3","3","3","4","4","4.2","40.3","75.95","0","0","3","PC","PC","10.4653","0.006","1","qlp-s39-tois","QLP","80.624017","-70.254329","3.901","0.051","15.661","0.057","2460077.706461","0.0015823108","62.1624516","0.0001656","4.319","0.168","4.035572","0.000809","3710","0.744657","10.3408","0.375351","10.4285","500","32","380.513","4.5095","7546","137.6","4.24","0.08","1.66","0.05","","","1.75","0.289434","1,2,3,5,6,7,8,9,10,11,12,13,27,28,29,30,32,33,35,36,37,38,39,61,62,63,64,65,66,67,68,69","Gaia DR2 RV error 6.6 km/s; some phased scatter","2020-09-18","2024-04-24","2024-04-25"
+"152714791","2249.01","","5","5","5","5","5","5","5","42.3","53","122.69","1","0","1","PC","FP","10.3486","0.008","1","qlp","QLP","304.628882","-30.648846","9.783","0.066","-13.688","0.044","2459036.88269","0.00394","1.27349","0.00032","1.655","0.286","0.999337","0.001844","920","1.69855","13.6856","","891.053","1522","17","502.103","10.9335","4982","122","","","4.35","","","","","","27","possible small secondary; small a/r","2020-08-25","2020-09-18","2022-12-14"
+"264303333","2250.01","","5","5","5","5","5","5","5","2.4","4.6","1.81","2","2","3","EB","FP","10.1583","0.006","1","qlp-s75-ffi","SPOC","296.355007","67.310971","-26.099","0.041","-23.123","0.046","2460367.057256","0.0022811","0.8153098","0.0000022","1.373","0.344","0.205224","0.013686","189","12.6055","1.19041","0.0856287","2785.3","2023","15","142.086","0.433","5729","149.042","4.47487","0.0771837","0.97","0.05","","","1.023","0.13045","14,15,16,17,18,19,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,58,59,60,73,74,75","retired as TFOP FP/NEB; Centroid shifts likely due to low-SNR in sectors with scattered light.","2020-09-23","2024-04-22","2024-04-30"
+"229715760","2251.01","TIC 229715760.01","3","4","4","3","4","4","4","22.6","38.9","317","3","2","3","PC","PC","12.7778","0.01","1","spoc-s14-s55-b0A-PC","SPOC","278.989527","70.160757","9.167","0.029","-16.682","0.027","2459945.371277","0.0019627223","11.574356091506","0.000018488217","6.0493763483129","0.061795667","15.621732","0.140634","14285.132199802","129.5199","18.130983514161","0.91899747","205.66315563229","965.84819686394","111.67042","711.751","7.3315","5776","135","4.13","0.07","1.4578000307083","0.072897","","","1.04","0.121408","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52,53,54,55,60","possible centroid offset towards TIC 229715770","2020-09-23","2023-03-22","2024-05-28"
+"233066156","2252.01","","3","4","3","3","4","4","4","3.1","15.5","36.75","0","2","3","PC","PC","10.8841","0.008","1","qlp-s49-tois","SPOC","270.277609","61.347153","8.793","0.074","1.344","0.07","2459649.408457","0.0053374","12.3794491","0.0000946","2.79","0.372","0.575593","0.001283","530","1.18207","6.72429","0.463984","72.0531","811","12","713.878","17.9285","6582","131.1","3.69","0.09","2.78","0.13","","","1.37","0.224057","14,15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49","slight v-shape; small odd-even (~2.5 sigma)","2020-09-23","2022-08-19","2022-12-14"
+"367855829","2253.01","","5","5","5","5","5","5","5","0.9","22","17.97","2","2","1","PC","FA","9.9558","0.007","1","spoc","SPOC","276.868143","73.264575","9.712","0.086","17.41","0.099","2458714.619721","0.0031869921","85.424479625655","0.0017221926","3.6658464681811","0.47042352","1.232166","0.16135","1134.2233028142","148.5979","4.4208053956835","1.6479416","10.917668177775","463.60938848734","7.7823987","172.284","1.5885","5697","128.002","4.21712","0.0776249","1.29609","0.0642663","","","1.01","0.124741","14,15,16,17,18,19,20,21,23,24","","2020-09-23","2020-09-11","2023-08-28"
+"233688779","2254.01","","2","4","2","2","4","4","4","1.3","22.4","7.32","1","1","4","PC","PC","9.34244","0.006","1","qlp-s78-ffi","SPOC","275.393588","62.369002","-8.274","0.046","49.399","0.046","2460434.093775","0.0053535","26.4579962","0.0001322","3.119","0.954","0.420261","0.028714","387","26.4464","2.60259","0.17412","15.272","550","16","139.078","0.4345","5706","187","4.84423","0.320384","1.37","0.07","","","1.015","0.128975","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,55,56,57,59,60,73,75,76,77,78","L1 candidate","2020-09-23","2024-08-05","2024-08-16"
+"265146266","2255.01","","3","4","3","3","3","4","4","13.7","57","89.97","3","10","2","PC","PC","12.0836","0.006","1","qlp-s52-tois","SPOC","316.892698","74.383252","14.297","2.228","28.525","2.228","2459727.117395","0.0022562","11.9526103","0.0000323","2.74","0.323","10.758486","0.009209","9860","8.48206","11.4014","","48.2015","","9","394.556","","6049","","4.438","","1.25","","","","","","17,18,19,24,25,26,52","V-shaped; possible additional unrelated transit at ~2737 TBJD","2020-09-23","2022-12-12","2022-12-16"
+"262880065","2256.01","","2","4","2","2","4","4","4","1.5","30.4","5.85","0","2","14","PC","PC","10.446","0.006","1","spoc-s14s26-b0H","SPOC","225.315683","40.946827","63","8","15","8","2458938.823053","0.004601457","13.961418036225","0.0026012864","4.5539281215869","0.7370433","0.860973","0.088534","792.67112602549","81.53962","2.2841548983326","1.5819696","46.758983573275","666.93884808066","9.623943","117.892","","5270.9","","4.438","","0.813544","","0.122","0.074","","","23,24,50","failed bootstrap; possible secondary","2020-09-23","2022-05-31","2022-12-14"
+"198485881","2257.01","","1","4","1","2","4","4","4","0.1","30.1","5.59","5","0","4","CP","CP","12.9672","0.007","1","spoc-s14-s50-b0A-CP","SPOC","194.739614","77.661716","-35.993","0.063","31.425","0.046","2459606.202888","0.007824","35.189644437525","0.00022399145","3.3254028755404","0.40169063","4.924035","0.380738","4524.9353924919","350.61157","2.2253695922175","0.38694382","0.67031315139408","230.7752258293","12.875071","57.7911","0.1051","3446","157","4.89707","0.00280431","0.32693201303482","0.00965778","","","0.30755","0.0201328","14,20,21,26,40,41,47,48","TOI-2257 b / TOI-2257.01 (confirmed by Schanche et al. 2021)","2020-09-23","2022-11-09","2022-12-14"
+"219821826","2258.01","TIC 219821826.01","5","5","5","5","5","5","5","28.6","44.1","317","3","1","3","EB","FP","12.2169","0.007","1","qlp-s49-tois","SPOC","268.029535","62.79094","14.2","0.043","-7.692","0.053","2459659.732563","0.0004166","9.6799809","0.0000069","1.806","0.172","17.368823","0.002966","15870","2.73188","14.6081","0.737069","31.1433","658","137","455.408","5.3135","5980","128.2","4.39","0.08","1.11","0.05","","","1.1","0.138001","14,15,16,17,18,20,21,23,24,25,26,40,41,47,48,49","eccentric EB; secondary at phase 0.25","2020-09-23","2022-06-29","2022-12-14"
+"219501568","2259.01","","3","4","4","3","4","4","4","10.6","82.3","25.59","1","2","8","PC","PC","7.97758","0.006","1","spoc-s14-s55-b0A-PC","SPOC","244.5642","42.62706","-39.913","0.057","13.424","0.053","2458961.789439","0.0017282105","16.589926276361","0.00005576465","2.1573674888578","0.12561315","0.697741","0.048823","642.43694825389","44.966892","5.4428798464065","0.34447637","266.9749352731","1030.9494518178","15.79513","122.859","0.4335","6690","127.351","4.1059","0.0926789","1.7448999881744","0.0762815","","","1.417","0.240532","24,25,51,52","centroid offset consistent with bright host","2020-09-23","2024-08-12","2024-08-16"
+"232568235","2260.01","","1","5","5","1","4","4","4","10.8","86.2","3.75","2","2","9","CP","CP","9.75874","0.006","1","qlp-s77-ffi","SPOC","247.667","49.046789","-25.3","0.047","61.392","0.064","2460423.375669","0.0018497","0.3524597","5e-7","0.578","0.122","0.3312","0.052653","305","48.494","1.76224","0.164694","1844.98","1825","18","101.251","0.2835","5432","126.1","4.51","0.08","0.9","0.05","","","0.947","0.122263","23,24,25,50,52,77","TOI-2260 b","2020-09-23","2024-07-25","2024-08-16"
+"229787062","2261.01","TIC 229787062.01","3","4","3","3","3","4","4","8.5","40.7","19.04","2","1","3","PC","PC","12.4841","0.007","1","qlp-s49-tois","SPOC","284.022679","70.25412","-12.668","2.195","-9.508","2.195","2459662.57661","0.0019493","1.9011481","0.0000056","1.042","0.126","2.064861","0.00342","1900","3.14998","4.5911","","183.197","","19","368.055","","5392","","","","0.99","","","","","","14,15,16,17,18,19,20,22,23,25,26,40,41,47,48,49","V-shaped; host star is 12.5 mag at 350 pc","2020-09-28","2022-08-19","2022-12-14"
+"165530380","2262.01","","2","4","4","2","4","4","4","1.8","21.1","3.26","2","4","4","PC","PC","10.4267","0.006","1","qlp","SPOC","266.406455","59.514199","-1.587","0.054","7.835","0.045","2459795.358706","0.0048742","1.4937444","0.0000097","2.044","0.329","0.173732","0.000498","160","0.458299","1.62102","0.119204","2431.71","1956","11","250.998","1.528","6328","129.745","4.32136","0.0832968","1.28","0.06","","","1.25","0.19044","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,52,53,54","low SNR","2020-09-30","2022-10-04","2023-05-24"
+"159400561","2263.01","","2","5","5","2","3","4","4","","","3.31","0","5","3","PC","PC","9.7115","0.006","1","spoc-s14s26-b02","SPOC","237.961131","83.110888","-149.252","0.037","79.942","0.04","2458708.384365","0.012794958","","","14.923588945314","1.2611362","0.388469","0.050141","357.72896319459","46.180603","1.6330887354131","0.6674001","0.85741177037801","245.42404506494","7.5361633","99.9023","0.2462","5599","127.142","4.57217","0.079349","0.852643","0.0434171","","","0.99","0.121291","14,19,20,21,25,26,40,41","possible single transit candidate at TBJD~1710","2020-09-30","2022-02-03","2022-12-14"
+"235943205","2264.01","TIC 235943205.01","3","4","3","3","3","4","4","0.4","22.2","16.32","3","3","1","PC","PC","10.5653","0.006","1","spoc-s14-s60-b0A-PC","SPOC","295.927746","78.725919","5.445","0.082","-7.169","0.069","2458827.02652","0.0024926597","121.33429075436","0.00041620442","6.1861599421307","0.26374543","1.989302","0.081004","1830.5369311428","74.60472","4.1767182026206","0.39842516","4.5797412543559","373.10406871208","24.805489","189.22","2.138","6140","128.245","4.54184","0.0805252","0.95739501714706","0.041809","","","1.164","0.15721","17,18,19,20,23,24,25,26,40,47,50,53,54,57,58,59,60","bright isolated star; long period","2020-09-30","2023-05-19","2023-06-16"
+"310231275","2265.01","","2","5","5","2","4","4","4","9.4","61.5","6.73","3","17","10","PC","PC","9.1021","0.006","1","spoc","SPOC","239.787768","32.395973","42.28","2","-102.94","2","2458956.331721","0.0012037436","0.82940843961693","0.00003737588","0.55832891347086","0.098958306","0.276477","0.039856","254.61275290057","36.708115","2.4799192221672","2.4183564","4983.613207831","2142.9193755429","7.2714396","88.0815","","5951.67","","4.438","","1.52424","","0.035","0.02","","","24,25","phase curve modulation synced with transits; artifact TIC 310231274 close by","2020-09-30","2021-01-11","2022-12-14"
+"8348911","2266.01","","2","4","4","2","4","4","4","4.7","74.6","4.57","12","0","6","PC","PC","13.5042","0.008","1","spoc-s14-s55-b0A-PC","SPOC","245.28004","31.577041","47.468","0.069","37.877","0.097","2458957.9252","0.0016505112","2.3263429663912","0.000014453442","1.2195050880224","0.22301836","4.519121","0.728373","4153.614443566","670.6309","1.9763187321591","0.2668421","15.120393888965","502.93345502491","7.8007135","51.6004","0.1294","3244","157","4.97167","0.0114808","0.26116201281548","0.00786259","","","0.233038","0.0201461","24,25,51,52","low SNR","2020-09-30","2023-03-09","2023-03-24"
+"459837008","2267.01","","2","4","2","2","3","4","4","2.3","11.9","2.16","8","0","4","PC","PC","12.2591","0.007","1","spoc-s14-s60-b0A-PC","SPOC","65.061496","84.900824","192.45","2","-218.94","2","2458816.152459","0.0008326795","3.4950422219278","0.000008661664","1.0311342100465","0.112701","2.178463","0.222571","2004.4269029649","204.97464","1.2734422571732","0.1111988","6.0694988829444","400.32061805719","10.658578","","","3022","157","4.99625","0.013126","0.24274499714375","0.00799628","","","0.21305","0.0204176","19,20,25,26,40,52,53,59,60","low MES","2020-09-30","2023-05-18","2023-06-16"
+"459837008","2267.02","","2","4","2","2","3","4","4","2.2","16.3","0.67","8","0","4","PC","PC","12.2591","0.007","2","spoc-s14-s60-b0A-PC","SPOC","65.061496","84.900824","192.45","2","-218.94","2","2458817.092481","0.0010907704","2.0344366336269","0.000011877154","0.95824797234751","0.3105621","1.240727","0.196607","1142.0994265522","181.06494","0.90110603039454","0.33940813","12.48812339533","479.45079700322","7.8030243","","","3022","157","4.99625","0.013126","0.24274499714375","0.00799628","","","0.21305","0.0204176","19,20,25,26,40,52,53,59,60","potential multi","2023-08-15","2023-08-15","2023-08-18"
+"459837008","2267.03","","1","4","4","1","3","4","4","2","15.6","0.7","8","0","4","PC","PC","12.2591","0.007","3","spoc-s14-s60-b0A-PC","SPOC","65.061496","84.900824","192.45","2","-218.94","2","2458818.073212","0.00084652624","2.2891026682654","0.000010029597","0.83440324240009","0.48361093","1.504377","0.224385","1384.6228550059","206.64485","0.91314038124178","1.3255601","10.670932576311","460.9675387507","7.2280383","","","3022","157","4.99625","0.013126","0.24274499714375","0.00799628","","","0.21305","0.0204176","19,20,25,26,40,52,53,59,60","potential multi with 3:2 resonance","2022-02-28","2023-05-18","2024-09-01"
+"20203297","2268.01","","2","4","2","2","4","4","4","3.9","41","9.97","6","2","6","PC","PC","10.1338","0.006","1","spoc","SPOC","226.46964","39.636553","-43.865","0.036","34.012","0.043","2458932.627916","0.0028987385","7.1566024511139","0.0009128498","1.2189750240112","0.5399923","0.73264","0.103171","674.55868967587","95.019554","3.1263062628646","2.9570937","253.7528507933","1017.9407072819","7.4447846","173.996","0.7945","5910.35","101.985","4.35957","0.072004","1.13489","0.0462663","0.099","0.015","1.075","0.133875","23,24","","2020-09-30","2020-09-30","2022-12-14"
+"441798995","2269.01","","5","5","5","5","5","5","5","2.3","4.1","1.85","4","2","2","PC","FA","11.9521","0.007","1","spoc","SPOC","264.147896","77.126216","5.414","0.035","21.959","0.038","2458683.350647","0.0017688242","1.4206036111002","0.000023721876","1.6483242563383","0.5032854","0.48653","0.05024","448.01018366977","46.271366","1.1974247061765","1.3618252","148.4903679735","890.31629155254","9.335167","82.1896","0.12405","3872","157","4.69525","0.00946245","0.548484","0.0161609","","","0.543889","0.0202007","14,15,16,17,18,19,20,21,22,23","false alarm; likely due to 2.8d signal in 2269.02; possible three-planet multi where the inner two are in 2:1 resonance with independent epochs; crowded field; SG1 should clear neighbors; odd-even depth difference","2020-09-30","2020-09-29","2022-12-14"
+"441798995","2269.02","","1","4","4","1","4","4","4","1.9","3.8","2.6","4","2","2","PC","PC","11.9521","0.007","2","qlp-s56-tois","SPOC","264.147896","77.126216","5.414","0.035","21.959","0.038","2459849.641958","0.0038658","2.8411415","0.0000133","1.174","0.431","0.575593","0.098297","530","90.5312","1.42162","0.123241","35.9524","682","9","82.1896","0.12405","3872","157","4.69525","0.00946245","0.55","0.02","","","0.543889","0.0202007","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56","potential multi; low MES","2020-09-30","2023-05-19","2023-06-16"
+"441798995","2269.03","","1","4","1","1","4","4","4","0.9","23.2","4.08","4","2","2","PC","PC","11.9521","0.007","3","spoc-s14-s60-b0A-PC","SPOC","264.147896","77.126216","5.414","0.035","21.959","0.038","2458686.456214","0.001931704","10.402911082569","0.00003168667","1.3721730997376","0.25180936","0.895217","0.098557","824.18511851016","90.77041","1.8465903626058","0.26620564","10.442127393628","458.47641166149","9.171828","82.1896","0.12405","3872","157","4.69525","0.00946245","0.54848402738571","0.0161609","","","0.543889","0.0202007","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","possible multi","2020-09-30","2023-05-19","2023-06-16"
+"198178505","2270.01","","2","5","5","2","4","4","4","","","8.07","0","5","8","PC","PC","7.7293","0.006","1","spoc","SPOC","244.382265","61.368246","118.745","0.065","-71.193","0.08","2458962.984125","0.004428791","","","4.6288711417597","0.43418625","0.284463","0.039157","261.96564283106","36.06411","2.7599934394926","0.75198555","5.4579121890359","389.83101224081","8.170687","94.2106","0.31445","6380.43","109.452","4.1278","0.082766","1.61077","0.0629548","","","1.27","0.196395","14,15,16,17,18,19,21,22,24,25","Bright star; long orbital period; single transit","2020-09-30","2020-09-28","2022-12-14"
+"258389327","2271.01","TIC 258389327.01","3","5","5","3","3","4","4","41.3","152.3","317","6","3","1","PC","APC","11.8248","0.01","1","qlp-s52-tois","SPOC","296.710289","70.071943","15.974","0.043","-0.306","0.047","2459753.691039","0.0008867","26.5456672","0.0000318","2.582","0.115","9.038269","1.132796","8290","1042.8","29.1697","6.11826","28.3073","642","60","543.564","6.4005","6180","135.7","4.06","0.09","1.68","0.08","","","1.18","0.174128","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52","large for period; evolved host; v-shaped; likely EB","2020-09-30","2023-02-23","2023-02-25"
+"265460043","2272.01","","2","5","5","2","4","4","4","4","30.7","23.31","0","3","5","PC","APC","8.1526","0.006","1","spoc","SPOC","359.853101","68.384119","32.164","0.059","2.441","0.052","2458773.807867","0.006627856","32.823681737405","0.009014148","15.23737399275","0.6431936","0.400222","0.049801","368.5500142369","45.867332","5.1519951876876","0.95138246","206.96421918323","967.37212042002","7.9996424","179.828","1.266","6258","129.51","3.68336","0.0853692","2.63025","0.120588","","","1.217","0.172839","17,18","M-shaped features; likely stellar variability","2020-09-30","2020-09-30","2023-08-18"
+"142117976","2273.01","","1","4","1","1","3","4","4","0.7","24.8","5.2","0","4","3","PC","PC","8.75584","0.006","1","spoc-s14-s60-b0A-PC","SPOC","81.240221","79.74934","35.866","0.039","-100.554","0.046","2458845.707797","0.004268538","46.571097811657","0.0003643524","6.1832559259317","0.9081497","0.356563","0.046126","328.35314810932","42.482365","2.1305645052937","1.3920668","27.191528385078","582.40910302065","8.04699","110.177","0.329","6495","126.093","4.43957","0.0892833","1.1508300304413","0.0499648","","","1.329","0.22372","19,20,25,26,40,52,53,59,60","slightly asymmetric transit shape","2020-09-30","2023-05-19","2023-06-16"
+"289164482","2274.01","","2","4","2","2","4","4","4","6","60","4.02","4","4","6","PC","PC","10.3543","0.007","1","spoc-s14-s55-b0A-PC","SPOC","277.459311","40.541412","-14.919","0.044","88.063","0.043","2458685.367259","0.0006295875","2.6796163644742","0.000007167671","0.90289478588672","0.23743375","0.898865","0.089805","827.54236870121","82.70964","1.8334768855157","1.874735","83.707824883249","771.45618247403","13.241739","48.876","0.05795","3943","157","4.62547","0.0112025","0.63072001934052","0.0185106","","","0.612463","0.0201543","14,26,40,53,54","","2020-09-30","2024-03-28","2024-04-05"
+"289164482","2274.02","","2","4","2","2","4","4","4","6.9","8.9","2.68","4","4","6","PC","PC","10.3543","0.007","2","qlp-s74-ffi","SPOC","277.459311","40.541412","-14.919","0.044","88.063","0.043","2460337.873035","0.0026775","1.1188024","0.0000029","1.119","0.39","0.463708","0.063167","427","58.1775","1.44009","0.106017","247.175","1104","11","48.876","0.05795","3943","157","4.62547","0.0112025","0.63","0.02","","","0.612463","0.0201543","14,26,40,53,54,74","potential multi; variable host","2022-02-28","2024-03-28","2024-04-05"
+"272679240","2275.01","","2","4","2","2","4","4","4","0.8","21.6","6.02","4","3","5","PC","PC","11.4208","0.006","1","spoc-s14-s60-b0A-PC","SPOC","234.512299","69.017531","-68.839","0.048","-25.34","0.047","2458684.152198","0.001838847","20.154693944183","0.00005965454","1.3244754040005","0.40272814","1.129207","0.102482","1039.4977103063","94.38459","2.3244124893241","2.677253","14.125309140861","494.44642358647","8.875109","138.034","0.423","4863","125.354","4.63136","0.0866781","0.71238797903061","0.0482562","","","0.792","0.0966698","14,15,16,17,20,21,22,23,26,40,41,47,48,49,50,54,56,57,60","isolated star","2020-09-30","2023-05-19","2023-06-16"
+"198456933","2276.01","","2","4","2","2","4","4","4","0.3","25.2","4.37","5","3","5","PC","PC","8.9072","0.006","1","spoc-s14-s60-b0A-PC","SPOC","261.836763","58.214352","-33.736","0.045","73.179","0.054","2458725.707722","0.007350167","76.866396219228","0.0006695176","6.7753034609982","0.41020772","0.370905","0.028551","341.55784917657","26.296442","1.9249102998408","0.16553167","5.1039405674505","383.35060387984","12.533266","68.1461","0.11095","5482.02","137.714","4.5343","0.0859658","0.87704199552536","0.0518744","-0.0350573","0.00877845","0.96","0.119252","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","inconsistent centroid between sectors","2020-09-30","2023-05-19","2023-06-16"
+"288516853","2277.01","","2","4","2","2","3","4","4","0.8","16.1","11.38","0","3","3","PC","PC","7.98614","0.006","1","spoc","SPOC","273.497311","80.658462","25.258","0.042","44.322","0.067","2458693.128683","0.009109218","101.95097359983","0.004475997","12.404203609694","0.5869429","0.194279","0.025786","178.92135060925","23.749584","3.3789105426052","0.716126","40.716602938631","644.2621740523","7.309889","156.777","0.6685","6358","136.905","3.76624","0.0866643","2.43663","0.110601","","","1.264","0.187084","14,19,20,21,24,25,26","Single transit candidate at TBJD~2000. Other events are likely systematic.","2020-09-30","2020-09-30","2022-12-14"
+"243313296","2278.01","","2","4","4","2","4","4","4","9","95.4","4.23","5","0","5","PC","PC","12.4199","0.007","1","qlp-s50-tois","SPOC","289.513338","56.236779","80.032","0.079","169.126","0.074","2459690.583683","0.0033795","1.4663344","0.0000084","0.447","0.323","0.999337","0.782381","920","720.34","1.87124","0.954504","40.7842","704","7","43.5829","0.06555","3412","157","4.9014","0.00283365","0.32","0.01","","","0.302712","0.0202798","14,15,16,20,23,26,40,41,49,50","Crowded field; SG1 needs to clear the neighbors; faint target; low SNR","2020-09-30","2022-09-07","2024-03-24"
+"115623434","2279.01","","2","4","2","2","4","4","4","6.2","59.6","6.16","3","2","8","PC","PC","10.2455","0.006","1","qlp-s79-ffi","SPOC","255.245795","45.386283","22.489","0.037","16.161","0.045","2460473.945213","0.002228","3.1434463","0.000007","1.501","0.519","0.872196","0.088532","803","81.5373","2.34132","0.196872","301.599","1160","19","94.186","0.1785","4962","118.963","4.55115","0.0896259","0.79","0.05","","","0.82","0.0993057","24,25,26,51,52,53,78,79","variable host","2020-09-30","2024-08-29","2024-08-31"
+"115583726","2280.01","","3","4","4","3","4","4","4","10.6","40","61.65","1","2","7","PC","PC","8.44143","0.006","1","spoc","SPOC","254.588507","45.936445","-1.978","0.043","-0.695","0.055","2458959.940081","0.0025350403","18.601675393551","0.0010577816","2.3690895810462","0.39614573","0.608175","0.062147","559.99324885799","57.237625","9.1300283406392","3.9030464","845.8744040833","1375.4544744632","9.289213","282.689","1.8585","6175","121.68","3.37301","0.0809473","3.7007","0.159136","","","1.179","0.163611","24,25,26","Possibly EB; potential centroid offset towards bright neighbor TIC 115583727; SG1 needs to check the bright neighbors; large star; artifact TIC 115583727 close by","2020-09-30","2021-01-11","2023-02-27"
+"264171144","2281.01","","2","4","2","2","4","4","4","0.2","12.2","8.75","0","4","5","PC","PC","9.13648","0.006","1","spoc-s14-s41-b0A-PC","SPOC","294.390164","66.971432","28.682","0.043","-14.539","0.045","2458765.860515","0.0067024897","210.66835801118","0.0020937868","10.386557552307","0.84602946","0.372033","0.059121","342.59664044203","54.450962","2.8961818057731","0.9595894","17.31753891074","520.28498488665","7.3769965","179.493","0.8425","6683","142.661","4.22146","0.0910537","1.5259200334549","0.0646784","","","1.414","0.238726","14,15,16,17,18,19,21,22,24,25,26,40","","2020-09-30","2022-03-24","2022-12-14"
+"237211410","2282.01","","2","4","2","2","3","4","4","1.7","21","8.38","0","2","3","PC","PC","9.29735","0.006","1","spoc-s14-s60-b0A-PC","SPOC","294.376052","74.78231","8.389","0.048","14.83","0.043","2458691.469822","0.0026678173","12.552076555844","0.00004898475","6.8268192703628","0.21254164","0.219435","0.017023","202.08689522276","15.678655","2.8228669164882","0.24560268","495.3032121356","1203.1992033171","11.07492","242.63","1.4795","7020","168.077","4.09526","0.0871822","1.8450499773025","0.0738693","","","1.546","0.273767","14,15,16,17,18,19,20,21,22,23,24,25,26,41,47,48,49,50,51,52,53,54,56,57,58,59,60","variable star; centroid shift likely caused by scattered light","2020-09-30","2023-05-19","2023-06-16"
+"198211976","2283.01","","5","5","5","5","5","5","5","1.8","15.2","0.12","2","1","6","V","FA","11.2076","0.007","1","spoc-s14s26-b02","SPOC","248.333273","63.524496","-56.427","0.041","109.157","0.052","2458683.724447","0.001986634","0.40185863264758","0.000013979164","1.5779752847863","0.65017956","0.12092","0.025842","111.36480108104","23.801058","0.55250719039755","2.1341093","568.7058282748","1245.4940849158","7.217795","49.7627","0.06025","3621","157","4.7197","0.00855698","0.520283","0.0152485","","","0.517739","0.0201453","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","low SNR; possible offset towards another star to the north; retired as TFOP FA","2020-09-30","2023-08-02","2023-08-03"
+"115446313","2284.01","","5","5","5","5","5","5","5","2.9","32.6","6.29","2","3","9","EB","FP","9.88372","0.006","1","qlp-s79-ffi","SPOC","252.471891","47.316983","-4.311","0.04","43.332","0.047","2460471.356355","0.0047811","4.9707023","0.0000263","2.586","0.584","0.528882","0.033276","487","30.6483","2.38733","0.155559","328.783","1186","13","174.932","0.657","6109","128.225","4.33438","0.0796843","1.21","0.05","","","1.15","0.15678","24,25,26,51,52,78,79","TFOP NEB/FP","2020-09-30","2024-08-12","2024-08-16"
+"329148988","2285.01","","2","5","5","2","4","4","4","0.3","33","4.29","1","3","2","PC","CP","11.3078","0.007","1","spoc","SPOC","332.563264","58.706093","21.263","0.054","-20.874","0.044","2458747.183178","0.0031789336","27.269522148276","0.0007110888","2.4633215004604","0.78660166","1.842496","0.229216","1695.5626211167","211.09323","1.9042061828037","1.4864335","1.6049576802793","287.068569993","8.543909","42.409","0.047","3546","157","4.77262","0.00660534","0.460014","0.0137236","","","0.457187","0.0203197","16,17,24","low SNR","2020-09-30","2020-09-29","2022-12-14"
+"237201858","2286.01","TIC 237201858.01","1","4","1","1","3","4","4","0.2","13.8","13.56","0","3","1","PC","PC","9.85236","0.006","1","spoc-s14-s60-b0A-PC","SPOC","292.823315","72.538317","-15.379","0.04","12.25","0.043","2458811.504844","0.005684128","179.40317124558","0.0014115624","10.756996773268","0.6734482","0.67182","0.04791","618.57809045298","44.126","3.7472354261063","0.67929876","8.4378702846452","434.68830979981","13.672215","233.507","1.0275","6863","212.202","4.27882","0.0938819","1.4648000001907","0.0625327","","","1.487","0.265319","14,15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49,50,52,54,55,56,57,58,59,60","long period; bright star","2020-09-30","2023-05-19","2023-06-16"
+"160077104","2287.01","","2","4","2","2","3","4","4","1.7","30.4","3.71","1","3","3","PC","PC","8.5709","0.006","1","spoc-s14-s55-b0A-PC","SPOC","222.75079","85.895391","-94.746","0.037","-37.743","0.034","2458688.985794","0.002611771","11.812070735311","0.0000550912","3.3324162057911","0.34118018","0.205253","0.018226","189.02755600301","16.786558","1.7481305104105","0.6981198","154.32003483244","898.92886850779","10.473131","94.9685","0.1886","6037","121.613","4.32817","0.0746383","1.2010500431061","0.0548794","","","1.12","0.137754","14,19,20,25,26,40,47,52,53","","2020-09-30","2023-03-09","2023-03-24"
+"462615350","2288.01","","3","4","4","3","4","4","4","1.6","25.3","8.23","6","3","6","PC","PC","12.709","0.006","1","spoc-s14-s60-b0A-PC","SPOC","251.11918","60.086043","-0.849","0.033","-14.245","0.048","2458740.42419","0.0013444776","8.917221145137","0.000017620927","2.6426766526606","0.323494","2.333671","0.115746","2147.0816911826","106.59987","2.7931796510174","0.94765604","17.107562141438","518.70063673663","17.781296","132.907","0.29","4066","130.915","4.67766","0.112229","0.60524302721024","0.0581935","","","0.636","0.0766838","16,24,25,40,41,47,48,49,50,51,52,53,55,56,57,58,59,60","","2020-09-30","2023-05-19","2024-04-08"
+"82452140","2289.01","TIC 82452140.01","2","4","2","2","4","4","4","0.7","27.4","11.22","0","3","8","PC","PC","10.0011","0.006","1","spoc-s14-s55-b0A-PC","SPOC","255.097557","39.73025","4.347","0.057","74.99","0.049","2458964.279078","0.005848356","63.395450037627","0.0007535017","5.129595442473","0.5549604","0.9253","0.093504","851.86947590118","86.11641","3.350717873476","0.39356142","10.039050450223","453.9864687752","10.755769","139.616","0.6075","5717","124.297","4.43377","0.0752605","1.0149600505829","0.0507136","","","1.02","0.124116","24,26,51,52","low SNR","2020-09-30","2023-03-09","2023-03-24"
+"321688498","2290.01","","1","4","4","1","4","4","4","7.4","8.8","1.86","8","4","6","PC","PC","11.1079","0.007","1","spoc-s14-s60-b0A-PC","SPOC","321.599582","68.640531","-7.312","0.043","40.732","0.043","2458764.986586","0.00088310306","0.38621972166531","0.000009100896","0.91224447992031","0.32260457","0.475264","0.058766","437.63812012202","54.123974","1.1988782095104","2.0433514","873.62292779857","1386.5985937223","10.763916","58.0924","0.0729","3863","157","4.67991","0.0101502","0.56630402803421","0.0169066","","","0.559686","0.0203382","17,18,24,25,57,58","low SNR","2020-09-30","2023-05-19","2023-06-16"
+"236934937","2291.01","","2","4","2","2","4","4","4","1.3","32.7","4.58","4","3","4","PC","PC","11.9959","0.007","1","spoc-s14-s60-b0A-PC","SPOC","304.299053","65.871559","13.15","0.046","129.642","0.052","2459620.204224","0.0053628","9.405876953555","0.000022470413","1.5560322320622","0.23701163","1.549292","0.133803","1425.9330181103","123.229774","1.9775959673513","0.31728247","9.8226817509738","451.52028678141","11.860927","69.3787","0.10095","3869","157","4.75875","0.00699799","0.47570100426674","0.0139575","","","0.473535","0.0201534","15,16,17,18,21,24,25,41,48,51,52,55,56,57,58,59","centroid scatter between sectors","2020-09-30","2023-05-25","2023-06-16"
+"236934268","2292.01","","2","4","2","2","4","4","4","2","25.4","6.51","3","4","7","PC","PC","10.8746","0.006","1","qlp-s51-tois","SPOC","304.266636","65.153844","14.36","0.05","63.728","0.048","2459704.906266","0.0054941","7.0767314","0.0000653","2.444","0.401","0.684229","0.001875","630","1.72699","2.4422","0.185241","106.205","894","11","204.888","1.107","5781","137.012","4.45679","0.0720534","1","0.05","","","1.037","0.125852","15,16,17,18,21,24,25,41,48,51","potential L1 planet; low SNR","2020-09-30","2022-09-02","2022-12-14"
+"71347873","2293.01","","3","4","3","3","4","4","4","2.4","42.3","5.15","3","2","7","PC","PC","11.814","0.007","1","spoc-s14-s60-b0A-PC","SPOC","115.593377","70.404076","45.254","0.038","-120.785","0.058","2459600.314533","0.0033197","6.0683318031389","0.000016921622","1.9825707034461","0.36568373","1.893799","0.132289","1742.7332385259","121.83509","2.1199938717551","0.8297539","15.179410357424","503.42348874558","13.326022","62.7576","0.12815","3668","157","4.73795","0.00814435","0.49937599897385","0.0148842","","","0.497439","0.0203219","20,26,40,47,53,60","","2020-09-30","2023-05-22","2023-06-16"
+"284361752","2294.01","TIC 284361752.01","2","4","2","2","4","4","4","0.1","14","13.21","0","4","3","PC","PC","9.78288","0.006","1","spoc-s14-s41-b0A-PC","SPOC","288.108567","54.640427","17.354","0.044","-14.284","0.042","2458691.694075","0.007433643","340.38773110333","0.010032329","9.2318877156183","0.5708615","0.780249","0.08364","718.37746190541","77.032394","3.6888424034095","0.4090202","2.3021147506743","314.16043634173","8.799598","191.396","0.7605","6424","132.667","4.33722","0.088365","1.2780799865723","0.0580779","","","1.295","0.203813","14,15,16,26,40","only two transits; period could be a few times shorter (at least ~70 days)","2020-09-30","2022-03-28","2022-12-14"
+"48018596","2295.01","TIC 48018596.01","3","4","4","3","4","4","4","2.2","36.1","20.72","7","7","5","PC","PC","9.00772","0.006","1","spoc-s14s26-b02","SPOC","281.576196","50.492466","-61.841","0.049","26.834","0.045","2458713.451758","0.0015112759","100.11479437669","0.00079028984","1.8314201623781","0.41172084","1.282485","0.098457","1180.5148283755","90.67846","5.1800895709253","2.935489","11.129471851229","465.84172835759","13.995037","126.279","0.395","5660","124.128","4.10485","0.0742244","1.47127","0.0724272","","","1.005","0.119737","15,26","period could be aliased; bright star","2020-09-30","2022-02-03","2022-12-14"
+"165554103","2296.01","","2","4","2","2","4","4","4","0.1","9.1","4.05","0","2","5","PC","PC","10.4431","0.006","1","spoc-s14-s41-b0A-PC","SPOC","266.931576","55.872814","-31.857","0.052","4.351","0.057","2458720.261652","0.014213237","139.2632285505","0.005152428","15.5650548549","1.4262496","0.437932","0.059472","403.26880351268","54.774364","1.8388146295387","0.7987887","2.3286225928156","315.06091232125","7.160923","135.723","0.602","5373.01","107.376","4.49164","0.0779476","0.90716999769211","0.0439372","-0.211","0.026","0.931","0.11925","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41","potential single transit candidate at TBJD~1860","2020-09-30","2022-03-28","2022-12-14"
+"233500935","2297.01","","2","4","2","2","3","4","4","0.4","12.6","4.47","2","2","3","PC","PC","11.6702","0.006","1","spoc-s14-s60-b0A-PC","SPOC","250.739892","76.449587","-2.377","0.04","85.54","0.047","2459623.756729","0.0152318","22.048774974215","0.00017872998","3.8087167059031","0.6134766","0.587209","0.070915","540.69285538122","65.312805","1.9509884914474","0.9928261","15.330963915906","504.67537561915","8.487281","168.911","0.7","4836","120.564","4.53282","0.0889542","0.79443502426148","0.0526231","","","0.785","0.0933255","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,48,49,50,51,52,53,54,55,56,58,59,60","low SNR","2020-09-30","2023-05-19","2023-06-16"
+"229608594","2298.01","TIC 229608594.01","3","5","5","3","3","4","4","","","8.75","0","5","5","PC","PC","11.1919","0.006","1","spoc-s14-s55-b0A-PC","SPOC","274.512058","74.466535","17.772","0.032","-67.083","0.042","2458960.029434","0.0047545847","","","7.6412469418652","0.6648593","2.162905","0.187947","1990.1263914376","173.0905","2.8951164630468","0.82623166","0.47799838654286","212.06859409166","11.159412","84.1738","0.1599","4239","119.935","4.61861","0.104338","0.65993702411652","0.0590402","","","0.66","0.0756601","14,15,16,17,18,19,20,21,22,23,24,25,26,41,47,48,50,51,52,53,54,55","background contamination in s24; possible IS; still a single as of s60","2020-09-30","2023-05-25","2023-05-25"
+"362220495","2299.01","","5","5","5","5","5","5","5","0","46.4","14.09","4","2","3","PC","FA","9.863","0.043","1","spoc-s14-s41-b0A-PC","SPOC","286.227961","79.755949","-14.003","0.096","194.934","0.092","2458798.440875","0.0032675269","165.02127614702","0.004871615","3.5263663860039","0.47132295","2.972123","0.397091","2733.6828341985","365.66788","3.6930638542756","0.9588157","1.8558258646692","297.68301479349","7.9148445","","0.288849","5780","","4.56973","0.0176199","0.69997298717499","0.0265559","","","0.66347","0.0234386","14,17,18,20,21,24,25,26,40,41","signal at TJD ~ 1798 is a possible single transit;  TIC 1718317037 overlaps TIC 362220495; both are flagged as cool dwarfs and are individual sources; TIC 362222686 is a few asecs away and likely a double star of similar brightness; centroid offset towards not a particular star; bad transit shape; only two transits","2020-09-30","2022-03-28","2023-06-30"
+"280031353","2300.01","","1","4","4","1","4","4","4","3.9","38","10.92","10","4","3","PC","PC","11.8231","0.006","1","spoc-s14-s60-b0A-PC","SPOC","297.416187","68.883354","17.488","0.038","2.292","0.046","2459445.193065","0.0042807","4.8566656385499","0.00001303103","2.585881038045","0.15644746","1.264361","0.07622","1163.8416088101","70.19892","3.2987328190071","0.21690163","179.27881250709","933.25857988347","16.596962","221.705","1.0125","5607","158.447","4.63178","0.076559","0.79689198732376","0.0411759","","","0.992","0.12144","15,16,24,25,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","potential multi; TOI 2300.01","2020-09-30","2023-05-17","2023-07-15"
+"280031353","2300.02","","3","4","4","3","4","4","4","4.4","47.3","27.73","10","4","3","PC","PC","11.8231","0.006","2","spoc-s14-s60-b0A-PC","SPOC","297.416187","68.883354","17.488","0.038","2.292","0.046","2459646.961969","0.0025227405","15.443266136073","0.000024722145","3.8493075057502","0.086768724","5.062651","0.09558","4652.0195559939","88.02826","5.7063938199492","0.32556143","38.340787841046","634.65105705808","46.882263","221.705","1.0125","5607","158.447","4.63178","0.076559","0.79689198732376","0.0411759","","","0.992","0.12144","15,16,24,25,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","TOI 2300.02; potential multi","2020-09-30","2023-05-17","2023-07-15"
+"280031353","2300.03","TIC 280031353.03","3","5","5","3","4","4","4","","","45.86","10","4","3","PC","PC","11.8231","0.006","3","spoc-s14-s55-b0A-PC","SPOC","297.416187","68.883354","17.488","0.038","2.292","0.046","2459398.739519","0.0067531536","","","17.070883462008","0.4397566","8.949907","0.519514","8209.2875403782","478.37537","7.6712645334246","0.47997445","0.24522800686712","179.4784319824","18.970545","221.705","1.0125","5607","158.447","4.63178","0.076559","0.79689198732376","0.0411759","","","0.992","0.12144","15,16,24,25,40,41,47,48,49,50,51,52,53,54,55","single transit; potential multi","2023-03-02","2023-03-02","2023-03-03"
+"283829553","2301.01","","2","4","2","2","4","4","4","3","34.8","5.08","1","18","6","PC","PC","8.36872","0.006","1","qlp-s51-tois","SPOC","228.568622","51.468846","32.01","0.038","23.683","0.046","2459712.549355","0.0084589","6.0541271","0.0000826","3.975","0.687","0.184591","0.000518","170","0.477243","2.09886","0.153865","513.314","1326","12","120.221","0.3445","6187","123.849","4.09624","0.0843994","1.61","0.07","","","1.184","0.177376","16,23,24,49,50,51","low SNR; possible SV","2020-09-30","2022-09-02","2022-12-14"
+"144000801","2302.01","","3","5","5","3","3","4","4","103.8","262.4","70.27","4","2","1","PC","APC","11.0075","0.006","1","spoc","SPOC","336.279186","-52.536671","48.908","0.059","-11.493","0.076","2459063.140785","0.0010600383","1.3103831712675","0.00011078792","1.6240216479465","0.08627755","4.247318","0.170998","3904.2824740756","157.48242","9.8603222024062","9.513131","1134.2779729097","1480.1291921257","21.139233","171.909","1.2375","5228","123.146","4.45189","0.0823391","0.928507","0.0527638","","","0.89","0.113813","28","V-shaped; there may be some phase offset in odd/even transits","2020-10-01","2020-09-30","2022-12-14"
+"197959526","2303.01","","5","5","5","5","5","5","5","55.8","123.2","102.21","6","2","1","PC","FP","11.8199","0.006","1","spoc","SPOC","348.296702","-53.832813","18.654","0.042","-1.63","0.046","2459061.885478","0.0017048288","0.71962906976207","0.00010244902","1.4747460347965","0.26616126","5.410813","0.478436","4971.1456594603","440.55856","12.291741859666","2.532109","14474.669896553","2797.5117325941","8.877765","643.988","15.055","6454","6516.7","4.3","2","1.69458","0.083216","","","1.26","0.191068","28","likely in the NE star; also observed in S01","2020-10-01","2020-09-30","2022-12-14"
+"70420766","2304.01","","2","4","2","2","3","4","4","4.5","43.7","15.12","2","3","1","PC","PC","10.2356","0.006","1","spoc-s01-s69-b0A-PC","SPOC","339.436261","-30.608282","49.44","0.076","3.304","0.066","2459063.308262","0.0020371291","9.4070515146635","0.00003327329","2.6715390644716","0.69365793","1.051244","0.085582","967.76266847279","78.820854","3.9938238444276","2.1361701","237.61376353512","1001.3540250272","12.054005","218.091","1.722","6223","125.865","4.33525","0.0830904","1.2331000566482","0.0558367","","","1.2","0.167179","28,68","","2020-10-01","2024-04-24","2024-04-30"
+"232079930","2305.01","","3","5","5","3","3","4","4","90.4","72.5","317","2","0","5","PC","APC","12.8483","0.006","1","spoc","SPOC","29.608056","-66.339155","19.051","0.043","10.014","0.036","2459062.290253","0.0016717017","0.9189020418121","0.00010130541","1.7819549925471","0.1213853","7.319515","0.446291","6718.849290874","410.9644","15.210919288308","15.423432","3475.7112909041","1958.30653526","11.786521","568.299","7.459","5382","5385.2","4.4","2","1.1659","0.0806182","0.33329","0.0959549","0.99","0.123003","28,29","v-shaped; grazing incidence; likely EB; also observed in S01","2020-10-01","2020-11-06","2022-12-14"
+"147284470","2306.01","","3","4","4","3","3","4","4","31.7","79","115.89","3","0","2","PC","PC","13.3456","0.006","1","spoc-s01-s69-b0A-PC","SPOC","324.800775","-44.375271","7.895","0.032","4.246","0.034","2459064.314222","0.0009511647","2.9905744685542","0.0000054543902","2.0941681477432","0.09867246","12.101375","0.580945","11083.894121078","534.92676","13.234489181033","0.4768243","679.87980813564","1302.3502128832","25.62094","694.32","10.798","5535.6","5576.3","4.4","","1.103049993515","","","","1.01","","28,68","2 stars in pixel","2020-10-01","2024-04-24","2024-09-12"
+"270219048","2307.01","","3","4","4","3","3","4","4","51","113.6","130.61","5","2","5","PC","PC","12.2294","0.008","1","spoc-s01-s69-b0A-PC","SPOC","330.135944","-29.148589","21.89","0.062","-19.943","0.056","2459062.612091","0.00054879166","2.6820060946549","0.0000030407193","1.8238878773264","0.062983066","9.284593","0.553515","8514.966548534","509.67606","14.198534108997","1.319388","1028.0946298265","1444.2022664931","37.17722","470.156","9.488","5465","5562.2","4.4","2","1.2849999666214","0.0712462","","","0.99","0.128085","28,68","V-shaped; 2 stars in pixel","2020-10-01","2024-04-22","2024-04-30"
+"234489976","2308.01","","3","4","3","3","3","4","4","32.3","93.7","123.87","2","0","3","PC","PC","12.2397","0.006","1","spoc","SPOC","8.980505","-64.722442","5.728","0.062","-3.059","0.052","2459063.021339","0.0011940905","3.8686895175145","0.00017084155","2.299385201724","0.07095347","8.743129","0.2969","8020.3833029958","273.4177","13.763070684772","0.75138","957.93523721828","1418.9065280168","33.446484","613.155","14.5875","6373.5","6567.6","4.2","","1.3337800502777","0.0649246","","","1.27","0.195792","28,29","Slight odd-even; Gaia DR2 RV error ~4.3 km/s; also observed in S01","2020-10-01","2021-10-04","2022-12-14"
+"328012209","2309.01","","3","4","3","3","3","4","4","2.6","28.4","15.35","5","2","1","PC","PC","10.0596","0.006","1","spoc-s01-s69-b0A-PC","SPOC","2.944822","-68.57012","47.647","0.053","3.712","0.041","2459044.333033","0.0030739072","20.265635819548","0.00009238244","6.4172006824796","0.42361382","0.871442","0.054095","802.30533839174","49.821815","4.0304200476558","0.68098795","108.24771550174","822.66767787893","13.538321","223.516","1.297","6276.1","117.07","4.25063","0.0856313","1.3761700391769","0.0615829","-0.24","0.1","1.23","0.184297","27,28,67,68","v-shaped; centroid offset towards not a particularly bright star; artifact TIC 328012208 close by","2020-10-01","2024-04-29","2024-04-30"
+"38467100","2310.01","","3","4","4","3","3","4","4","","","122.98","5","0","3","PC","PC","12.9565","0.006","1","qlp-s38-tois","SPOC","61.524005","-60.467252","","","","","2459357.895903","0.0004166","2.9432073","0.0000017","2.501","0.051","13.72321","0.000878","12560","0.808216","13.6531","1.9271","328.976","1186","116","","","5266.7","5383.5","","","1.18","0.17","","","","","1,2,3,4,5,8,11,28,29,30,31,32,35,38","good transit shape; 0.6874 arcsec companion","2020-10-01","2022-03-21","2022-12-14"
+"25139786","2311.01","","3","5","5","3","3","4","4","50.5","139.3","60.32","4","0","1","PC","APC","12.0892","0.006","1","spoc","SPOC","326.272747","-20.032514","11.708","1.008","1.555","1.006","2459062.770201","0.0013434491","1.5933771644537","0.00017585968","1.7732569262922","0.086427","8.547928","0.436574","7842.0221441069","402.01895","9.0125419596219","0.3485221","785.59543207785","1350.2664812506","15.2446","264.874","","5289.4","5240.2","4.5","2","0.885125","","","","","","28","Possible secondary consistent with planetary origin; possibly EB; also observed in S01","2020-10-01","2020-09-30","2022-12-14"
+"147425389","2312.01","","3","4","4","3","3","4","4","26.7","82.1","81.89","2","0","1","PC","PC","12.526","0.006","1","spoc-s01-s69-b0A-PC","SPOC","327.617657","-46.295257","15.056","3.328","-1.793","3.329","2459063.37533","0.00073432596","3.1856867478896","0.000004187457","3.1050114653897","0.09339815","8.476428","0.198573","7776.6827785942","182.8755","","","556.44033234393","1238.723566073","36.116165","490.314","","5590.5","5635.3","4.4","","","","","","","","28,68","no stellar radius; Teff ~5600 K; plx ~ 1.66 mas","2020-10-01","2024-04-24","2024-04-30"
+"325468685","2313.01","","3","4","4","3","1","4","4","26.3","99.1","34.58","4","0","0","PC","PC","11.449","0.037","1","spoc-s01-s69-b0A-PC","SPOC","354.816867","-78.746529","","","","","2459063.002235","0.00039952243","1.8905304115732","0.0000029403375","1.234783065108","0.05173118","3.86183","0.165083","3550.5585146982","152.0354","","","1115.7780219408","1474.0567377539","26.999704","330.949","","5816","190","4.3","2","","","","","","","28,67,68","possible ~650 ppm secondary; variable host","2020-10-01","2024-04-24","2024-04-30"
+"355446093","2314.01","TIC 355446093.01","3","4","4","3","3","4","4","11.3","47.7","97.04","4","0","1","PC","PC","11.7493","0.006","1","spoc","SPOC","350.869745","-52.175942","-13.688","0.034","-3.248","0.038","2459063.240033","0.0046124216","15.937545961977","0.0065294565","4.5395335391686","0.30473816","4.539486","0.430572","4172.2924827136","396.49298","11.922054924297","0.99989533","180.2682649194","934.54360336561","14.881924","540.268","9.0505","6093.1","6117.3","4.1","0.5","1.55033","0.0736382","","","1.16","0.165394","28","v-shaped; also observed in S01","2020-10-01","2020-09-30","2022-12-14"
+"302333151","2315.01","TIC 302333151.01","3","5","5","3","3","4","4","61.6","175.4","69.35","2","1","3","PC","APC","11.0675","0.006","1","spoc","SPOC","320.524083","-27.554409","-7.044","0.09","-8.149","0.058","2459062.370165","0.0009674511","1.4408227836274","0.00010705925","1.7457036342038","0.065749876","4.864729","0.258612","4470.5580828538","238.16164","9.7835562605799","1.5113244","2629.0467230614","1826.2882529973","24.189308","290.436","5.3815","5941.2","5990","4.3","0.6","1.16489","0.0570854","","","1.22","0.172381","28","v-shaped; also observed in S01","2020-10-01","2020-09-28","2022-12-14"
+"61980227","2316.01","","5","5","5","5","5","5","5","83.8","127.6","317","7","4","1","PC","FP","12.0516","0.011","1","spoc","SPOC","335.53692","-30.763927","7.437","0.07","-10.931","0.078","2459064.594292","0.0011917405","3.09589846347","0.00029128641","1.8584683921787","0.10172151","11.301404","0.534653","10354.991695208","492.3127","19.244395247283","15.441661","1246.3528431101","1515.4094869511","21.442627","539.486","13.1975","6764","6750.8","4.3","2","1.25844","0.0616131","","","1.37","0.227667","28","possible synchronization; slight odd-even; large; also observed in S01","2020-10-01","2020-09-30","2024-09-14"
+"274599700","2317.01","TIC 274599700.01","5","5","5","5","5","5","5","","","92.98","0","0","0","PC","FP","11.8831","0.007","1","spoc","CTOI","255.328342","51.529396","-27.478","0.037","19.344","0.037","2459002.081234","0.0094175","","","8.4494540541209","0.38778463","6.542636","0.37408","6007.8703021194","344.4813","11.625865038982","0.91485745","49.504685000778","676.52106663307","14.481249","448.143","3.98","5635.75","143.237","4.12397","0.0865629","1.43565","0.0839045","0.164","0.09","1","0.121716","24,25,26","CTOI from Planet Hunters","2020-10-05","2021-08-12","2022-12-14"
+"88840705","2318.01","TIC 88840705.01","3","5","5","3","4","4","4","","","34.67","0","3","7","PC","APC","8.6512","0.008","1","spoc","CTOI","262.589332","40.369465","17.54","2","-55.45","2","2459026.647613","0.0025008","","","4.6833042194529","0.17761438","2.989027","0.164092","2749.2099366779","151.12294","6.507119231924","2.000792","9.1909014596435","444.07801905495","24.665766","45.0103","","4968","","4.438","","0.844548","","","","","","25,26","CTOI from Planet Hunters","2020-10-05","2021-08-12","2023-07-19"
+"349488688","2319.01","TIC 349488688.01","1","4","1","1","4","4","4","","","16.36","5","3","2","CP","CP","8.40302","0.006","1","spoc-s14-s55-b0A-CP","CTOI","253.784885","20.491524","14.755","0.032","44.689","0.037","2459002.765265","0.0030180693","","","6.112005814305","0.38087797","0.929336","0.068216","855.58360359149","62.826878","4.1844082559544","0.8714301","0.9694478733368","253.0759437945","20.599634","107.898","0.317","6329","134.955","4.24509","0.0925756","1.3961900472641","0.0640704","","","1.25","0.195795","25,52","CTOI from Planet Hunters; one transit of HD 152843 c","2020-10-05","2023-03-23","2023-03-24"
+"349488688","2319.02","TIC 349488688.02","5","5","5","5","5","5","5","5.1","58.9","10.42","5","3","2","CP","KP","8.40302","0.006","2","spoc-s14-s55-b0A-CP","SPOC","253.784885","20.491524","14.755","0.032","44.689","0.037","2458994.287456","0.0028117117","11.620754399669","0.0000701485","5.6290583658816","0.38661385","0.527806","0.041442","486.00903746598","38.16921","3.2075540092333","0.6054279","239.28149504269","1003.1064615553","11.243392","107.898","0.317","6329","134.955","4.24509","0.0925756","1.3961900472641","0.0640704","","","1.25","0.195795","25,52","HD 152843 b","2023-08-15","2023-08-15","2023-08-18"
+"207501148","2320.01","TIC 207501148.01","5","5","5","5","5","5","5","","","317","0","11","4","PC","FP","9.85317","0.006","1","spoc","CTOI","247.657124","56.399869","-51.626","0.087","125.209","0.106","2459007.727293","0.0028416","","","4.4875335255474","0.19324788","4.472905","0.236596","4111.2234826407","217.88962","18","","82.754500051293","769.25026475351","31.371407","167.542","1.471","5879","120.447","4.28122","0.0741616","1.23623","0.0569347","","","1.065","0.135172","25","CTOI from Planet Hunters; Rp is at least 2x9.4Re; single transit","2020-10-05","2021-08-12","2022-12-14"
+"138126035","2321.01","TIC 138126035.01","2","5","5","2","4","4","4","0","11.7","8.88","0","5","8","PC","PC","9.84325","0.006","1","qlp-s50-tois","CTOI","196.736409","16.54934","-3.822","0.103","-25.162","0.069","2458954.324139","0.0000098","716.3497402","0.000001","3.612","0","0.941742","0.000784","867","0.721749","2.90826","0.157279","0.0174179","101","9","120.535","0.6485","5645.84","105.274","4.46148","0.0728202","0.97","0.04","-0.103","0.017","1.002","0.121789","23,50","CTOI from Planet Hunters; duo-transit; period is likely shorter than max period of ~716 days","2020-10-05","2022-11-15","2022-12-14"
+"300812741","2322.01","","2","4","4","2","3","4","4","1","31.6","4.31","1","1","1","PC","PC","10.0534","0.006","1","spoc-s01-s69-b0A-PC","QLP","116.973103","-71.001967","7.873","0.038","-53.309","0.038","2459037.417539","0.0016235126","20.225494574722","0.000048696085","2.2719960913451","0.24579921","0.773481","0.04791","712.1489699875","44.126038","1.9090249297227","0.8845575","10.401611693984","458.031038302","14.391445","59.861","0.07945","4465","125.1","4.6","0.1","0.69754701852798","0.0569246","","","0.7","0.0826541","1,2,3,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,35,36,37,38,39,61,62,63,65,66,67,68,69","potential multi; variable host","2020-10-07","2024-02-23","2024-03-03"
+"300812741","2322.02","","1","4","1","1","3","4","4","0.5","3.6","1.07","1","1","1","PC","PC","10.0534","0.006","2","qlp-s68-ffi","QLP","116.973103","-71.001967","7.873","0.038","-53.309","0.038","2460160.451337","0.0071971","11.3071786","0.0000621","2.824","0.4","0.286672","0.019922","264","18.3483","1.02968","0.099058","18.9311","581","12","59.861","0.07945","4465","125.1","4.6","0.1","0.7","0.06","","","0.7","0.0826541","1,2,3,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,35,36,37,38,39,61,62,63,65,66,67,68","possible multi; odd transits slightly shallower; variable host","2021-08-12","2023-10-16","2023-10-19"
+"293527670","2323.01","","5","5","5","5","5","5","5","10.9","51.4","13.86","1","1","1","PC","FP","10.3338","0.006","1","qlp","QLP","352.192845","-76.636896","37.027","0.053","-37.079","0.037","2459086.60982","0.00172","0.98656","","0.724","0.212","0.42352","0.005725","390","5.27306","3.78687","0.461362","574.294","1363","12","238.68","1.328","5522","132.7","3.99","0.08","1.64","0.09","","","0.97","0.121862","1,13,27,28","4-sigma odd-even; but perhaps b/c is low SNR","2020-10-07","2020-10-07","2022-12-14"
+"69819610","2324.01","","1","4","4","1","3","4","4","8.5","64.1","7.42","4","5","3","PC","PC","9.14425","0.006","1","qlp-s68-ffi","QLP","337.887071","-23.16505","-34.51","0.074","-36.199","0.065","2460178.993496","0.0032413","1.0361758","0.0000047","2.93","0.946","0.377902","0.033536","348","30.8869","2.62395","0.199983","18869.1","3265","19","165.158","1.09","6413","134.4","4.2","0.09","1.5","0.07","","","1.29","0.217643","28,68","L1 candidate","2020-10-07","2023-10-24","2023-11-03"
+"152800085","2325.01","","3","5","5","3","3","4","4","36.4","137.7","59.59","1","0","1","PC","APC","9.5103","0.006","1","qlp","QLP","343.544632","-36.287777","-7.675","0.053","-17.953","0.052","2459083.39525","0.00084","4.26991","0.00002","1.509","0.271","2.434777","0.015952","2240","14.6924","8.95578","0.777438","667.336","1415","12","223.852","1.705","6580","127.7","4.16","0.09","1.62","0.07","","","1.37","0.234214","2,28","two stars in pixel; possible slight secondary at 0.5 phase; artifact TIC 152800082 close by","2020-10-07","2020-10-07","2022-12-14"
+"175456679","2326.01","","3","4","3","3","3","4","4","0.2","89.3","3.96","1","0","1","PC","PC","9.456","0.019","1","qlp-s69-ffi","QLP","350.491313","-40.174352","1.6","2","-9.6","1.9","2460201.334015","0.0016223","58.9970907","0.000025","5.722","0.683","2.96267","0.078132","2725","71.9593","","","","","31","154.124","","","","","","","","","","","","2,28,29,69","former duo transit alerted with period of 42.9 days; now have third transit that rules out 42.9 days; new longest possible period between 3 transits with qlp-s69-ffi is ~58.997 d","2020-10-07","2023-12-07","2023-12-08"
+"177308364","2327.01","","1","4","1","1","3","4","4","0.6","32.5","10.03","6","6","1","PC","PC","9.4088","0.006","1","spoc-s01-s69-b0A-PC","QLP","103.422149","-73.075713","6.476","0.034","-46.687","0.047","2458396.537731","0.002151998","82.789976299572","0.00017572138","5.8475846722245","0.24324575","1.105684","0.072379","1017.8544172351","66.66129","3.1369358261775","0.3640661","6.4591289515153","406.59612777641","13.865488","100.351","0.194","6115","194","4.5616","0.270556","0.95777201652527","0.0457286","","","1.04","0.136149","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","Variable star","2020-10-07","2024-02-22","2024-03-03"
+"394287035","2328.01","TIC 394287035.01","3","4","4","3","1","4","4","13.3","87.1","73.64","5","2","0","PC","PC","11.584","0.006","1","qlp-s39-tois","SPOC","31.690742","-81.247376","31.804","0.036","-1.677","0.035","2459356.607647","0.0008086","17.1019622","0.0000234","3.357","0.097","12.481433","0.002086","11430","1.92099","10.1067","0.554732","20.0982","589","75","231.782","1.1035","5302.3","5297.2","4.4","0.4","0.93","0.05","","","0.94","0.12071","1,13,27,28,39","","2020-10-07","2022-03-22","2023-06-02"
+"238920875","2329.01","","3","4","3","3","3","3","3","21.2","69.7","81.49","5","9","1","PC","PC","11.7944","0.006","1","qlp-s38-tois","CTOI","94.278691","-52.338502","18.522","0.034","-19.082","0.037","2459358.54376","0.0007749","6.5346715","0.0000078","3.304","0.093","6.938262","0.000639","6370","0.588087","10.7773","0.697672","121.853","925","26","333.701","2.165","5424","282.9","3.35","0.15","1.33","0.08","-0.05","0.09","0.89","0.111037","1,5,6,7,8,11,28,32,34,35,38","ephemeris match to nearby neighbor 238920875; this is the brighter star; CTOI from Marco Montalto","2020-10-23","2022-09-20","2022-12-14"
+"180991313","2330.01","TIC 180991313.01","5","5","5","5","5","5","5","44.5","119","94","0","0","0","KP","KP","11.8699","0.006","1","qlp","CTOI","172.858645","-41.689518","-13.442","0.05","2.269","0.04","2459329.30801","0.0004237","2.2088214","0.0000022","2.544","0.089","8.469116","0.000839","7770","0.772966","11.6656","0.536794","1052.08","1586","99","416.784","5.6845","5960.4","104.5","4.27","0.08","1.26","0.06","0.0136379","0.0655032","1.09","0.132846","10,36,37","brown dwarf; WASP 128b; 37 Mjup; CTOI from Marco Montalto","2020-10-23","2021-11-10","2022-12-14"
+"168751223","2331.01","TIC 168751223.01","3","4","3","3","1","4","4","17.2","84.3","44.37","2","1","0","PC","PC","13.3666","0.007","1","qlp","CTOI","62.671535","-32.99244","36.867","0.032","19.914","0.04","2459167.334911","0.0027532","4.7150942","0.0000239","2.436","0.791","8.129955","3.390015","7460","3117.45","7.48939","3.52456","118.46","919","14","163.356","0.585","3798","157","4.67","0.01","0.57","0.02","","","0.565187","0.0205819","4,5,31","2 stars in pixel; possible odd-even; CTOI from Marco Montalto","2020-10-23","2021-01-29","2022-12-14"
+"286000547","2332.01","TIC 286000547.01","3","4","4","3","4","4","4","25.5","98","97.21","6","3","7","PC","PC","12.2015","0.007","1","qlp","QLP","139.741548","-15.30808","-10.263","0.076","-5.957","0.072","2459273.75932","0.0009132","7.4972297","0.0000123","3.589","0.284","15.836394","0.007635","14480","7.0321","11.9137","0.652672","143.814","964","64","360.478","5.8805","5596.2","116.1","4.43","0.08","1","0.05","0.128624","0.0666659","0.99","0.124411","8,35","","2020-10-23","2020-10-23","2023-03-07"
+"358579111","2333.01","TIC 358579111.01","3","4","4","3","3","4","4","4.3","20.1","57.98","8","0","1","PC","PC","12.3462","0.006","1","qlp","CTOI","54.221383","-60.061476","-0.412","0.041","-4.213","0.047","2459169.298095","0.0044703","14.2197641","0.0001137","6.416","0.8","2.598015","0.002462","2390","2.26734","8.78678","0.541437","215.552","1067","16","817.874","16.175","6115","128.6","3.97","0.09","1.83","0.09","","","1.15","0.15771","2,3,4,29,30,31","Depth-aperture but no bright stars nearby; CTOI from Marco Montalto","2020-10-23","2021-01-29","2023-09-06"
+"200743403","2334.01","TIC 200743403.01","3","4","3","3","3","4","4","12.6","39.5","83.99","1","0","1","PC","PC","12.1385","0.006","1","qlp","CTOI","49.154193","-48.107918","23.591","0.077","-11.286","0.094","2459169.12445","0.0016092","7.9980831","0.0000263","3.047","0.302","4.308051","0.003192","3960","2.9403","10.9403","0.717797","97.3629","875","28","593.163","17.5995","5556","131.5","3.97","0.08","1.7","0.1","","","0.98","0.12007","3,4,30,31","CTOI from Marco Montalto; some odd-even but only one even transit; slight depth aperture correlation","2020-10-23","2021-02-01","2022-12-14"
+"160003961","2335.01","TIC 160003961.01","3","5","5","3","3","4","4","15.2","63.5","31.44","2","0","1","PC","APC","12.1323","0.006","1","qlp","CTOI","50.826623","-40.453518","-4.119","0.032","9.349","0.043","2459169.502915","0.0009002","1.4492052","0.0000033","1.104","0.152","1.303666","0.003153","1200","2.90396","6.15666","0.36231","551.777","1350","22","439.747","4.048","6004.9","117.5","4.39","0.08","1.12","0.05","-0.66","0.12","1.11","0.143974","3,4,30,31","very slight depth aperture correlation; CTOI from Marco Montalto","2020-10-23","2021-01-28","2022-12-14"
+"88902249","2336.01","TIC 88902249.01","3","4","4","3","3","4","4","25.6","85.5","84.52","7","0","5","PC","PC","10.1757","0.006","1","qlp","QLP","230.230416","-33.69246","6.387","0.088","-19.009","0.078","2459359.048483","0.0008188","7.7119328","0.0000184","3.994","0.102","3.730477","0.000618","3430","0.56961","10.9933","0.549325","305.979","1165","55","297.716","5.75","6458","131.6","4.03","0.09","1.83","0.09","","","1.31","0.209553","11,38","period is 7.7 d","2020-10-23","2021-08-12","2022-12-14"
+"230001847","2337.01","TIC 230001847.01","3","5","5","3","4","4","4","21","34.1","92.16","14","10","5","CP","CP","11.2347","0.007","1","spoc-s14-s60-b0A-CP","CTOI","290.619895","60.853904","-10.335","0.039","9.837","0.042","2459769.981102","0.0056382823","2.9942630371248","0.000014643601","6.9172308982694","0.13520494","1.217412","0.025757","1120.6492356641","23.722471","11.56559793779","0.41685495","619.58090373373","1272.4603410828","31.459772","536.046","5.9135","4784","122","","","3.2285900115967","","","","","","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,54,55,56,57,58,60","CP TOI-2337 b (Grunblatt+2022); CTOI from Samuel Grunblatt","2020-10-23","2023-06-13","2023-06-16"
+"24358417","2338.01","TIC 24358417.01","3","5","5","3","4","4","4","12.4","71.4","101.54","6","0","1","PC","CP","11.7024","0.006","1","qlp","CTOI","81.344582","-34.668249","38","0.032","18.022","0.036","2459183.68068","0.0010874","22.6539607","0.0000398","3.468","0.209","12.591267","0.001554","11530","1.43086","12.2765","0.676669","13.8485","537","55","313.996","1.968","5523","131.7","4.33","0.08","1.12","0.06","","","0.97","0.128089","5,6,32","Slight depth aperture correlation; CTOI from Marco Montalto","2020-10-23","2021-02-02","2022-12-21"
+"279514271","2339.01","TIC 279514271.01","3","4","4","3","3","4","4","5.3","17.8","58.83","6","0","1","PC","PC","11.9507","0.006","1","qlp","CTOI","105.762026","-55.368285","-1.137","0.04","9.054","0.043","2459377.97784","0.0036414","9.7728388","0.0000516","6.74","0.747","1.44499","0.000817","1330","0.752269","8.8917","0.521791","401.97","1247","12","753.745","11.069","5636.8","117.5","3.66","0.08","2.44","0.13","0.0573276","0.064299","1","0.126473","2,3,6,7,8,9,12,13,29,30,32,33,34,35,36","CTOI from Marco Montalto","2020-10-23","2021-11-10","2022-12-14"
+"29959761","2340.01","TIC 29959761.01","5","5","5","5","5","5","5","32.9","125.9","30.6","5","0","1","PC","FP","11.8012","0.006","1","qlp","CTOI","42.261441","-16.557655","59.809","0.087","84.904","0.134","2459169.749893","0.0005879","1.6471574","0.0000022","1.033","0.432","4.22085","0.182418","3880","167.999","6.06894","1.10307","362.237","1215","40","178.999","1.6895","5027","122.4","4.64","0.09","0.73","0.05","","","0.836","0.102026","4,31","v-shaped; CTOI from Marco Montalto","2020-10-23","2021-01-28","2022-12-14"
+"100267480","2341.01","TIC 100267480.01","3","4","4","3","3","4","4","106","212.1","55.17","7","0","3","PC","PC","12.722","0.008","1","qlp","CTOI","306.843521","-53.220653","45.658","0.051","-10.599","0.041","2458681.75145","0.00097","0.87741","0.00006","0.472","0.055","13.162586","0.035312","12050","32.5226","8.59148","0.463846","26.3008","630","23","121.433","0.57","3495","157","4.64","0.01","0.62","0.02","","","0.601869","0.0202894","13","v-shaped; potentially grazing incident;  CTOI from Marco Montalto","2020-10-23","2020-10-19","2023-05-05"
+"100589632","2342.01","TIC 100589632.01","5","5","5","5","5","5","5","9.2","64.8","14.37","2","1","1","PC","FP","11.1581","0.006","1","qlp","CTOI","86.458859","-32.947641","-29.22","0.032","31.796","0.042","2459221.101551","0.0016852","3.9471567","0.0000114","1.699","0.203","2.043105","0.002836","1880","2.61218","3.86968","0.298503","71.367","809","27","139.546","0.4215","4794","124.5","4.47","0.09","0.84","0.06","","","0.77","0.095959","5,6,32,33","Crowded field; refer to 100589633/TOI 2726 as on-target; CTOI from Marco Montalto","2020-10-23","2021-02-19","2022-12-14"
+"166834768","2343.01","TIC 166834768.01","3","4","3","3","3","4","4","10.3","42.8","36.82","0","0","1","PC","PC","12.2539","0.008","1","qlp","CTOI","58.616173","-31.344895","4.946","0.035","-1.303","0.043","2459169.676986","0.0020222","3.2553185","0.0000144","2.061","0.269","2.086617","0.003891","1920","3.58376","6.72917","0.409896","362.749","1215","14","511.208","6.1775","5927","121.5","4.28","0.08","1.25","0.06","","","1.08","0.136354","4,31","Small depth aperture correlation; CTOI from Marco Montalto","2020-10-23","2021-02-01","2022-12-14"
+"311179742","2344.01","TIC 311179742.01","3","4","3","3","3","4","4","8.6","27.1","81.05","4","0","1","PC","PC","12.2766","0.006","1","qlp-s39-tois","CTOI","257.715033","-75.729992","-2.616","0.04","1.314","0.048","2459380.743164","0.0047568","8.3129806","0.0000959","4.171","0.639","2.913679","0.00656","2680","6.04205","10.7065","0.782806","237.935","1094","12","802.875","19.723","5929","131.9","3.86","0.08","2.03","0.11","","","1.08","0.144032","12,13,39","Noisy LC; CTOI from Marco Montalto","2020-10-23","2023-01-24","2023-01-26"
+"91555165","2345.01","TIC 91555165.01","1","4","4","1","3","4","4","4.7","6.5","2.61","7","2","1","PC","PC","10.3759","0.006","1","spoc","CTOI","43.884794","-34.977975","202.401","0.03","-104.353","0.04","2459116.731575","0.002363174","1.0526156540819","0.00008711305","1.5288415014373","0.20309374","0.389314","0.03797","358.50760643363","34.970695","1.4203084574517","1.7885791","706.26548039448","1314.8062037775","9.283612","81.6541","0.16515","4621","125.5","4.54","0.1","0.75857502222061","0.0576507","","","0.73","0.0904038","30,31","Potential L1 candidate; low SNR; CTOI from Marco Montalto","2020-10-23","2021-07-28","2023-05-26"
+"91555165","2345.02","","1","4","1","1","3","4","4","0.5","24.2","6.09","7","2","1","PC","PC","10.3759","0.006","2","spoc","SPOC","43.884794","-34.977975","202.401","0.03","-104.353","0.04","2459120.29967","0.0050277757","42.12898932555","0.007076589","4.6130523439281","0.651279","1.044607","0.112897","961.65586698081","103.97616","2.3404731865812","1.4154048","5.1588514827655","384.37754255729","9.432722","81.6541","0.16515","4621","125.5","4.54","0.1","0.75857502222061","0.0576507","","","0.73","0.0904038","30,31","potential multi; period could be half; low SNR","2021-07-28","2021-07-28","2022-12-14"
+"317483660","2346.01","TIC 317483660.01","3","4","3","3","3","4","4","57","65.6","317","5","3","1","PC","PC","11.5584","0.017","1","qlp","QLP","88.092907","-13.372469","-11.234","0.055","3.059","0.058","2459224.055885","0.0005525","3.3311975","0.0000068","3.705","0.149","13.536303","0.003035","12390","2.79571","14.877","0.695738","1437.43","1715","135","437.484","6.0615","6605","165.8","4.33","0.09","1.33","0.06","","","1.38","0.236349","6,33","317483660","2020-10-23","2020-10-23","2022-12-14"
+"301343785","2347.01","TIC 301343785.01","3","5","5","3","4","4","4","20.2","52.3","50.53","1","2","3","PC","APC","11.6751","0.007","1","qlp","QLP","52.487605","-0.904217","4.724","0.063","-2.184","0.058","2459169.738716","0.0017121","1.1736318","0.0000047","1.397","0.26","1.597206","0.003896","1470","3.58836","8.1147","0.553864","1505.41","1735","17","587.369","13.9635","6033.7","103.7","3.92","0.08","1.93","0.09","-0.692786","0.00723833","1.12","0.144489","4,31","TFOP FP as SB2","2020-10-23","2020-10-23","2022-12-14"
+"317019074","2348.01","TIC 317019074.01","3","4","3","3","3","4","4","9.8","44.5","22.02","1","2","1","PC","PC","11.6884","0.008","1","qlp","CTOI","86.254678","-13.326617","1.105","0.08","0.741","0.08","2459225.439688","0.0016034","1.2043785","0.000004","1.047","0.188","1.271055","0.002908","1170","2.67819","4.985","0.339383","1124.6","1613","15","487.854","8.938","6595","129.1","4.3","0.09","1.38","0.06","","","1.38","0.231156","6,32,33","Possibly stellar variability; CTOI from Marco Montalto","2020-10-23","2021-05-19","2022-12-14"
+"405452527","2349.01","TIC 405452527.01","3","5","5","3","4","4","4","47","95.4","317","0","2","2","PC","APC","11.8929","0.007","1","qlp-s35-tois","CTOI","143.259339","-13.830634","-7.785","0.059","2.342","0.059","2459997.913355","0.0010739166","11.5738497","0.0000186","6.656","0.116","20.528696","0.001633","18730","1.5037","22.4042","1.18194","210.056","1060","99","528.869","10.612","5782","124.2","4.04","0.08","1.61","0.08","","","1.04","0.127314","8,35,62","CTOI from Marco Montalto; RV error ~4.8 km/s from Gaia DR2; large radius for period; possible EB","2020-10-23","2023-10-17","2023-10-17"
+"47601197","2350.01","TIC 47601197.01","1","4","4","1","4","4","4","17.7","92.4","44.74","16","3","4","PC","PC","10.6477","0.006","1","qlp","CTOI","97.408122","-21.994385","-5.328","0.024","-9.006","0.045","2458476.588785","0.0018636","8.6251769","0.0026704","2.704","0.528","1.836446","0.011376","1690","10.4777","7.55444","0.550065","161.98","993","29","185.506","1.006","5484","123.9","4.35","0.08","1.08","0.06","","","0.96","0.12543","6","Possible multi. CTOI from Marco Montalto.","2020-10-23","2021-04-02","2023-03-08"
+"47601197","2350.02","TIC 47601197.02","2","4","2","2","4","4","4","6.7","51.6","14.16","16","3","4","PC","PC","10.6477","0.006","2","qlp","UNKNOWN","97.408122","-21.994385","-5.328","0.024","-9.006","0.045","2458480.358848","0.0050647","4.8714085","0.0036335","2.643","0.79","1.281925","0.006594","1180","6.07303","3.8394","0.35462","350.476","1205","11","185.506","1.006","5484","123.9","4.35","0.08","1.08","0.06","","","0.96","0.12543","6","Inner candidate to TOI 2350.01; potential multi; potential L1; CTOI from Marco Montalto","2021-03-18","2021-06-11","2022-12-14"
+"290036495","2351.01","TIC 290036495.01","3","5","5","3","4","4","4","79","129.8","317","0","1","2","PC","APC","12.1103","0.007","1","qlp-s46-tois","CTOI","192.661632","-14.565099","-22.015","0.093","-8.012","0.071","2459573.685262","0.0003717","5.2524792","0.0000035","1.828","0.151","25.7082","0.018668","23400","17.1935","20.7884","1.27074","132.072","944","121","457.57","11.2055","5728","122.1","4.24","0.08","1.27","0.07","","","1.02","0.12632","10,37,46","likely EB; see observing notes; CTOI from Marco Montalto","2020-10-23","2022-03-10","2022-12-14"
+"32925763","2352.01","TIC 32925763.01","3","4","3","3","4","4","4","20.9","88","25","1","2","2","PC","PC","11.0863","0.006","1","qlp","CTOI","87.373285","-25.375613","1.367","0.035","9.988","0.041","2459226.279737","0.0006571","1.6804461","0.0000066","1.099","0.373","2.195405","0.007625","2020","7.02256","5.37039","0.405311","833.25","1496","35","231.907","1.5495","5695","127.2","4.41","0.08","1.04","0.05","","","1.014","0.127647","6,32,33","v-shaped; CTOI from Marco Montalto","2020-10-23","2020-10-19","2022-12-14"
+"177079323","2353.01","TIC 177079323.01","3","4","3","3","3","4","4","4","19.3","32.19","0","0","1","PC","PC","11.895","0.006","1","spoc-s01-s69-b0A-PC","CTOI","103.245394","-67.53926","4.331","0.055","2.04","0.047","2458544.487802","0.003546112","5.751796947832","0.00002033673","3.0489623368242","0.334562","0.76199","0.080043","701.57288767776","73.719925","6.2303215794427","0.53545517","1308.6880472057","1534.0120938759","10.992896","723.392","16.8415","6510.3","121","3.97","0.09","1.9761600494385","0.100824","-0.586405","0.1","1.34","0.214889","1,2,3,4,5,6,7,8,9,11,12,13,27,28,29,31,32,33,34,35,36,37,38,61,62,63,64,65,66,67,68,69","low SNR; CTOI from Marco Montalto","2020-10-23","2024-03-11","2024-03-16"
+"219766989","2354.01","TIC 219766989.01","5","5","5","5","5","5","5","44.9","104.5","66.22","10","2","5","EB","FP","11.9951","0.008","1","qlp","CTOI","192.32172","-21.333033","-0.794","0.057","-10.736","0.052","2459332.152874","0.0007175","0.5109902","8e-7","0.709","0.251","2.957226","0.023506","2720","21.6493","9.54792","0.908174","4048.85","2222","33","569.651","11.0955","6095","126","4.13","0.08","1.53","0.07","","","1.14","0.150011","10,37","a/R ~ 1.85; CTOI Marco Montalto; TFOP FP; retired as EB","2020-10-23","2021-10-05","2022-12-14"
+"124515764","2355.01","TIC 124515764.01","3","4","3","3","3","4","4","7.6","41.2","15.78","0","1","1","PC","PC","11.7959","0.006","1","qlp-s39-tois","CTOI","199.021029","-33.76396","-25.369","0.063","-7.35","0.069","2459332.174614","0.0032725","1.2709769","0.0000087","2.335","0.328","1.521096","0.00231","1400","2.12756","4.10761","0.257518","4096.84","2228","22","418.251","6.009","6296","125.8","4.39","0.08","1.17","0.05","","","1.23","0.182567","10,37","Slight depth-aperture correlation; could be L1 given Rp error; CTOI from Marco Montalto","2020-10-23","2023-01-24","2023-01-26"
+"30947715","2356.01","TIC 30947715.01","1","4","1","1","4","4","4","3.2","26.3","12.29","1","3","2","PC","PC","11.7118","0.007","1","qlp","CTOI","79.61789","-28.00593","13.54","0.031","-0.28","0.04","2458489.40504","0.00634","3.66275","0.00078","3.096","0.445","1.053675","0.003003","970","2.76594","3.52758","0.276806","782.333","1473","11","415.04","3.587","6150","128.5","4.33","0.08","1.22","0.06","","","1.17","0.163008","6","Potential L1 candidate; small depth aperture correlation; CTOI from Marco Montalto","2020-10-23","2020-10-23","2022-12-14"
+"124206468","2357.01","TIC 124206468.01","3","4","3","3","3","4","4","21.8","73.4","101.52","5","0","1","PC","PC","11.4586","0.006","1","qlp-s37-tois","CTOI","197.200536","-31.499464","4.491","0.104","-0.829","0.073","2459329.732281","0.0011178","7.0924883","0.0000166","2.869","0.252","6.031702","0.002584","5540","2.37956","12.2608","0.639969","200.057","1047","41","503.535","11.249","6493","132.1","4.17","0.09","1.58","0.07","","","1.33","0.208041","10,37","Period could be 2x (14.2 d); CTOI from Marco Montalto","2020-10-23","2023-01-24","2023-01-26"
+"124095888","2358.01","TIC 124095888.01","1","4","1","3","3","4","4","88.2","206.1","114.85","2","0","1","PC","PC","11.5137","0.007","1","qlp-s37-tois","CTOI","196.285834","-31.985378","-6.391","0.09","-14.182","0.118","2459331.195756","0.0011999","1.1258127","0.0000028","0.374","0.176","1.564587","1.737242","1440","1598.78","13.1558","5.49473","570.852","1361","13","395.046","8.438","6423","126.1","4.36","0.09","1.24","0.06","","","1.29","0.204119","10,37","Very slight depth-aperture correlation; CTOI from Marco Montalto; artifact TIC 124095880 close by","2020-10-23","2023-01-24","2024-09-09"
+"436102447","2359.01","TIC 436102447.01","3","4","3","3","4","4","4","42.8","47.9","317","1","2","2","PC","PC","11.0331","0.007","1","qlp","CTOI","83.818664","6.587708","-4.383","0.061","-16.049","0.054","2458486.39266","0.00227","5.1858","0.00104","7.191","0.223","4.951373","0.000902","4550","0.830724","18.5118","0.967961","1753.41","1802","59","594.265","13.8565","6130","119.8","3.64","0.08","2.7","0.14","","","1.16","0.154147","6","2 stars in pixel; CTOI from Marco Montalto","2020-10-23","2020-10-23","2022-12-14"
+"31656385","2360.01","TIC 31656385.01","5","5","5","5","5","5","5","12.3","23.1","317","5","0","1","PC","FP","11.9961","0.006","1","qlp","CTOI","46.659674","-66.007932","14.519","0.033","11.727","0.033","2459073.99562","0.00641","22.84518","0.0002","7.215","0.749","10.045963","0.007496","9210","6.90369","15.1752","0.83014","91.9765","862","44","580.188","6.1975","5963.1","113.3","4.08","0.08","1.57","0.07","0.23","0.1","1.09","0.142956","28","CTOI from Marco Montalto","2020-10-23","2020-10-19","2022-12-14"
+"204671232","2361.01","TIC 204671232.01","3","4","3","3","4","4","4","25.6","94.5","99.99","35","0","4","PC","PC","11.9196","0.006","1","qlp","CTOI","184.982551","-27.284837","-36.815","0.059","10.615","0.058","2458595.20891","0.00139","8.71546","0.00113","3.934","0.129","13.118628","0.003405","12010","3.13566","12.1387","0.710653","103.489","888","41","314.877","3.9235","5395","128.5","4.36","0.08","1.06","0.06","","","0.937","0.120198","10","CTOI from Marco Montalto","2020-10-23","2020-10-19","2022-12-14"
+"302924206","2362.01","TIC 302924206.01","3","4","3","3","3","4","4","22.1","68.6","119.44","2","0","1","PC","PC","12.3715","0.006","1","spoc-s01-s69-b0A-PC","CTOI","34.954262","-62.503817","-13.334","0.045","-7.086","0.038","2460157.921115","0.0037258486","6.9444047","0.000019","2.7056072834695","0.25825316","5.731424","0.68607","5264.9280735187","631.6944","13.470855063736","7.57796","449.66082671108","1174.4675264604","15.353693","634.033","8.413","6104.5","121.7","4.19","0.08","1.419450044632","0.0688191","-0.273778","0.076577","1.15","0.156074","1,3,28,29,30,68,69","Slight odd-even at 3sigma possibly explained by stellar variability; CTOI from Marco Montalto","2020-10-23","2024-04-24","2024-04-30"
+"445456888","2363.01","TIC 445456888.01","3","4","3","3","3","4","4","19.9","53.4","121.05","4","0","1","PC","PC","12.1046","0.006","1","qlp-s36-tois","CTOI","112.875366","-52.985887","-15.382","0.044","11.376","0.044","2459990.19028","0.0026641001","5.5436298","0.0000134","3.879","0.412","5.878863","0.00364","5400","3.35228","13.5659","0.7071","702.661","1434","42","721.25","11.557","6510","127.8","4.05","0.09","1.81","0.08","","","1.34","0.207751","7,8,9,33,34,35,36,61,62","Crowded field; CTOI from Marco Montalto","2020-10-23","2023-08-10","2023-08-10"
+"39414571","2364.01","TIC 39414571.01","3","5","5","3","4","4","4","36.8","123.5","66.52","4","1","4","PC","CP","11.5521","0.006","1","qlp","CTOI","89.130026","-5.01203","12.306","0.068","-15.424","0.063","2459227.044447","0.0006444","4.0197555","0.0000041","2.688","0.154","10.637872","0.001898","9750","1.74846","9.57594","0.594464","211.813","1062","92","219.614","1.702","5216","131.3","4.44","0.09","0.94","0.06","","","0.888","0.107869","6,33","CTOI from Marco Montalto","2020-10-23","2020-10-23","2023-12-03"
+"344085117","2365.01","TIC 344085117.01","5","5","5","5","5","5","5","22.8","72.5","30.92","10","0","1","PC","FP","11.9732","0.006","1","qlp-s33-tois","CTOI","108.017449","-50.247778","8.126","0.043","-20.872","0.041","2459962.922038","0.0022715123","0.659752","0.0000015","0.367","0.116","1.424334","0.023196","1311","21.3642","6.07841","0.701649","376.585","1227","9","415.137","3.9495","5832","127","4.26","0.08","1.25","0.06","","","1.05","0.132818","6,7,8,33,61","v-shaped; low SNR; CTOI from Marco Montalto; some asymmetry in transit shape; multiple stars in pixel","2020-10-23","2023-07-12","2023-12-16"
+"39218269","2366.01","TIC 39218269.01","3","5","5","3","4","4","4","9.7","33.1","111.19","7","2","4","PC","APC","11.8402","0.006","1","qlp","CTOI","88.505022","-3.639907","8.71","0.062","22.471","0.062","2459224.966718","0.0043466","17.1869882","0.0001376","3.845","1.234","3.403684","0.014162","3130","13.0438","12.9307","1.38748","97.2728","874","16","439.569","9.183","6049.7","143.6","3.87","0.1","2.05","0.18","-0.037","0.016","1.126","0.141998","6,33","some asymmetry in transit between ingress and egress; CTOI from Marco Montalto","2020-10-23","2021-02-19","2024-02-15"
+"441159680","2367.01","TIC 441159680.01","3","4","3","3","3","4","4","36.9","49","317","5","2","1","PC","PC","12.3193","0.007","1","qlp","CTOI","333.111347","-26.92637","7.045","0.069","-11.192","0.064","2459084.78676","0.00077","5.74984","0.00001","3.734","0.154","19.378587","0.003674","17690","3.38406","14.4892","0.779097","329.499","1186","33","467.516","10.745","6046","123","4.42","0.08","1.08","0.06","","","1.12","0.14677","28","Slight depth-aperture correlation; CTOI from Marco Montalto","2020-10-23","2020-10-23","2022-12-14"
+"401125028","2368.01","TIC 401125028.01","3","4","4","3","3","4","4","41","139.7","82.12","8","20","1","PC","PC","11.6955","0.006","1","qlp","CTOI","134.957623","-48.488493","-5.178","0.046","-19.817","0.041","2459297.19627","0.0004329","5.1750108","0.000004","1.715","0.191","14.537179","0.003363","13300","3.0974","10.7741","0.662931","71.7931","810","91","210.915","1.1745","5177","130.7","4.48","0.09","0.89","0.05","","","0.88","0.108561","8,9,35,36","Slight odd-even and inconsistent transit shapes which can be due to few transits available; CTOI from Marco Montalto","2020-10-23","2021-11-09","2022-12-14"
+"220068921","2369.01","TIC 220068921.01","3","4","3","3","4","4","4","27.3","77.7","81.45","4","0","2","PC","PC","12.1227","0.02","1","qlp","CTOI","83.913807","4.82797","3.399","0.104","-32.39","0.082","2458489.43839","0.00255","3.36376","0.00068","3.418","0.211","7.659681","0.003188","7030","2.93661","10.7493","0.771513","705.699","1435","35","418.29","8.3105","5713.3","133.1","4.24","0.09","1.27","0.09","0.504","0.07","1.02","0.131398","6","Some centroid shift and slight depth-aperture correlation; CTOI from Marco Montalto","2020-10-23","2020-10-23","2022-12-14"
+"347357977","2370.01","TIC 347357977.01","3","4","3","3","4","4","4","4.3","36.9","24.18","2","3","4","PC","PC","11.4878","0.006","1","qlp","CTOI","132.898822","-16.386277","-11.963","0.053","-4.376","0.035","2459262.512418","0.0030324","12.6826724","0.0001138","3.827","0.406","2.706855","0.003135","2490","2.88725","5.24953","0.318192","76.8372","824","13","294.752","2.722","5851","125.1","4.43","0.08","1.04","0.05","","","1.057","0.13326","8,34,35","CTOI from Marco Montalto","2020-10-23","2021-06-11","2022-12-14"
+"432132155","2371.01","TIC 432132155.01","3","4","4","3","3","4","4","29.9","82.6","111.35","5","2","1","PC","PC","12.2036","0.007","1","qlp","CTOI","137.31171","-19.778021","-10.534","0.067","-2.229","0.081","2459275.495126","0.0016504","4.8984239","0.0000138","3.752","0.211","10.835247","0.003935","9930","3.62457","12.907","0.787613","409.667","1253","39","471.152","13.9325","5774","129.7","4.23","0.08","1.29","0.07","","","1.03","0.131022","8,35","Slight depth-aperture correlation; Gaia DR2 RV error ~2.5 km/s; CTOI from Marco Montalto","2020-10-23","2021-06-11","2024-01-22"
+"189620016","2372.01","TIC 189620016.01","5","5","5","5","5","5","5","101.8","150.5","317","4","2","1","PC","FP","12.2186","0.007","1","spoc-s62-b0A","CTOI","144.040606","-24.751118","-6.376","0.053","1.579","0.051","2459989.454493","0.001547416","1.1792344097128","0.00013043544","1.7572263497752","0.10915688","5.877443","0.39505","5398.6996810991","363.7887","26.973977715269","15.517121","16257.691409431","2879.9468214286","17.992037","1092.91","38.565","6127.1","124.1","3.67","0.09","2.605819940567","0.155106","-0.284303","0.0684384","1.16","0.156731","8,62","CTOI from Marco Montalto; TFOP APC/VPC/ST2; v-shaped; ~5 sigma odd-even; possibly synchronized","2020-10-23","2023-10-02","2024-01-29"
+"332558858","2373.01","TIC 332558858.01","3","5","5","3","4","4","4","10.2","45.8","88.35","7","2","1","PC","CP","12.5882","0.007","1","qlp","CTOI","61.68622","-16.755755","11.289","0.038","-39.175","0.034","2459168.5071","0.0021856","13.3368173","0.0000579","4.384","0.505","8.950687","0.006389","8210","5.88429","11.2448","0.670513","69.8726","805","30","508.686","7.327","5517","120.9","4.26","0.08","1.2","0.06","","","0.97","0.117688","5,31","CTOI from Rafael Brahm","2020-10-23","2021-01-29","2024-02-28"
+"439366538","2374.01","","3","4","4","3","3","3","3","36.6","147.1","49.31","4","11","1","PC","PC","11.2057","0.006","1","qlp","QLP","319.498241","-22.049823","-11.514","0.068","-31.331","0.055","2458326.555387","0","4.31362","0.00001","1.709","0.189","10.352839","0.00835","9490","7.69056","8.01917","0.587255","54.2011","755","21","134.655","0.8695","4929.5","5084","0.1","","0.8","0.05","","","0.773","0.08616","28","","2020-10-28","2020-10-23","2024-09-01"
+"164150537","2375.01","","3","4","3","3","2","3","3","43.7","64.8","317","1","0","1","PC","PC","12.6389","0.007","1","qlp-s56-tois","QLP","335.74211","30.573268","27.728","0.03","10.405","0.033","2459850.541356","0.0016088","6.1600755","0.0000141","1.808","0.419","20.750011","1.84493","18930","1697.8","17.7265","1.21189","64.3828","789","23","521.117","6.244","5669","124.6","4.29","0.08","1.19","0.06","","","1.01","0.126584","16,56","large; possible odd-even","2020-10-28","2023-02-05","2023-02-09"
+"326522874","2376.01","","3","4","3","3","3","4","4","14.3","44.5","64.45","1","0","1","PC","PC","12.7119","0.007","1","spoc-s01-s69-b0A-PC","SPOC","344.743989","-23.148028","-14.014","0.052","-7.046","0.047","2459091.168424","0.0018544008","3.182196943102","0.000011019731","3.0676639385241","0.2341289","4.075528","0.249205","3746.6638385596","229.5002","9.3708418404199","0.7547414","1042.5767463969","1449.2615096849","15.8832245","665.583","14.3285","5672.5","5842.7","4.4","2","1.3954000473023","0.0734145","","","1.03","0.131875","29,69","","2020-11-06","2024-04-24","2024-04-30"
+"146165619","2377.01","","3","5","5","3","1","4","4","120.6","112.1","317","2","0","0","PC","APC","14.1858","0.007","1","spoc-s01-s46-b0A","SPOC","341.871773","-15.572947","0.618","0.189","-30.148","0.173","2459449.277104","0.0014749056","1.6766585393189","0.0000047524168","1.5287109586532","0.071992435","41.376274","1.75899","37391.947365059","1618.7776","16.65326669742","11.237296","180.65900447731","935.04960856016","26.711208","288.642","16.806","4155","122","4.66247","","0.62266600131989","","","","0.65","","29,42","V-shaped; faint host; TFOP BEB/APC","2020-11-06","2022-07-15","2022-12-14"
+"231063955","2378.01","","4","4","4","5","1","4","4","32.5","94.1","91.18","2","0","0","PC","PC","13.3921","0.006","1","spoc","SPOC","31.617523","-56.19888","49.113","0.089","16.916","0.083","2459090.74622","0.0013920029","3.4972779939869","0.0003740489","2.1683364425679","0.10824785","19.008097","0.684319","17354.745300387","630.0824","11.493122300796","0.43622473","192.67040016398","950.21853911689","22.61703","390.618","9.4695","4940","91.1","4.53","0.27","0.80797","","","","0.81","","29,30","","2020-11-06","2021-10-04","2022-12-14"
+"201177276","2379.01","TIC 201177276.01","3","4","4","3","1","4","4","28.8","102.8","92.33","3","0","0","PC","PC","13.6521","0.007","1","spoc-s01-s69-b0A-PC","SPOC","358.092047","-53.043156","16.528","0.029","1.74","0.036","2459062.464298","0.00035476312","5.4693887541745","0.0000035557493","1.8076780865246","0.05726647","35.773654","0.626309","32411.855989002","576.6857","11.577921608768","0.44194493","27.536450550614","584.24733397512","53.481907","211.247","1.0895","3770","157","4.61871","0.0116763","0.63890200853348","0.0190863","","","0.61874","0.0203364","28,29,68,69","V-shaped","2020-11-06","2024-05-01","2024-06-01"
+"176220787","2380.01","","5","5","5","5","5","5","5","80.9","105.7","317","0","1","1","KP","KP","9.4834","0.007","1","spoc-s01-s46-b0A","SPOC","0.325761","-8.926251","2.473","0.086","9.647","0.059","2460229.473096","0.0003551","5.2153551","0.0000027","5.544704700906","0.03848897","5.677692","0.044607","5215.6978933145","41.083588","17.655978739387","0.8651297","1843.4656772484","1671.2003332818","128.15335","275.587","4.533","6067.2","119.7","3.73","0.08","2.3901400566101","0.115251","-0.37","0.1","1.13","0.14807","29,42,70","WASP-136 b","2020-11-06","2023-12-06","2023-12-06"
+"39080923","2381.01","","3","4","4","3","3","4","4","54.8","68","317","2","0","3","PC","PC","12.3643","0.006","1","spoc","SPOC","13.643588","-67.915159","-12.465","0.039","-28.055","0.038","2459039.752316","0.0007526287","5.0450365349513","0.000094103205","1.8477691104227","0.050423943","15.737895","0.609713","14390.588630569","561.4091","16.706066143743","1.4940311","319.79314884327","1078.5419418008","35.03227","422.151","3.8555","5337","5302.6","4.5","2","1.1663600206375","0.058794","0.224288","0.0906365","0.93","0.118027","27,28,29","2.4 sigma odd-even; v-shaped; large","2020-11-06","2021-09-29","2022-12-14"
+"2760219","2382.01","TIC 2760219.01","3","4","4","3","3","4","4","33.3","93.4","109.08","1","13","1","PC","PC","11.4408","0.006","1","spoc-s01-s69-b0A-PC","SPOC","356.375185","-16.114124","12.369","0.12","-5.394","0.088","2459089.606813","0.00086596666","4.6612024966089","0.000006066338","2.1408548763206","0.07896081","5.590346","0.211265","5135.6657252858","194.56349","12.770974650008","0.8317052","823.96473626404","1366.4599454501","30.170488","434.92","15.7905","5884.5","5887.6","4.3","2","1.5237300395966","0.0900829","","","1.09","0.13996","29,69","V-shaped;","2020-11-06","2024-04-24","2024-04-30"
+"20897611","2383.01","","3","5","5","3","3","4","4","325","515.2","317","1","2","1","PC","APC","10.459","0.007","1","qlp-s69-ffi","SPOC","1.484836","-20.653955","-6.667","0.086","-49.57","0.088","2459108.591423","0.0005055","3.1353607","0.0000096","1.438","0.252","9.414949","12.764389","8634","11687.6","22.286","3.74898","459.818","1290","28","174.593","2.695","5503","5569.7","4.4","0.3","1.06","0.06","","","1","0.132261","2,29,69","TFOP SB1/APC; possible ~1000 ppm secondary in spoc-s29; v-shaped","2020-11-06","2023-11-16","2023-12-08"
+"382602147","2384.01","TIC 382602147.01","3","4","4","3","3","4","4","69.6","152.7","91.26","5","0","2","PC","PC","13.3147","0.007","1","spoc","SPOC","36.156146","-65.000196","8.584","0.113","-52.648","0.095","2459062.341695","0.00036112795","2.1356844405443","0.000027125192","1.8893368050615","0.03227237","31.759053","0.343485","28827.494552996","316.31122","11.498958408665","0.37913576","96.582877660485","799.54844835954","67.74752","191.51","2.0475","3678.2","140.5","","","0.66665202379227","0.0202807","","","0.639465","0.0205317","28,29","2 stars in pixel; SG1 should clear the neighbor","2020-11-06","2021-10-04","2023-01-24"
+"231850364","2385.01","","3","4","4","3","3","4","4","37.6","75.6","113.6","3","0","2","PC","PC","13.5445","0.006","1","spoc","SPOC","26.965078","-61.686758","6.571","0.09","-3.622","0.058","2459063.975995","0.0010438476","3.1580767545909","0.00011773861","2.3429867362471","0.09373511","18.079977","0.438416","16514.39134372","403.71448","13.080256417921","0.6397503","242.69920298039","1006.6693296515","29.12854","401.837","6.4275","4367.6","4396","","","1.0241700410843","","","","0.68","","28,29","","2020-11-06","2021-10-04","2023-01-20"
+"32487566","2386.01","","5","5","5","5","5","5","5","95.3","237.3","124.5","0","0","1","KP","KP","10.5853","0.008","1","spoc","SPOC","4.603042","-15.267404","27.393","0.154","-24.407","0.07","2459090.383107","0.00048461024","2.7567394874288","0.00010442861","2.3808564736631","0.03320816","10.088127","0.125536","9248.4759917746","115.61662","13.804466129655","0.7482012","1225.5263732925","1509.0388299098","85.956696","252.759","4.676","6034","132.477","4.26998","0.0823565","1.28427","0.0685126","0.16","0.02","1.12","0.14845","29","WASP-26 b","2020-11-06","2020-11-06","2022-12-14"
+"237885040","2387.01","","3","5","5","3","3","4","4","32.7","103.4","103.49","6","5","1","PC","APC","11.8933","0.006","1","spoc","SPOC","20.410382","-64.87571","-5.113","0.151","-6.168","0.145","2459063.229447","0.000872869","5.6601097540821","0.00018089138","1.5377473474693","0.057667762","9.189011","0.304852","8427.6778878197","280.7395","12.381648432845","0.8086145","361.12891366967","1111.8221321327","25.583002","396.308","13.3465","5859.8","6031.1","4.4","2","1.1873699426651","0.071417","-0.592726","0.0660963","1.05","0.131903","28,29","v-shaped; secondary","2020-11-06","2021-10-05","2022-12-14"
+"382625239","2388.01","","3","5","5","3","1","4","4","","","0.31","1","0","0","PC","PC","8.115","0.023","1","spoc-s01-s65-b0A-PC","QLP","118.388357","-63.769812","0.4","1.3","13.4","1.4","2458355.267785","0.0022826318","1.3442724445988","0.000012300932","4.6777347359255","0.24366857","0.048187","0.005668","44.380669614561","5.220655","","","1758.0840398259","1651.504104574","10.3266945","","","","","","","","","","","","","2,3,4,5,27,28,29,30,31,32,33,34,35,37,38,39,61,62,63,64,65","multiple star system; no gaia information; likely SV based on sinusoidal shape in spoc-s1-s65 and multiple signals found at similar period","2020-11-06","2024-03-27","2024-04-05"
+"89544985","2389.01","","3","4","3","3","3","4","4","28.3","81.3","78.32","4","0","2","PC","PC","13.3922","0.007","1","spoc-s01-s69-b0A-PC","SPOC","357.962301","-19.17848","15.862","0.069","-12.777","0.056","2459089.046683","0.000555781","2.3372422722662","0.0000036926308","1.4487310837914","0.09844826","12.633448","0.526124","11568.400853127","484.46057","10.510350357071","0.52869934","550.11593811288","1235.1886902296","24.747555","526.591","11.472","5335","5331.2","4.5","2","0.91048401594162","","","","0.94","","29,69","slightly v-shaped","2020-11-09","2024-04-22","2024-09-12"
+"369965258","2390.01","","3","4","3","3","3","4","4","21.3","63","73.2","2","0","1","PC","PC","11.3641","0.006","1","spoc","SPOC","5.128602","-61.386174","9.726","0.038","-2.854","0.036","2459063.929109","0.0020786393","2.119457455317","0.00015905351","1.9960995859356","0.12349127","1.97833","0.124229","1820.4503181239","114.4123","10.099669454801","0.64538926","5316.7918059587","2177.8710563596","15.198289","659.201","10.9275","7022","6973.5","4.2","2","1.9976099729538","0.0950254","","","1.4","0.249387","28,29","","2020-11-09","2021-10-05","2022-12-14"
+"299897516","2391.01","","3","4","4","3","3","4","4","33.3","52.8","317","4","0","1","PC","PC","12.937","0.006","1","spoc-s01-s69-b0A-PC","SPOC","10.162056","-60.880424","14.062","0.031","5.925","0.023","2459064.337666","0.00090081326","7.8369841828623","0.000010536291","6.8077197964027","0.0998194","15.894729","0.252699","14532.948612104","232.71725","21.47211152193","1.2691845","434.36129180213","1164.347268232","56.54193","859.509","12.933","5774.8","5809.4","4.4","2","1.758260011673","0.100673","-0.715146","0.0776514","0.96","0.121335","28,29,68,69","Large planetary radius. ~2000 ppm secondary at phase = 0.55","2020-11-09","2024-04-24","2024-07-23"
+"149349867","2392.01","","1","4","1","1","3","4","4","2.6","21.8","10.89","2","1","3","PC","PC","10.3998","0.006","1","qlp-s69-ffi","QLP","83.783703","-64.11662","2.317","0.052","-10.749","0.044","2460196.692298","0.0027949","5.9123675","0.0000147","4.672","0.361","0.45176","0.015824","416","14.5747","3.28952","0.185741","697.86","1431","25","325.608","2.199","6187.3","197.3","3.87","0.16","1.76","0.09","-0.05","0.12","1.21","0.182651","1,2,3,5,6,7,8,9,10,12,13,27,28,29,30,32,33,35,36,37,38,39,61,63,64,66,67,68,69","potential multi","2020-11-09","2023-11-16","2023-12-08"
+"149349867","2392.02","","1","4","1","1","3","4","4","2.8","22.9","9.12","2","1","3","PC","PC","10.3998","0.006","2","qlp-s69-ffi","SPOC","83.783703","-64.11662","2.317","0.052","-10.749","0.044","2460201.285999","0.0035789","3.4072141","0.0000104","3.892","0.876","0.342061","0.015728","315","14.4855","2.96344","0.175516","2770.93","2021","21","325.608","2.199","6187.3","197.3","3.87","0.16","1.76","0.09","-0.05","0.12","1.21","0.182651","1,2,3,5,6,7,8,9,10,12,13,27,28,29,30,32,33,35,36,37,38,39,61,63,64,66,67,68,69","potential multi","2021-07-28","2023-11-16","2023-12-08"
+"149349867","2392.03","TIC 149349867.03","2","4","2","2","3","4","4","","","","2","1","3","PC","PC","10.3998","0.006","3","spoc-s01-s69-b0A-PC","SPOC","83.783703","-64.11662","2.317","0.052","-10.749","0.044","2459038.613755","0.00481917","9.1696497716022","0.000084496816","4.9227951019665","1.0446144","0.202177","0.023426","186.19446694415","21.576132","2.4628420595247","3.0218089","505.95860978245","1209.6187141146","8.344449","325.608","2.199","6187.3","197.3","3.87","0.16","1.7616699934006","0.0889372","-0.05","0.12","1.21","0.182651","1,2,3,5,6,7,8,9,10,12,13,27,28,29,30,32,33,35,36,37,38,39,61,63,64,66,67,68,69","low SNR; potential multi","2024-03-14","2024-03-14","2024-09-15"
+"231071138","2393.01","TIC 231071138.01","3","4","4","3","3","4","4","6.9","45.5","60.53","9","0","1","PC","PC","12.0585","0.006","1","qlp","CTOI","32.943352","-56.756226","52.147","0.036","18.703","0.037","2459128.42966","0.00212","18.84184","0.00007","3.184","0.448","6.501271","0.007327","5970","6.74883","9.05304","0.547159","30.3347","653","27","372.18","3.082","5603","125.4","4.35","0.08","1.1","0.05","","","0.99","0.129757","2,3,29,30","some odd-even; CTOI from Marco Montalto","2020-11-24","2020-11-24","2024-09-01"
+"144297844","2394.01","TIC 144297844.01","2","4","2","2","4","4","4","5.2","43","11.89","1","4","5","PC","PC","11.9522","0.007","1","qlp-s46-tois","CTOI","178.890769","-10.029102","-8.435","0.066","-6.057","0.031","2459576.379092","0.0030078","3.4977868","0.000019","2.236","0.28","1.945209","0.003967","1790","3.65364","3.47575","0.259566","248.389","1105","15","236.363","1.9925","5356","125.5","4.59","0.08","0.81","0.05","","","0.93","0.116315","9,36,46","CTOI from Marco Montalto","2020-11-24","2022-03-10","2022-12-14"
+"144124187","2395.01","TIC 144124187.01","3","4","3","3","4","4","4","14.8","76.8","100.36","4","2","6","PC","PC","11.7622","0.007","1","qlp-s46-tois","CTOI","175.879369","-7.296091","-0.528","0.07","-0.247","0.038","2459573.959999","0.0012659","15.7373186","0.0000127","3.993","0.153","11.701927","0.002394","10720","2.20471","12.2054","0.602544","263.429","1122","47","413.22","6.3595","6394","125.5","4.43","0.09","1.14","0.05","","","1.28","0.201484","9","ephemeris match to TIC 144124186; CTOI from Marco Montalto; period may be half (~7.86 days)","2020-11-24","2022-03-11","2022-12-14"
+"333734769","2396.01","TIC 333734769.01","3","5","5","3","4","4","4","25.8","66","58.82","3","2","4","PC","APC","11.4944","0.007","1","qlp","CTOI","170.150082","-26.153136","-16.318","0.063","-2.465","0.052","2459303.511289","0.0018353","1.5099302","0.000005","1.329","0.391","2.423895","0.008376","2230","7.71456","8.891","0.71843","1087.82","1599","18","469.613","10.403","5735","128.1","3.96","0.08","1.76","0.09","","","1.02","0.135944","9,36","minor depth-aperture correlation; CTOI from Marco Montalto; TFOP APC/BEB; likely FP","2020-11-24","2021-11-05","2022-12-14"
+"306337838","2397.01","TIC 306337838.01","3","4","3","3","3","4","4","11.9","53.9","45.04","1","2","1","PC","PC","12.0749","0.007","1","qlp","CTOI","18.496744","-6.826842","28.073","0.093","2.564","0.051","2459136.96686","0.00175","6.00327","0.00002","3.947","0.269","5.355006","0.00277","4920","2.55153","7.59354","0.475838","271.529","1130","26","330.684","5.638","5527","130.1","4.37","0.08","1.06","0.06","","","0.97","0.121308","3,30","CTOI from Marco Montalto","2020-11-24","2020-11-24","2022-12-14"
+"322807675","2398.01","TIC 322807675.01","3","4","4","3","3","4","4","9.2","78.8","56.87","12","2","3","PC","PC","11.6701","0.006","1","qlp","CTOI","173.703285","-25.604717","-71.175","0.082","18.294","0.046","2459285.441427","0.0008166","19.4061437","0.0000313","1.961","0.094","12.173955","0.005455","11150","5.02439","8.75357","0.545819","4.19986","398","54","195.153","1.828","5099","118.1","4.55","0.08","0.82","0.05","0.285164","0.0639148","0.856","0.099709","9,36","CTOI from Marco Montalto; artifact TIC 322807676 close by; period could be half; period updated to longest period alias with spoc-s36 (19.4 days)","2020-11-24","2021-11-10","2024-04-26"
+"219701535","2399.01","TIC 219701535.01","3","4","4","3","4","4","4","17.6","61","87.85","6","5","2","PC","PC","11.738","0.008","1","qlp","CTOI","175.472837","-21.796763","3.804","0.064","-1.915","0.038","2459302.317644","0.0014131","5.4681892","0.0000164","1.814","0.461","4.667828","0.012282","4290","11.3124","11.2463","0.803807","251.65","1109","23","611.359","13.0305","6597","132.4","4.16","0.09","1.61","0.08","","","1.38","0.228292","9,36","v-shaped; slight depth aperture; CTOI from Marco Montalto","2020-11-24","2021-11-10","2024-06-28"
+"260849386","2400.01","TIC 260849386.01","5","5","5","5","5","5","5","10.4","36.2","24.99","0","0","1","PC","FP","10.7961","0.006","1","qlp","CTOI","118.937216","-54.266268","-10.949","0.05","21.896","0.047","2458568.22176","0.0048","1.0339","0.00012","1.404","0.265","0.56473","0.001932","520","1.77988","5.37338","0.410717","2619.59","1993","12","465.461","5.667","6444","131.4","3.84","0.09","2.28","0.1","","","1.3","0.208236","7,8,9","shallow secondary; CTOI from Marco Montalto","2020-11-24","2020-11-24","2022-12-14"
+"11521555","2401.01","TIC 11521555.01","3","4","4","3","4","4","4","70.4","85.6","317","2","15","3","PC","PC","9.0982","0.007","1","qlp-s62-ffi","CTOI","146.44726","-25.457737","-6.196","0.07","-7.534","0.071","2460012.073961","0.000924","5.8681984","0.0000074","3.651","0.447","2.869045","0.194385","2639","179.019","18.1157","1.02177","1402.27","1704","57","323.506","3.9455","6294","132.5","3.55","0.09","3.1","0.14","","","1.23","0.183913","8,9,35,62","CTOI from Marco Montalto","2020-11-24","2023-04-12","2024-04-10"
+"1525480","2402.01","TIC 1525480.01","3","4","4","3","4","4","4","16.3","69.2","54.86","4","2","3","PC","PC","12.2668","0.007","1","qlp","CTOI","156.527712","-17.262814","-19.542","0.066","-37.036","0.068","2459276.117338","0.0014372","5.5094951","0.000017","2.892","0.222","8.392522","0.005474","7700","5.04171","8.55825","0.52971","165.972","999","34","345.003","7.1805","5519","127","4.45","0.08","0.97","0.05","","","0.97","0.120574","9,35","CTOI from Marco Montalto","2020-11-24","2021-06-11","2022-12-14"
+"293435336","2403.01","","5","5","5","5","5","5","5","355.3","488.5","317","0","1","4","KP","KP","9.02706","0.007","1","spoc-s42-s46-b0A","SPOC/QLP","26.632936","2.700389","45.399","0.301","-40.819","0.281","2459448.895243","0.00009731313","1.809881077104","3.9951388e-7","3.7636624066187","0.005679759","14.244038","0.025311","13033.561270093","23.311634","21.955554888351","1.0965389","5139.0266250314","2159.4341566503","534.0521","194.459","6.0225","6278.2","103.7","3.97","0.08","1.8912099599838","0.0944119","0.38476","0.0157239","1.226","0.176711","30,42,43","WASP-76 b","2020-11-24","2022-07-15","2022-12-14"
+"142087638","2404.01","TIC 142087638.01","3","4","3","3","3","4","4","1.8","21.8","15.54","8","1","1","PC","PC","11.1464","0.006","1","spoc","SPOC","98.442149","-74.190098","-14.483","0.04","5.89","0.051","2459384.851526","0.0051721","20.362700621171","0.00011685059","4.5261776095517","0.38883817","1.225747","0.063026","1128.3173108278","58.04735","4.0586369543309","0.8345386","75.429115551285","751.63068801197","18.003895","295.737","2.154","6142","132.18","4.35874","0.0831648","1.1800299882889","0.0538191","","","1.16","0.158231","1,3,4,5,6,7,8,9,10,11,13,27,28,29,30,31,33,34,35,36,37,38","potential L1 given Rp error","2020-11-24","2021-11-04","2022-12-14"
+"142087638","2404.02","","3","4","3","3","3","4","4","2.6","41.5","63.45","8","1","1","PC","PC","11.1464","0.006","2","spoc-s01-s39-b0A-PC","SPOC","98.442149","-74.190098","-14.483","0.04","5.89","0.051","2458558.995549","0.019549923","74.604635385523","0.002144479","4.8933192127607","0.40248471","2.468169","0.162055","2270.6859445836","149.24709","9.2858351784342","12.61546","13.354627149734","487.55957680398","15.861467","295.737","2.154","6142","132.18","4.35874","0.0831648","1.1800299882889","0.0538191","","","1.16","0.158231","7,28,29,30,31,33,34,35,36,37,38,39","","2021-07-19","2022-03-21","2022-12-14"
+"142087638","2404.03","","3","4","3","3","3","4","4","0","13.8","40.97","8","1","1","PC","PC","11.1464","0.006","3","spoc-s01-s39-b0A-PC","SPOC","98.442149","-74.190098","-14.483","0.04","5.89","0.051","2458512.162283","0.0055438364","746.066415649","0.00396711","4.054151377583","0.4768053","2.400038","0.451233","2208.0756337778","415.51465","7.1794044155753","3.540157","1.5619107520881","285.12401844808","12.398652","295.737","2.154","6142","132.18","4.35874","0.0831648","1.1800299882889","0.0538191","","","1.16","0.158231","7,28,29,30,31,33,34,35,36,37,38,39","1 transit in Y1 and 1 in Y3; actual period most likely shorter than 746.066 days","2021-07-19","2022-03-21","2022-12-14"
+"231297123","2405.01","","2","4","4","2","3","4","4","12.1","50.1","16.42","7","0","1","PC","PC","12.5515","0.006","1","spoc-s01-s69-b0A-PC","SPOC","45.144066","-51.793599","34.466","0.027","33.088","0.03","2459117.319524","0.00151964","1.9792572672443","0.0000090340545","1.6873515585025","0.19337149","2.430059","0.228808","2235.6640941206","210.71806","4.19309972328","0.5624441","189.67991542096","946.50973780414","10.996093","153.332","0.35","4001","122.07","4.47278","0.120164","0.75655102729797","0.0763267","","","0.62","0.0794709","30,69","low SNR","2020-11-24","2024-04-24","2024-04-30"
+"212957629","2406.01","","1","4","4","1","4","4","4","5.2","113.3","8.16","7","1","5","CP","CP","14.3109","0.007","1","spoc-s01-s46-b0A","SPOC","8.806054","-3.372083","225.752","0.203","-336.273","0.115","2459475.946047","0.0024959205","3.0766827531725","0.000012859529","1.2603992781495","0.1418781","20.823506","1.250339","18996.407968199","1150.9419","2.7785954677213","0.24439844","6.6976186387631","410.29842832876","14.266813","55.419","0.2524","3163","157","5.0701","0.0262291","0.19660000503063","0.00604985","","","0.165654","0.0201034","30,42,43","TOI-2406 b now confirmed (Wells et al. 2021)","2020-11-24","2022-07-15","2022-12-14"
+"153078576","2407.01","","1","4","1","1","3","4","4","11.6","81.4","13.86","5","0","1","PC","PC","12.5264","0.007","1","spoc","SPOC","49.746545","-46.458025","10.824","0.043","-98.214","0.046","2459116.620626","0.0010952285","2.7029186753149","0.00010224027","1.6998642070333","0.16553378","5.587085","0.213427","5132.6782834207","196.55464","3.7942391523434","0.52653366","44.059224243625","657.09620825081","20.76344","92.4366","0.20565","3596","157","4.71597","0.00895826","0.52457302808762","0.0156219","","","0.52181","0.0203147","3,4,30,31","possible odd-even likely due to transit at end of 1st orbit","2020-11-24","2021-10-04","2022-12-14"
+"67630845","2408.01","","3","4","4","3","3","4","4","7","56.7","25.6","5","0","1","PC","PC","11.9205","0.006","1","qlp","SPOC","18.24241","-32.966016","105.714","0.042","1.022","0.038","2459128.296253","0.0024624","9.4636148","0.000041","3.061","0.662","5.496859","0.009713","5050","8.94572","5.45543","0.445623","63.7261","787","20","186.328","0.9965","4935","132.299","4.59823","0.0917702","0.75","0.05","","","0.81","0.0968579","3,30","Period confirmed at ~9.5 days with reprocessed QLP report including year 1 data","2020-11-24","2021-11-18","2023-09-22"
+"321068176","2409.01","","5","5","5","5","5","5","5","7.6","54.2","31.68","1","0","1","PC","FA","11.2711","0.006","1","spoc","SPOC","44.338399","-41.191773","-20.002","0.033","-18.125","0.045","2459121.065867","0.0014433513","12.969692716496","0.002005543","1.1129072109367","0.47658247","4.445062","0.436347","4085.6845383102","401.81012","6.170988151694","5.7270722","52.05029443107","685.05516837485","13.134512","187.553","0.896","5017","127.41","4.38114","0.0853726","0.972753","0.0598945","","","0.83","0.0999482","30","","2020-11-24","2021-01-29","2022-12-14"
+"248391319","2410.01","","3","5","5","3","3","4","4","15.9","61.4","15.33","8","4","1","PC","APC","12.2478","0.006","1","qlp-s43-tois","SPOC","19.626878","-0.056398","23.383","0.075","25.769","0.048","2459497.629903","0.0012919","0.7988525","0.0000017","0.831","0.203","1.847322","0.009722","1700","8.95422","4.00703","0.412139","512.916","1325","15","232.822","2.1645","4785","131.261","4.45252","0.0942818","0.86","0.06","","","0.772","0.0924312","3,30,42,43","V-shaped; possibly SV","2020-11-24","2022-03-24","2022-12-14"
+"10837041","2411.01","","2","5","5","2","4","4","4","9.9","65.3","3.71","16","5","3","PC","CP","10.4238","0.006","1","spoc-s30-b02","SPOC","20.922457","-8.701794","-117.859","0.129","-95.29","0.116","2459116.012856","0.0021465607","0.78276495408117","0.000116974195","1.2621481119434","0.34622216","0.563851","0.057315","519.19121924496","52.78806","1.7472713328832","1.6286867","651.90820705882","1288.7431256326","8.229046","59.5362","0.2865","4099","122.6","4.52","0.11","0.727642","0.0690302","","","0.64","0.07922","30","low-SNR","2020-11-24","2024-09-03","2024-09-03"
+"684936227","2412.01","","5","5","5","5","5","5","5","0.3","3.8","2.37","0","0","0","PC","FA","11.9755","0.006","1","qlp","QLP","62.379568","-62.850656","124.306","1.442","166.091","1.509","2459134.75391","0.00837","15.29859","0.00274","3.214","0.604","1.289534","0.005841","1187","5.38013","","","10.3396","499","1000","57.6851","3.6551","4131.3","119.7","","","","","","","","","29","TOI 2412. False Alarm. Phantom target with TOI 722.","2020-11-25","2020-11-25","2022-12-14"
+"206498307","2413.01","","5","5","5","5","5","5","5","16.9","58.5","104.12","0","0","1","PC","FP","11.3882","0.008","1","spoc","SPOC","332.188392","-18.992719","55.708","0.072","-12.629","0.069","2459066.937927","0.002826358","13.419039234547","0.0038999885","5.9221881836037","0.25540128","5.080668","0.190353","4668.5368695406","175.30649","12.425967489075","0.8554618","165.23270997321","914.41587257937","9.303594","340.766","4.9185","5184.9","113.003","3.9254","0.0820625","1.69269","0.0957437","-0.87","0.11","0.88","0.104476","28","Period could be half (6.7 d)","2020-11-25","2020-11-29","2022-12-14"
+"237320326","2414.01","","5","5","5","5","5","5","5","81.1","193.8","111.07","0","0","1","KP","KP","12.003","0.006","1","spoc","SPOC","344.873588","-60.447819","20.181","0.043","-2.193","0.045","2459062.739359","0.00047481648","1.7771108792508","0.00007056715","1.5669528365759","0.034640662","15.388653","0.274174","14073.502116279","252.49207","12.908463490962","0.71792996","1043.2121756014","1449.482283045","34.547817","327.506","3.965","5627","133.891","4.45645","0.0841219","0.97906","0.0524221","","","1","0.131861","28","WASP-164 b","2020-11-25","2020-11-29","2022-12-14"
+"161223358","2415.01","","3","4","3","3","3","4","4","106.3","144.3","99.39","7","0","2","PC","PC","14.9333","0.008","1","spoc-s01-s69-b0A-PC","SPOC","340.976993","-53.428366","-2.779","0.065","-2.559","0.096","2459062.019708","0.00026568337","0.515365421772","0.00000504123","1.0000000000002","0.05810881","41.157412","1.594203","37197.885787074","1467.2374","12.091087834618","0.6348713","484.45555273888","1196.5565654991","31.026503","341.299","6.858","3558","157","4.63662","0.0131225","0.61734598875046","0.0203056","","","0.602015","0.0214176","28,68","~7000 ppm secondary and phase modulations in SPOC s1-s69","2020-11-25","2024-03-11","2024-03-16"
+"237922465","2416.01","TIC 237922465.01","4","5","5","5","4","4","4","13.7","48.6","91.8","4","1","1","PC","CP","12.4333","0.006","1","qlp-s38-tois","SPOC","57.338941","-60.787186","8.644","0.035","-10.165","0.041","2459352.544159","0.0010184","8.2754608","0.0000149","3.755","0.107","7.09125","0.000763","6510","0.703","11.5451","0.6243","130.93","942","33","557.733","5.9985","5515.2","99.1","4.24","0.12","1.39","0.07","0.33","0.1","1","0.121442","2,3,4,8,11,28,29,30,31,38","","2020-11-25","2022-10-04","2024-02-28"
+"49617263","2417.01","","5","5","5","5","5","5","5","7.7","36.7","21.44","0","2","1","PC","FP","10.2589","0.006","1","qlp","QLP","37.885227","-40.016204","33.492","0.043","11.933","0.062","2459139.2966","0.00345","4.83266","0.00005","2.308","0.404","0.901535","0.002028","830","1.86781","4.9031","0.375862","161.807","993","9","257.337","2.2535","5485.4","120.4","3.9","0.08","1.83","0.1","-0.24","0.09","0.96","0.120004","3,30","Depth-aperture. Potential visual binary 2arcsec away in Gaia with similar distance and proper motion but 3 mags fainter.","2020-11-25","2020-11-29","2022-12-14"
+"65347776","2418.01","","5","5","5","5","5","5","5","7","86.6","43.47","4","2","1","PC","FP","10.9166","0.006","1","qlp","QLP","39.725259","-27.324227","38.618","0.063","-14.991","0.069","2459133.37121","0.00459","25.86696","0.00025","4.923","0.694","2.434777","1.338039","2240","1231.62","7.41184","3.1277","100.989","883","11","135.101","0.6055","5095","120.3","4.56","0.08","0.8","0.05","","","0.855","0.0978947","3,4,30","Only two transits; one Y1 one Y3. 25.867 days is one of at least 27 possible period aliases","2020-11-25","2020-11-29","2022-12-14"
+"358248442","2419.01","","3","4","3","3","3","4","4","1.9","23.7","12.8","4","2","1","PC","PC","10.4354","0.006","1","qlp-s69-ffi","QLP","53.270375","-56.588436","-12.922","0.037","-19.673","0.043","2460169.793147","0.0107176","18.8812961","0.0001579","5.943","1.096","0.993903","0.044934","915","41.3851","3.61081","0.20997","103.276","888","17","245.495","1.2325","5924","681.6","4.14","0.33","1.35","0.06","","","1.1","0.138764","2,3,4,29,30,31,69","possible multi; possible odd-even likely due to detrending","2020-11-25","2024-04-25","2024-04-30"
+"268532343","2420.01","","3","4","4","3","3","4","4","23.2","59.8","95.47","5","2","1","PC","PC","10.8285","0.007","1","qlp","QLP","14.826814","-19.771164","44.886","0.064","18.641","0.047","2459136.26698","0.0016","5.84259","0.00002","3.747","0.283","2.902793","0.000903","2670","0.831747","11.8252","0.670345","307.599","1166","21","435.174","7.207","5707","127.5","3.76","0.08","2.2","0.12","","","1.02","0.125923","3,30","","2020-11-25","2020-11-29","2024-03-14"
+"70524163","2421.01","TIC 70524163.01","3","5","5","3","4","4","4","30.9","83","81.5","3","7","1","PC","CP","10.6918","0.006","1","qlp","UNKNOWN","33.154021","-35.390918","28.914","0.025","-3.644","0.038","2459139.61885","0.00094","4.3474","0.00001","4.684","0.232","3.828534","0.000608","3520","0.560123","10.753","0.594871","786.037","1475","52","327.927","3.2165","5618","132.5","3.93","0.08","1.79","0.1","","","0.99","0.124627","3,30","CTOI from Marco Montalto","2020-11-25","2020-11-04","2023-03-03"
+"29919341","2422.01","","3","5","5","3","3","4","4","38.6","287.4","71.88","0","2","1","PC","APC","9.4843","0.007","1","qlp","QLP","24.884512","-7.394729","20.1","1.3","-28.8","1.4","2459131.39396","0.00205","18.23603","0.00007","4.91","0.32","3.360119","0.928762","3090","855.056","10.0179","","411.58","","24","100.804","","6159.7","","","","0.88","","-0.27","0.12","","","3,30","two transits; one in Y1 one in Y3; 18.236d is one of at least 40 potential period aliases","2020-11-25","2020-11-29","2022-12-14"
+"197807043","2423.01","","3","5","5","3","3","4","4","","","131.57","0","0","1","PC","PC","9.5137","0.006","1","qlp","QLP","53.467245","-57.621295","-12.128","0.125","5.826","0.136","2459097.062","0.0005511","","","4.208","0.156","13.811177","0.019022","12640","17.5196","14.2836","0.853617","40.1659","701","152","133.354","1.774","6057","135.9","4.41","0.08","1.1","0.05","","","1.13","0.151335","2,4,29,30,31","","2020-11-25","2020-11-25","2022-12-14"
+"313891529","2424.01","TIC 313891529.01","5","5","5","5","5","5","5","34.5","50.9","317","0","14","1","PC","FP","10.2845","0.007","1","spoc","CTOI","0.315071","-28.493223","20.554","0.072","-1.25","0.054","2459092.273962","0.0028012164","12.375053693567","0.0039815535","6.6166181080852","0.20580262","4.521298","0.175085","4155.6104825086","161.24648","17.190984566167","1.0205122","592.60329640753","1258.3769809899","43.270164","410.945","9.2965","6173.5","130.305","3.76326","0.0854544","2.36235","0.127678","-0.31","0.12","1.18","0.164214","29","large radius; single transit; CTOI from Jana Steuer; artifact TIC 313891530 close by","2020-12-04","2020-12-03","2022-12-14"
+"248387177","2425.01","TIC 248387177.01","3","4","3","3","4","4","4","3.6","74.4","54.4","5","10","8","PC","PC","11.2415","0.007","1","qlp-s43-tois","CTOI","19.130697","-0.290103","4.934","0.103","-12.504","0.065","2459436.979806","0.0010694","50.6939885","0.0002554","4.068","0.186","12.228856","0.003823","11200","3.52116","8.48837","0.510086","2.93192","364","43","159.676","1.2615","5216","124.037","4.6039","0.084626","0.78","0.04","","","0.89","0.11646","3,30,42,43","CTOI from Jana Steuer","2020-12-04","2022-04-19","2022-12-14"
+"97486178","2426.01","","2","4","4","2","3","4","4","4.1","42.9","6.33","3","4","1","PC","PC","9.97008","0.006","1","qlp","QLP","43.811698","-20.78129","168.492","0.066","27.455","0.079","2459168.00914","0.00356","4.08165","0.00004","2.691","0.466","0.499554","0.001518","460","1.39775","2.38239","0.180302","376.072","1226","10","138.301","0.7385","5716","128.4","4.42","0.08","1.02","0.05","","","1.019","0.128087","31","artifact TIC 97486175 close by","2020-12-22","2020-12-22","2022-12-14"
+"142937186","2427.01","","1","4","1","1","4","4","4","20.1","140.4","4.65","8","4","2","PC","CP","9.0138","0.006","1","qlp","QLP","52.291732","-31.362867","150.453","0.042","41.387","0.064","2459169.61994","0.00142","1.30613","0.00014","0.634","0.258","0.608183","0.025804","560","23.7661","1.99844","0.411218","62.7136","783","15","28.5147","0.0278","4072","120.9","4.58","0.11","0.68","0.06","","","0.64","0.0791406","31","L1 candidate","2020-12-22","2020-12-22","2022-12-14"
+"274193763","2428.01","","3","5","5","3","3","4","4","","","16.62","0","0","2","PC","APC","9.966","0.29","1","qlp-s31-ffi","QLP","53.831468","3.028639","","","","","2459168.03367","0.0014","7.57017","0.00081","0.916","0.205","1.629827","0.004175","1500","3.84542","","","","","18","","","","","","","","","","","","","31","no stellar radius; Gaia EDR3 parallax=4 mas; this TIC is an artifact; the real star is TIC 274193764; there is a close neighbor (TICID 274193765) about 5 asec away","2020-12-22","2022-08-09","2022-12-14"
+"420051632","2429.01","","2","4","2","2","4","4","4","5.1","67.4","7.13","4","5","6","PC","PC","9.4752","0.006","1","spoc","QLP","36.363902","1.057529","-11.136","0.092","-70.096","0.08","2458410.9914","0.0021971846","7.0846226021335","0.000033195065","3.3031142749792","0.22366287","0.739315","0.04891","680.70205591497","45.046593","2.566321557819","0.22336794","115.40125650306","835.93475887925","12.132719","87.0852","0.4101","5517.8","142.9","4.57","0.09","0.84283298254013","0.0515352","0.175","0.025","0.97","0.125058","4,31","potential L1; artifact TIC 420051631 close by","2020-12-22","2021-07-08","2022-12-14"
+"23170835","2430.01","","3","4","3","3","3","4","4","15.3","67.2","19.83","0","3","1","PC","PC","10.3682","0.009","1","qlp","QLP","46.558777","-9.810051","18.359","0.079","2.806","0.092","2459168.8759","0.00197","1.10071","","0.909","0.303","0.738552","0.005922","680","5.4544","4.67495","0.474088","1082.9","1598","12","297.858","5.288","6409","147.5","4.14","0.09","1.59","0.08","","","1.29","0.205738","31","two stars in pixel","2020-12-22","2021-01-10","2022-12-14"
+"258804746","2431.01","","1","4","1","1","4","4","4","335","707.2","26.58","12","10","6","PC","PC","9.5209","0.006","1","qlp-s43-tois","QLP","37.765299","8.381625","374.953","0.069","-85.583","0.063","2460258.868869","0.0004664","0.224195","4e-7","0.292","0.026","0.586456","0.691004","540","636.236","5.59553","1.95546","2649.15","1998","45","36.0559","0.0593","4079","126","4.58","0.11","0.68","0.07","","","0.64","0.0780983","31,42,43,70,71","ultra short period","2020-12-22","2024-01-04","2024-01-04"
+"347553438","2432.01","","3","4","3","3","3","4","4","21.7","54.1","59.9","4","2","1","PC","PC","10.1849","0.008","1","qlp","QLP","45.112779","0.380842","-1.088","0.066","-12.245","0.061","2459168.25205","0.00774","1.82738","0.00114","1.491","0.379","0.945002","0.006659","870","6.13301","8.96794","0.917627","727.6","1446","9","463.05","8.647","6130.5","136.1","3.58","0.09","2.89","0.15","0.099","0.012","1.16","0.161093","31","evolved star; artifact TIC 347553439 close by; 2 additional sources in a few asecs distance: 347553440 & 640000127","2020-12-22","2021-01-10","2022-12-14"
+"405763009","2433.01","","2","5","5","2","4","4","4","","","3.94","0","0","4","PC","PC","12.0349","0.007","1","spoc-s14s19-b02-reprocessed-new","SPOC","299.440244","56.971091","151.805","0.085","115.559","0.083","2458746.356236","0.0042967275","","","2.8686583473048","0.6138283","3.672911","0.464641","3377.1602586868","427.8585","1.8103101278919","0.6563029","0.38198029312169","200.50720770604","7.770456","32.6094","0.0435","3323","157","4.91599","0.00464274","0.308919","0.00923185","","","0.286819","0.0201807","14,15,16,41","The second transit looks real; possible single transit. Very low SNR; possible statistical fluctuation","2020-12-22","2022-02-10","2022-12-14"
+"155001079","2434.01","","3","5","5","3","4","4","4","12.7","54.8","44.66","0","1","4","PC","APC","9.06657","0.006","1","spoc","SPOC","345.155415","46.032536","-3.693","0.071","-3.594","0.062","2458739.678081","0.0015356885","1.3808137669467","0.00007907658","0.91335956045346","0.2457945","0.357456","0.042168","329.17520264458","38.83706","7.5531443372435","3.0626397","98886.497136002","4522.7647415185","8.06344","594.987","15.9325","9431","214.831","3.64947","0.0687193","3.83824","0.143759","","","2.397","0.329821","16,17","","2020-12-22","2020-12-22","2022-12-14"
+"298164705","2435.01","","2","5","5","2","4","4","4","","","13.74","0","2","5","PC","PC","10.5142","0.006","1","spoc","SPOC","219.338411","56.666184","-35.336","0.036","-0.951","0.036","2458743.374055","0.0031565565","","","5.0482027294868","0.3861865","1.999725","0.239781","1840.1196782289","220.82182","3.776110397854","0.7458375","29.693508665041","595.36750746094","8.56589","150.086","0.5045","5650.08","108.163","4.55536","0.0707232","0.874994","0.0383417","0.028","0.015","1.003","0.122593","15,16","single transit at TBJD~1744","2020-12-22","2020-12-22","2022-12-14"
+"154568734","2436.01","TIC 154568734.01","2","5","5","2","4","4","4","","","6.41","0","3","5","PC","PC","8.55595","0.006","1","spoc-s14s19-b02-reprocessed-new","SPOC","191.297899","72.123084","-64.953","0.062","-20.705","0.057","2458722.393707","0.005463425","","","8.7302689451244","0.7770518","0.399433","0.036938","367.82334192788","34.02031","2.4101533136327","0.91962475","43.914470974748","656.55583198436","10.636549","102.97","0.3565","6291","130.715","4.34633","0.083556","1.2336","0.0573241","","","1.232","0.180355","14,15,21,40,41,47,48","single transit at ~1722 TBJD","2020-12-22","2022-11-15","2022-12-14"
+"251094370","2437.01","","3","4","3","3","4","4","4","5","35.9","15.85","4","3","2","PC","PC","11.2571","0.007","1","spoc","SPOC","37.938574","-5.514987","7.135","0.074","-18.771","0.073","2459147.885503","0.0037920186","5.1660126889228","0.0014862303","3.0196600077755","0.5149622","1.372731","0.152116","1263.532630501","140.09406","4.1062551479748","1.417944","381.06170544532","1126.8564016905","8.409164","286.8","3.39","5927","130.221","4.37728","0.0782077","1.11457","0.0551381","","","1.08","0.134117","31","Bad transit shape","2021-01-06","2021-01-06","2023-07-07"
+"686072378","2438.01","","5","5","5","5","5","5","5","","","38.67","2","0","0","PC","FP","16.2463","0.008","1","spoc","SPOC","68.226889","-32.88712","33.351","0.107","46.733","0.162","2459175.406024","0.00038417146","1.9426003231471","0.000053203483","1.020674321877","0.04448895","761.432366","14.391456","504062.37992205","13167.56","","","1076.0804740832","1460.7669600108","56.03001","299.842","6.133","5780","","4.438","","","","","","","","31,32","Short transit duration. Likely a Jupiter around WD!! Planet radius is calculated for Sun-like star and should not be included with the alert delivery.","2021-01-06","2021-02-02","2022-12-14"
+"274194927","2439.01","","3","4","3","3","4","4","4","4.1","40","22.54","2","2","7","PC","PC","11.2212","0.006","1","spoc","SPOC","54.028395","1.933815","-3.7","2","-12.4","2.2","2459152.817497","0.0026503203","14.361478873089","0.0037922522","4.0964994400647","0.36476812","3.109391","0.178538","2859.7577713471","164.4264","5.0510341244573","0.97811514","50.258208759179","679.08087731228","16.087576","246.165","","5283","","4.438","","0.946146","","","","","","31","The first transit is ramp-like.","2021-01-06","2021-01-06","2022-12-14"
+"129839175","2440.01","","3","5","5","3","3","4","4","249.2","201.7","317","2","2","1","PC","APC","11.0529","0.006","1","spoc","SPOC","55.270024","-36.943731","39.436","0.035","31.137","0.046","2459144.977997","0.00034352895","0.64615709148349","0.000015566358","1.1963822090877","0.03075059","6.851528","0.105","6290.6211388837","96.704056","15.357251420816","8.059975","4527.9508872126","2092.1613580249","35.667366","212.588","1.146","5256.8","104.732","4.27128","0.0767825","1.14951","0.0563065","-0.78","0.11","0.9","0.110123","31","V-shaped; possibly EB","2021-01-06","2021-01-06","2022-12-14"
+"219175972","2441.01","","2","4","2","2","3","4","4","1.1","36","8.88","14","0","3","PC","PC","12.8332","0.007","1","spoc-s01-s39-b0A-PC","SPOC","91.410152","-51.679614","-55.154","0.055","128.546","0.067","2458335.501412","0.0015691326","12.890076762173","0.000034532648","2.1970213191805","0.31107548","4.199869","0.254946","3860.7500517614","234.78616","2.9203571124396","0.68502957","4.1214289084325","363.3973055124","14.537606","84.5243","0.1908","3478","157","4.76582","0.00699459","0.46768999099731","0.0140024","","","0.465235","0.0203602","1,5,7,11,28,31,32,33,34,38","","2021-01-06","2022-03-21","2022-12-14"
+"219175972","2441.02","","1","4","1","2","3","4","4","1.6","29.3","4.79","14","0","3","PC","PC","12.8332","0.007","2","spoc","SPOC","91.410152","-51.679614","-55.154","0.055","128.546","0.067","2458325.908591","0.004312724","5.5514856902132","0.00004364267","2.0186926839823","0.38610852","1.393158","0.215791","1282.3227899163","198.73074","2.0319062197792","0.26606938","12.671932520712","481.20536697562","7.887797","84.5243","0.1908","3478","157","4.76582","0.00699459","0.46768999099731","0.0140024","","","0.465235","0.0203602","1,5,7,11,28,31,32,33,34","low SNR; interior to TOI 2441.01","2021-07-19","2021-07-19","2023-03-13"
+"168871868","2442.01","","5","5","5","5","5","5","5","13.9","87.2","74.98","0","0","0","EB","FP","11.402","0.008","1","qlp","SPOC","65.100654","-31.081604","0.392","0.037","-8.095","0.044","2459183.305376","0.0010158","17.1217196","0.0000328","6.507","0.311","152.450559","0.000762","131000","0.701384","10.2267","0.516223","204.585","1053","294","262.475","1.662","5762","130.882","4.44944","0.077825","1","0.05","","","1.03","0.127642","4,5,31,32","P=2x8.6d; RV error ~4 km/s; TFOP FP EB","2021-01-06","2021-02-03","2022-12-14"
+"318753380","2443.01","","1","4","1","1","4","4","4","5.8","114.6","7.71","4","5","6","PC","CP","8.2969","0.006","1","spoc","SPOC","40.179861","1.199676","284.011","0.08","231.78","0.079","2459148.098617","0.0014688679","15.669232209899","0.0021404622","4.5628529817716","0.20758453","1.5139","0.048908","1393.3814801513","45.044777","2.6868892733135","0.5470478","13.293117574993","486.99719644956","26.667023","23.9258","0.02325","4214.44","131.326","4.52845","0.109238","0.732115","0.0713468","-0.01","0.05","0.66","0.0789265","31","","2021-01-06","2021-01-06","2023-12-03"
+"29959760","2444.01","","3","5","5","3","3","4","4","148.6","126.5","317","8","0","2","PC","APC","13.6732","0.008","1","spoc","SPOC","42.263784","-16.55928","59.179","0.097","84.249","0.119","2459145.041127","0.0010743772","1.6473887264278","0.00012428878","1.3242991003046","0.09754114","35.677059","2.186534","32325.768530595","2011.8455","15.735883478407","21.552816","97.082910459874","800.58130893412","16.69659","190.748","2.2995","3556","157","4.65625","0.0112725","0.594044","0.0182083","-0.489923","0.0189853","0.583202","0.020617","31","V-shaped; marginal odd-even (2 sigma) Brighter neighbor; SG1 should check neighbor","2021-01-06","2021-01-06","2024-06-09"
+"439867639","2445.01","","1","4","4","1","4","4","4","12.5","14.7","2.56","5","0","3","PC","CP","13.1292","0.008","1","spoc","SPOC","43.316155","0.052337","57.212","0.108","-24.05","0.132","2458411.217326","0.00062821974","0.3711334431738","0.000015752827","0.49181866139868","0.26556128","2.524688","0.355198","2322.6218150832","327.0959","1.4062146626384","0.8266142","204.48736023886","964.46476637247","9.401387","48.582","0.24745","3333","157","4.95786","0.0096125","0.27223300933838","0.00820015","","","0.245288","0.020165","4,31","small PC around M-dwarf","2021-01-06","2021-01-06","2022-12-14"
+"142868621","2446.01","","2","4","2","2","3","4","4","3.7","46.3","16.52","3","3","1","PC","PC","10.208","0.006","1","spoc","SPOC","50.942745","-31.265187","-8.717","0.029","-66.731","0.04","2458418.91465","0.08279818","18.685862046711","0.0021039941","5.4843999986053","0.621795","1.321007","0.138282","1215.9529886335","127.353905","4.2075537853612","0.36080632","53.837407132589","690.86116955265","8.18483","159.87","0.5795","5926","127.064","4.48242","0.078275","0.98749601840973","0.0484472","","","1.08","0.14078","4,31","actual period is 18.7 d","2021-01-06","2021-01-06","2022-12-14"
+"1167538","2447.01","","3","5","5","3","4","4","4","","","74.51","0","63","3","PC","CP","10.0127","0.006","1","qlp","QLP","70.997586","-31.906637","-0.423","0.041","-31.564","0.059","2459168.988935","0.0006729","","","8.291","0.23","9.52557","0.000598","8735","0.550854","10.2185","0.521054","44.5933","719","37","148.987","0.6125","5825","130.9","4.43","0.08","1.04","0.05","","","1.049","0.137918","5,31,32","Single transit. Orbital period is likely > 30 days.","2021-01-06","2021-02-11","2024-05-11"
+"231721005","2448.01","","5","5","5","5","5","5","5","2","26.8","12.37","3","1","3","O","FP","10.0039","0.006","1","qlp-s66-ffi","QLP","80.740227","-53.76459","0.846","0.064","12.289","0.05","2460121.423199","0.0055048","9.0182016","0.0000418","3.08","0.371","0.534314","0.026897","492","24.7725","3.54998","0.168081","762.028","1463","19","490.818","6.5195","9671","188.6","4.33","0.06","1.78","0.05","","","2.47","0.326949","3,4,6,7,10,13,27,30,31,32,33,34,37,64,65,66","on neighbor TIC 231721006; retired as TFOP NPC","2021-01-06","2023-08-28","2023-09-25"
+"231721005","2448.02","","1","4","1","1","3","4","4","1.5","22.6","13.94","3","1","3","PC","PC","10.0039","0.006","2","qlp-s67-ffi","QLP","80.740227","-53.76459","0.846","0.064","12.289","0.05","2460136.407849","0.0053447","19.7580247","0.000097","3.198","0.63","0.524537","0.037436","483","34.4794","3.80858","0.205025","191.036","1035","12","490.818","6.5195","9671","188.6","4.33","0.06","1.78","0.05","","","2.47","0.326949","3,4,6,7,10,13,27,30,31,32,33,34,37,64,65,66,67","some depth aperture correlation and possible offset","2021-10-25","2023-09-14","2023-09-25"
+"170729775","2449.01","","3","5","5","3","3","4","4","34.8","186.5","96.54","0","1","3","PC","PC","9.8999","0.006","1","qlp","QLP","67.984371","-34.455533","10.001","0.036","-58.53","0.053","2459186.901539","0.000685","16.6542431","0.0000283","7.792","0.186","11.096275","0.000689","10168","0.634987","11.9082","0.547507","362.642","1215","74","156.786","0.5845","6054","128.5","4.43","0.08","1.08","0.05","","","1.13","0.144374","4,5,31,32","single transit","2021-01-06","2021-01-06","2022-12-14"
+"408114363","2450.01","","3","4","3","3","4","4","4","6.3","66.9","33.85","3","3","4","PC","PC","11.4894","0.006","1","spoc","SPOC","77.952525","6.795745","31.934","0.082","5.688","0.06","2459179.177363","0.0015591906","17.883241414462","0.0021953706","4.342093158808","0.1712005","7.354099","0.214037","6750.4878782268","197.11623","6.4171164029006","0.4788033","27.12795110902","582.06836734912","29.821081","188.967","1.748","5426","133.219","4.63305","0.0820061","0.776644","0.0402336","","","0.945","0.123032","32","","2021-02-03","2021-02-03","2022-12-14"
+"4294779","2451.01","","5","5","5","5","5","5","5","59.1","88","55.26","2","0","2","PC","FP","15.8552","0.008","1","spoc","SPOC","81.312676","-0.770748","0.953","0.189","-0.742","0.157","2459174.475148","0.0016083046","0.34388918596265","0.000044618242","0.96960690624401","0.2804137","27.321877","3.28799","24850.395380457","3023.77","8.5611178935865","1.8986349","449.31595136457","1174.2422669874","7.7705545","361.474","16.5445","3199","157","4.70217","0.0173915","0.540483","0.0238973","","","0.536614","0.0259742","32","some stellar variability; high proper motion","2021-02-03","2021-02-03","2022-12-14"
+"219208037","2452.01","","5","5","5","5","5","5","5","13.7","56.9","11.37","2","1","1","EB","FP","11.1925","0.006","1","spoc","SPOC","93.098193","-50.930948","-28.664","0.096","11.981","0.089","2459229.062884","0.0018471171","0.97768052362234","0.00013061972","0.76573972812398","0.20487942","1.048586","0.116852","965.31751917782","107.619026","3.378425156451","5.26633","1378.7254796851","1554.1366421079","8.106384","148.462","0.9405","4456.2","205.6","","","1.09813","0.0921256","","","0.69","0.0829382","32,33,34","significant odd-even from multiyear analysis; FP","2021-02-03","2021-04-20","2022-12-14"
+"59128183","2453.01","","1","4","1","2","4","4","4","4.9","56.3","9.49","8","4","8","PC","PC","12.4223","0.007","1","qlp-s44-tois","SPOC","74.837485","12.936353","45.943","0.072","-22.082","0.051","2459516.817354","0.0018489","4.4414094","0.0000171","1.147","0.199","3.174987","0.011602","2920","10.6861","3.02052","0.201296","8.65827","477","10","81.9043","0.3055","3609","157","4.73522","0.00801083","0.5","0.01","","","0.500519","0.0201673","5,32,43,44","","2021-02-03","2022-03-11","2024-02-12"
+"67782629","2454.01","","2","4","2","2","4","4","4","2.7","34.5","6.84","0","3","2","PC","PC","10.7047","0.006","1","spoc","SPOC","64.32265","-7.766009","-27.357","0.046","-71.984","0.031","2459174.855266","0.0044728047","8.5063686826507","0.0035080244","2.8291905313501","0.612043","1.051799","0.133691","968.27342529268","123.12597","2.5051088336104","2.8262062","44.811583361213","659.88358008455","7.3439903","91.9976","0.2919","4431.2","102.3","4.45","0.09","0.82124","0.0562111","-0.005","0.023","0.69","0.0858202","5,32","Potential stellar variability; low SNR","2021-02-03","2021-02-03","2022-12-14"
+"434260570","2455.01","","3","4","4","3","4","4","4","82.9","127.9","317","4","0","11","PC","PC","12.986","0.008","1","spoc-s01-s46-b0A","SPOC","64.243824","14.771562","16.36","2","-53.75","2","2459474.585287","0.00044509754","4.7204894750359","0.0000074414447","1.8235215118561","0.032522243","52.026092","0.905194","46787.863242816","833.36676","14.327161078079","3.3671286","18.209187640783","526.85656055893","68.10719","143.9793","","3553","157","4.74625","0.00828727","0.48991599678993","0.0150345","","","0.488002","0.0206365","5,32,43,44","EPIC 210463428.01; v-shaped; likely EB","2021-02-03","2022-07-15","2022-12-14"
+"311271011","2456.01","","2","5","5","2","4","4","4","","","8.47","0","3","7","PC","PC","9.588","0.006","1","spoc","SPOC","80.57987","10.575049","44.861","0.067","-61.173","0.053","2459178.894556","0.0025033178","","","1.8522307136956","0.5873412","1.325201","0.16429","1219.8107094454","151.30501","2.8398684719982","2.4257894","20.01711492729","539.473505079","7.675151","69.1329","0.2004","4968","124.299","4.55877","0.0950973","0.788051","0.0514899","","","0.82","0.103758","32","potential single with transit at about 2179 days","2021-02-03","2021-02-03","2022-12-14"
+"117799904","2457.01","","2","4","4","2","4","4","4","2.1","46.7","8.06","3","4","3","PC","PC","10.8749","0.006","1","spoc","SPOC","70.167322","-12.890726","15.264","0.041","19.486","0.033","2459175.255066","0.002807844","14.199353753213","0.00400695","2.562966568929","0.4850636","2.020433","0.232434","1859.1571503492","214.05707","2.759106759355","1.3017113","9.8747938425686","452.11795958776","8.544865","61.425","0.1221","4045","124.442","4.63657","0.118939","0.631569","0.0632463","","","0.63","0.0812986","32","potential L1","2021-02-03","2021-02-03","2024-02-27"
+"449197831","2458.01","","2","5","5","2","4","4","4","5.3","53.7","6.27","2","4","4","PC","PC","8.71008","0.006","1","spoc","SPOC","79.621529","1.253439","-3.091","0.068","-99.263","0.055","2459177.402573","0.003379292","3.7369689391919","0.0009495716","1.9917421847242","0.894666","0.337171","0.052033","310.49780880637","47.92311","2.3797323451924","5.718552","897.68729486141","1396.0501486455","8.751414","112.958","0.5375","6092","124.5","4.25","0.08","1.32975","0.0603015","","","1.143","0.151181","32","potential L1","2021-02-03","2021-02-03","2022-12-14"
+"192790476","2459.01","TIC 192790476.01","2","5","5","2","4","4","4","3.2","79.9","8.97","4","2","1","PC","CP","9.3951","0.006","1","spoc","SPOC","82.143332","-39.373046","88.576","0.042","16.749","0.045","2458452.334564","0.0011433272","19.104701915839","0.000041666965","3.2516728326373","0.17819591","2.071453","0.114078","1906.0596245269","105.064514","2.9365336685117","0.54608005","8.518729710296","435.72598392131","17.074867","36.6113","0.03455","4195","124.8","4.59888","0.106536","0.67509299516678","0.0630151","","","0.66","0.0763494","5,6,32,33","potential L1 candidate; deep transit around ~2200 TBJD in SPOC multisector that may be another planet","2021-02-03","2021-07-13","2024-09-02"
+"454224694","2460.01","","3","5","5","3","3","4","4","46.7","156.9","35.23","6","2","1","PC","APC","11.3357","0.006","1","spoc","SPOC","79.528174","2.563675","2.519","0.053","-22.799","0.048","2459174.385712","0.001292298","0.51546097511494","0.00004600594","0.85025119415455","0.11894999","1.588969","0.156114","1462.4242309209","143.7763","6.5688521667934","13.43989","7358.8192788003","2362.2278419366","12.84038","279.5","2.9685","5994","122.381","4.44879","0.0765584","1.03783","0.0476885","","","1.104","0.141703","32","V-shaped","2021-02-03","2021-02-03","2022-12-14"
+"411839167","2461.01","","5","5","5","5","5","5","5","35.8","106.9","116.41","0","22","5","KP","KP","10.8243","0.006","1","qlp-s44-tois","SPOC","78.91982","16.278699","2.717","0.112","-12.983","0.094","2460238.331547","0.0012675589","6.1802675","0.0000023","3.868","0.139","5.846114","0.000047","5370","0.043474","13.2741","0.845273","519.967","1330","144","372.632","18.55","6513","132.8","4.08","0.1","1.74","0.11","","","1.338","0.226837","32,43,44,71","EPIC 246851721 b / K2-267b","2021-02-03","2023-12-21","2023-12-21"
+"248434780","2462.01","","3","4","3","3","3","4","4","26.7","38.4","317","3","5","1","PC","PC","11.7884","0.008","1","spoc","SPOC","77.314465","-5.557409","12.49","0.084","5.064","0.063","2459183.651187","0.0030978548","12.864316803582","0.004414339","4.7778345068907","0.22527707","7.526265","0.428327","6907.9754982184","394.42627","17.44533221976","1.2423514","248.74791569033","1012.8837698072","17.386969","516.495","13.1145","5365","32.4","4.41","2","1.82733","0.109668","","","0.98","0.121305","32","","2021-02-03","2021-02-03","2022-12-14"
+"452375478","2463.01","","3","4","3","3","3","4","4","20.9","65.1","93.46","6","0","1","PC","PC","9.0318","0.006","1","spoc","SPOC","88.090245","-48.09086","-1.535","0.045","0.022","0.052","2459179.182044","0.0024814634","10.607944464166","0.0009522168","12.703056505905","0.18432622","1.34056","0.063214","1233.9391066028","58.2209","11.661355746094","0.6679118","1516.9401779555","1591.7023707663","15.215448","332.825","2.856","6481","130.437","3.54495","0.0883093","3.2125198841095","0.142357","","","1.32","0.209128","32,33","evolved and variable star","2021-02-03","2021-09-29","2022-12-14"
+"32949762","2464.01","","5","5","5","5","5","5","5","53.2","149.7","106.79","0","2","0","KP","KP","12.3352","0.006","1","qlp","SPOC","87.679561","-27.623322","26.975","0.03","-34.83","0.037","2459222.681031","0.000457","3.7684981","0.0000066","2.727","0.075","21.713255","0.002625","19800","2.41749","12.5471","0.766713","210.575","1061","105","288.326","2.022","5160","127.22","4.49546","0.0865341","0.87","0.05","","","0.873","0.109236","6,32,33","WASP-160 B b","2021-02-03","2021-02-19","2022-12-14"
+"146523262","2465.01","","2","4","2","2","3","4","4","5.9","59.7","10.13","4","4","1","PC","PC","10.2994","0.006","1","spoc","SPOC","76.737031","-18.904621","-0.165","0.042","7.095","0.052","2459174.839411","0.00275415","3.7592050392466","0.00074724376","2.9961711626909","0.38587087","0.969032","0.074651","892.11357237442","68.75351","3.1563691190445","0.8288763","685.83725801439","1305.1938482541","11.337412","219.093","1.6175","6808.4","126.9","4.59","0.09","1.01507","0.0440855","0.29","0.12","1.466","0.258844","32","Bad transit shape; potentially contaminated by systematics.","2021-02-03","2021-02-03","2022-12-14"
+"293612446","2466.01","","5","5","5","5","5","5","5","63.7","83.4","317","0","3","3","KP","KP","12.0364","0.007","1","qlp-s43-ffi","SPOC","76.867332","16.867695","0.667","0.078","-6.045","0.051","2459493.9445","0.0006186","2.6266983","0.000001","4.087","0.009","11.625105","0.000026","10650","0.0238931","18.7969","0.983656","2520.03","1973","94","663.834","18.8685","6475","131.684","4.0609","0.090511","1.77","0.09","","","1.32","0.204914","5,32,43,71","K2-260 b","2021-02-03","2024-01-17","2024-01-17"
+"71013298","2467.01","","2","4","2","2","4","4","4","4.9","46.9","3.81","2","3","3","PC","PC","10.2712","0.006","1","spoc","SPOC","65.717639","-12.677035","20.053","0.038","10.38","0.031","2458438.600908","0.0013574699","1.7556615597558","0.000011109573","1.3491032075436","0.2947355","0.482269","0.052146","444.08794811855","48.0269","1.7738474766219","1.7228535","486.2678795701","1197.6740653437","9.671964","94.7639","0.30345","4909","120.978","4.52554","0.0872967","0.80874097347259","0.05201","","","0.8","0.0940349","5,32","centroid offset not centered on another star","2021-02-03","2021-07-14","2022-12-14"
+"31114545","2468.01","","5","5","5","5","5","5","5","9.6","39.3","87.25","0","14","1","PC","FP","10.3598","0.008","1","qlp","QLP","80.896099","-24.121296","17.912","0.038","-0.043","0.055","2459196.87342","0.0031788","24.4232697","0.0001365","3.788","1.856","2.086617","0.009916","1920","9.13313","11.2009","0.952464","62.1143","782","22","421.726","5.181","6102","134.2","3.75","0.08","2.37","0.11","","","1.15","0.155383","5,6,32","some depth-aperture correlation","2021-02-03","2021-02-03","2022-12-14"
+"117843067","2469.01","","3","5","5","3","3","4","4","103.6","167.9","317","1","2","1","PC","APC","10.6749","0.008","1","qlp","QLP","70.308489","-15.672123","0.606","0.065","-8.007","0.055","2459198.809559","0.0023675","2.3767548","0.0003986","3.225","0.158","8.655152","0.003071","7940","2.82889","23.4044","1.24216","2690.9","2006","18","632.183","19.301","6931","126.2","3.8","0.09","2.57","0.13","","","1.51","0.270505","32","variable star with bright neighbor; large radius","2021-02-03","2021-02-03","2022-12-14"
+"298981199","2470.01","","1","4","1","1","4","4","4","3.3","46.2","5.13","6","4","2","PC","PC","10.0632","0.006","1","qlp","QLP","70.428548","-0.600003","-0.154","0.1","-5.075","0.066","2459199.511667","0.0035038","7.1853092","0.0000491","2.347","0.405","0.868937","0.002223","800","2.04782","2.12356","0.207758","37.1797","687","11","66.7536","0.20335","4562","131.6","4.56","0.1","0.74","0.06","","","0.72","0.0841533","5,32","Bad shape for even transits; which can be due to detrending issues.","2021-02-03","2021-02-03","2024-01-23"
+"71088556","2471.01","","3","4","3","3","3","4","4","21.6","51.7","115.95","3","2","1","PC","PC","10.4723","0.006","1","qlp","QLP","66.514805","-12.51168","13.713","0.043","5.214","0.036","2459194.286421","0.0023878","6.5857043","0.0000367","2.777","1.743","1.542841","0.341038","1420","314.058","13.2476","5.65232","891.424","1522","20","499.452","9.3875","5908.4","122","3.55","0.08","2.88","0.15","-0.04","0.1","1.07","0.136721","5,32","slightly v-shaped and slight depth aperture correlation","2021-02-03","2021-02-03","2022-12-14"
+"248650906","2472.01","","2","5","5","2","4","4","4","","","11.29","0","8","2","PC","PC","8.94848","0.006","1","qlp","QLP","67.042733","-3.145653","3.104","0.064","-23.436","0.046","2459198.852539","0.0101992","","","6.71","1.082","0.42352","0.001114","390","1.02628","3.35556","0.248223","232.874","1088","9","148.667","0.9885","5824","123.9","4","0.08","1.69","0.08","","","1.049","0.129809","5,32","single transit at about 2199 days","2021-02-03","2021-02-01","2022-12-14"
+"399868187","2473.01","TIC 399868187.01","3","4","4","3","4","4","4","192.4","220.7","317","13","18","5","PC","PC","10.5347","0.006","1","qlp","CTOI","74.374979","10.416737","-9.056","0.071","-20.643","0.052","2459199.202773","0.0006822","1.2311781","0.0000015","2.756","0.088","3.874297","1.019338","3562","938.404","17.567","5.23752","27258.8","3579","18","284.183","3.6275","6589.1","143.9","4.21","0.09","1.53","0.08","-0.097","0.01","1.373","0.22259","5,32","missed the 6-day HJ. WINE CTOI. Multi.","2021-02-03","2021-02-03","2024-01-02"
+"449257028","2474.01","","3","4","3","3","4","4","4","15.6","47.5","24.72","1","2","2","PC","PC","7.82622","0.006","1","qlp","QLP","79.844207","3.122675","47.06","0.173","-10.571","0.134","2459197.576453","0.0099254","4.278752","0.0027305","4.11","0.931","0.238888","0.00102","220","0.93914","5.33342","","479.761","1303","9","132.686","1.04","4971","122","","","3.5","","","","","","32","low SNR; evolved star; possible dip at  t=2193","2021-02-03","2021-02-03","2022-12-14"
+"373453507","2475.01","","5","5","5","5","5","5","5","3.7","29.8","20.78","0","0","3","PC","FP","10.7302","0.011","1","qlp","QLP","76.524234","10.594174","5.61","0.088","-14.324","0.054","2459197.39928","0.0035249","15.7925628","0.0001402","2.823","0.472","1.292795","0.003674","1190","3.38409","4.82429","0.377854","24.617","620","10","235.608","2.5695","5600","138.8","4.16","0.08","1.37","0.07","","","0.99","0.122359","5,32","","2021-02-03","2021-02-03","2022-12-14"
+"43868600","2476.01","","3","5","5","3","3","4","4","","","127.84","0","2","1","PC","APC","10.1263","0.008","1","qlp","QLP","78.108877","-7.257924","6.422","0.065","-13.358","0.058","2459196.637234","0.0037464","3.8865992","0.0000301","2.909","0.672","0.640773","0.001855","590","1.70825","14.0296","","247.041","1104","12","537.765","9.938","4731.6","49","","","5.67","","0.13","0.09","","","5,32","star is evolved","2021-02-03","2021-02-03","2022-12-14"
+"412054152","2477.01","","3","4","3","3","4","4","4","11.8","65.2","112.06","0","3","4","PC","PC","10.2422","0.006","1","qlp-s71-ffi","QLP","79.742457","15.203062","-1.007","0.069","-19.383","0.05","2460218.772868","0.0144186","34.7769296","0.0006345","5.598","1.911","1.502612","2.628631","1383","2418.13","12.9584","4.51382","511.815","229","13","362.227","5.0755","7505.2","206.7","4.09","0.12","1.96","0.18","","","1.73","0.305357","32,43,44,45,71","alerted as a single but now have period of 34.8 days; centroid offset centered on 412060659","2021-02-03","2024-01-03","2024-01-05"
+"262435954","2478.01","","2","4","2","2","4","4","4","4.5","37.5","7.96","2","5","4","PC","PC","10.6827","0.006","1","spoc","SPOC","73.554354","1.233623","20.856","0.062","-39.926","0.05","2459174.685986","0.0045884424","2.6473916498852","0.0008482787","2.8595221680025","0.83286035","0.617199","0.070855","568.29941631275","65.257706","2.737768954099","3.016418","871.09698508625","1385.5952224502","9.532369","209.93","1.879","5748","131.4","4.34","0.08","1.1287","0.0561809","","","1.028","0.129371","32","low SNR","2021-02-03","2021-02-03","2022-12-14"
+"167661160","2479.01","TIC 167661160.01","2","4","2","3","3","4","4","2","37.8","13.81","9","3","1","PC","PC","9.354","0.006","1","spoc","QLP","79.709348","-36.037694","68.578","0.036","21.203","0.044","2458442.074601","0.0020219896","36.838242873162","0.00017478777","4.9462842900584","0.35163054","1.048421","0.053616","965.16494817977","49.381245","3.785899355566","0.9056574","24.232406660858","565.87288815355","18.077396","104.896","0.255","5363.1","76","4.08","0.12","1.2099299430847","0.0713895","-0.48","0.1","0.93","0.117389","5,6,32","TFOP work in progress.","2021-02-03","2021-07-01","2022-12-14"
+"1449756","2480.01","TIC 1449756.01","5","5","5","5","5","5","5","10.6","45","64.98","1","0","1","PC","FP","10.8256","0.006","1","qlp","QLP","75.174905","-34.815988","6.288","0.035","-21.633","0.045","2459199.593066","0.0026669","11.3543085","0.0023415","3.414","0.441","2.38037","0.002608","2190","2.40171","9.40688","0.540584","115.756","913","21","470.356","5.0525","6421","134","3.98","0.09","1.92","0.09","","","1.29","0.202744","5,32","slight depth-aperture correlation; could be on neighboring star","2021-02-03","2021-02-03","2022-12-14"
+"262258341","2481.01","","2","4","2","2","4","4","4","2.8","40.9","9.97","1","4","4","PC","PC","10.6675","0.006","1","qlp","QLP","77.804406","2.427361","-13.059","0.062","-2.753","0.048","2459193.255797","0.0039667","11.994832","0.0000954","3.374","0.436","1.36889","0.002579","1260","2.37515","3.11124","0.224244","57.2917","766","10","151.756","0.8325","5567","137.1","4.56","0.08","0.86","0.05","","","0.982","0.125231","5,32","Weak odd-even difference.","2021-02-03","2021-02-03","2022-12-14"
+"117938087","2482.01","","2","4","2","2","3","4","4","","","3.14","1","4","1","PC","PC","9.6254","0.006","1","qlp","QLP","71.518246","-15.343431","-41.85","2","-16.25","2","2459187.828181","0.0064142","14.9315582","0.0002251","4.729","0.773","0.640773","0.001628","590","1.499","1.58293","0.130144","41.9664","709","9","","","4779.1","150","","","0.61","0.04","","","","","5,32","Bad detrending. Super-Earth candidate in the Fulton  valley.","2021-02-03","2021-02-03","2022-12-14"
+"219151731","2483.01","TIC 219151731.01","5","5","5","5","5","5","5","15.3","74.3","21.1","1","1","1","EB","FP","10.1217","0.006","1","qlp-s34-ffi","QLP","89.835166","-49.469569","-11.884","0.046","42.585","0.044","2459249.973749","0.0011882","1.4853364","0.0000052","1.302","0.158","0.705958","0.001025","650","0.944001","4.86539","0.267199","1309.65","1675","27","259.299","1.4305","6137.7","114.5","4.19","0.35","1.51","0.07","","","1.27","0.190769","5,6,7,32,33,34","very minor depth-aperture correlation; retired by TFOP as NEB","2021-02-03","2022-07-06","2022-12-14"
+"68035559","2484.01","","3","4","3","3","4","4","4","8.9","68.5","23.42","6","3","6","PC","PC","10.8945","0.006","1","qlp-s50-tois","QLP","219.734215","37.02674","-31.096","0.027","4.948","0.036","2459686.111638","0.0016602","8.3272872","0.0000257","2.517","0.223","3.229435","0.002674","2970","2.46256","5.183","0.299337","63.8466","787","20","179.127","0.833","5632","121","4.54","0.08","0.89","0.04","","","0.998","0.120218","23,50","ephemeris match to 68035552(other star in pixel); very slight depth aperture correlation","2021-02-11","2022-12-12","2024-04-20"
+"328934463","2485.01","TIC 328934463.01","3","4","4","3","4","4","4","20.1","70.3","100.89","4","12","7","PC","PC","10.9687","0.008","1","qlp-s50-tois","QLP","205.204322","22.983969","0.999","0.085","-7.186","0.09","2459658.812257","0.0029411","11.2347982","0.0000537","6.217","0.288","5.202262","0.001217","4780","1.12053","12.196","0.657848","262.58","1121","24","397.953","8.0605","6016.4","119","4.01","0.08","1.72","0.09","0.097","0.059","1.11","0.149475","23,50","","2021-02-11","2022-12-12","2023-07-01"
+"369376388","2486.01","TIC 369376388.01","1","4","1","1","3","4","4","19.3","93.3","13.43","2","2","1","PC","PC","11.1869","0.006","1","qlp-s05-faintsearch","SPOC","59.85217","-36.476026","153.461","0.032","24.084","0.043","2459167.655279","0.001222","1.5411764","0.0000035","1.535","0.185","1.640701","0.001815","1510","1.67173","3.17311","0.309793","233.78","1089","22","96.5003","0.2093","4307.3","152.2","","","0.77","0.07","","","0.66","0.0823324","4,5,31","found in faint-star QLP search","2021-02-11","2024-09-09","2024-09-10"
+"394346745","2487.01","TIC 394346745.01","3","4","3","3","3","4","4","41.2","48.5","317","1","0","2","PC","PC","12.8466","0.006","1","qlp-s39-tois","QLP","42.888322","-81.006992","7.501","0.021","12.565","0.019","2459382.603668","0.0005948","3.4024655","0.0000032","3.141","0.038","16.398401","0.000747","14990","0.688075","15.364","0.67669","695.002","1430","99","646.188","4.501","5822","5946.3","4.3","","1.21","0.05","","","1.16","0.150839","1,12,13,27,28,39","","2021-02-19","2022-03-21","2023-01-24"
+"139251123","2488.01","","3","4","3","3","3","4","4","13.7","41.8","78.23","6","0","2","PC","PC","10.6292","0.006","1","spoc-s01-s69-b0A-PC","SPOC","347.136174","-45.026493","31.745","0.065","3.458","0.091","2459066.14339","0.0019041756","10.76683983553","0.00003635747","4.2439842566634","0.32156324","2.1015","0.109776","1933.6811005368","101.10271","10.502708510725","1.661711","469.63841002934","1187.3005031152","19.266142","385.238","10.3255","5394","5394.9","4.4","2","2.319610118866","0.142639","","","0.94","0.119139","28,68","","2021-02-19","2024-04-24","2024-04-30"
+"279327604","2489.01","TIC 279327604.01","3","5","5","3","3","4","4","62.1","170.9","58.23","4","5","2","PC","APC","11.2451","0.006","1","spoc","SPOC","332.553092","-45.049614","-26.014","0.125","12.767","0.172","2459062.945311","0.0015360286","1.426951008626","0.00017235531","1.3367863288415","0.12652673","3.133294","0.237395","2881.7106387159","218.62526","8.8281187817676","12.0227165","1289.4656111394","1528.3477807126","14.413239","215.394","5.026","5421","5412.1","4.6","0.1","1.02349","0.0640201","-0.48","0.1","0.91","0.109888","28","Potential odd-even","2021-02-19","2021-02-17","2022-12-14"
+"77437543","2490.01","TIC 77437543.01","3","5","5","3","3","4","4","","","48.15","1","1","1","PC","PC","11.2759","0.006","1","spoc","CTOI","73.124509","-36.257098","19.343","0.034","12.751","0.042","2459180.691467","0.0028856532","","","7.4747370396792","0.27408433","4.796039","0.205888","4407.5735305166","189.61221","7.8938765479458","0.6112474","83.260976064647","770.42456888759","33.01424","267.648","1.6085","5459","129.402","4.27837","0.0803948","1.17142","0.0619095","","","0.95","0.123784","32","CTOI from Rafael Brahm; single at TBJD ~2181","2021-02-19","2021-10-05","2024-03-26"
+"80567842","2491.01","","3","5","5","3","4","4","4","74.2","165.1","317","2","0","3","PC","APC","11.0233","0.01","1","spoc","SPOC","87.283391","9.627515","2.892","0.086","-3.379","0.076","2459205.124526","0.0007398958","5.9277700049477","0.00040253397","2.5599954198144","0.048364077","14.190108","0.490604","12984.536466142","451.76117","20.406898783511","1.0547695","1581.2651219343","1608.3142966972","61.44919","533.726","12.711","8343","147.492","4.36705","0.0741381","1.55754","0.058407","","","2.06","0.319062","33","large; pre-eclipse bump potentially due to ellipsoidal variation","2021-02-19","2021-02-18","2022-12-14"
+"282498590","2492.01","TIC 282498590.01","3","5","5","3","4","4","4","43.8","74.2","317","2","3","5","PC","APC","11.6749","0.006","1","qlp-s06-faintsearch","SPOC","90.099738","5.11447","-7.783","0.084","-5.481","0.074","2459222.255014","0.0007015","10.1004307","0.0000155","4.977","0.119","14.955401","0.00169","13680","1.55683","17.4827","3.87737","260.172","1118","103","421.423","14.039","6519","1072.3","4.22","0.25","1.49","0.33","","","1.34","0.487016","6,33","found in faint-star QLP search","2021-02-19","2024-09-09","2024-09-10"
+"123664207","2493.01","TIC 123664207.01","3","5","5","3","4","4","4","","","7.58","0","4","5","PC","PC","11.433","0.006","1","spoc","SPOC","89.746248","-21.575094","33.223","0.022","113.235","0.056","2459225.823327","0.003930343","","","2.0935301101182","0.7944126","1.852033","0.267805","1704.3313705274","246.62703","2.6595119213776","3.7149043","11.379517694631","468.43648492033","7.1225553","93.1416","0.24335","4242","122.601","4.62878","0.104086","0.652251","0.0585929","","","0.66","0.0761501","33","single at TBJD~2226","2021-02-19","2021-02-18","2022-12-14"
+"282576340","2494.01","","3","4","4","3","4","4","4","33","159.5","66.45","13","33","4","PC","PC","10.7202","0.006","1","qlp","SPOC","90.159529","0.131482","15.569","0.06","-66.913","0.057","2459210.732023","0.0005676","8.3761316","0.0000117","1.976","0.202","9.881602","0.009866","9060","9.08724","9.53663","0.59366","68.1559","800","73","152.866","0.875","5376","129.068","4.49858","0.0806247","0.9","0.05","","","0.932","0.118019","6,33","possible multi; potential second candidate with period of 2.4 days","2021-02-19","2021-04-07","2023-02-24"
+"282576340","2494.02","","1","4","4","1","4","4","4","4.2","40.2","5.64","13","33","4","PC","PC","10.7202","0.006","2","qlp","QLP","90.159529","0.131482","15.569","0.06","-66.913","0.057","2459224.849091","0.0044741","2.4087648","0.0000207","1.881","0.397","0.640773","0.003467","590","3.19352","2.23597","0.214017","415.189","1257","8","152.866","0.875","5376","129.068","4.49858","0.0806247","0.9","0.05","","","0.932","0.118019","6,33","potential centroid offset to NW; potential multi; inner candidate to TOI 2494.01","2021-04-07","2021-04-07","2023-02-24"
+"33091590","2495.01","","2","4","2","2","4","4","4","1.3","50.1","4.25","8","1","10","PC","PC","12.2285","0.008","1","spoc","SPOC","104.827007","-4.828274","7.278","0.09","-9.805","0.095","2459208.384505","0.0040933965","7.7953849531374","0.0030242442","1.6941572939831","0.7247427","3.02681","0.454483","2783.9129229208","418.50656","1.8939264376933","1.3662949","4.9263400140042","379.97134435189","7.411049","43.0789","0.1195","3356","157","4.8711","0.000391229","0.352909","0.0106823","","","0.337569","0.0203338","33","low SNR","2021-02-19","2021-02-18","2022-12-14"
+"160328683","2496.01","","3","4","4","3","3","4","4","278.5","335.3","317","8","1","2","PC","PC","14.1969","0.007","1","spoc","SPOC","91.196155","-32.580197","-8.134","0.09","10.201","0.111","2459175.520632","0.0005164947","1.5746828107207","0.000026602123","1.9286406390685","0.03940808","87.588194","1.815065","77503.510076572","1670.3402","22.95761456156","13.034499","71.496516339591","741.63628522731","47.27529","196.683","2.199","3273","157","4.66823","0.0111966","0.57996302843094","0.0180145","","","0.571424","0.0207688","32,33","deep transit but Rp < 25 Re; possibly synchronized; likely EB","2021-02-19","2021-07-13","2024-01-29"
+"97568467","2497.01","TIC 97568467.01","3","5","5","3","4","4","4","25.9","90.2","94.85","0","20","4","CP","CP","9.14112","0.006","1","spoc-s01-s72-b0A-CP","SPOC","90.062588","11.884058","12.502","0.076","-27.31","0.064","2459205.098381","0.00086040224","10.655694026032","0.000014593316","7.8236321694328","0.116245225","2.286423","0.044782","2103.6578759246","41.244534","11.76308569741","0.6012716","997.80853098859","1433.4467118192","45.151714","285.289","3.5215","6715","167.725","3.79727","0.0931728","2.4989700317383","0.110292","","","1.428","0.252356","6,33,45,72","TOI-2497 b","2021-02-19","2024-06-06","2024-08-16"
+"263179590","2498.01","","3","5","5","3","4","4","4","8.6","47.8","20.48","13","4","4","CP","CP","10.844","0.006","1","spoc-s01-s72-b0A-CP","SPOC","95.41622","11.251648","-0.313","0.09","-20.1","0.076","2459204.417815","0.0014825828","3.7382381063754","0.0000148493955","2.9752079755452","0.48068726","1.430272","0.097404","1316.4622756551","89.708","4.7741230249389","1.8493468","790.47592685959","1352.3587386433","13.466908","275.265","4.143","5938","127.484","4.25146","0.0796586","1.2906800508499","0.0619598","","","1.084","0.142188","33,71","TOI-2498 b","2021-02-19","2024-06-06","2024-08-16"
+"67196573","2499.01","TIC 67196573.01","3","5","5","3","3","4","4","194.7","238.3","317","4","8","1","PC","APC","10.7996","0.006","1","qlp","SPOC","89.456648","-11.418203","10.915","0.099","15.886","0.098","2459226.410197","0.0005918","2.5574812","0.0000034","1.053","0.181","2.02135","1.674116","1860","1540.73","17.7879","4.95674","639.207","1400","28","233.953","2.7545","5844","115.1","4.33","2","1.13","0.05","","","1.097","0.144595","6,33","V-shaped","2021-02-19","2021-03-01","2022-12-14"
+"206785987","2500.01","","3","4","3","3","4","4","4","35.7","115.9","126.14","2","1","5","PC","PC","11.619","0.016","1","qlp-s06-faintsearch","SPOC","96.69897","8.200979","-1.795","0.072","-3.582","0.065","2459225.954047","0.0012413","2.955314","0.0000073","3.031","0.163","7.047537","0.002692","6470","2.47947","13.1598","0.659959","2541.33","1978","32","702.71","23.7115","7837","174.37","4.31121","0.0839198","1.58","0.07","","","1.86","0.306177","33","found in faint-star QLP search","2021-02-19","2024-09-09","2024-09-10"
+"134471108","2501.01","","2","4","2","2","3","4","4","3.6","39","7.46","2","1","1","PC","PC","11.6751","0.006","1","spoc-s01-s65-b0A-PC","SPOC","108.066593","-44.027544","-8.561","0.04","-17.973","0.044","2459203.653227","0.0018920812","5.3262921782853","0.0000290303","2.2585227768424","1.1655861","1.631662","0.139903","1501.687410113","128.84727","2.6350944491646","3.2300198","40.116638916008","641.87562591023","11.684048","93.8832","0.17855","4066","128.471","4.60684","0.119248","0.65872699022293","0.0671608","","","0.64","0.0790182","6,7,8,33,34,61","found in faint-star QLP search; crowded field","2021-02-19","2024-02-23","2024-03-03"
+"52689469","2502.01","","5","5","5","5","5","5","5","13.3","35.2","113.47","0","0","0","KP","KP","13.6373","0.006","1","spoc","SPOC","101.394805","-33.881692","-3.369","0.026","2.549","0.029","2459202.042637","0.0032243358","3.141382453127","0.00036796415","4.4361226003819","0.27500784","5.914925","0.286423","5433.0348725712","263.77017","13.07086401534","0.92837846","2278.9841698109","1762.1995122267","14.388655","1477.98","35.75","6534","122","4.09026","","1.7340899705887","","","","1.35","","33,34","HATS-66 b","2021-02-19","2021-12-02","2022-12-14"
+"124778445","2503.01","","5","5","5","5","5","5","5","38.6","86.2","115.93","0","0","0","KP","KP","13.9819","0.006","1","spoc","SPOC","94.444759","-35.706364","-8.838","0.033","8.771","0.032","2459203.395868","0.0012305587","1.6751567572551","0.00014578909","2.2718193990122","0.10265229","19.47923","0.579619","17781.052000521","533.70654","13.236656301591","0.48482808","1000.5678570051","1434.4366942441","24.296297","743.972","10.74","5457","122","4.44807","","0.963518","","","","0.95","","33","NGTS-3 A b","2021-02-19","2021-02-18","2022-12-14"
+"206906112","2504.01","TIC 206906112.01","3","4","3","3","3","4","4","24.4","50.1","317","2","2","3","PC","PC","10.6358","0.016","1","spoc","SPOC","97.214862","11.53189","0.014","0.082","-2.451","0.069","2459212.609636","0.004286794","13.594296584961","0.006143789","4.8627714109643","0.41114426","3.198098","0.228608","2941.2235647566","210.53348","14.729810439121","20.1424","628.80694725517","1277.1710990645","15.473618","508.561","13.9055","8389","191.997","4.29787","0.0778572","1.69485","0.0669749","","","2.08","0.326407","33","check nearby stars; some odd-even","2021-02-19","2021-02-18","2022-12-14"
+"443127052","2505.01","","3","4","3","3","3","4","4","6.8","35.8","15.72","5","3","1","PC","PC","10.7015","0.006","1","qlp","QLP","95.486535","-11.541394","-17.171","0.062","28.333","0.07","2459222.132135","0.0043305","2.8972041","0.0000251","1.958","0.423","0.695094","0.003141","640","2.89313","4.096","0.36334","470.021","1297","9","282.783","3.657","5879","240.2","4.09","0.09","1.55","0.08","","","1.065","0.148114","6,33","weak signal; potential L1 candidate","2021-03-02","2021-03-01","2022-12-14"
+"393298446","2506.01","","2","5","5","2","3","4","4","1.9","23.4","9.51","0","2","1","PC","APC","9.9257","0.006","1","qlp","QLP","92.010974","-39.010809","5.5","1.4","20.8","1.2","2459211.074562","0.0050975","14.9695925","0.0003288","5.832","0.843","0.466967","0.000901","430","0.829512","3.04784","","219.916","","11","236.243","","6456","","","","1.46","","","","","","7,32,33","weak BLS; some variability in raw LC","2021-03-02","2021-03-01","2022-12-14"
+"354519019","2507.01","","1","4","1","1","3","4","4","2.6","47.6","8.1","1","2","1","PC","PC","9.4951","0.006","1","spoc","QLP","82.559826","-43.798459","-22.08","0.036","-37.796","0.044","2458444.78902","0.0031654024","17.305147567631","0.00010549644","3.49763163687","0.2752979","0.713686","0.065447","657.11284366762","60.277218","2.766337936997","0.23514795","49.5593572488","676.70777431273","11.085043","103.454","0.2215","5824","129.1","4.53","0.08","0.92328101396561","0.0432463","","","1.05","0.13486","5,6,32,33","slight odd-even may be from detrending","2021-03-02","2021-07-28","2022-12-14"
+"147430118","2508.01","","1","4","1","1","4","4","4","5","38.2","9.94","3","2","3","PC","PC","10.3559","0.006","1","qlp-s07-faintsearch","FAINT","104.817965","-14.444511","-6.1","1.9","-0.9","1.9","2459226.246477","0.0040495","1.6951056","0.0000147","3.238","0.53","0.401797","0.000879","370","0.809849","3.11352","","6387.13","","14","306.597","","6796","","","","1.61","","","","","","6,7,33","found in faint-star QLP search","2021-03-02","2024-08-22","2024-08-22"
+"143282930","2509.01","","3","5","5","3","3","4","4","6.5","34.5","17.05","0","3","1","PC","APC","10.7088","0.014","1","qlp","QLP","94.409738","-9.631072","-2.298","0.095","3.24","0.101","2459224.689855","0.0043387","1.5339665","0.0000156","2.128","0.284","0.510416","0.001425","470","1.3122","4.28924","0.325067","3012.65","2063","10","446.952","12.112","6694","144.7","4.02","0.09","1.92","0.1","","","1.42","0.246076","6,33","","2021-03-02","2021-03-01","2022-12-14"
+"170103435","2510.01","","5","5","5","5","5","5","5","5.7","48.1","7.78","1","2","0","EB","FP","10.0879","0.006","1","qlp-s61-ffi","QLP","101.397361","-46.565471","-38.957","0.046","49.002","0.045","2459984.552667","0.0027852","1.9785151","0.0000058","1.282","0.217","0.543004","0.046068","500","42.4296","2.69714","0.183281","514.024","1326","14","204.166","0.984","6317","127.5","4.35","0.08","1.23","0.05","","","1.24","0.179776","6,7,8,33,34,61","TFOP FP/NEB","2021-03-02","2023-03-08","2023-03-24"
+"124702477","2511.01","","5","5","5","5","5","5","5","37.3","104.8","68.18","1","1","1","PC","FP","10.9539","0.006","1","qlp","QLP","104.752514","-7.897455","-3.714","0.083","-6.321","0.076","2459226.722059","0.0007891","0.7951534","0.0000016","0.912","0.128","2.086617","0.003619","1920","3.33354","9.70612","0.65796","2195.21","1906","26","523.867","18.6435","6811","152.1","4.02","0.1","1.96","0.11","","","1.467","0.260444","7,33","slight depth aperture correlation","2021-03-02","2021-03-01","2022-12-14"
+"124491883","2512.01","","2","4","2","2","3","4","4","2.7","27.4","4.79","0","4","3","PC","PC","9.22605","0.006","1","qlp","QLP","93.509715","-20.997714","10.198","0.021","-38.688","0.052","2459226.885867","0.0082776","2.3933087","0.0000779","5.507","0.615","0.162873","0.000396","150","0.364902","2.03235","0.145402","6511.62","2502","9","199.337","1.106","6393","119.6","4.08","0.09","1.72","0.08","","","1.281","0.199738","6,33","weak signal; potential L1","2021-03-02","2021-03-01","2022-12-14"
+"59842822","2513.01","","3","4","3","3","3","4","4","7.5","45.4","14.95","3","4","1","PC","PC","10.0509","0.006","1","qlp","QLP","94.027709","-21.279477","6.586","0.03","-49.797","0.087","2459225.861283","0.0053045","2.5577037","0.0000234","2.577","0.697","0.575593","0.002049","530","1.88741","3.9587","0.317686","1478.98","1727","12","258.693","2.4955","6039","121.9","4.03","0.08","1.7","0.08","","","1.122","0.151312","6,33","may be on 59842836 or 59842839","2021-03-02","2021-03-01","2022-12-14"
+"317134140","2514.01","","2","4","2","2","4","4","4","1.8","23.9","5.04","2","4","5","PC","PC","10.667","0.006","1","qlp","QLP","86.719534","-17.029089","46.751","0.045","-26.129","0.056","2459215.084143","0.0068115","6.3951381","0.0001339","4.047","0.782","0.553867","0.00198","510","1.82401","2.10043","0.179951","323.891","1181","9","173.764","0.913","5563","123.6","4.45","0.08","0.98","0.05","","","0.981","0.125806","6,32,33","weak signal","2021-03-02","2021-03-01","2022-12-14"
+"123627908","2515.01","","3","4","3","3","3","4","4","51.5","143.5","122.71","3","4","3","PC","PC","10.1083","0.007","1","qlp","QLP","89.293899","-18.672245","5.761","0.036","8.956","0.047","2459227.261848","0.0017831","5.9016526","0.0007076","2.417","0.21","2.663318","0.296673","2450","273.209","13.6737","3.22538","826.195","1493","29","281.448","2.0195","6127","119.4","4.02","0.08","1.74","0.08","","","1.16","0.164975","33","v-shaped","2021-03-02","2021-03-01","2022-12-14"
+"295947393","2516.01","","3","4","3","3","3","4","4","56.2","116.4","317","0","1","1","PC","PC","9.9552","0.006","1","qlp","QLP","109.0444","-17.453065","-0.4","1.9","0.9","1.9","2459252.875826","0.0035351","5.4927168","0.0000319","7.906","0.421","5.75879","0.000607","5290","0.558867","18.5905","","14464.4","","27","545.079","","9623","365.4","4.08","1.24","2.37","","","","","","7,33","excess flux in last two transits due to detrending issues","2021-03-02","2021-03-02","2022-12-14"
+"48178229","2517.01","","5","5","5","5","5","5","5","7.4","38.4","22.7","0","1","0","EB","FP","10.0386","0.007","1","qlp","QLP","99.172585","-23.309761","0.707","0.028","7.569","0.048","2459225.683785","0.0065888","2.6788253","0.0000283","2.49","0.375","0.380074","0.000856","350","0.7882","5.07891","0.303041","1476","1726","12","403.768","4.815","6863","123.1","3.93","0.09","2.19","0.09","","","1.49","0.255686","6,7,33","TFOP FP; retired as NEB","2021-03-02","2021-03-01","2022-12-14"
+"96925186","2518.01","","1","4","1","1","3","4","4","2.2","31.2","5.46","1","2","1","PC","PC","10.2282","0.006","1","qlp-s61-ffi","QLP","105.44485","-34.919687","-2.978","0.041","8.491","0.047","2459976.018757","0.0079551","6.8979432","0.0000545","3.401","0.49","0.597319","0.041741","550","38.4444","2.18563","0.147571","239.133","1095","12","160.825","0.7245","6016","139.7","4.49","0.08","0.99","0.05","","","1.11","0.150036","6,7,33,34,61","potential L1 planet; possible centroid offset; slight depth aperture correlation","2021-03-02","2023-04-04","2023-04-07"
+"47720259","2519.01","","2","4","2","2","3","4","4","3.4","46.4","5.87","4","5","1","PC","PC","10.2807","0.006","1","qlp","QLP","97.891717","-23.951598","1.155","0.03","-6.468","0.041","2459226.575449","0.0037065","6.9551801","0.0000529","2.062","0.347","0.836339","0.002426","770","2.23469","2.29124","0.200791","38.0097","691","10","81.856","0.1858","4742","122.2","4.57","0.1","0.75","0.05","","","0.76","0.0971313","6,33","","2021-03-02","2021-03-01","2022-12-14"
+"177414713","2520.01","","2","4","2","2","4","4","4","3.3","6.5","2.55","3","3","5","PC","PC","9.859901","0.006","1","qlp","QLP","106.841463","-11.436773","-72.635","0.075","29.689","0.089","2459225.974236","0.0061805","2.0944084","0.0000579","4.133","1.131","0.347491","0.001622","320","1.49397","1.39836","0.128552","3407.6","2128","9","87.4053","0.37885","5298","122.6","4.62","0.08","0.77","0.04","","","0.91","0.117139","7,33","potential L1","2021-03-02","2021-03-01","2022-12-14"
+"72556406","2521.01","TIC 72556406.01","3","5","5","3","3","4","4","19.4","64.3","60.93","0","2","3","PC","APC","10.8218","0.007","1","qlp","QLP","93.529144","-8.062309","-7.737","0.075","-0.317","0.095","2459227.249446","0.0013831","5.563087","0.0000134","4.533","0.207","2.739508","0.000381","2520","0.350593","9.04133","0.478522","494.188","1313","23","341.347","4.925","5491.4","104","3.85","0.43","1.72","0.09","","","1.023","0.12611","6,33","RV error ~4.3 km/s","2021-03-02","2021-03-01","2022-12-14"
+"148883384","2522.01","","2","4","2","2","4","4","4","4.6","53","3.4","1","5","5","PC","PC","9.1239","0.006","1","qlp","QLP","107.118513","-12.147866","-4.08","0.079","-13.686","0.083","2459223.890954","0.0034072","2.0988541","0.0002283","4.365","0.218","0.380074","0.000683","350","0.628904","1.66554","0.124017","2840.05","2033","11","84.5017","0.40195","5531","130.8","4.45","0.08","0.97","0.05","","","0.97","0.117594","7,33","weak signal; potential L1 candidate","2021-03-02","2021-03-01","2022-12-14"
+"443213925","2523.01","","1","4","1","1","3","4","4","4.6","44.1","8.62","3","5","1","PC","PC","10.1424","0.006","1","qlp","QLP","95.809871","-11.348617","4.887","0.058","-39.904","0.073","2459225.084837","0.0039631","4.6410823","0.0000367","2.849","0.453","0.716822","0.001808","660","1.66538","2.86438","0.211594","344.881","1200","11","166.257","1.03","5809","266.2","4.36","0.09","1.12","0.05","","","1.044","0.162198","6,33","potential offset to the NE","2021-03-02","2021-03-01","2022-12-14"
+"169249234","2524.01","TIC 169249234.01","3","5","5","3","4","4","4","26.5","87.6","114.36","1","3","5","CP","CP","12.1772","0.007","1","spoc-s01-s72-b0A-CP","CTOI","160.886843","-1.912698","9.97","0.073","4.849","0.071","2459527.431854","0.0005832829","7.1858029199842","0.000012161933","4.2542613179553","0.07542505","12.22062","0.163433","11192.499524711","150.5162","13.1612","0.731181","210.609","1061","76.88544","438.842","8.0285","5758.3","135.6","4.3","0.08","1.19","0.06","0.13","0.019","1.03","0.121133","45,46,62,72","TOI-2524 b; CTOI from Rafael Brahm","2021-03-02","2024-06-06","2024-06-06"
+"149601126","2525.01","TIC 149601126.01","3","4","3","3","4","4","4","4.6","40.1","68.66","20","0","0","PC","CP","13.4006","0.006","1","spoc-s01-s39-b0A-PC","CTOI","86.850974","-60.521308","21.759","0.026","23.299","0.029","2459174.013303","0.0069103","23.341853568656","0.00088368065","6.4129372585434","0.46666077","7.051473","0.522683","6473.6021509686","481.2927","9.7267128869659","7.509336","16.364250464924","512.97214030952","20.780209","395.398","2.241","4944","122","4.51","","0.82428401708603","","","","0.81","","1,3,4,5,6,7,8,9,10,11,13,27,28,30,31,32,33,34,35,36,37,38,39","potential multi; CTOI from Planet Hunters","2021-03-02","2023-10-30","2023-12-03"
+"149601126","2525.02","TIC 149601126.02","3","4","3","3","4","4","4","2.1","34","76.52","20","0","0","PC","CP","13.4006","0.006","2","spoc-s01-s65-b0A-PC","CTOI","86.850974","-60.521308","21.759","0.026","23.299","0.029","2459074.030906","0.0022709044","49.244559876568","0.00018085502","6.5807145439979","0.20122325","17.078114","0.466645","15606.461486652","429.70343","10.367091898055","0.3454167","6.0478204795207","399.96268242236","33.65235","395.398","2.241","4944","122","4.51","","0.82428401708603","","","","0.81","","27,28,30,31,32,33,34,35,36,37,38,39,61,62,64,65","potential multi; CTOI from Planet Hunters","2021-03-02","2023-10-30","2023-12-03"
+"380836882","2526.01","TIC 380836882.01","3","4","3","3","3","4","4","30.7","111.4","95.25","12","0","2","PC","PC","11.0586","0.006","1","qlp-s39-tois","CTOI","270.134849","-65.613808","-0.485","0.03","8.971","0.038","2459381.86834","0.0009417","8.011385","0.0000145","5.197","0.376","8.600432","0.00114","7890","1.0499","11.7844","0.624913","429.98","1268","93","302.145","2.481","5923","139.1","4.25","0.08","1.29","0.07","","","1.08","0.14059","13,39","CTOI from Rafael Brahm","2021-03-02","2023-01-24","2023-01-26"
+"126572546","2527.01","TIC 126572546.01","3","4","3","3","3","4","4","19.7","45.7","100.24","0","0","1","PC","PC","11.1673","0.032","1","qlp","CTOI","136.653301","-50.48045","-13.033","0.248","7.838","0.235","2459301.551019","0.0026219","2.3018922","0.000011","3.706","0.309","1.36889","0.00076","1260","0.699752","12.146","1.39235","4411.81","2270","18","743.085","85.498","6919","258.9","3.54","0.11","3.45","0.39","","","1.51","0.266183","8,9,35,36","possibly synchronized with variability; CTOI from Samuel Grunblatt","2021-03-02","2021-11-10","2022-12-14"
+"83154030","2528.01","TIC 83154030.01","3","4","4","3","4","4","4","7.6","48.3","57.53","3","2","5","PC","PC","12.9363","0.008","1","qlp-s37-tois","CTOI","188.834597","-18.029479","-28.216","0.047","-2.793","0.028","2459331.4467","0.004572","11.7248927","0.0000891","5.928","0.343","9.312006","0.007491","8540","6.89984","8.72604","0.48473","206.968","1056","14","513.431","6.8555","5980","122.2","4.56","0.08","0.91","0.04","","","1.1","0.139459","10,37","CTOI from Rafael Brahm","2021-03-02","2023-01-24","2023-01-26"
+"269333648","2529.01","TIC 269333648.01","3","5","5","3","4","4","4","","","84.11","9","1","1","PC","CP","10.6693","0.006","1","qlp","CTOI","118.994535","-52.354833","14.909","0.101","17.856","0.209","2458538.517","0","","","8.943","1.149","4.613309","0.006597","4240","6.07582","10.9718","0.727769","70.9731","808","41","296.271","4.2295","5822","134.6","3.97","0.08","1.75","0.09","","","1.05","0.131893","7,8,9","single transit; very slight depth-aperture; CTOI from Rafael Brahm","2021-03-02","2021-03-02","2024-01-19"
+"52059926","2530.01","TIC 52059926.01","3","5","5","3","3","4","4","","","86.35","0","1","1","PC","PC","12.7296","0.006","1","qlp","CTOI","16.772687","-68.368103","-19.307","0.027","-11.861","0.024","2458350.181","0","","","4.646","0.54","23.735523","0.022081","21624","20.3376","11.1787","0.969162","4.48015","405","27","216.581","0.639","4490","124.7","4.55","0.1","0.74","0.06","","","0.7","0.082944","1,2,28,29","CTOI from Rafael Brahm; single transit","2021-03-02","2021-03-02","2022-12-14"
+"262843259","2531.01","TIC 262843259.01","3","4","3","3","3","4","4","18.3","83.8","73.7","4","1","1","PC","PC","12.4329","0.006","1","spoc-s01-s69-b0A-PC","FAINT","52.531218","-60.875623","-11.274","0.03","-0.803","0.03","2460158.3149","0.0010695698","8.1484094","0.0000091","3.168586996541","0.10658075","14.754642","0.288174","13497.607122447","265.38266","10.1405034051","0.67668694","91.987018999787","789.86230055504","55.67417","314.693","1.633","5320","130.4","4.52","0.09","0.87313199043274","0.048402","","","0.92","0.117953","2,3,4,28,29,30,31,68,69","CTOI from Rafael Brahm; also found in faint-star QLP search","2021-03-02","2024-08-22","2024-08-22"
+"20579360","2532.01","TIC 20579360.01","3","4","3","3","3","4","4","8.1","57.2","65.31","10","1","1","PC","PC","12.646","0.007","1","qlp-s37-tois","CTOI","201.167653","-19.89616","-41.186","0.047","14.5","0.04","2459311.204445","0.0020567","16.7224532","0.0000643","4.223","0.548","12.712098","0.010198","11640","9.39255","9.46753","0.580453","44.9403","721","33","363.49","3.981","5560","130.9","4.54","0.08","0.88","0.05","","","0.98","0.127355","10,37","CTOI from Rafael Brahm","2021-03-02","2023-01-24","2023-01-26"
+"418012030","2533.01","TIC 418012030.01","3","4","4","3","4","4","4","19.3","82.4","67.92","10","13","7","PC","PC","11.6417","0.007","1","qlp-s50-tois","CTOI","212.638797","26.42343","-14","0.048","19.171","0.061","2459682.185785","0.0016911","6.6857865","0.0000181","2.896","0.157","7.287981","0.002563","6690","2.36039","9.65352","0.454536","171.835","1008","19","368.409","4.501","6144.3","105","4.4","0.08","1.13","0.05","-0.325","0.033","1.17","0.158579","23,50","some odd-even; CTOI from Rafael Brahm","2021-03-02","2022-09-07","2023-03-07"
+"219332978","2534.01","TIC 219332978.01","3","5","5","3","3","4","4","","","99.38","0","0","1","PC","PC","10.8209","0.006","1","qlp","CTOI","338.644613","-57.570425","3.2","0.106","0.545","0.138","2458346.575296","0.0019045","","","8.475","0.366","5.63873","0.001402","5180","1.29124","12.0956","0.780295","174.059","1011","25","392.929","15.289","6421.5","132.5","4.12","0.09","1.64","0.1","-0.14","0.12","1.29","0.190178","1,28","single transit; CTOI from Rafael Brahm","2021-03-02","2021-03-02","2022-12-14"
+"204698337","2535.01","TIC 204698337.01","3","4","3","3","3","4","4","8.8","57.4","70.11","16","1","1","PC","PC","12.7024","0.008","1","qlp","CTOI","185.529463","-24.943187","-68.98","0.041","-30.075","0.037","2458576.764481","0.0018077","16.4452725","0.0022944","3.038","0.301","12.898863","0.010076","11810","9.28013","9.85518","0.65016","17.053","566","17","343.587","3.6235","5278","128.2","4.51","0.08","0.88","0.05","","","0.91","0.1136","10","period could be half (8.2 d); CTOI from Rafael Brahm","2021-03-02","2021-03-02","2022-12-14"
+"20299658","2536.01","TIC 20299658.01","3","4","3","3","3","4","4","8.8","23.6","317","2","1","1","PC","PC","12.7022","0.006","1","spoc","CTOI","90.963936","-39.546448","4.166","1.172","3.286","1.172","2459191.600297","0.0031198235","31.991959497718","0.0043956717","8.8239956773641","0.23976426","14.266582","0.363356","13054.054715885","334.60748","","","25.682358547879","574.15410704018","39.440716","631.951","","5780","","4.438","","","","","","","","5,6,32,33","Gaia EDR3 parallax is .92 mas; CTOI from Rafael Brahm; no stellar radius","2021-03-11","2021-10-05","2022-12-14"
+"399967279","2537.01","TIC 399967279.01","3","4","3","3","4","4","4","0","11.5","317","0","2","3","PC","PC","12.0294","0.006","1","qlp-s44-tois","CTOI","54.388266","10.057746","31.443","0.1","-36.169","0.073","2458440.324843","0.0000091","1035.1414469","0.000001","4.804","0","21.536042","0.001245","19640","1.14688","14.5548","2.07512","0.00705581","80","70","184.986","1.88","4696.7","90.2","4.54","0.12","1.01","0.14","0.244","0.053","0.74","0.0868628","5,42,43,44","previously a singal transit; now a duo; maximum period of ~1035 days but period likely shorter; CTOI from Rafael Brahm","2021-03-11","2022-03-11","2023-11-27"
+"443115574","2538.01","","3","4","3","3","3","4","4","16.8","51.1","101.59","0","1","3","PC","PC","10.597","0.01","1","qlp","QLP","95.226318","-7.29894","0.504","0.119","-3.933","0.15","2459226.24224","0.0052952","2.9103781","0.0000286","3.606","0.426","1.60808","0.002448","1480","2.25475","12.2597","1.0447","4501.88","2282","19","906.746","59.3765","7340.8","146.1","4.09","1.38","3.5","0.25","","","1.93","0.30663","6,33","slight centroid offset; crowded","2021-03-11","2021-03-11","2022-12-14"
+"201508515","2539.01","","3","4","3","3","3","4","4","14.4","55.3","23.69","1","0","2","PC","PC","11.5606","0.006","1","spoc","SPOC","93.038442","-30.787931","1.634","0.036","-12.717","0.046","2459202.613025","0.0017870129","0.9855860441504","0.00012699004","1.528548162767","0.390312","1.459492","0.106912","1343.3387761523","98.46513","5.2012051363559","2.97028","4763.4215785224","2118.8465445954","11.704261","386.525","3.6245","5799.4","423.3","4.11","0.41","1.38013","0.0655829","","","1.018","0.135388","33","SG1 should clear two neighbors","2021-03-11","2021-03-11","2022-12-14"
+"354518617","2540.01","TIC 354518617.01","3","4","4","3","3","4","4","6.9","134.6","7.25","21","5","5","PC","PC","8.2731","0.006","1","spoc","UNKNOWN","82.558548","-42.697946","33.698","0.048","-143.698","0.053","2458480.943804","0.0016581754","12.718725499856","0.000040789575","3.1582562251616","0.13098216","1.242988","0.094832","1144.1789072852","87.33975","2.5924632966735","0.2972776","12.259923280004","477.24533033989","12.962988","19.1419","0.0111","4036.3","69.7","4.65","0.07","0.66107600927353","0.0674925","","","0.63","0.0834873","6,33","CTOI from George Zhou; inner candidate in potential multi; likely multi","2021-03-11","2021-07-15","2022-12-14"
+"354518617","2540.02","TIC 354518617.02","1","4","4","1","3","4","4","2.7","95.4","5.88","21","5","5","PC","APC","8.2731","0.006","2","qlp","UNKNOWN","82.558548","-42.697946","33.698","0.048","-143.698","0.053","2459223.145597","0.0021356","22.0819969","0.0000818","3.073","0.771","1.106929","0.001341","1019","1.23485","2.28729","0.247107","5.94816","435","22","19.1419","0.0111","4036.3","69.7","4.65","0.07","0.66","0.07","","","0.63","0.0834873","6,33","CTOI from George Zhou; outer candidate in potential multi","2021-03-29","2021-03-29","2022-12-14"
+"31054498","2541.01","","3","4","3","3","3","4","4","12.2","48","50.81","0","2","1","PC","PC","9.9048","0.008","1","qlp","QLP","80.508824","-25.722355","-4.885","0.04","-3.335","0.045","2459199.006353","0.0023723","1.4118418","0.0000055","2.702","0.3","0.56473","0.000457","520","0.420632","8.14924","0.370596","11077.2","2858","25","737.809","16.163","7839.6","143.1","4.13","1.55","3.52","0.12","","","1.89","0.297687","5,6,32","Weak odd-even difference. Apparent secondary eclipse potentially due to stellar variability.","2021-03-11","2021-03-11","2022-12-14"
+"431971818","2542.01","","3","4","3","3","1","4","4","31.7","117.2","317","0","0","0","PC","PC","14.9801","0.006","1","spoc-s61-b0A","SPOC","120.556913","-23.523374","-0.407","2.035","3.165","2.035","2459963.882685","0.006710509","4.1133928335143","0.0020745555","2.7670768233498","0.47207943","26.726225","3.367812","24315.265287762","3097.0637","","","395.75138530389","1137.5627449041","8.446813","4625.12","","5780","","4.438","","","","","","","","34,61","Gaia EDR3 plx ~6.1 mas; no stellar radius","2021-03-11","2023-08-09","2023-08-10"
+"270604417","2543.01","","3","5","5","3","4","4","4","18.6","64.7","82.16","1","3","4","CP","CP","10.8165","0.006","1","spoc-s01-s65-b0A-CP","SPOC","136.596917","3.56767","-7.573","0.316","-5.71","0.253","2459233.347042","0.0014335194","7.5427508863843","0.000020640791","6.4481913890686","0.15075016","3.369166","0.066504","3098.3066655453","61.250607","10.809975938775","1.0319434","741.79626076624","1331.0393949002","45.81989","426.798","33.976","6349.8","40.8","4.11","0.02","1.866189956665","0.170126","-0.446295","0.00748358","1.219","0.173548","8,34,61","TFOP CP/ Retired as brown dwarf	","2021-03-11","2024-01-30","2024-02-02"
+"341419787","2544.01","","3","4","3","3","3","4","4","22.1","33.7","317","1","0","1","EB","PC","10.7607","0.006","1","spoc-s01-s65-b0A-PC","SPOC","120.153396","-54.509002","8.817","0.046","-11.343","0.05","2459230.852582","0.0022239087","21.068993490475","0.00007698461","3.7404026879959","0.17574358","3.689916","0.229089","3392.7700746162","210.97647","15.364691479637","4.264033","194.53800962699","952.51290113754","33.00356","377.872","3.384","5441","68.3","4.41","2","1.9885900020599","0.0915978","","","1.12","0.146206","34,36,61,62,63","Eccentric EB with secondaries at 0.54 phase; originally alerted on secondaries at period of 10.5 days; retired as TFOP FP/EB","2021-03-11","2023-12-20","2024-01-05"
+"149845414","2545.01","","2","4","2","2","4","4","4","3.8","45.2","7.09","1","8","5","PC","CP","8.90594","0.006","1","spoc","SPOC","135.545803","-3.420819","-14.639","0.069","-11.597","0.061","2458522.513973","0.0026598806","7.9940367177396","0.000052601146","4.2710470273806","0.76901084","0.439399","0.042613","404.61943814421","39.247066","2.5576021136868","2.075654","258.82173481491","1022.98657776","11.495177","107.118","0.472","5846.29","115.111","4.26525","0.0717198","1.2532399892807","0.0554799","-0.272928","0.0668965","1.055","0.127121","8,34","potential L1 candidate; correct period is ~8 days confirmed with SPOC multisector","2021-03-11","2021-07-13","2023-03-03"
+"388089437","2546.01","","3","5","5","3","4","4","4","94.8","117","317","0","2","5","PC","APC","11.8215","0.007","1","qlp-s46-tois","SPOC","120.969221","11.135462","0.047","0.068","0.777","0.04","2459578.592429","0.00077","2.1811989","0.0000054","0.428","0.166","2.500069","2.203565","2300","2027.5","18.7156","7.29541","149.461","974","18","515.356","9.759","6125.96","133.255","4.17403","0.087276","1.46","0.08","-0.053","0.014","1.16","0.163411","7,34,44,45,46","TFOP APC/PC/SB2; Gaia DR2 RV error ~9.7 km/s; see observing notes regarding composite spectrum","2021-03-11","2022-03-11","2022-12-14"
+"444013020","2547.01","","5","5","5","5","5","5","5","103.7","105.4","317","0","1","0","KP","KP","11.302","0.006","1","qlp-s46-tois","SPOC","133.324298","8.523017","2.76","0.061","3.252","0.04","2459577.818635","0.0001728","2.3114199","0.0000023","2.585","0.022","17.611564","0.000385","16090","0.354199","14.2928","0.631063","796.887","1480","286","273.703","2.7065","5785.79","104.216","4.39543","0.0718388","1.07","0.05","0.336","0.034","1.038","0.128489","34,44,45,46","WASP-65 b","2021-03-11","2022-03-10","2022-12-14"
+"350293646","2548.01","","5","5","5","5","5","5","5","76.3","321.3","98.5","0","1","1","KP","KP","10.0471","0.006","1","qlp-s61-ffi","SPOC","131.106996","1.859893","-23.48","0.073","-31.653","0.056","2459985.304174","0.0001779","8.5234958","0.000003","2.444","0.031","20.763291","0.216343","18942","199.239","12.0756","0.595988","34.6952","676","190","100.588","0.4865","5238","104.524","4.54438","0.0758968","0.84","0.04","0.1","0.1","0.894","0.1098","34,61","WASP-84 b","2021-03-11","2023-03-10","2023-03-24"
+"350293646","2548.02","","2","4","4","2","4","4","4","42.6","183.8","21.9","0","1","1","PC","CP","10.0471","0.006","2","qlp-s61-ffi","QLP","131.106996","1.859893","-23.48","0.073","-31.653","0.056","2459985.331564","0.0023397","1.4468993","0.0000058","0.779","0.301","0.596233","2.014203","549","1853.43","4.98711","1.59253","1452.18","1719","9","100.588","0.4865","5238","104.524","4.54438","0.0758968","0.84","0.04","0.1","0.1","0.894","0.1098","34,61","interior to WASP-84 b; low SNR","2023-03-23","2023-03-23","2023-05-17"
+"80711765","2549.01","","3","4","3","3","3","4","4","59","143.1","317","6","0","1","PC","PC","11.732","0.007","1","spoc-s01-s65-b0A-PC","SPOC","121.98269","-44.666911","0","1.8","3.6","1.7","2459230.288533","0.00047414142","4.858050098315","0.0000053837857","5.7405698668693","0.053802654","12.082917","0.158856","11067.081903946","146.30118","","","1349.9017873904","1545.949462683","70.350334","970.123","","8303","","4.438","","","","","","","","7,8,34,35,61,62","no radius; found in faint-star QLP search","2021-03-11","2024-02-15","2024-02-17"
+"294500964","2550.01","TIC 294500964.01","5","5","5","5","5","5","5","10.5","76.6","28.01","2","2","7","EB","FP","10.7757","0.006","1","spoc-s01-s65-b0A-PC","SPOC","122.228117","12.207623","-14.725","0.1","-15.12","0.054","2459966.572012","0.003909988","9.0702530889293","0.000024397215","1.9063646539146","0.25308144","4.140409","0.170482","3806.1953377544","157.00706","5.7395382950311","1.2825527","110.62808149713","827.15346772993","24.927946","182.937","2.193","5509.1","115.8","4.52","0.01","0.91674202680588","0.041809","0.274","0.02","1.025","0.12219","7,34,44,45,46,61","centroid offset on TIC 294500963; retired as TFOP NEB","2021-03-11","2023-12-20","2024-01-05"
+"6276559","2551.01","","3","4","3","3","4","4","4","8.3","46.4","46.99","3","2","3","PC","PC","11.7664","0.009","1","qlp","SPOC","112.515604","-11.79048","-4.126","0.055","0.631","0.045","2459244.80572","0.0038666","5.436841","0.0000454","2.335","0.386","2.891906","0.00842","2660","7.75501","7.79881","0.551239","560.394","1355","10","730.421","19.679","7980","137.391","4.37685","0.079109","1.49","0.06","","","1.92","0.307799","7,34","","2021-03-11","2021-06-11","2022-12-14"
+"31515092","2552.01","","2","4","2","2","4","4","4","8.7","56.7","9.72","1","2","3","PC","PC","11.8762","0.006","1","spoc-s01-s65-b0A-PC","SPOC","115.918702","-10.257081","-36.087","0.092","14.154","0.057","2459230.693395","0.0015317745","2.3701119472578","0.000014530632","1.8215643461329","0.54984426","2.226984","0.206991","2049.0263457761","190.62766","3.0793795571721","2.734467","122.13905681254","847.87804556105","9.969498","102.256","0.556","4007","121.939","4.56359","0.11371","0.68474102020264","0.0659925","","","0.626","0.0814385","34,61","low SNR","2021-03-11","2024-01-16","2024-01-27"
+"238542895","2553.01","TIC 238542895.01","3","4","4","3","3","4","4","24.8","104.7","89.35","9","2","1","PC","PC","11.8225","0.006","1","qlp","SPOC","121.852319","-49.602939","-18.072","0.045","19.869","0.04","2459299.211559","0.0005729","8.384818","0.00001","4.258","0.099","13.118628","0.001168","12010","1.0754","11.3276","0.523314","214.409","1066","84","339.025","2.757","5757.5","146","4.29","2","1.02","0.05","","","1.15","0.159275","7,8,9,34,35,36","","2021-03-11","2021-11-10","2022-12-14"
+"144043410","2554.01","","5","5","5","5","5","5","5","50.6","77.3","317","2","5","0","PC","FP","10.5484","0.008","1","spoc","SPOC","126.755088","-20.680147","-9.824","0.078","0.671","0.071","2459230.661673","0.0019267437","6.263650065465","0.0010456195","5.3639991151807","0.10138514","7.6742","0.446965","7043.2784810657","411.5855","17.766506304706","1.0933677","1453.0093429068","1574.660202068","13.564744","483.922","15.042","6969.2","111.6","4.17","1.75","2.04438","0.106935","","","1.5","0.260785","8,34","stellar variability at timescales shorter than orbital period","2021-03-11","2021-03-11","2022-12-14"
+"155491828","2555.01","TIC 155491828.01","5","5","5","5","5","5","5","38.4","82.3","317","3","4","3","PC","FP","11.1169","0.008","1","qlp","SPOC","123.488475","-24.7173","-7.318","0.039","4.013","0.041","2459233.496293","0.0016193","16.0475029","0.0000372","3.334","0.209","14.900363","0.006316","13630","5.81755","19.3344","0.96526","46.0707","725","27","441.932","5.5075","6337.5","141.8","","","1.6","0.07","","","1.3","0.197631","7,8,34","period should half (~8 days)","2021-03-18","2021-06-11","2024-01-25"
+"468981993","2556.01","TIC 468981993.01","3","5","5","3","4","4","4","21.5","92.6","65.98","4","26","5","PC","APC","10.7003","0.006","1","spoc-s01-s46-b0A","SPOC","128.702871","8.569483","-9.622","0.079","-14.985","0.056","2459966.962573","0.0012116889","8.014932333603","0.000036300316","4.6198374294043","0.07405265","4.816646","0.082234","4426.4689117794","75.73721","9.502128589212","0.5284063","320.07373040909","1078.7784380104","48.22628","277.281","3.601","5886.2","140.7","4.25","0.03","1.3302799463272","0.0712361","0.29018","0.0192393","1.129","0.143178","7,34,44,45,46,61","strong TTVs","2021-03-18","2023-07-12","2023-07-12"
+"269400980","2557.01","","3","4","3","3","3","4","4","38.2","78.4","317","1","0","1","PC","PC","11.2047","0.006","1","spoc-s01-s36-b0A-PC","SPOC","119.245948","-49.473563","-5.232","0.058","0.943","0.049","2459238.55827","0.0021962947","9.8305095964743","0.0009792014","3.787921307512","0.15521656","5.431284","0.372938","4989.906495948","343.42938","24.446658191236","3.112121","1527.8295734682","1594.5512326846","28.345871","797.474","18.594","6683.6","129.7","","","2.8653199672699","0.150535","-0.101732","0.0777638","1.48","0.256235","7,9,34,35,61","large Rp","2021-03-18","2023-08-10","2023-08-10"
+"283307274","2558.01","TIC 283307274.01","3","4","3","3","1","4","4","12.9","60.7","97.14","1","15","0","PC","PC","11.6919","0.006","1","spoc","SPOC","128.24579","-25.256245","-7.534","1.171","9.135","1.173","2459233.129864","0.0021804394","17.783763286988","0.0030422588","4.2761459439274","0.19614369","7.02668","0.244106","6450.9142417783","224.80434","11.928944976113","0.39742237","99.430616625564","805.37803831744","25.651674","400.905","","5834","249.9","4.25","2.01","1.3839499950409","","","","","","8,34,35","Only two transits but period can't be half; potential odd-even","2021-03-18","2021-10-04","2022-12-14"
+"441453629","2559.01","TIC 441453629.01","3","4","4","3","3","4","4","43.2","55.7","317","2","1","2","PC","PC","13.1141","0.006","1","qlp","CTOI","312.011689","-35.842605","-4.465","0.044","-8.988","0.029","2459060.081876","0.0011401","4.2002507","0.0000077","2.627","0.149","28.234813","0.014438","25670","13.2976","14.9915","","236.94","1093","34","502.887","8.0935","5709.9","94.7","4.53","","0.91","","-0.11322","0.0862928","1.02","","1,27","CTOI from Olmschenk (2021)","2021-03-18","2021-03-18","2024-09-12"
+"441155146","2560.01","TIC 441155146.01","3","4","3","3","1","4","4","32.5","84.5","125.08","2","1","0","PC","PC","13.5328","0.007","1","qlp","CTOI","332.759205","-27.295719","-7.149","0.063","-36.077","0.046","2458348.918997","0.0024956","3.5511203","0.0006419","2.634","0.199","21.558192","0.018289","19660","16.8448","13.8379","","258.816","1117","15","594.274","10.019","5321","122","4.42","","0.98","","","","0.92","","1","CTOI from Olmschenk (2021)","2021-03-18","2021-03-18","2022-12-14"
+"422385684","2561.01","TIC 422385684.01","3","4","4","3","1","4","4","46","45.4","317","3","3","0","PC","PC","12.1504","0.021","1","qlp-s56-tois","CTOI","318.600471","66.404803","-3.127","0.053","-7.848","0.046","2459852.046181","0.0009358","2.7754004","0.0000029","3.142","0.122","9.279154","0.220824","8510","203.366","15.2778","0.829311","966.571","1553","57","581.074","7.666","5905","181.5","4.05","0.08","1.62","0.09","","","1.07","0.145146","16,17,18,24,56","CTOI from Olmschenk (2021)","2021-03-18","2023-02-05","2023-02-09"
+"420177051","2562.01","TIC 420177051.01","3","4","4","3","1","4","4","32.9","89","124.25","6","1","0","PC","PC","12.5945","0.009","1","qlp-s52-tois","CTOI","292.018975","77.378608","1.183","0.027","-8.032","0.028","2459770.738717","0.0015557903","4.0483695","0.0000029","2.896","0.08","13.173576","0.001403","12060","1.29187","13.766","0.663576","413.846","1256","125","587.158","6.7255","6054","133.7","4.3","0.08","1.24","0.06","","","1.13","0.147678","14,17,18,19,20,21,23,24,25,26,40,41,47,50,51,52,54","CTOI from Olmschenk (2021)","2021-03-18","2022-10-05","2022-12-14"
+"387409975","2563.01","TIC 387409975.01","3","4","3","3","1","4","4","27.1","77.7","115.57","3","1","0","PC","PC","13.3848","0.01","1","qlp-s52-tois","CTOI","310.743276","70.275792","-7.949","0.025","-3.598","0.03","2459828.802298","0.0014824556","5.0182311","0.0000086","2.301","0.118","17.743991","0.007465","16210","6.87516","13.248","","112.463","907","43","501.58","3.3025","5487","122","4.41","","1.02","","","","0.96","","16,17,18,19,22,24,25,49,52,56","CTOI from Olmschenk (2021)","2021-03-18","2022-12-05","2022-12-14"
+"334482103","2564.01","TIC 334482103.01","3","4","4","3","3","4","4","26.3","81.2","86.24","3","3","3","PC","PC","12.4683","0.006","1","qlp-s46-tois","CTOI","123.272901","9.447684","4.662","0.057","-19.348","0.033","2459572.727656","0.0007319","3.7257102","0.000007","2.143","0.137","9.82682","0.005137","9010","4.73155","11.0938","0.631938","218.142","1070","50","486.785","7.7875","5698","117.7","4.33","0.07","1.14","0.06","0.497689","0.0268877","1.01","0.124988","7,34,44,45,46","CTOI from Olmschenk (2021)","2021-03-18","2022-03-10","2024-03-25"
+"321086563","2565.01","TIC 321086563.01","3","4","3","3","3","4","4","16","41.7","94.29","1","2","3","PC","PC","12.3642","0.006","1","spoc-s61-b0A","CTOI","117.047514","2.123685","-11.572","0.063","11.719","0.039","2459966.257472","0.0032306756","3.9704457150074","0.0010997815","3.7793043907123","0.3149477","4.013208","0.260378","3689.4781363423","239.78801","11.722273554271","1.6124917","1506.4365626387","1588.9398661736","12.22194","801.435","24.0715","5840","123","3.9","0.08","1.8973200321198","0.108567","","","1.05","0.129251","7,34,61","CTOI from Olmschenk (2021)","2021-03-18","2023-07-12","2023-08-10"
+"284679064","2566.01","TIC 284679064.01","3","4","4","3","4","4","4","16.6","65","50.82","3","1","9","PC","PC","13.0599","0.006","1","qlp-s49-tois","CTOI","195.312675","58.419067","-64.59","0.03","-15.411","0.03","2459664.11471","0.0011662","4.2102292","0.0000093","2.486","0.17","10.440533","0.004709","9570","4.33742","8.18232","","132.499","945","39","343.975","2.231","4927.6","108.4","4.52","","0.82","","0.248634","0.0145734","0.81","","15,22,48,49","CTOI from Olmschenk (2021)","2021-03-18","2022-07-13","2022-12-14"
+"258920431","2567.01","TIC 258920431.01","3","5","5","3","4","4","4","16.9","50","82.3","1","10","2","CP","CP","11.7489","0.008","1","qlp-s52-tois","CTOI","288.465668","66.347938","-17.074","0.042","9.036","0.042","2459773.727703","0.0032926074","5.9839451","0.0000082","5.244","0.14","4.25355","0.000294","3910","0.270422","10.836","0.575539","497.795","1315","48","504.775","5.167","5609","130.3","3.96","0.08","1.72","0.09","","","0.99","0.124385","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54","CTOI from Olmschenk (2021); TOI-2567 b","2021-03-18","2022-10-06","2023-03-03"
+"257067559","2568.01","TIC 257067559.01","3","4","3","3","3","4","4","38.3","52.3","317","3","1","3","PC","PC","12.104","0.018","1","qlp","CTOI","115.680423","1.361299","-5.994","0.062","-0.456","0.036","2459251.583946","0.0009445","3.4843271","0.0000062","3.522","0.145","11.263015","0.00254","10320","2.33956","15.9782","0.771312","1741.71","1799","12","751.206","21.131","7250","169.5","4.26","0.09","1.57","0.07","","","1.63","0.275773","7,34","CTOI from Olmschenk (2021)","2021-03-18","2021-06-11","2022-12-14"
+"248655556","2569.01","TIC 248655556.01","3","4","3","3","3","4","4","11.6","50.1","69.56","2","2","1","PC","PC","11.1769","0.007","1","qlp","CTOI","67.278845","-1.909532","-5.849","0.065","-13.495","0.045","2459174.659675","0.0033518","13.1147744","0.0001045","4.318","1.088","4.23175","0.012769","3890","11.7603","9.79059","0.763535","95.9399","871","18","317.912","4.5105","5496.1","115","4.04","0.08","1.54","0.08","-0.28","0.08","0.96","0.124904","5,32","CTOI from Olmschenk (2021)","2021-03-18","2021-03-18","2022-12-14"
+"239816546","2570.01","TIC 239816546.01","3","5","5","3","4","4","4","67.1","68.5","317","4","9","5","PC","CP","11.9775","0.006","1","qlp-s45-tois","CTOI","87.18804","32.084043","-6.393","0.073","-15.861","0.06","2459913.190531","0.00072591216","2.9887607","0.0000031","2.794","0.064","16.233075","0.000748","14840","0.688871","14.4391","0.7947","517.006","1328","142","361.857","6.2435","5639","144.5","4.34","0.08","1.12","0.06","","","1","0.124689","19,43,44,45,59","CTOI from Olmschenk (2021)","2021-03-18","2023-03-16","2023-03-16"
+"239638934","2571.01","TIC 239638934.01","5","5","5","5","5","5","5","32.4","138","56.89","0","6","0","PC","FP","10.5284","0.006","1","qlp","CTOI","333.592905","32.490119","-3.042","2.057","-14.941","1.294","2458760.818232","0.0011288","6.0027375","0.0002206","4.164","0.644","6.643273","0.004752","6100","4.3767","8.72806","","475.015","","80","184.514","","5633","","","","1.08","","","","","","15,16","CTOI from Olmschenk (2021)","2021-03-18","2021-03-18","2022-12-14"
+"234489133","2572.01","TIC 234489133.01","3","4","3","3","4","4","4","14.9","45","95.4","1","1","4","PC","PC","13.258","0.007","1","qlp","CTOI","114.263688","6.716773","-2.332","0.05","-8.694","0.039","2459247.433122","0.0029959","3.5985851","0.0000206","4.015","0.336","7.309842","0.006101","6710","5.61901","11.8109","","1318.02","1678","13","1038.2","29.295","6303","122","4.21","","1.45","","","","1.24","","7,34","CTOI from Olmschenk (2021)","2021-03-18","2021-06-11","2022-12-14"
+"160037058","2573.01","TIC 160037058.01","3","4","4","3","1","4","4","34.1","41.5","317","2","1","0","PC","PC","13.1657","0.006","1","qlp","CTOI","336.709476","-39.789358","34.977","0.04","-17.329","0.039","2459080.877819","0.0010412","4.5815438","0.0000088","3.367","0.133","21.436373","0.006625","19550","6.102","15.1889","","290.593","1150","45","593.937","11.6925","5525","122","4.37","","1.07","","","","0.97","","1,28","CTOI from Olmschenk (2021)","2021-03-18","2021-03-18","2022-12-14"
+"159332859","2574.01","TIC 159332859.01","3","4","3","3","3","4","4","44.3","76.6","317","5","1","2","PC","PC","12.881","0.007","1","qlp-s52-tois","CTOI","232.809527","79.267227","-0.462","0.027","5.111","0.028","2459760.398697","0.0003689","4.4817684","0.0000025","2.186","0.066","23.242913","0.001093","21180","1.00645","19.0204","0.867642","277.661","1137","146","834.038","9.0895","6734","131.5","4.41","0.09","1.25","0.06","","","1.44","0.249811","14,15,19,20,21,25,26,40,41,48,52","CTOI from Olmschenk (2021); large PC","2021-03-18","2022-10-04","2022-12-14"
+"142784687","2575.01","TIC 142784687.01","3","4","3","3","3","4","4","23.9","60.6","126.36","6","1","2","PC","PC","13.152","0.007","1","spoc-s14-s60-b0A-PC","CTOI","153.799642","72.010236","-7.703","0.083","-3.636","0.081","2459603.650328","0.001417","3.1711206666523","0.000010461481","3.6276575069856","0.091739416","9.273329","0.197075","8504.6805867007","181.49634","13.924728995304","0.31529778","1369.1513607312","1551.4315361586","34.87225","928.149","45.8565","6140","122","4.18","","1.4561799764633","","","","1.16","","14,20,21,40,41,47,60","CTOI from Olmschenk (2021)","2021-03-18","2023-05-25","2023-06-16"
+"115453244","2576.01","TIC 115453244.01","3","4","3","3","2","4","4","46.8","125","120.84","3","3","1","PC","PC","12.2323","0.006","1","qlp-s45-tois","CTOI","83.653961","30.406374","4.948","0.071","-17.424","0.052","2459544.238408","0.0006307","3.8229149","0.0000073","3.171","0.117","12.865902","0.002068","11780","1.90456","13.5313","1.24899","598.34","1377","81","430.46","7.3515","6166.4","145.1","4.34","0.11","1.21","0.11","0.102","0.023","1.175","0.168292","19,43,44,45","CTOI from Olmschenk (2021)","2021-03-18","2022-03-10","2022-12-14"
+"112316665","2577.01","TIC 112316665.01","3","4","3","3","3","4","4","23.7","78.3","116.53","5","0","1","PC","PC","11.5955","0.006","1","qlp","CTOI","112.022979","-34.343112","-5.26","0.037","0.347","0.06","2459252.521548","0.0013727","3.7494409","0.0000104","2.452","0.295","5.289542","0.005641","4860","5.1954","13.2544","0.648718","1186.51","1635","32","786.59","15.959","7899","143.5","4.16","0.08","1.89","0.06","","","1.89","0.304841","7,34","CTOI from Olmschenk (2021)","2021-03-18","2021-06-11","2022-12-14"
+"104986789","2578.01","TIC 104986789.01","3","4","4","3","4","4","4","109.2","123.7","317","3","28","5","PC","PC","10.5863","0.006","1","spoc-s59-b0A","CTOI","68.052102","52.252655","4.401","0.064","-33.767","0.043","2459911.4801","0.00064401835","3.4580018415387","0.00014853374","2.6231718987003","0.030477803","11.151402","0.167314","10218.255837961","154.09003","14.732484878378","0.8543144","1028.4855923615","1444.339546774","83.409","285.53","3.476","6427.8","105.1","4.35","0.09","1.2662999629974","0.0721458","-0.112","0.01","1.297","0.209205","19,59","CTOI from Olmschenk (2021)","2021-03-18","2023-03-06","2023-03-24"
+"103751498","2579.01","TIC 103751498.01","5","5","5","5","5","5","5","85.9","95.2","317","0","0","2","KP","KP","10.9101","0.007","1","qlp-s47-tois","CTOI","157.412341","70.527083","-46.527","0.05","-9.597","0.047","2459600.117319","0.0002187","3.7146478","0.0000015","3.835","0.024","13.789185","0.000137","12620","0.126216","15.2308","0.759299","698.148","1432","310","281.498","2.5655","5783","125.2","4.21","0.07","1.32","0.07","","","1.04","0.12922","14,20,21,40,41,47","Qatar-8 b; also found as CTOI by Olmschenk et al 2021","2021-03-18","2022-06-28","2022-12-14"
+"102713734","2580.01","TIC 102713734.01","3","4","4","3","2","4","4","89.2","116","317","2","3","2","PC","PC","10.8064","0.006","1","qlp-CTOIs","CTOI","62.199207","67.116526","10.767","0.032","-5.174","0.047","2458839.453257","0.0006684","3.397862","0.0001937","4.502","0.126","10.868146","0.001008","9960","0.92863","18.3834","0.865094","2031.47","1870","121","379.253","4.518","6590","230.5","4.05","0.1","1.83","0.08","","","1.373","0.242019","19,59","CTOI from Olmschenk (2021)","2021-03-18","2023-03-06","2023-12-17"
+"37862966","2581.01","TIC 37862966.01","3","4","3","3","3","4","4","30.5","82.7","103.92","1","1","1","PC","PC","12.9754","0.007","1","qlp","CTOI","65.854872","-10.471779","17.538","0.033","0.857","0.024","2459192.543648","0.0009391","3.5838508","0.0000064","3.085","0.207","13.63525","0.003733","12480","3.43857","12.4141","0.705201","409.771","1253","55","515.179","6.476","5450","122.5","4.35","0.08","1.08","0.06","","","0.95","0.116449","5,32","CTOI from Olmschenk (2021); very slight depth aperture correlation","2021-03-18","2021-03-18","2022-12-14"
+"21279791","2582.01","TIC 21279791.01","3","4","3","3","2","4","4","27.7","91.4","61.41","8","0","4","PC","PC","12.4848","0.006","1","qlp-s52-tois","CTOI","277.291791","48.059938","10.728","2.091","-5.479","2.092","2459772.286216","0.0013525696","3.0183134","0.0000037","2.78","0.058","9.772041","0.000869","8960","0.799979","9.10865","","388.439","","66","348.135","","5238","","","","0.93","","","","","","14,25,26,40,41,52,53,54","CTOI from Olmschenk (2021)","2021-03-18","2022-10-11","2022-12-14"
+"7548817","2583.01","TIC 7548817.01","3","5","5","3","4","4","4","29.8","83.4","124.1","4","5","2","PC","CP","12.0453","0.007","1","qlp-s52-tois","CTOI","272.267029","45.3369","7.682","0.035","5.014","0.039","2459735.896093","0.0011507","4.52074","0.0000088","4.175","0.137","9.290105","0.001292","8520","1.18985","13.7321","0.68157","713.859","1440","62","566.189","6.399","6050","127.6","4.14","0.08","1.49","0.07","","","1.13","0.149506","14,25,26,40,52","CTOI from Olmschenk (2021)","2021-03-18","2022-11-09","2023-12-03"
+"458641144","2584.01","TIC 458641144.01","3","4","3","3","3","4","4","29.6","40.8","317","3","2","1","PC","PC","12.731","0.008","1","qlp","CTOI","125.108796","7.588913","-4.18","0.05","0.561","0.031","2459245.2948","0.0011813","4.6965638","0.0000123","3.056","0.172","13.52531","0.005533","12380","5.09598","16.2589","0.838734","459.903","1290","25","840.101","21.781","6502.7","102.7","4.25","0.08","1.43","0.07","0.0271573","0.0117358","1.33","0.214923","7,34","CTOI from Olmschenk (2021)","2021-03-18","2021-06-11","2024-01-23"
+"62530991","2585.01","","5","5","5","5","5","5","5","4","51.4","4.31","0","0","1","EB","FP","9.8961","0.006","1","qlp-s61-ffi","QLP","132.541715","-2.979643","-70.165","0.07","-85.301","0.048","2459986.942214","0.0036384","4.0266483","0.0000176","2.312","0.487","0.818954","0.046334","754","42.6743","1.90189","0.122182","213.735","1065","13","89.409","0.3272","5276.5","105.2","4.6","0.07","0.78","0.04","-0.0826829","0.0281113","0.9","0.104478","8,34,61","TFOP FP; retired as NEB","2021-03-24","2023-03-06","2023-03-24"
+"458647887","2586.01","","3","4","3","3","4","4","4","27.2","80.4","106.85","1","8","6","PC","PC","10.505","0.007","1","qlp","QLP","125.421468","6.334945","-5.272","0.117","-0.82","0.084","2459242.410211","0.0050906","9.5835608","0.0000887","2.405","0.498","1.249315","0.673418","1150","620.049","12.6233","5.27326","372.192","1223","9","336.733","7.0565","5781","127.7","3.89","0.08","1.91","0.1","","","1.04","0.124919","7,34","","2021-03-24","2021-03-24","2022-12-14"
+"68007716","2587.01","","3","5","5","3","4","4","4","25.4","75.9","83.7","3","17","6","PC","CP","10.9657","0.006","1","qlp","QLP","115.93171","-1.073333","22.011","0.076","-25.335","0.047","2459244.752232","0.0012012","5.4566563","0.0000166","3.783","0.263","4.526083","0.001354","4160","1.24686","10.9408","0.652522","381.078","1230","44","373.675","5.8625","5674.8","171.9","4.04","0.01","1.72","0.1","0.116","0.016","1.04","0.131582","7,34","","2021-03-24","2021-03-24","2023-12-03"
+"284418751","2588.01","","3","4","3","3","3","4","4","25.5","89.5","72.13","1","3","1","PC","PC","10.6713","0.006","1","qlp-s35-tois","QLP","109.05005","-45.214851","-5.704","0.047","12.071","0.054","2459962.850922","0.001971194","3.587158","0.0000049","1.23","0.129","3.392792","0.003196","3120","2.94354","10.0104","0.534459","177.312","1016","33","413.058","4.5535","6495.7","26.9","4.26","0.49","1.75","0.07","","","1.47","0.261031","7,8,33,34,35,61","v-shaped","2021-03-29","2023-07-12","2023-07-12"
+"157698565","2589.01","TIC 157698565.01","3","5","5","3","4","4","4","7.5","88","94.44","4","5","1","CP","CP","10.7211","0.006","1","qlp-s34-ffi","QLP","107.48815","-37.230948","-18.983","0.035","8.322","0.038","2459973.640012","0.0032195433","61.6277","0.0001314","6.401","0.277","9.682209","0.001756","8878","1.61719","11.7392","0.566858","21.7464","601","22","200.273","0.829","5581","229.7","4.16","0.37","1.07","0.05","","","1.08","0.146865","7,33,34,61","TOI-2589 b","2021-03-29","2023-07-12","2023-08-10"
+"234832821","2590.01","","2","4","4","2","4","4","4","5.7","57.5","3.85","3","5","6","PC","PC","9.47351","0.006","1","qlp","QLP","97.800408","3.470486","-3.276","0.081","-13.554","0.077","2459226.458235","0.0029045","0.7460577","0.0000054","1.754","0.334","0.260608","0.000889","240","0.819184","1.77725","0.138915","6994.61","2547","10","139.151","0.909","6162","129.2","4.4","0.08","1.13","0.05","","","1.173","0.161052","6,33","possible centroid offset; offset less than 1 pixel in report","2021-04-07","2021-04-07","2023-02-01"
+"229285649","2591.01","","3","5","5","3","3","4","4","90.9","180.3","317","0","3","1","PC","APC","10.7669","0.006","1","qlp-s45-tois","QLP","98.024193","11.852283","8.942","0.064","-12.275","0.059","2459544.881796","0.0003722","8.493027","0.0000054","3.733","0.234","22.766049","0.008266","20750","7.61364","20.982","1.04786","246.718","1104","190","316.228","3.869","6287","134.4","4.23","0.09","1.41","0.06","","","1.23","0.184102","6,33,45","potentially too large for reported period","2021-04-07","2022-03-11","2022-12-14"
+"284122875","2592.01","","3","4","3","3","3","4","4","33.1","39.3","317","1","0","5","PC","PC","10.871","0.018","1","qlp","QLP","108.494567","1.964281","-7.778","2.21","-3.304","1.648","2459226.215173","0.0015766","3.4559382","0.0000143","4.21","0.243","3.087878","0.000989","2840","0.910869","","","733.721","1449","24","592.714","","9290","239","4.08","1.27","","","","","","","7,33","No radius from TIC. Gaia stellar radius 2.4 Rsun which would give Rp consistent with planet size. Check for neighbors.","2021-04-07","2021-04-07","2022-12-14"
+"258983679","2593.01","","3","4","3","3","4","4","4","15.9","57.6","36.56","1","3","5","PC","PC","10.3513","0.006","1","qlp","QLP","105.223561","8.095671","4.021","0.062","-7.687","0.056","2459226.380017","0.0041969","1.4711386","0.0003985","1.677","0.295","0.911315","0.001916","839","1.76496","6.70217","0.44964","1889.26","1836","9","436.802","7.692","6514","128","3.88","0.09","2.19","0.1","","","1.338","0.205558","33","possible centroid offset on star to W (TIC 258983683)","2021-04-07","2021-04-07","2022-12-14"
+"229167359","2594.01","","3","4","3","3","3","4","4","","","317","0","3","1","PC","PC","10.2626","0.011","1","qlp","QLP","91.216391","8.365173","0.282","0.127","-3.79","0.106","2459227.018066","0.0014088","2.682814","0.0000087","0.987","0.299","1.173229","0.007879","1080","7.25639","23.5198","","852.855","1505","13","1295.5","202.945","8528","124","","","5.28","","","","","","6,33","possible centroid offset to the N","2021-04-07","2021-04-07","2022-12-14"
+"151284882","2595.01","","2","5","5","2","3","4","4","5.7","50.3","11.14","0","3","1","PC","APC","10.7212","0.007","1","qlp-s45-tois","QLP","91.399969","14.356915","6.538","0.076","-16.124","0.065","2459547.608503","0.0027041","3.817421","0.0000253","2.47","0.596","1.086279","0.002987","1000","2.75151","3.32507","0.260936","529.596","1336","19","212.383","2.3065","6033.7","142.9","4.47","0.09","1.02","0.06","-0.0391479","0.00952632","1.12","0.145693","6,33,43,44,45","possible centroid offset","2021-04-07","2022-03-11","2022-12-14"
+"37089434","2596.01","","3","5","5","3","3","4","4","9.6","81.3","37.44","1","2","1","PC","APC","10.9058","0.006","1","qlp","QLP","98.01194","-5.479794","49.92","0.06","-31.807","0.061","2459220.286778","0.0011175","16.2709828","0.0000472","1.835","0.314","6.392051","0.007446","5870","6.8576","6.81631","0.522061","5.83182","432","34","127.734","0.621","4811","135.7","4.45","0.09","0.87","0.06","","","0.779","0.0922382","6,33","RV error 12.4 km/s from GaiaDR2; first transit missing ingress right after data gap potentially causing odd-even; radius may be larger","2021-04-07","2021-04-07","2022-12-14"
+"220139435","2597.01","","3","4","3","3","3","4","4","16.9","58.3","62.37","0","13","3","PC","PC","9.536","0.019","1","qlp","QLP","99.021022","8.430202","-11.626","0.395","-7.763","0.319","2459221.281298","0.0023287","3.6039259","0.0000277","3.737","0.248","1.021072","0.000628","940","0.578856","9.20389","1.44347","1930.96","1846","21","457.178","69.5775","7080","182.6","3.67","0.15","3.05","0.47","","","1.57","0.268619","6,33","variable star","2021-04-07","2021-04-07","2022-12-14"
+"12036590","2598.01","","3","5","5","3","3","4","4","249.1","412","317","1","2","1","PC","APC","10.9766","0.007","1","qlp","QLP","91.233761","-1.134248","11.189","0.066","-65.755","0.063","2459226.801169","0.0008002","5.73436","0.0000115","1.146","0.105","19.433853","2.744472","17740","2524.56","21.0528","5.05458","19.8561","588","24","107.256","0.5465","4405","132.3","4.41","0.1","0.86","0.07","","","0.689","0.0856197","6,33","possible centroid offset to W but neighboring stars likely too dim for depth of events","2021-04-07","2021-04-07","2022-12-14"
+"235333495","2599.01","","3","4","3","3","3","4","4","11.9","30.2","87.26","0","2","1","PC","PC","10.9402","0.011","1","qlp","QLP","103.357151","7.266611","-2.04","0.071","-5.94","0.061","2459219.625683","0.0056918","4.1554362","0.0000451","6.088","0.633","1.108016","0.002089","1020","1.92433","11.1924","0.847506","2704.62","2009","13","836.394","32.973","6352","133.8","3.44","0.09","3.53","0.21","","","1.26","0.190115","6,33","","2021-04-07","2021-04-07","2022-12-14"
+"234160911","2600.01","","3","4","3","3","4","4","4","46.6","32.7","317","1","2","3","PC","PC","10.276","0.006","1","qlp","QLP","101.408331","0.668553","-2.864","0.324","4.892","0.275","2459216.749879","0.0018107","5.3376282","0.0000195","2.143","0.215","2.238923","0.002054","2060","1.8922","16.1323","","63.1216","785","18","380.422","42.043","4825","27.1","","","3.5","","-0.111","0.023","","","6,33","centroid offset smaller than 1 pixel; large","2021-04-07","2021-04-07","2023-12-03"
+"456844391","2601.01","","3","4","3","3","3","4","4","48.9","91.1","317","2","5","1","PC","PC","10.8943","0.006","1","qlp","QLP","113.407619","-21.468152","-4.5","3","0.2","3.1","2459246.20878","0.0011154","6.0210332","0.0008054","2.211","0.501","8.173711","0.036782","7500","33.8771","18.8835","","635.657","","31","641.596","","7668","","","","1.93","","","","","","34","No uncertainties on stellar radius; large; possible EB","2021-04-07","2021-04-07","2022-12-14"
+"191928543","2602.01","","3","5","5","3","3","4","4","40.7","65.6","317","2","3","1","PC","APC","11.83","0.006","1","spoc-s62-b0A","SPOC","136.507536","-39.548224","-16.78","0.043","15.062","0.05","2459991.062533","0.0013263042","7.2340640167684","0.00072079554","6.0205682994577","0.10231861","11.594239","0.200613","10621.873553616","184.75412","18.522844720231","0.8687592","827.0806334074","1367.7499654716","34.788364","622.34","10.607","6770","136.344","4.11942","0.0847979","1.7378300428391","0.0773819","","","1.45","0.242615","35,62","Y1 data confirms 7.234 d period; Gaia DR2 RV error 3.93 km/s","2021-04-12","2023-10-17","2023-10-19"
+"176772671","2603.01","","3","4","4","3","1","4","4","83.2","164.8","91.11","2","0","0","PC","PC","13.8995","0.008","1","spoc-s62-b0A","SPOC","142.566679","-18.843066","","","","","2459988.781935","0.0006238187","1.3325319592318","0.00005486115","1.6031493481753","0.041690364","40.083703","0.899152","36245.278712797","827.80646","11.488133550759","0.48919582","195.73118229779","953.97008126062","28.823614","","","3947","157","4.65587","0.0152716","0.59449100494385","0.0222335","","","0.583571","0.0231377","35,62","possibly synchronized","2021-04-12","2023-10-03","2023-10-19"
+"189625051","2604.01","","5","5","5","5","5","5","5","18.6","21.9","317","0","0","0","PC","KP","12.487","0.007","1","spoc","SPOC","144.287609","-29.800444","-3.127","0.07","-1.527","0.067","2459257.22089","0.00272582","4.9096900261764","0.0011633307","5.4135253327575","0.237548","5.522784","0.279334","5073.7568046386","257.2431","15.254769172387","1.2207357","1882.4889124135","1679.975144448","16.626827","1080.15","40.745","6606","128.386","3.93691","0.0938726","2.0917899608612","0.122548","","","1.38","0.23029","35","HATS-64 b","2021-04-12","2021-04-12","2022-12-14"
+"146776480","2605.01","","3","5","5","3","3","4","4","13.4","273","51.13","4","1","5","PC","APC","10.4767","0.007","1","spoc-s01-s36-b0A-PC","SPOC","124.356588","-34.466852","299.312","0.078","-513.199","0.074","2459978.593736","0.0009226","20.6006151","0.0000359","1.4716288194601","0.043022793","13.224867","0.333993","12106.670222067","307.5715","8.1782863811422","3.5458872","3.4585595358319","347.81120064542","53.09645","36.2852","0.0622","3821","157","4.74216","0.00792815","0.4945749938488","0.0147011","","","0.492668","0.0202922","8,34,35,61,62","Gaia DR2 RV error 7.74 km/s; v-shaped; some odd-even","2021-04-12","2023-04-12","2024-01-25"
+"355800238","2606.01","","3","4","4","3","3","4","4","171.3","243.6","317","3","3","1","PC","PC","11.7785","0.006","1","qlp","SPOC","132.301391","-60.334982","-13.997","0.041","8.092","0.041","2459330.683649","0.0002981","1.4509175","9e-7","1.123","0.062","7.922134","1.944676","7270","1789.51","20.5418","5.83122","2374.67","1944","89","442.105","4.0735","6472","133.132","4.37386","0.0877116","1.24","0.06","","","1.32","0.214648","8,9,10,35,36,37","V-shaped; Potential synchronisation in variability; hint of secondary in multiyear report","2021-04-12","2021-11-09","2022-12-14"
+"149539158","2607.01","","5","5","5","5","5","5","5","6.7","52.5","9.91","1","0","1","PC","FA","9.1251","0.006","1","spoc","SPOC","86.018583","-59.946092","0.173","0.06","-7.121","0.062","2459256.970786","0.0034480565","2.2338785667009","0.00057812885","3.0400001253975","0.43127185","0.346319","0.040506","318.92114361746","37.306538","3.1159000699105","1.2964443","3165.1853297202","1913.0201107697","7.5957136","176.841","1.0795","6422.3","134.058","4.10848","0.0918725","1.6599199771881","0.0812035","-0.46","0.12","1.29","0.212532","35","Possible secondary (200ppm at 4.4 sigma)","2021-04-12","2021-04-12","2023-06-03"
+"269850928","2608.01","","3","4","3","3","1","4","4","15.1","38.8","105.66","1","0","0","PC","PC","13.2247","0.006","1","spoc-s01-s39-b0A-PC","SPOC","69.427367","-80.507846","3.604","0.025","1.243","0.032","2459965.829329","0.003371153","4.7246649608122","0.000041877098","4.3082924198689","0.20444213","6.712413","0.219733","6163.2889314209","202.36102","12.53374431201","0.73734504","729.52424281405","1325.4998462485","23.491531","884.523","11.3415","5385.7","5384.3","4.4","","1.5727000236511","","","","0.99","","27,35,38,39,61","","2021-04-12","2023-10-03","2023-10-05"
+"308883808","2609.01","","3","5","5","3","4","4","4","23.7","86.7","33.26","4","2","3","PC","APC","11.4514","0.006","1","spoc-s62-b0A","SPOC","152.492231","-12.178676","-52.607","0.067","17.98","0.072","2459988.5342","0.0020808675","1.1645140806758","0.00016958035","1.6482210045983","0.11322105","1.987099","0.150411","1828.5119817211","138.52449","6.3506236512428","0.45931768","3483.400760718","1959.3887498768","11.722958","347.307","7.316","5979","132.773","4.29665","0.0827082","1.2336900234222","0.0626005","","","1.099","0.152044","35,62","Gaia DR2 RV error 2.23 km/s; TFOP APC/BEB/QRV; possible secondary","2021-04-12","2023-10-02","2023-10-19"
+"268914377","2610.01","","5","5","5","5","5","5","5","61.2","66.4","317","2","0","2","PC","FP","15.8953","0.009","1","spoc","SPOC","118.049909","-48.498597","-12.269","0.275","5.577","0.245","2459229.716478","0.0022712005","2.1538959410851","0.00016268548","2.1776943347696","0.11854182","110.015099","6.465744","96363.092660375","5937.473","16.016673198443","1.006073","31.414070929381","603.81069967946","17.857132","296.761","11.16","3148","157","4.75166","0.0141944","0.48374900221825","0.0205474","","","0.481767","0.0251821","34,35","weak centroid offset not centered on another star; crowded field; SG1 should clear neighbors","2021-04-12","2021-10-05","2022-12-14"
+"234282389","2611.01","","5","5","5","5","5","5","5","13.5","54","23.45","1","0","0","PC","FA","13.5294","0.006","1","qlp-s01-faintsearch","FAINT","335.268299","-64.71227","23.974","0.025","-17.412","0.026","2458352.484922","0.0068562","0.7320175","0.0002961","2.577","0.357","4.918652","0.009715","4520","8.94736","5.16324","","8999.57","2713","16","541.431","5.729","5458","5459","4.4","2","0.81","","","","0.99","","1","found in faint-star QLP search; ambiguous diff image","2021-04-12","2024-08-22","2024-08-22"
+"149572298","2612.01","","3","4","3","3","1","4","4","24.1","54","317","2","0","0","PC","PC","13.2303","0.006","1","qlp-s39-tois","FAINT","86.441717","-61.660023","0.619","3.114","24.866","3.114","2459379.018087","0.0010448","13.3572104","0.0000249","4.947","0.183","33.0147","0.006021","29950","5.54543","19.2978","4.69083","158.626","988","187","636.656","","6636.1","780.6","","","1.12","0.27","","","","","1,3,4,5,6,7,8,9,10,11,13,27,28,29,30,31,33,34,35,36,37,38","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"52315301","2613.01","","3","4","3","3","3","4","4","28.7","79.4","317","2","0","1","PC","PC","13.1488","0.006","1","spoc-s01-s69-b0A-PC","FAINT","22.910564","-67.609909","23.195","0.027","-17.151","0.023","2460155.218217","0.0013951946","15.201085949325","0.0008081488","8.2467071525504","0.102909826","38.930547","0.382939","35221.134803851","352.6378","21.112216260539","0.16533539","87.587937983623","780.24469608068","102.84951","683.482","6.924","6042","122","4.43","","1.0687700510025","","","","1.12","","1,28,29,68,69","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"263075864","2614.01","","3","4","3","3","3","4","4","110.5","171.5","317","1","0","2","PC","PC","11.457","0.021","1","spoc-s01-s69-b0A-PC","FAINT","17.195291","-78.17312","20.069","1.022","-6.358","1.022","2459037.589401","0.00038522884","4.8103213613908","0.0000028793013","3.1996588529431","0.046966907","18.231395","0.254311","16651.539925005","234.20128","","","374.97206462893","1122.3271735163","87.529594","315.469","","5860.3","5952.3","4.3","2","","","","","","","27,28,68","TIC 263075864 is a split - use light curve and stellar parameters from TIC 6121921461 for photometry; found in faint-star QLP search; SG1 should clear neighbor","2021-04-12","2024-09-06","2024-09-06"
+"38965512","2615.01","TIC 38965512.01","3","4","3","3","1","4","4","33.8","86.5","105.14","1","0","0","PC","PC","13.2052","0.006","1","spoc-s01-s69-b0A-PC","FAINT","11.477733","-66.833497","30.448","0.026","-11.015","0.024","2460156.176169","0.0008603788","2.2687617","0.0000037","2.8345420222963","0.09171328","14.446746","0.267602","13217.812426642","246.44028","12.498348792673","0.39666697","949.21896560446","1415.6677913543","45.05776","639.15","6.56","5690","122","4.38","","1.0785000324249","","","","1.01","","1,2,28,29,68,69","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"273850708","2616.01","","3","4","4","3","1","4","4","74.6","186","121.48","3","0","0","PC","PC","13.426","0.006","1","qlp-s01-faintsearch","FAINT","34.562228","-64.806837","-0.824","0.032","25.764","0.026","2460154.915572","0.00035261535","1.8531628","0.0000021","2.019","0.381","37.804481","0.022829","34220","21.0259","13.5946","","672.909","1418","122","401.511","2.6155","5355","56.4","4.46","2","0.68","","","","0.93","","1,2,3,28,29,68,69","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"260537454","2617.01","","3","4","4","3","1","4","4","41.1","60.5","317","2","0","0","PC","PC","13.1982","0.006","1","qlp-s39-tois","FAINT","96.953582","-58.051575","-10.722","0.03","-11.812","0.04","2459387.59425","0.0003322","6.3187442","0.0000035","3.504","0.118","31.247711","0.001257","28370","1.15734","16.8683","","139.993","958","215","467.32","3.3975","4961","105.7","4.43","2","0.98","","","","0.9","","1,2,3,4,5,6,7,8,9,10,11,12,13,28,29,30,31,32,33,34,35,36,38","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"231076038","2618.01","","3","4","3","3","3","4","4","13.2","50.6","96.4","0","0","1","PC","PC","12.0635","0.006","1","qlp-s39-tois","FAINT","67.774353","-68.033517","9.259","0.039","20.22","0.041","2459382.783301","0.0019967","8.2500143","0.0000261","3.317","0.256","2.445659","0.219485","2250","202.133","11.8684","2.5386","1610.36","1764","35","766.74","11.7565","7386.5","203.3","4.2","","1.59","0.07","","","1.57","0.265409","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,33,34,35,36,37,38","found in faint-star QLP search; slight odd-even","2021-04-12","2024-08-22","2024-08-22"
+"31943299","2619.01","","3","4","3","3","1","4","4","13.9","72.8","99.1","2","0","0","PC","PC","13.2834","0.006","1","qlp-s37-tois","FAINT","54.408387","-70.330657","-5.376","0.026","22.923","0.026","2459331.034865","0.0006571","12.4724734","0.0000134","3.649","0.076","25.285817","0.003406","23020","3.13718","12.11","","30.1565","652","105","377.66","1.9655","4966","41.1","","","0.79","","","","0.83","","1,2,3,6,7,10,13,27,28,29,30,33,36,37","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"394346647","2620.01","","3","4","3","3","1","4","4","25.6","45.2","317","3","0","0","PC","PC","12.9873","0.006","1","qlp-s39-tois","FAINT","42.919909","-80.675467","7.279","0.027","10.386","0.023","2459370.156605","0.0010712","10.3558635","0.000018","3.548","0.34","20.539761","0.013794","18740","12.705","17.6401","0.961529","102.964","887","71","662.246","5.6335","5896","126.7","4.27","0.08","1.26","0.06","","","1.07","0.137494","1,12,13,27,28,39","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"388202128","2621.01","","3","4","3","3","1","4","4","30.8","77.8","125.16","2","0","0","PC","PC","13.4394","0.006","1","qlp-s39-tois","FAINT","62.222329","-83.951914","-4.181","0.037","9.451","0.048","2459387.772477","0.0011662","2.4125012","0.0000044","1.209","0.241","11.855588","0.024699","10860","22.7485","13.7942","","369.1","1221","32","867.586","12.9675","6190","122","4.34","","1.22","","","","1.19","","1,12,13,27,39","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"382259755","2622.01","","3","4","4","3","1","4","4","79.4","89.1","317","4","0","0","PC","PC","13.5093","0.006","1","qlp-s36-tois","FAINT","82.55168","-57.41168","-3.519","0.035","4.94","0.035","2459199.804071","0.0004182","1.2207037","8e-7","2.186","0.021","28.134527","0.001216","25580","1.12016","17.4662","","2232.93","1915","185","782.496","10.4705","5991","122","4.43","","1.06","","","","1.1","","1,2,3,4,6,7,8,9,10,11,12,13,32","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"403288821","2623.01","","5","5","5","5","5","5","5","23.6","38.3","83.59","3","0","1","PC","FP","12.4978","0.006","1","qlp-s01-faintsearch","FAINT","332.926877","-63.167437","18.729","0.034","-1.18","0.044","2459085.611785","0.0022004","0.5474737","0.0000024","1.789","0.189","1.553714","0.002307","1430","2.12441","10.9219","","5430.93","2391","15","995.741","30.672","5073","5126.8","3.5","0.2","2.84","","-0.41523","0.0945877","","","1,27,28","likely EB due to secondary and out of transit variability; found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"349410350","2624.01","","3","4","4","3","1","4","4","48","127","114","1","0","0","PC","PC","13.4354","0.006","1","qlp-s39-tois","FAINT","110.358754","-61.318059","-8.519","0.03","12.656","0.026","2459384.356179","0.0003047","3.0235362","0.0000019","2.189","0.064","29.695582","0.001592","26980","1.46606","13.178","","203.691","1052","207","390.263","2.158","5141","122","4.6","","0.78","","","","0.87","","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"308396509","2625.01","","3","4","4","3","1","4","4","73.8","108.4","317","3","0","0","PC","PC","13.2317","0.006","1","spoc-s01-s69-b0A-PC","FAINT","120.194098","-64.182197","-4.411","3.098","10.636","3.1","2459963.148107","0.00037964125","2.1481182","0.0000011","3.9313069078206","0.029127711","24.291136","0.161553","22124.544386381","148.78519","","","941.0385382234","1412.607806338","142.12738","843.028","","5876","178.7","","","","","","","","","1,2,4,5,7,8,9,10,11,12,27,28,31,32,34,35,36,37,38,61,62,63,64,65,68,69","found in faint-star QLP search; no stellar radius; phase modulations and secondary in SPOC s1-s69","2021-04-12","2024-08-22","2024-08-22"
+"300604770","2626.01","TIC 300604770.01","3","4","4","3","3","4","4","46.8","135.8","78.97","3","0","1","PC","PC","12.6082","0.006","1","spoc-s01-s69-b0A-PC","FAINT","113.559595","-67.748369","20.211","0.024","-47.844","0.024","2459963.894598","0.00023790526","3.456276660725","0.000006537502","2.3613815510864","0.026515625","22.432236","0.133081","20448.88001775","122.564735","10.560503199411","0.8884846","121.82985193313","847.34091744824","171.76874","192.435","0.489","4404","121.8","4.52","0.1","0.75203198194504","0.0624674","","","0.69","0.0865578","1,2,3,4,5,6,7,8,9,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,61,62,63,64,65,66,67,68,69","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"262829328","2627.01","","3","4","4","3","1","4","4","52","112.5","104.13","5","0","0","PC","PC","13.4702","0.006","1","qlp-s01-faintsearch","FAINT","349.381113","-54.270063","11.845","0.026","-0.68","0.026","2459086.276449","0.0010117","1.0649771","0.0000022","1.425","0.331","16.045735","0.066574","14670","61.3147","12.4794","","1643.06","1773","27","598.582","8.2985","5427","122","4.45","","0.97","","","","0.95","","1,28","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"260541432","2628.01","","3","4","3","3","1","4","4","35.2","84.2","79.1","1","0","0","PC","PC","13.3024","0.006","1","qlp-s39-tois","FAINT","97.08024","-56.965142","0.172","0.027","15.552","0.028","2459387.884973","0.0004956","0.8715953","7e-7","1.271","0.149","7.20054","0.008014","6610","7.38147","10.5535","","4579.31","2291","86","765.238","8.315","5969","122","4.31","","1.21","","","","1.1","","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"259901731","2629.01","","3","4","3","3","1","4","4","16.2","26.4","317","3","0","0","PC","PC","13.1508","0.006","1","spoc-s01-s69-b0A-PC","FAINT","41.51867","-68.957624","5.915","0.025","-9.062","0.023","2460134.412089","0.0023634706","11.4856846","0.0000362","4.6321783257557","0.16544093","12.415704","0.35154","11370.151314688","323.72763","16.377486074683","0.40280774","210.18737931242","971.11666818554","30.940943","859.725","9.703","5893","122","4.16","","1.4219800233841","","","","1.07","","1,2,3,27,28,29,67,68,69","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"391900348","2630.01","","3","4","3","3","3","4","4","13.7","46.4","102.54","1","1","1","PC","PC","11.786","0.006","1","qlp-s39-tois","FAINT","115.68867","-68.864513","","","","","2460070.810197","0.002781885","9.7130596","0.0000132","1.661","0.276","3.850325","0.005964","3540","5.49325","12.3196","","54.3894","1027.4530905035","49","517.402","","6125.1","475","4","0.2","1.88","","-0.289775","0.1","","","1,2,3,4,5,6,7,8,9,10,11,12,13,28,29,30,31,32,33,34,35,36,38,61,62,63,64,65","found in faint-star QLP search; Rp with tic8 almost half of previous Rp (~22 Re -> ~12 Re)","2021-04-12","2024-08-22","2024-08-22"
+"140067837","2631.01","","3","4","4","3","3","4","4","28.2","93.5","115.22","3","0","1","PC","PC","12.4487","0.006","1","spoc-s01-s69-b0A-PC","FAINT","330.103141","-48.71064","-4.756","0.044","-38.444","0.042","2459065.405366","0.001278096","6.6314357388495","0.000011741","2.5431694117149","0.11551197","11.516364","0.792636","10550.907771558","729.7784","13.188691001123","1.5463964","232.94339278144","996.39685648498","27.683233","454.87","6.41","5752.2","5808.8","4.4","","1.078989982605","0.0533744","","","1.02","0.125652","1,28,68","found in faint-star QLP search; star on the southwest 140050545 does not have a matching signal","2021-04-12","2024-08-22","2024-08-22"
+"231703293","2632.01","","5","5","5","5","5","5","5","26.3","85.8","47.07","1","0","1","PC","FP","12.4537","0.006","1","qlp-s01-faintsearch","FAINT","335.467524","-57.758448","25.052","0.045","0.477","0.052","2459085.547175","0.0029795","0.907105","0.0000059","1.711","0.124","1.553714","0.667678","1430","614.765","7.82059","3.09134","28442.1","3617","17","540.632","9.611","6164","126.6","4.4","0.08","1.13","0.05","","","1.17","0.167749","1,27,28","found in faint-star QLP search","2021-04-12","2024-08-22","2024-08-22"
+"386131764","2633.01","TIC 386131764.01","3","4","3","3","4","4","4","4.9","31.5","58.25","2","1","3","PC","PC","11.6886","0.011","1","spoc","CTOI","111.590401","-13.925637","-4.879","0.065","1.001","0.058","2459229.361575","0.008091536","18.196049098354","0.003231669","4.8596477401234","0.7699226","2.394869","0.26614","2203.3245308852","245.09373","8.8304862572515","0.8831822","1455.4719337381","1575.326970265","11.503249","746.036","26.107","7811","143.047","4.25974","0.0792241","1.6701300144196","0.0747588","","","1.85","0.283706","34","CTOI from Jana Steuer","2021-04-22","2021-04-22","2022-12-14"
+"318812447","2634.01","TIC 318812447.01","3","5","5","3","4","4","4","","","28.86","0","4","5","PC","PC","10.9648","0.006","1","spoc","CTOI","41.036551","3.910232","33.8","1.9","-15.8","1.9","2459147.133574","0.0041792374","","","4.8897804980234","0.3599886","3.045659","0.19248","2801.2247588076","177.26491","5.842420349787","0.32005692","51.265943686113","682.45966495482","20.800468","155.755","","5349.16","","4.438","","0.95524001121521","","0.055","0.016","","","31","V-shaped. Single transit. CTOI from Nora Eisner.","2021-04-22","2021-05-12","2022-12-14"
+"358557578","2635.01","","3","4","3","3","3","4","4","17.2","18.5","317","8","0","1","PC","PC","11.2581","0.006","1","spoc-s01-s65-b0A-PC","SPOC","151.148732","-42.905058","-3.939","0.039","-3.691","0.039","2459287.993926","0.0020364048","7.4547813172717","0.000029212106","7.1681684668757","0.23760118","2.727085","0.107925","2508.5862836046","99.39791","14.524796477415","1.0643468","1902.7550776393","1684.4784990807","21.29304","792.01","16.254","6502","138.8","3.65751","0.0897959","2.8327300548553","0.138166","","","1.33","0.217513","9,36,62,63","","2021-04-29","2024-01-16","2024-01-17"
+"119925436","2636.01","","3","4","3","3","3","4","4","41.8","123.2","129.76","1","1","1","PC","PC","10.9786","0.008","1","qlp","SPOC","162.41273","-50.599282","-14.4","2.1","4.8","2","2459330.68716","0.0005742","3.105494","0.0000038","4.508","0.084","5.616903","0.000309","5160","0.284602","14.1277","","4421.62","","70","502.342","","7176","1003.8","4.13","1.55","1.9","","","","","","10,36,37","Tmag=12.6 neighbor 0.76 arcsec away","2021-04-29","2021-11-04","2022-12-14"
+"349408306","2637.01","","3","5","5","3","1","4","4","139.3","473.5","75.5","5","0","0","PC","APC","15.8445","0.009","1","spoc-s01-s39-b0A-PC","SPOC","110.426175","-64.014145","-0.359","0.058","8.091","0.062","2460014.399459","0.00048743462","0.1520759949624","0.0000017603395","0.50000000000001","0.015759783","120.621319","2.831512","105147.46556703","2604.5212","","","12751.711454325","2710.2656995437","53.869637","874.657","23.063","5780","","4.438","","","","","","","","27,28,29,30,31,32,33,34,35,36,38,39,61,62,63,64","Host is hot subdwarf; no stellar radius; period likely too short for companion to be planetary; period updated to ~0.15 d with clear additional events at half period in recent SPOC sectors","2021-04-29","2023-07-12","2023-08-10"
+"458342769","2638.01","","3","4","3","3","3","4","4","11","88.2","24.13","5","1","1","PC","PC","11.1671","0.01","1","spoc-s01-s39-b0A-PC","SPOC","159.842558","-55.491807","-10.652","0.092","3.087","0.094","2459329.310047","0.0025238","3.9303976663059","0.00025179764","0.91894985357624","0.12622151","2.527263","0.25464","2324.9883757191","234.50415","","","420.50778023626","1154.9502001281","11.2414255","647.694","25.091","5780","","4.438","","","","","","","","36,37","potentially large host star; crowded field","2021-04-29","2022-03-22","2022-12-14"
+"98753307","2639.01","","3","4","3","3","1","4","4","11.4","24.9","317","1","0","2","PC","PC","14.3693","0.008","1","spoc-s01-s46-b0A","SPOC","187.357691","-10.985068","-4.652","0.098","-13.204","0.053","2458584.385994","0.02429462","15.32811688418","0.00053692155","4.1138053928558","0.66580963","33.178722","2.222092","30096.533993227","2044.5294","16.407189664482","1.8827407","49.017694796664","674.85111600549","14.242225","858.145","30.827","5417","122","4.46174","","0.94346702098846","","","","0.94","","10,36,46","K2 PC EPIC 228707509.01; large","2021-04-29","2022-07-15","2022-12-14"
+"135036669","2640.01","TIC 135036669.01","3","4","3","3","3","4","4","56.7","182.5","43.07","5","0","2","PC","PC","15.709","0.008","1","spoc-s01-s39-b0A-PC","SPOC","150.273202","-52.435796","-22.692","0.15","7.371","0.147","2459307.40102","0.004426174","0.91122060172355","0.00008025334","2.0030820048376","0.20044203","80.016305","5.131028","71047.563965129","4714.7026","7.3931802625611","0.5033327","40.935166928975","645.12502810762","12.526064","131.444","1.554","2999","157","4.95462","0.00770906","0.27490699291229","0.0089431","","","0.24827","0.0205189","36,37","","2021-04-29","2022-03-22","2024-01-29"
+"162802770","2641.01","","3","5","5","3","4","4","4","26","99","68.76","2","6","1","CP","CP","11.1897","0.006","1","spoc-s01-s65-b0A-CP","SPOC","171.130372","-42.732139","-32.534","0.038","-9.823","0.032","2459283.404103","0.00083433517","4.8809639615805","0.000009857592","1.6120362043487","0.100244656","3.682054","0.278171","3385.5526856412","256.1717","9.735489660769","3.3246431","626.12745464344","1275.8083387328","26.88035","344.045","3.3105","6309","130.575","4.32298","0.0841433","1.2713199853897","0.0568342","","","1.24","0.18442","36,37,63","TOI-2641 b","2021-04-29","2024-02-14","2024-02-17"
+"448589187","2642.01","","5","5","5","5","5","5","5","39.7","110.4","118.41","0","0","0","KP","KP","12.3077","0.006","1","qlp","SPOC","166.3188","-34.122745","-24.306","0.057","6.033","0.057","2459304.823271","0.0007127","3.0652926","0.0000044","2.606","0.065","12.272778","0.002239","11240","2.06253","13.3524","0.703704","649.429","1406","61","539.36","11.693","6229","130.095","4.34122","0.0881535","1.22","0.06","","","1.2","0.166964","9,36","found in faint-star QLP search; WASP-175 b","2021-04-29","2021-11-09","2022-12-14"
+"152852327","2643.01","","5","5","5","5","5","5","5","6.3","14.9","60.46","0","2","4","PC","KP","11.0295","0.007","1","qlp-s46-tois","SPOC","182.166267","-8.747217","-28.318","0.105","-8.731","0.081","2459562.250418","0.0202231","9.1720535","0.0009147","7.169","1.432","0.62991","0.00324","580","2.98453","9.02881","","293.374","1152","8","609.818","17.452","4933","122","4.438","","3.79","","","","","","36,46","K2-132 b","2021-04-29","2022-03-11","2022-12-14"
+"385332171","2644.01","","3","5","5","3","4","4","4","23.6","118.2","66.33","3","2","3","PC","APC","10.9206","0.006","1","spoc","SPOC","181.692982","-16.510294","27.92","2","-31.07","2","2459300.317115","0.000924","9.7439743985097","0.0016644315","1.9764395446952","0.08332924","7.311","0.36956","6711.0590566489","340.31976","9.5314099185801","0.36910182","93.211692249568","792.47824291805","24.31497","235.146","","5383","","4.438","","0.98302501440048","","","","","","10,36","slightly v-shaped","2021-04-29","2021-05-27","2022-12-14"
+"372818426","2645.01","","3","4","4","3","3","4","4","213.5","269.7","317","4","0","1","PC","PC","12.3956","0.006","1","qlp-s39-tois","FAINT","67.136823","-56.515644","22.85","0.044","-7.993","0.052","2459389.313335","0.0000759","1.4436706","2e-7","2.134","0.005","48.140009","0.000067","43370","0.0617889","20.6713","1.12834","964.415","1552","723","360.674","2.815","5465","129.9","4.47","0.08","0.94","0.05","","","0.96","0.125158","2,3,4,5,9,12,29,30,31,32,39","found in faint-star QLP search","2021-05-04","2024-08-22","2024-08-22"
+"349966879","2646.01","","3","5","5","3","1","4","4","65.4","147.6","50.67","5","0","0","PC","APC","13.1875","0.006","1","qlp-s36-tois","FAINT","114.43704","-63.551482","-3.929","0.037","12.732","0.041","2460068.864238","0.00095029455","0.3125737","2e-7","0.526","0.043","4.940466","0.190676","4540","175.604","8.09753","","4234.06","2247","74","389.119","2.7815","5202","122","4.53","","0.84","","","","0.88","","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,62,63,64,65","found in faint-star QLP search; short period; possible SV","2021-05-04","2024-08-22","2024-08-22"
+"234527228","2647.01","","3","4","3","3","1","4","4","19.6","46.4","43.37","1","0","0","PC","PC","13.5231","0.006","1","spoc-s01-s69-b0A-PC","FAINT","16.317956","-65.048931","14.39","0.065","4.145","0.064","2460155.040725","0.0011041114","0.51360963799937","0.00002224369","0.78738822599284","0.5308335","3.369708","0.408456","3098.8049111518","376.13086","7.4237633240465","10.844878","8342.9651283976","2437.5293666228","10.606177","792.816","26.2835","5270","122","4.14","","1.3322199583054","","","","0.9","","1,2,68,69","found in faint-star QLP search; possible odd-even","2021-05-04","2024-08-22","2024-08-22"
+"231833236","2648.01","","3","4","4","3","3","4","4","23.8","29.1","317","3","0","2","PC","PC","13.3316","0.006","1","spoc-s01-s69-b0A-PC","FAINT","24.174488","-64.876085","-3.4","0.035","3.991","0.022","2460157.433427","0.0017457937","4.773751032714","0.0004928102","1.7107074428984","0.10268764","12.180927","0.648168","11156.349619759","596.8062","14.861326962427","0.6261328","520.114884549","758","20.617126","815.182","10.101","5904.3","78.7","4.28","","1.2412999868393","","-0.403746","0.0821732","1.07","","1,2,28,29,68,69","found in faint-star QLP search","2021-05-04","2024-08-22","2024-08-22"
+"230980206","2649.01","TIC 230980206.01","3","4","4","3","3","4","4","33.4","98.3","115.5","4","0","1","PC","PC","12.4752","0.006","1","qlp-s02-faintsearch","FAINT","24.009341","-55.793785","8.512","0.03","0.255","0.031","2458377.753706","0.0011602","3.375591","0.0003311","3.489","0.183","12.701113","0.004356","11630","4.01206","13.2361","0.657366","1112.75","1609","61","626.504","9.0525","6408","132.3","4.38","0.09","1.22","0.06","","","1.29","0.199403","2","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-05-04","2024-08-22","2024-08-22"
+"453100296","2650.01","","3","4","3","3","1","4","4","25.1","59.8","109.22","1","0","0","PC","PC","13.4404","0.006","1","spoc-s01-s69-b0A-PC","FAINT","115.95416","-68.582565","-1.732","0.026","12.823","0.028","2459964.818691","0.0008795695","2.229735","0.0000029","2.0444450130933","0.06225991","7.308141","0.173691","6708.4441145521","159.96219","12.780929370681","0.24795122","1760.695768816","1652.1171128653","39.601856","870.557","10.0595","5913","122","4.2","","1.3747899532318","","","","1.08","","1,2,3,4,5,6,7,8,9,10,11,12,13,28,29,30,31,32,33,34,35,36,37,38,61,62,63,64,65,66,67,68,69","found in faint-star QLP search","2021-05-04","2024-09-09","2024-09-10"
+"29830212","2651.01","","5","5","5","5","5","5","5","40.8","71.1","317","1","0","0","EB","FP","13.3994","0.006","1","qlp-s38-tois-FP","FAINT","66.302329","-66.717121","-11.957","0.026","7.658","0.031","2459349.974976","0.0003188","7.3164282","0.0000034","2.235","0.05","41.080861","0.010584","37130","9.74823","17.3698","","49.3074","738","212","396.637","2.353","4884","122","4.5","","0.83","","","","0.8","","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,30,31,32,33,34,35,36,37,38","found in faint-star QLP search; TFOP FP; retired as EB","2021-05-04","2024-08-22","2024-08-22"
+"372852036","2652.01","","3","4","3","3","1","4","4","23.3","63.4","103.82","1","0","0","PC","PC","13.3074","0.006","1","qlp-s39-tois","FAINT","98.03586","-64.395761","-3.518","3.29","18.197","3.29","2459384.710151","0.0007917","2.484912","0.0000033","1.686","0.229","8.666096","0.015675","7950","14.4372","","","1044.33","1583","48","860.552","","6240.8","433","","","","","","","","","1,2,3,4,5,6,7,9,10,11,12,13,27,28,29,30,31,32,33,34,36,37,38","no radius; found in faint-star QLP search","2021-05-04","2024-08-22","2024-08-22"
+"149394317","2653.01","","3","5","5","3","3","4","4","12.5","52.3","24.65","2","0","1","PC","APC","12.208","0.006","1","qlp-s39-tois","FAINT","84.275368","-64.464325","1.168","1.147","0.189","1.148","2460041.745982","0.00090969016","0.92705350985197","0.0000653145","1.011","0.05","1.782069","0.001311","1640","1.20748","","","1270.74","1663","40","488.621","","6317.3","389.9","4.31","","","","","","","","1,2,3,5,6,7,8,9,10,11,12,13,27,28,29,30,32,33,35,36,37,38,61,63,64","no stellar radius; found in faint-star QLP search","2021-05-04","2024-08-22","2024-09-02"
+"200805484","2654.01","","3","4","3","3","1","4","4","23.7","77.1","48.86","3","0","0","PC","PC","13.0725","0.006","1","qlp-s03-faintsearch","FAINT","52.981538","-47.994691","-16.588","0.027","-38.122","0.034","2459168.071986","0.0007976","2.967599","0.0000047","1.688","0.101","11.361755","0.005389","10410","4.96338","8.00413","","75.0167","819","46","248.964","1.0895","4396","122","4.52","","0.76","","","","0.69","","3,4,30,31","found in faint-star QLP search","2021-05-04","2024-08-22","2024-08-22"
+"166851829","2655.01","","3","4","3","3","1","4","4","5.8","28.4","34.02","1","0","0","PC","PC","13.2854","0.006","1","qlp-s03-faintsearch","FAINT","40.357932","-52.362841","8.333","0.03","0.325","0.03","2459132.354491","0.0033061","4.7277153","0.0000287","2.5","0.282","4.351654","0.006794","4000","6.25762","6.45464","","193.697","1039","13","617.763","6.9345","5601","122","4.39","","1.05","","","","0.99","","2,3,29,30","found in faint-star QLP search","2021-05-04","2024-08-22","2024-08-22"
+"231065398","2656.01","","3","4","3","3","1","4","4","10.6","49.4","64.81","5","0","0","PC","PC","13.5011","0.006","1","qlp-s03-faintsearch","FAINT","31.900021","-56.14061","26.6","0.024","-20.261","0.022","2458392.685508","0.0023945","7.7898378","0.0010879","3.095","0.394","12.437502","0.012444","11390","11.4617","9.36784","","77.3001","826","25","488.29","3.5285","5091.5","71.8","4.48","2","0.85","","","","0.89","","2,3","found in faint-star QLP search; candidate hot Jupiter","2021-05-04","2024-08-22","2024-08-22"
+"160004025","2657.01","TIC 160004025.01","3","4","3","3","1","4","4","26.8","68.3","103.95","4","0","0","PC","PC","13.4765","0.006","1","qlp-s03-faintsearch","FAINT","50.902882","-40.211208","21.571","0.021","10.691","0.03","2459164.312459","0.0009091","2.7985528","0.0000056","2.459","0.139","13.349429","0.004218","12220","3.88479","12.3741","","406.289","1250","41","674.476","6.781","5416","122","4.33","","1.09","","","","0.94","","3,4,30,31","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-05-04","2024-08-22","2024-08-22"
+"31634579","2658.01","","3","4","3","3","3","4","4","24.1","42.3","317","4","0","2","PC","PC","13.4228","0.006","1","spoc-s01-s69-b0A-PC","FAINT","45.374736","-68.945247","7.19","0.032","13.186","0.028","2460135.330861","0.0011361089","8.8759249","0.0000159","3.8366416820265","0.09960206","28.331842","0.574174","25757.06882026","528.6944","16.577594925151","0.3502983","141.62961136798","879.84924444355","49.13372","666.807","6.7165","5528.3","122.8","4.38","","1.0233700275421","","","","1.03","","1,2,3,27,28,67,68,69","found in faint-star QLP search; warm Jupiter candidate","2021-05-04","2024-08-22","2024-08-22"
+"147456499","2659.01","","3","4","4","3","3","4","4","105.8","191.8","128.62","6","0","3","PC","PC","12.7331","0.006","1","qlp-s03-faintsearch","FAINT","41.060793","-40.196949","-8.984","0.021","-38.868","0.025","2459140.202044","0.0002752","1.2558789","7e-7","1.795","0.059","24.441543","0.002021","22260","1.86118","14.1053","0.906689","681.251","1423","92","328.18","1.652","4926","126.5","4.43","0.09","0.91","0.06","","","0.81","0.0987084","3,30","found in faint-star QLP search","2021-05-04","2024-08-22","2024-08-22"
+"372817671","2660.01","","3","4","3","3","3","4","4","13.4","31.4","81.75","0","0","1","PC","PC","12.1651","0.006","1","qlp-s03-faintsearch","FAINT","66.885596","-54.184998","14.093","0.044","-11.556","0.046","2459190.295578","0.0020611","5.0183771","0.0000234","3.218","0.283","2.717739","0.002425","2500","2.23335","10.7644","","187.484","1030","25","630.124","9.0935","5011.2","64.5","4.49","2","2.15","","","","","","3,4,5,30,31,32","found in faint-star QLP search","2021-05-04","2024-08-22","2024-08-22"
+"144125079","2661.01","","3","4","4","3","1","4","4","24.2","67.3","100.8","1","0","0","PC","PC","13.0533","0.006","1","qlp-s03-faintsearch","FAINT","59.909995","-46.988413","15.139","0.024","7.845","0.03","2459168.639577","0.0009901","3.6257584","0.0000077","2.814","0.177","11.405642","0.003077","10450","2.83401","12.2058","","377.929","1228","47","635.045","5.278","5606","122","4.3","","1.17","","","","0.99","","3,4,30,31","found in faint-star QLP search","2021-05-04","2024-08-22","2024-08-22"
+"423672208","2662.01","","3","4","3","3","1","4","4","27.3","77.1","112.63","3","1","0","PC","PC","13.4675","0.007","1","qlp-s03-faintsearch","FAINT","21.498236","-14.818658","-15.573","0.073","-14.44","0.025","2458401.914156","0.0021847","3.790687","0.0008155","2.958","0.479","16.674001","0.032566","15240","29.9939","12.9604","","417.971","1259","31","640.511","13.156","5542","122","4.41","","1.02","","","","0.98","","3","V-shaped; found in faint-star QLP search","2021-05-04","2024-08-22","2024-08-22"
+"423666115","2663.01","","3","5","5","3","3","4","4","23.8","70.9","46.97","6","0","1","PC","APC","12.7147","0.007","1","qlp-s03-faintsearch","FAINT","9.289758","-13.941227","3.689","0.065","-6.378","0.034","2459140.932852","0.0014991","0.58228","0.0000016","0.691","0.196","3.447251","0.025154","3170","23.1672","7.80197","0.797526","1871.39","1832","21","730.972","16.5485","6288","131.6","4.29","0.09","1.32","0.07","","","1.23","0.191747","3,30","V-shaped; found in faint-star QLP search","2021-05-04","2024-08-22","2024-08-22"
+"277871306","2664.01","","5","5","5","5","5","5","5","403.3","788","317","0","0","4","EB","FP","10.1483","0.007","1","qlp-s72-ffi","QLP","156.922386","0.501027","-9.999","0.079","-24.748","0.075","2460277.924101","0.0002893","3.9602774","0.000004","0.884","0.15","6.744871","11.777877","6193","10789.2","24.4489","3.12811","149.866","974","77","156.291","1.3345","5863","125.7","4.43","0.08","1.04","0.05","","","1.06","0.132334","35,45,46,62,72","v-shaped; possible odd-even; TFOP SB1/FP","2021-05-06","2024-01-03","2024-01-05"
+"186936449","2665.01","TIC 186936449.01","3","4","3","3","3","4","4","23","98.2","34.68","0","0","1","PC","PC","10.3716","0.006","1","qlp-s62-ffi","QLP","134.15896","-34.628475","-25.746","0.042","0.821","0.041","2460009.765012","0.0009607","2.8456505","0.0000027","2.556","0.116","2.914768","0.084236","2681","77.5813","6.4972","0.322797","758.965","1462","37","222","1.4855","6112","132.1","4.27","0.08","1.3","0.06","","","1.15","0.155214","8,35,62","","2021-05-06","2023-04-12","2023-04-25"
+"170889511","2666.01","","3","5","5","3","3","4","4","","","317","0","1","1","PC","APC","6.9887","0.006","1","qlp","QLP","139.480865","-3.387525","23.429","0.099","-63.661","0.091","2459259.141383","0.0017871","","","1.445","0.07","24.19727","0.01222","22040","11.2546","16.6553","0.950689","21.4281","599","235","32.6024","0.09845","5212","110.6","4.3","0.08","1.11","0.06","0.08","0.03","0.89","0.10195","35","v-shaped; possible EB; single transit","2021-05-06","2021-05-06","2022-12-14"
+"348684813","2667.01","","5","5","5","5","5","5","5","15.2","28.9","93.71","2","2","1","O","FP","9.6732","0.007","1","qlp-s61-ffi","QLP","133.993484","-14.35529","-1.585","0.317","-2.482","0.309","2459976.896634","0.003987","7.7517472","0.0000392","3.761","0.495","0.935222","0.049226","861","45.338","11.6856","","123.828","929","16","454.873","38.5215","5133","122","","","4.75","","","","","","8,35,61","evolved host; two stars in pixel;  SG1 determined true source to be TIC 348684814 (Tmag~11.5) and has retired this target as NPC","2021-05-06","2024-01-29","2024-01-29"
+"192076548","2668.01","","3","4","3","3","3","4","4","22.9","96.5","31.77","1","0","1","PC","PC","10.1782","0.006","1","qlp-s35-ffi","FAINT","137.028642","-39.350904","-11.62","0.044","3.091","0.047","2459279.678391","0.0016098","1.1159326","0.0000028","1.013","0.196","0.912402","0.00172","840","1.58388","6.17322","0.358551","1667.72","1780","17","314.451","2.9355","6859","136.4","4.16","0.09","1.68","0.07","","","1.49","0.242858","8,9,35","found in faint-star QLP search","2021-05-06","2024-08-22","2024-08-22"
+"348835438","2669.01","TIC 348835438.01","3","5","5","3","4","4","4","14.4","28.4","71.2","5","8","3","CP","CP","9.9917","0.007","1","qlp-s61-ffi","QLP","134.722645","-13.312579","18.681","0.062","-11.117","0.06","2459985.604157","0.0055852","6.203496","0.000039","5.715","1.142","0.879803","0.043907","810","40.4389","9.93735","","375.554","1226","18","393.443","6.3565","4859","122","","","3.98","","","","","","8,35,61","TOI-2669 b","2021-05-06","2023-03-10","2023-03-24"
+"190721237","2670.01","","1","4","1","3","3","4","4","27.4","132.8","71.65","8","2","5","PC","PC","9.5986","0.006","1","spoc-s62-b0A","QLP","133.755005","-37.341245","-69.98","2","89.04","2","2459994.198115","0.0015688814","12.928122283924","0.0022140997","3.9850989186533","0.109553285","4.466306","0.223122","4105.17052532","205.48228","9.9744359822691","0.29384416","154.40741500441","899.05609094864","15.569556","171.703","","6332","","","","1.3927099704742","","","","","","8,35,62","formerly a duo-transit but now have two consecutive transits; possible TTVs","2021-05-06","2023-09-12","2023-09-25"
+"190081497","2671.01","","5","5","5","5","5","5","5","23.1","97.4","37.53","1","0","1","EB","FP","10.3364","0.006","1","qlp-s35-ffi","QLP","132.269994","-36.578257","-6.684","0.04","-10.243","0.041","2459991.730295","0.011556181","3.1630387","0.0000365","4.661","0.438","1.227576","0.169547","1130","156.146","6.82612","1.86481","17348.8","3197","15","233.793","1.5895","6187","128.6","4.26","0.08","1.34","0.06","","","1.18","0.162622","8,35,61,62","slight centroid offset possible on TIC 190081483 or fainter neighbors; possibly EB; offset centered on TIC 190081499(Tmag~16.7) in SPOC s62; retired as TFOP FP/NEB","2021-05-06","2024-01-30","2024-01-30"
+"129372561","2672.01","","3","5","5","3","3","4","4","36.1","72","317","1","2","1","PC","APC","10.6734","0.007","1","qlp","QLP","118.897492","-25.86546","-1.358","0.07","0.218","0.079","2459251.408882","0.0030937","10.7189647","0.0000565","2.855","0.518","5.256811","0.049097","4830","45.2186","18.5904","1.73523","492.096","1312","15","625.01","20.493","7830","132.4","4.07","0.08","2.07","0.09","","","1.86","0.291629","7,34","ramp-like transit shape","2021-05-20","2021-05-19","2022-12-14"
+"1018843","2673.01","","1","5","5","1","4","4","4","8","65.6","5.73","2","4","5","PC","PC","8.8448","0.006","1","qlp-s62-ffi","QLP","130.932185","-26.980824","-55.376","0.057","-10.422","0.088","2460011.626285","0.0019774","1.9126596","0.0000045","2.178","0.254","0.403969","0.018031","372","16.6071","2.2474","0.120633","943.042","1543","25","98.3018","0.51595","5601.4","105.1","4.24","0.08","1.24","0.05","0.328235","0.0317196","0.99","0.128701","8,34,35,61,62","possible centroid offset","2021-05-20","2023-04-12","2023-06-05"
+"434496663","2674.01","","3","5","5","3","3","4","4","33.8","96.3","116.12","1","2","1","PC","APC","10.185","0.006","1","qlp","QLP","173.024957","-20.632635","9.69","0.078","-30.776","0.047","2459291.690613","0.0008015","7.2972359","0.0000126","0.827","0.058","4.111859","0.003423","3780","3.15282","13.2402","0.733716","14.5303","543","32","370.146","6.0165","6433","134.9","3.91","0.09","2.1","0.1","","","1.3","0.206532","9,36","slight depth-aperture and centroid offset to N; Gaia DR2 RV error ~5.5 km/s","2021-05-27","2021-05-27","2022-12-14"
+"179033846","2675.01","TIC 179033846.01","5","5","5","5","5","5","5","59.8","146.4","115.77","6","3","1","PC","FP","11.7919","0.008","1","qlp-s04-faintsearch","FAINT","64.262587","-29.524909","3.127","0.042","-2.498","0.047","2459197.208589","0.0010196","1.476869","0.0000029","1.451","0.135","2.902793","1.034315","2670","952.186","13.2219","4.68994","7685.32","2608","43","523.999","7.575","6712","184.6","4.28","2.01","1.37","0.06","","","1.35","0.219139","4,5,31,32","V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"420016507","2676.01","TIC 420016507.01","3","4","3","3","3","4","4","36.1","44.2","317","5","1","1","PC","PC","12.7082","0.008","1","qlp-s04-faintsearch","FAINT","35.419766","0.513621","19.463","0.064","-6.532","0.045","2459168.078836","0.0012088","3.4082154","0.0000072","3.901","0.1","10.977818","0.001745","10060","1.60695","16.7879","0.808215","1192.31","1637","30","840.941","18.9845","6231.4","103.1","4.11","0.08","1.59","0.07","-0.093","0.017","1.2","0.15879","4,31","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"398736713","2677.01","","3","4","3","3","3","4","4","","","317","2","6","6","PC","PC","10.8489","0.007","1","qlp-s04-faintsearch","FAINT","35.242357","-10.385468","-18.669","4.948","10.459","2.433","2458429.573362","0.0008862","6.4967452","0.0006987","1.8","0.162","5.365917","1.923162","4930","1769.73","19.5904","7.24615","160.453","991","30","230.6234","","5186.9","196","","","1.53","0.11","","","","","4","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"354517490","2678.01","","3","4","4","3","1","4","4","20.6","66.5","75.04","2","0","0","PC","PC","13.4391","0.006","1","qlp-s04-faintsearch","FAINT","79.671516","-44.466494","-0.31","0.032","11.737","0.039","2459221.389847","0.0009417","3.4523955","0.0000051","1.624","0.131","14.493166","0.00928","13260","8.54726","10.2673","","139.443","957","40","602.385","5.9795","5614","123","4.49","","0.94","","","","0.99","","4,5,6,31,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"323295908","2679.01","TIC 323295908.01","3","4","3","3","3","4","4","36.7","119.3","95.93","3","1","1","PC","PC","12.4453","0.006","1","qlp-s04-faintsearch","FAINT","52.733981","-39.613572","-1.085","0.03","16.601","0.034","2459169.162947","0.0004285","3.8539027","0.0000043","2.906","0.062","15.880463","0.001282","14520","1.1811","11.8808","0.57189","374.407","1225","95","403.17","2.9105","5805","129.2","4.52","0.08","0.93","0.04","","","1.04","0.13241","4,30,31","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"219366908","2680.01","","5","5","5","5","5","5","5","16.6","72","18.15","2","0","1","PC","FP","12.653","0.006","1","qlp-s04-faintsearch","FAINT","75.439417","-49.284463","93.2","0.024","51.274","0.028","2459199.016708","0.0008111","0.6293198","0.0000012","1.129","0.232","4.057368","0.00858","3730","7.90253","4.46635","0.342805","2516.29","1973","51","344.16","1.728","5508","134.6","4.63","0.08","0.79","0.04","","","0.97","0.123833","4,5,6,31,32","V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"209408136","2681.01","","3","4","3","3","3","4","4","30.8","88.3","98.62","3","1","1","PC","PC","12.1692","0.006","1","qlp-s04-faintsearch","FAINT","45.019629","-32.74462","10.678","0.031","-3.475","0.045","2459164.002226","0.0006386","3.1292868","0.0000051","1.545","0.329","8.097138","0.013028","7430","11.999","12.0419","0.785006","400.405","1246","50","547.103","8.179","6078","132.2","4.25","0.08","1.32","0.07","","","1.14","0.154632","4,30,31","slightly V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"200803270","2682.01","","3","4","4","3","3","4","4","41.6","117.6","92.22","3","0","1","PC","PC","12.6795","0.006","1","qlp-s04-faintsearch","FAINT","52.705622","-49.715496","13.882","0.021","-2.259","0.029","2459139.377363","0.0006317","2.5981987","0.0000028","1.412","0.268","15.59405","0.024989","14260","23.0154","11.5397","0.782465","233.319","1088","62","414.029","2.238","5516","132.7","4.49","0.08","0.93","0.05","","","0.97","0.124967","3,4,30","V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-09-01"
+"200320748","2683.01","","3","4","3","3","3","4","4","16.2","56.1","43.35","0","0","2","PC","PC","12.4435","0.006","1","qlp-s04-faintsearch","FAINT","76.314156","-42.128668","3.012","2.436","-14.418","2.436","2459197.662315","0.0013369","1.5292851","0.0000036","1.167","0.131","3.044325","0.003684","2800","3.39267","12.6875","1.85386","623.678","1392","18","573.731","","6295.5","447.1","","","2.21","0.31","","","","","4,6,31,32","slightly V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"161568891","2684.01","","3","4","3","3","1","4","4","9.5","40.1","24.36","1","0","0","PC","PC","13.2964","0.006","1","qlp-s04-faintsearch","FAINT","74.431769","-47.021434","-21.74","0.033","34.074","0.039","2459195.18388","0.0025267","2.4756487","0.0000106","2.461","0.322","4.755065","0.005389","4370","4.96362","5.25914","","321.692","1179","1000","330.145","1.8725","4633","122","4.5","","0.8","","","","0.74","","4,5,6,31,32","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"161479081","2685.01","","3","4","3","3","1","4","4","21","63.5","87.61","3","0","0","PC","PC","13.322","0.006","1","qlp-s04-faintsearch","FAINT","73.369061","-45.034739","-11.887","0.023","-10.147","0.025","2459197.748783","0.0009316","3.4711465","0.0000076","1.606","0.221","10.988785","0.012332","10070","11.3581","11.1759","","148.699","972","32","645.065","5.2705","5593","122","4.39","","1.05","","","","0.99","","4,5,31,32","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"159989004","2686.01","","3","4","3","3","3","4","4","18.1","54.7","94.19","1","1","1","PC","PC","12.9852","0.006","1","qlp-s04-faintsearch","FAINT","50.654419","-36.751886","6.662","0.022","20.168","0.035","2459169.865852","0.0015311","3.5746058","0.0000115","1.153","0.226","6.577731","0.017205","6040","15.846","11.6965","0.81782","127.934","936","17","861.62","12.539","6257","133.3","4.25","0.08","1.37","0.07","","","1.22","0.172016","4,31","slightly V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"155993822","2687.01","TIC 155993822.01","3","4","3","3","3","4","4","23.6","59.5","109.83","1","1","1","PC","PC","12.4052","0.007","1","qlp-s04-faintsearch","FAINT","56.110097","-13.108709","9.083","0.056","-0.078","0.059","2459164.974049","0.0020059","4.0944492","0.0000133","4.233","0.244","6.413894","0.00164","5890","1.51019","12.8011","0.755192","711.268","1438","27","634.2","18.3645","5650","128.6","4.03","0.08","1.6","0.09","","","1","0.12104","4,31","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"98728690","2688.01","","3","4","3","3","3","4","4","8.1","36.9","20.16","1","2","1","PC","PC","11.3437","0.007","1","qlp-s04-faintsearch","FAINT","44.173861","-15.055586","-0.606","0.069","-48.614","0.085","2459165.769957","0.0048708","2.1415519","0.0000177","2.989","0.353","1.151491","0.00229","1060","2.10881","4.72287","0.35464","1363.83","1693","11","350.687","7.136","5530","127.5","4.08","0.09","1.48","0.08","","","0.97","0.126019","4,31","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"92363023","2689.01","","3","4","3","3","3","4","4","13.3","56","35.29","1","0","1","PC","PC","12.6443","0.007","1","qlp-s04-faintsearch","FAINT","52.68049","-22.003846","5.341","0.031","-27.854","0.031","2459164.871015","0.0021338","3.4180406","0.0000123","2.242","0.32","5.660559","0.006309","5200","5.81054","6.58171","0.485075","201.62","1049","21","315.805","1.998","5001","128.7","4.46","0.09","0.89","0.06","","","0.83","0.102156","4,31","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"92359852","2690.01","","3","4","4","3","3","4","4","84.7","249.3","98.87","2","2","3","PC","PC","10.732","0.021","1","qlp-s04-faintsearch","FAINT","52.231039","-19.974666","","","","","2459167.712302","0.0004408","4.1549988","0.0000041","2.873","0.096","15.120533","0.002312","13830","2.12906","","","","","109","","","","","","","","","","","","","4,31","no radius; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"71345362","2691.01","","3","4","3","3","3","4","4","8","40.5","26.44","0","0","1","PC","PC","12.5728","0.006","1","qlp-s04-faintsearch","FAINT","45.115585","-21.26916","4.345","2.156","-18.909","2.156","2459167.794838","0.0047673","3.8821916","0.0000402","3.126","1.399","2.902793","0.13719","2670","126.349","5.57096","","1093.46","","13","374.763","","5283","","","","0.95","","","","","","4,31","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"38399060","2692.01","TIC 38399060.01","3","4","3","3","1","4","4","32","97.5","100.85","2","1","0","PC","PC","13.3717","0.008","1","qlp-s04-faintsearch","FAINT","54.095284","-9.374473","12.329","0.049","-1.625","0.045","2459163.769215","0.0009674","3.6506781","0.0000077","2.79","0.13","22.344809","0.00818","20370","7.53433","12.1655","","273.621","1133","49","472.632","6.7335","5343","122","4.55","","0.84","","","","0.92","","4,31","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"30016082","2693.01","","3","4","4","3","1","4","4","44.2","103.4","92.63","6","0","0","PC","PC","13.3201","0.007","1","qlp-s04-faintsearch","FAINT","42.96122","-15.632723","12.678","0.045","-3.843","0.05","2459167.861473","0.0008491","1.3225635","0.0000023","1.683","0.102","15.032459","0.008288","13750","7.63322","11.5804","","825.226","1493","40","537.182","12.4615","5388","123","4.44","","0.97","","","","0.94","","4,31","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"146467673","2694.01","","3","5","5","3","3","4","4","60.4","131.8","120.1","1","1","1","PC","APC","12.575","0.019","1","qlp-s05-faintsearch","FAINT","76.083135","-20.725762","","","","","2459198.068832","0.0014089","1.6375324","0.0000044","1.665","0.15","12.141016","0.012813","11120","11.8014","","","437.581","1274","25","451.486","","5095.6","1104.7","","","","","","","","","5,32","no radius; found in faint-star QLP search; parent of TIC8 SPLIT into two fainter stars and target may be on brighter of the two; possible SG1 NEB or NPC","2021-06-03","2024-08-22","2024-08-22"
+"140284353","2695.01","","3","5","5","3","1","4","4","","","115.87","2","0","0","PC","APC","13.0494","0.006","1","qlp-s05-faintsearch","FAINT","85.314319","-34.832198","-8.752","3.188","4.303","3.188","2459226.435976","0.0007575","0.5566811","8e-7","0.473","0.158","3.534389","0.068868","3250","63.4275","13.2433","1.91906","634.993","1398","26","","","5200","234.9","","","1.7","0.16","","","","","5,6,32,33","V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"139445621","2696.01","","3","4","4","3","3","4","4","21.7","79.6","100.44","6","0","1","PC","PC","12.4762","0.006","1","qlp-s05-faintsearch","FAINT","80.674425","-20.42779","-2.81","0.029","-4.629","0.037","2459199.897242","0.0010961","6.409365","0.0000111","1.707","0.111","12.338665","0.005226","11300","4.81338","12.1252","0.613031","64.1809","788","42","537.943","7.5445","6191","117.6","4.41","0.08","1.12","0.05","","","1.19","0.16905","5,6,32","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"139445453","2697.01","","3","4","3","3","1","4","4","11.7","33.1","83.53","0","0","0","PC","PC","13.1506","0.007","1","qlp-s05-faintsearch","FAINT","80.658108","-20.654114","9.1","0.02","7.603","0.025","2459199.867115","0.0040923","4.3169755","0.0000291","4.523","0.463","5.082264","0.004444","4670","4.09313","10.9284","","803.246","1483","20","911.81","16.2935","5683","122","4.03","","1.61","","","","1.01","","5,6,32","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"100683605","2698.01","","3","4","3","3","1","4","4","22.1","68.3","68.47","1","1","0","PC","PC","13.3713","0.006","1","qlp-s05-faintsearch","FAINT","87.624787","-32.777806","2.414","2.209","9.611","2.209","2459223.847344","0.0009262","3.270563","0.0000076","1.682","0.112","10.550162","0.007118","9670","6.55573","","","123.655","929","31","440.358","","5219.5","174.8","","","","","","","","","5,6,32,33","no radius; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"77958378","2699.01","","3","4","3","3","1","4","4","27.1","67.3","127.92","2","1","0","PC","PC","13.0583","0.006","1","qlp-s05-faintsearch","FAINT","79.489758","-33.399418","5.515","0.025","-5.38","0.029","2459198.336939","0.0011522","5.8259928","0.000012","2.442","0.296","13.987133","0.011043","12800","10.1712","14.0157","","71.3806","809","38","511.659","4.151","4964","122","4.19","","1.2","","","","0.82","","5,6,32","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"56096837","2700.01","TIC 56096837.01","3","4","4","3","3","4","4","34.3","104.2","105.72","2","3","1","PC","PC","12.0698","0.009","1","qlp-s05-faintsearch","FAINT","70.127698","-9.890482","11.791","0.054","-6.94","0.049","2459196.570296","0.0008068","4.6636858","0.0000072","2.604","0.191","12.130037","0.00329","11110","3.03005","12.5117","0.643505","226.009","1080","61","404.662","5.5845","5720","129.9","4.32","0.08","1.16","0.06","","","1.02","0.128354","5,32","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-09-01"
+"44791617","2701.01","","3","4","3","3","3","4","4","7.9","32","28.53","0","0","1","PC","PC","12.5257","0.007","1","qlp-s05-faintsearch","FAINT","61.836947","-27.26974","15.541","0.025","7.037","0.033","2459166.358806","0.0044623","2.169466","0.0000165","1.653","0.421","1.934333","0.008612","1780","7.93164","5.81205","0.506319","643.066","1402","9","600.01","6.387","5823","128.4","4.2","0.08","1.35","0.07","","","1.05","0.129661","4,5,31","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"43604949","2702.01","","3","4","3","3","1","4","4","31.6","35.5","317","1","1","0","PC","PC","13.0115","0.008","1","qlp-s05-faintsearch","FAINT","75.475796","-7.660236","1.296","0.029","-1.53","0.028","2459196.429516","0.0011025","1.9422802","0.0000038","2.768","0.124","8.874059","0.001764","8140","1.62465","15.1178","","2966.77","2056","34","1115.16","23.98","6950","123","4.21","","1.6","","","","1.52","","5,32","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"43475220","2703.01","TIC 43475220.01","3","4","3","3","1","4","4","16.4","59.7","88.9","2","1","0","PC","PC","13.3652","0.007","1","qlp-s05-faintsearch","FAINT","74.825739","-7.383684","4.82","0.043","-6.007","0.038","2459193.235438","0.0018651","6.1735306","0.0000201","3.163","0.28","14.152118","0.011234","12950","10.3473","11.2676","","145.598","967","27","558.907","8.5655","5435","122","4.45","","0.96","","","","0.95","","5,32","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"32677675","2704.01","TIC 32677675.01","3","4","4","3","3","4","4","44","60.5","317","3","1","1","PC","PC","12.7063","0.008","1","qlp-s05-faintsearch","FAINT","85.704592","-25.996545","-10.654","0.028","-7.534","0.036","2459225.757456","0.0004184","3.6364993","0.0000028","3.509","0.04","18.284902","0.000534","16700","0.491401","16.4306","0.782017","977.668","1557","131","718.493","11.6905","6552","134.2","4.39","0.09","1.23","0.06","","","1.36","0.215864","5,6,32,33","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-09-01"
+"169448771","2705.01","","3","4","4","3","3","4","4","7.7","27.4","106.51","5","1","1","PC","PC","12.6139","0.008","1","qlp-s05-faintsearch","FAINT","77.481063","-12.629684","7.535","0.037","-3.984","0.034","2459165.598824","0.0055204","18.010652","0.0001757","4.952","0.672","4.984094","0.00885","4580","8.1512","12.5654","0.849191","61.2858","779","14","759.341","12.339","5740","124.6","3.91","0.08","1.85","0.09","","","1.03","0.128336","5,32","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"457202957","2706.01","","3","4","3","3","3","4","4","59","61.5","317","1","0","2","PC","PC","13.4046","0.007","1","qlp-s05-faintsearch","FAINT","72.210785","2.475949","-0.407","0.053","-6.381","0.033","2458461.885377","0.0048796","1.8851834","0.0008097","1.428","0.535","5.933446","3.51097","5450","3228.5","17.0369","","1582.72","1757","9","780.028","17.04","5807","122","4.26","","1.25","","","","1.04","","5","slightly V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"455036659","2707.01","TIC 455036659.01","3","5","5","3","5","4","5","48.1","61.7","317","0","0","1","PC","KP","12.1569","0.009","1","qlp-s05-faintsearch","FAINT","68.974396","2.431273","7.784","0.079","-3.863","0.044","2459194.067914","0.0008783","4.007232","0.0000067","4.78","0.112","11.306898","0.00128","10360","1.17919","18.1614","0.968247","1275.2","1664","74","651.897","15.0705","6202","131.6","4.03","0.09","1.75","0.09","","","1.19","0.167703","5,32","HAT-P-64; found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"452810327","2708.01","TIC 452810327.01","5","5","5","5","5","5","5","32.4","30.7","317","0","0","3","PC","FP","12.5398","0.008","1","qlp-s05-faintsearch","FAINT","72.669098","5.387256","5.218","0.05","-7.067","0.033","2459197.357111","0.0015789","2.3540172","0.0000065","2.36","0.211","7.25519","0.005492","6660","5.05864","14.4919","0.839009","954.677","1548","27","825.004","18.9655","6114","126.1","4.02","0.09","1.74","0.09","","","1.15","0.157863","5,32","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"452810326","2709.01","TIC 452810326.01","3","4","4","3","3","4","4","34.2","34.9","317","3","1","2","PC","PC","13.0639","0.008","1","qlp-s05-faintsearch","FAINT","72.668157","5.386163","4.882","0.038","-6.269","0.025","2459197.356321","0.0014645","2.3540163","0.0000063","2.416","0.207","10.933948","0.008186","10020","7.53915","15.1575","","960.683","1551","28","892.418","17.1245","6124","122","4.16","","1.48","","","","1.16","","5,32","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"408231638","2710.01","","3","4","3","3","1","4","4","17.7","101","97.79","3","0","0","PC","PC","13.3942","0.006","1","qlp-s05-faintsearch","FAINT","82.349235","-23.761849","13.963","0.025","-14.174","0.026","2459196.318036","0.0009152","10.7448417","0.0000166","3.298","0.117","42.141326","0.01325","38070","12.2037","11.9772","","24.4016","619","75","278.402","1.314","4701","122","4.72","","0.63","","","","0.751","","5,6,32","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"396896334","2711.01","TIC 396896334.01","3","4","3","3","1","4","4","30.2","82.8","128.84","4","1","0","PC","PC","13.0719","0.01","1","qlp-s05-faintsearch","FAINT","62.594692","3.762823","14.12","0.056","-7.493","0.028","2459190.700563","0.0011748","5.7604868","0.0000126","3.08","0.136","15.946569","0.005207","14580","4.79591","14.0917","","158.265","988","36","470.297","6.9245","5530.3","127.3","4.33","","1.12","","0.464","0.118","0.97","","5,32","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"362026280","2712.01","","3","4","3","3","3","4","4","18.3","58.4","68.84","1","1","2","PC","PC","13.0933","0.006","1","qlp-s05-faintsearch","FAINT","66.147282","2.575275","11.634","2.237","-7.934","2.231","2459195.831917","0.00237","3.078479","0.0000135","2.424","0.277","6.293762","0.00713","5780","6.56687","","","295.7","1155","18","598.388","","5140.1","175.6","","","","","","","","","5,32","no radius; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"332660287","2713.01","","3","4","3","3","3","4","4","24.7","91","27.63","5","1","1","PC","PC","12.483","0.007","1","qlp-s05-faintsearch","FAINT","63.150132","-12.317659","-15.112","0.026","-14.999","0.021","2459197.326471","0.0008372","1.2434016","0.000002","0.939","0.263","4.427963","0.02195","4070","20.2163","5.66309","0.52193","412.506","1255","28","246.568","1.258","4967","126.6","4.6","0.09","0.75","0.05","","","0.82","0.0994234","5,32","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"332534326","2714.01","","3","4","4","3","3","4","4","36.1","89.8","111.79","3","1","1","PC","PC","12.7979","0.007","1","qlp-s05-faintsearch","FAINT","61.401248","-14.926746","11.318","0.026","4.976","0.024","2459168.948798","0.0010114","2.4993895","0.0000045","2.99","0.101","11.581209","0.002073","10610","1.90971","12.9239","0.690267","945.55","1544","44","597.873","7.786","5737","124","4.28","0.08","1.21","0.06","","","1.02","0.129444","5,31","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"311239796","2715.01","","3","4","3","3","1","4","4","15.4","39.7","122.79","0","0","0","PC","PC","13.0115","0.008","1","qlp-s44-tois","FAINT","75.945973","14.305611","2.626","0.044","-4.912","0.031","2459515.126171","0.0026087","4.9640641","0.0000225","4.908","0.284","5.344095","0.002635","4910","2.42718","13.6926","","1050.08","1585","22","981.407","26.967","6323","123","3.95","","1.95","","","","1.25","","5,32,43,44","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"284859630","2716.01","TIC 284859630.01","3","4","3","3","3","4","4","13.9","63","66.24","3","2","1","PC","PC","12.3425","0.008","1","qlp-s05-faintsearch","FAINT","76.989171","5.969123","0.94","0.062","2.404","0.049","2459194.254825","0.0018191","7.5420435","0.000027","3.854","0.231","8.414405","0.003837","7720","3.53362","9.55159","0.533134","210.743","1061","33","447.236","7.563","5949","132.7","4.42","0.07","1.07","0.05","","","1.09","0.13002","5,32","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"269077474","2717.01","","5","5","5","5","5","5","5","21.4","54.2","87.53","2","0","1","PC","FP","12.8212","0.007","1","qlp-s05-faintsearch","FAINT","75.410841","1.840649","1.574","0.036","-11.541","0.026","2459197.192883","0.0017978","1.3164901","0.0000051","1.389","0.241","3.89391","0.009229","3580","8.49999","11.2218","0.792626","1368.05","1694","15","1017.77","23.3595","6341","125.5","4.04","0.09","1.78","0.09","","","1.26","0.192694","5,32","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"248655096","2718.01","TIC 248655096.01","3","4","4","3","1","4","4","31.8","86.1","81.71","3","1","0","PC","PC","13.5252","0.009","1","qlp-s05-faintsearch","FAINT","67.288211","-3.189669","8.315","0.047","-8.497","0.036","2459196.564554","0.0008735","2.7625084","0.0000053","2.037","0.108","17.688811","0.009886","16160","9.10497","10.8143","","155.318","983","41","373.363","4.5935","4694","122","4.48","","0.83","","","","0.75","","5,32","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"176314383","2719.01","","3","4","3","3","4","4","4","6.3","25.8","30.62","0","2","2","PC","PC","12.0676","0.007","1","qlp-s05-faintsearch","FAINT","71.554945","-0.804872","15.342","0.073","-11.89","0.054","2459197.636818","0.0060746","3.3759446","0.0000503","3.538","0.517","1.379761","0.003216","1270","2.96167","6.03548","0.468317","874.29","1514","10","588.368","12.467","5701","131.2","3.99","0.08","1.69","0.1","","","1.02","0.128869","5,32","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"169448297","2720.01","","3","4","3","3","3","4","4","15","37.2","73","0","0","1","PC","PC","12.4742","0.007","1","qlp-s05-faintsearch","FAINT","77.277149","-12.635305","10.578","0.046","10.741","0.046","2459199.697082","0.0039721","2.1473577","0.0000137","2.706","0.294","2.500069","0.003133","2300","2.88579","10.0889","0.657217","1324.12","1680","17","850.437","18.21","5834","124.7","3.81","0.08","2.12","0.11","","","1.05","0.121756","5,32","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"167714124","2721.01","TIC 167714124.01","3","4","4","3","3","4","4","27.1","82.9","96.98","3","1","3","PC","PC","12.8482","0.006","1","qlp-s05-faintsearch","FAINT","80.421253","-38.656827","-4.613","3.278","-4.563","3.278","2459222.321706","0.0007444","4.162733","0.0000057","3.319","0.161","14.064123","0.003235","12870","2.97953","11.1057","1.27605","425.348","1265","75","497.376","","5744.2","324.9","","","0.97","0.11","","","","","5,6,32,33","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"153725446","2722.01","","3","4","3","3","3","4","4","14.4","54.5","19.69","0","0","1","PC","PC","11.1522","0.006","1","qlp-s05-faintsearch","FAINT","66.413097","-43.72027","18.107","0.139","40.029","0.162","2459199.496171","0.0012764","0.708548","0.0000028","0.845","0.237","0.868937","0.006472","800","5.96066","4.66694","0.487332","1121.93","1612","17","349.979","10.179","5678","131","4.08","0.08","1.52","0.09","","","1.01","0.122914","4,5,31,32","V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"152477897","2723.01","","3","4","3","3","1","4","4","29.3","31.7","317","2","0","0","PC","PC","13.3164","0.006","1","qlp-s05-faintsearch","FAINT","62.724267","-43.247264","22.755","0.024","-5.812","0.03","2459165.376298","0.0014483","3.3843865","0.0000093","3.845","0.146","11.712902","0.00327","10730","3.01188","16.224","","917.268","1533","29","1001.29","15.4555","5848","123","4.1","","1.52","","","","1.06","","4,5,31","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"119290630","2724.01","","3","4","3","3","1","4","4","141.3","155.4","317","5","0","0","PC","PC","13.1901","0.006","1","qlp-s06-faintsearch","FAINT","96.610774","-41.416669","-7.374","0.029","-0.023","0.029","2459227.337401","0.0002104","1.4875055","5e-7","1.874","0.017","49.309647","0.000604","44400","0.555935","18.3083","","550.26","1349","199","396.678","2.6675","5142","122","4.54","","0.83","","","","0.87","","6,7,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"100780304","2725.01","","3","5","5","3","3","4","4","25.9","110.4","15.83","2","0","3","PC","APC","12.058","0.006","1","qlp-s06-faintsearch","FAINT","88.651171","-31.859618","19.141","0.034","-15.453","0.042","2459227.295588","0.0008662","0.1846924","4e-7","0.386","0.1","1.510223","0.021265","1390","19.5854","4.10645","0.480583","7063.84","2554","26","341.371","2.5855","5958.8","125.3","4.57","0.08","0.9","0.04","-0.12","0.1","1.09","0.139371","6,32,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"100589633","2726.01","","3","4","3","3","1","4","4","34.7","54.1","317","4","1","0","PC","PC","13.4034","0.006","1","qlp-s06-faintsearch","FAINT","86.453974","-32.947519","2.191","0.023","2.936","0.03","2459221.101893","0.0012634","3.9471513","0.0000098","1.993","0.522","17.600529","0.171576","16080","158.015","18.7538","","406.495","1250","32","1065.58","17.65","6351","122","4.26","","1.37","","","","1.26","","5,6,32,33","found in faint-star QLP search; correct host star for ephemeris match on 100589632/TOI 2342","2021-06-03","2024-08-22","2024-08-22"
+"51830822","2727.01","","3","4","3","3","1","4","4","24.9","42.5","101.79","0","0","0","PC","PC","13.0537","0.006","1","qlp-s06-faintsearch","FAINT","97.895728","-34.882869","-6.725","0.028","12.902","0.026","2459227.430602","0.001999","0.6711626","0.0000025","1.168","0.151","2.532717","0.004614","2330","4.24919","12.243","","2181.85","1904","14","1248.07","25.485","5632","122","3.67","","2.43","","","","1","","6,7,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"42763678","2728.01","","3","4","3","3","3","4","4","61","53.6","317","3","1","1","PC","PC","12.7993","0.007","1","qlp-s06-faintsearch","FAINT","96.814362","-3.235402","14.854","0.046","10.832","0.046","2459227.292219","0.0008998","1.7246234","0.0000036","1.979","0.195","12.90985","0.007999","11820","7.36744","15.5191","0.949066","976.638","1557","37","635.053","15.222","5776","153.6","4.18","0.08","1.37","0.08","","","1.035","0.134031","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"39724477","2729.01","TIC 39724477.01","3","4","4","3","3","4","4","60.5","192.6","106.46","6","2","1","PC","PC","12.263","0.006","1","qlp-s06-faintsearch","FAINT","90.095814","-3.757326","4.574","0.075","5.321","0.081","2459211.895505","0.0004469","4.0350169","0.0000033","2.108","0.13","27.956263","0.003939","25420","3.62831","12.5268","1.52005","126.805","934","100","245.949","3.667","5240.2","100.8","4.64","0.12","0.75","0.09","0.186","0.032","0.895","0.106652","6,33","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"37240067","2730.01","","3","4","3","3","1","4","4","56.4","73.2","317","2","0","0","PC","PC","13.4848","0.018","1","qlp-s06-faintsearch","FAINT","98.267785","-3.167141","-3.911","0.053","9.098","0.047","2459212.952234","0.0019023","2.5082498","0.0000085","1.393","0.281","17.743991","0.059352","16210","54.6641","20.6073","","265.723","1124","17","964.327","31.8585","5909","122","4.11","","1.51","","","","1.07","","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"34729329","2731.01","","1","4","4","1","4","4","4","3.9","6.9","2.39","2","5","3","PC","PC","9.92029","0.006","1","qlp-s06-faintsearch","FAINT","96.069759","-17.053231","19.658","0.081","-93.673","0.093","2459227.225976","0.0038768","0.9953936","0.0000079","2.238","0.378","0.304049","0.000916","280","0.843946","1.35321","0.109257","4359.09","2263","13","107.926","0.834","5697","149.8","4.6","0.08","0.84","0.04","","","1.014","0.129108","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"34466256","2732.01","","5","5","5","5","5","5","5","19.9","66.2","44.32","1","0","1","PC","FP","12.0195","0.009","1","qlp-s06-faintsearch","FAINT","82.46986","-9.158548","0.444","0.077","-4.807","0.071","2459198.602275","0.001378","0.7029205","0.0000019","1.325","0.204","2.69597","0.003726","2480","3.4319","7.51559","0.496465","5873.32","2438","38","675.112","21.404","6699","129.5","4.18","0.09","1.6","0.08","","","1.42","0.244784","6,32","V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"34266522","2733.01","","3","4","3","3","1","4","4","22.2","24.1","317","1","0","0","PC","PC","13.2843","0.011","1","qlp-s06-faintsearch","FAINT","94.847707","-12.762332","5.317","0.035","6.035","0.042","2459222.295382","0.0027802","3.7170532","0.0000216","3.751","0.267","7.867451","0.007187","7220","6.61931","15.999","","891.377","1522","17","1080.65","27.205","6065","122","3.94","","1.9","","","","1.13","","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"21505121","2734.01","","3","4","3","3","3","4","4","4.8","24.9","26.96","0","0","1","PC","PC","12.6746","0.006","1","qlp-s06-faintsearch","FAINT","85.826619","-40.383532","1.364","0.022","-25.681","0.03","2459219.30652","0.0030743","4.5879078","0.0000315","3.464","0.395","2.217164","0.002999","2040","2.76207","5.59491","0.357595","474.054","1299","13","590.401","4.731","5785","132.7","4.26","0.08","1.25","0.06","","","1.04","0.130232","5,6,32,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"20069685","2735.01","","3","4","4","3","3","4","4","89.1","192.3","115.57","4","0","1","PC","PC","12.95","0.006","1","qlp-s06-faintsearch","FAINT","88.785064","-38.388989","25.003","0.024","-2.516","0.027","2459226.43746","0.0003432","1.9663653","0.0000017","1.637","0.096","32.701353","0.00765","29670","7.04587","13.2267","0.965069","189.304","1033","75","262.97","1.001","4687","125.6","4.58","0.1","0.74","0.05","","","0.75","0.0928469","5,6,32,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"91869778","2736.01","","3","4","3","3","4","4","4","26","79.2","86.26","3","2","2","PC","PC","10.9521","0.006","1","qlp-s45-tois","FAINT","88.841655","15.37845","3.529","0.115","-14.546","0.099","2459546.80115","0.0012741","3.4771921","0.0000096","2.002","0.159","3.534389","0.002929","3250","2.6979","11.1486","0.72465","422.8","1263","23","493.21","18.3525","6539","176.3","3.99","0.09","1.94","0.11","","","1.35","0.214026","6,33,43,44,45","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"445946478","2737.01","","3","4","3","3","3","4","4","12","27.3","116.66","0","0","1","PC","PC","12.5745","0.011","1","qlp-s45-tois","FAINT","102.193683","12.282471","0.954","0.045","-2.87","0.04","2459549.813277","0.0046616","3.3328544","0.0000273","6.488","0.566","2.500069","0.002752","2300","2.53463","13.2674","0.887676","4271.73","2252","19","1368.69","43.3","6272","138.8","3.6","0.09","2.91","0.16","","","1.22","0.183948","6,33,44,45","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"445145355","2738.01","","3","4","3","3","1","4","4","","","112.47","0","0","0","PC","PC","13.5607","0.012","1","qlp-s06-faintsearch","FAINT","100.781108","-17.9585","-7.441","2.123","-3.912","2.123","2458487.027945","0.0018284","1.5174038","0.0002969","1.635","0.277","15.549993","0.024705","14220","22.7541","","","","","26","","","","","","","","","","","","","6","no radius; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"319473643","2739.01","","3","4","3","3","3","4","4","101.7","283.5","109.24","3","0","1","PC","PC","11.9013","0.006","1","qlp-s06-faintsearch","FAINT","100.569452","-50.144165","8.268","0.051","-31.079","0.046","2459965.536406","0.00095373916","3.1474843","0.0000029","0.913","0.088","6.140886","3.10041","5640","2851.51","12.7493","4.20256","129.933","940","30","188.151","0.9605","5102.2","127.3","4.68","0.09","0.7","0.05","0.106162","0.0675352","0.86","0.107724","6,7,8,32,33,61","V-shaped; found in faint-star QLP search; variable host","2021-06-03","2024-08-22","2024-08-22"
+"301281965","2740.01","","3","5","5","3","1","4","4","38.6","138.9","30.53","5","0","0","PC","APC","13.2633","0.006","1","qlp-s06-faintsearch","FAINT","100.260562","2.349279","1.735","0.083","12.616","0.088","2459212.462934","0.0016981","0.5348968","0.0000017","0.504","0.115","6.79622","0.092443","6240","85.1396","5.99059","","518.242","1329","12","314.782","5.193","5414.2","190.3","4.88","","0.58","","0.067","0.179","0.942","","6,33","V-shapd; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"283303192","2741.01","","3","4","3","3","3","4","4","61.6","80.7","317","2","2","1","PC","PC","11.7299","0.006","1","qlp-s06-faintsearch","FAINT","104.005957","-0.442588","-0.565","0.08","-0.725","0.072","2459210.246781","0.0006651","2.9884191","0.0000039","3.575","0.083","14.086121","0.001618","12890","1.49052","16.3009","0.850637","1658.79","1777","83","518.63","14.7545","6636","170.8","4.29","0.09","1.4","0.07","","","1.394","0.231468","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"282102605","2742.01","","3","4","4","3","1","4","4","","","91.61","7","0","0","PC","PC","13.5917","0.008","1","qlp-s06-faintsearch","FAINT","103.018282","-2.032864","","","","","2458489.737849","0.005815","1.2541679","0.000566","2.294","0.376","12.195915","0.034814","11170","32.0645","","","1264.69","1661","14","","","4882","169.8","","","","","","","","","6","no radius; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"280212554","2743.01","","5","5","5","5","5","5","5","21.3","33.4","317","1","0","0","PC","FP","13.3574","0.037","1","qlp-s06-faintsearch","FAINT","100.873785","-1.871278","0.707","0.045","-1.906","0.04","2459212.045265","0.0065075","1.1472535","0.0000118","1.789","0.338","4.449767","0.01374","4090","12.6547","17.228","","16302.6","3147","10","2363.78","156.53","9742","126","4.01","","2.59","","","","2.49","","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"279989567","2744.01","","5","5","5","5","5","5","5","","","15.2","1","2","1","PC","FP","11.4746","0.006","1","qlp-s06-faintsearch","FAINT","100.564751","-4.949889","","","","","2459226.18852","0.0031001","0.787177","0.0000036","1.515","0.215","1.466734","0.002738","1350","2.52172","","","1632.52","1770","18","","","4899.5","116.1","","","","","","","","","6,33","no radius; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"237770757","2745.01","","3","4","4","3","3","4","4","106.4","178.3","317","3","0","1","PC","PC","11.9685","0.006","1","qlp-s06-faintsearch","FAINT","104.377746","3.994035","-1.8","1.9","-4.4","2","2459211.945554","0.0005593","1.7932884","0.0000018","3.299","0.092","17.699847","0.001401","16170","1.29029","22.7665","","5108.84","","102","744.184","","7122","","","","1.74","","","","","","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"237736186","2746.01","","3","4","3","3","3","4","4","16.9","78.1","104.43","1","10","1","PC","PC","11.9063","0.023","1","qlp-s06-faintsearch","FAINT","104.075097","3.83621","-1.978","0.076","-2.881","0.065","2459209.392384","0.0030483","4.9208778","0.0000269","3.888","0.377","6.184562","0.006181","5680","5.69246","12.4437","0.758749","3684.32","2170","19","1006.85","46.2075","9668","396.7","4.39","0.08","1.65","0.08","","","2.46","0.355965","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"237632488","2747.01","","3","5","5","3","3","4","4","81","75.5","317","3","0","1","PC","APC","12.8494","0.019","1","qlp-s06-faintsearch","FAINT","103.503578","4.293583","-1.638","0.043","-6.889","0.043","2459212.781596","0.0010967","0.5209929","0.0000011","1.101","0.139","9.344859","0.012008","8570","11.0598","18.4513","1.36786","4262.45","2251","32","995.15","24.603","6116.2","113.7","3.89","0.09","2.01","0.13","-0.446","0.105","1.15","0.161637","6,33","V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"237552878","2748.01","","3","4","4","3","3","4","4","22.3","71.6","92.35","4","0","1","PC","PC","12.8401","0.009","1","qlp-s06-faintsearch","FAINT","103.054435","3.357831","0.679","0.047","-5.565","0.045","2459205.662435","0.003348","4.7838171","0.0000262","2.035","0.412","11.142346","0.028016","10210","25.8034","11.571","0.840715","143.512","964","16","539.161","8.008","5688","126.4","4.36","0.08","1.1","0.05","","","1.01","0.127466","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-09-01"
+"235448190","2749.01","","3","4","3","3","3","4","4","32.7","59.4","317","0","1","1","PC","PC","11.3789","0.008","1","qlp-s06-faintsearch","FAINT","104.055648","6.731795","2.221","0.071","-4.803","0.062","2459225.835075","0.0052901","6.9724832","0.000077","5.156","0.95","4.471571","0.792073","4110","729.26","18.9679","6.47719","5321","2379","16","847.999","29.7225","7616","134.4","4.02","0.08","2.16","0.1","","","1.77","0.282687","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"235300016","2750.01","","3","4","3","3","3","4","4","","","317","1","1","1","PC","PC","11.8145","0.007","1","qlp-s06-faintsearch","FAINT","103.285033","10.65591","-6.313","0.837","1.316","0.836","2459223.251021","0.0008428","6.8204309","0.0000123","3.723","0.117","13.72321","0.002569","12560","2.36568","","","","","59","","","","","","","","","","","","","6,33","no radius; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"231157209","2751.01","","3","4","3","3","1","4","4","21.4","83.5","109.8","1","0","0","PC","PC","13.4603","0.013","1","qlp-s06-faintsearch","FAINT","100.613362","6.816715","-2.264","0.052","-14.133","0.048","2459219.086064","0.0018177","7.4710819","0.0000267","2.511","0.246","27.35484","0.025679","24880","23.651","12.8097","","50.0778","741","23","451.187","7.663","5262","123","4.57","","0.81","","","","0.9","","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"170367033","2752.01","","3","4","3","3","1","4","4","20.3","60.4","106.74","1","0","0","PC","PC","13.1606","0.006","1","qlp-s06-faintsearch","FAINT","103.204081","-44.550824","-1.22","0.025","-3.401","0.025","2459248.958026","0.0012431","4.9197461","0.0000115","3.023","0.219","11.328841","0.003942","10380","3.63091","12.6447","","275.438","1134","28","703.37","6.473","5822","122","4.3","","1.21","","","","1.05","","6,7,8,33,34","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"168191686","2753.01","","3","4","4","3","1","4","4","41.9","40.1","317","6","0","0","PC","PC","13.4585","0.016","1","qlp-s06-faintsearch","FAINT","101.578458","-3.72159","0.672","0.048","-6.072","0.046","2459224.244649","0.0011317","1.6281719","0.0000039","2.128","0.123","13.129617","0.006332","12020","5.83153","15.3377","","1369.74","1694","29","890.799","25.2","6020","123","4.22","","1.35","","","","1.11","","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"148233571","2754.01","","5","5","5","5","5","5","5","8.2","43.9","13.5","1","0","1","PC","FP","12.2082","0.006","1","qlp-s06-faintsearch","FAINT","101.346587","-41.249216","8.682","0.05","-7.711","0.046","2459226.37606","0.0032567","0.9422588","0.000006","1.46","0.271","1.151491","0.003861","1060","3.55573","3.75015","0.313293","1840.19","1824","13","361.811","3.6835","5544.7","132.7","4.37","0.09","1.07","0.06","0.0216201","0.0816255","0.98","0.120703","6,7,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"148004811","2755.01","","3","4","3","3","1","4","4","14.3","46.5","68.83","1","0","0","PC","PC","13.2899","0.006","1","qlp-s06-faintsearch","FAINT","100.136001","-37.056243","-1.341","0.026","7.165","0.028","2459225.436514","0.0025274","3.3187528","0.0000131","1.96","0.248","7.069393","0.00768","6490","7.07368","9.77184","","262.223","1121","18","703.295","7.9495","5709","122","4.28","","1.21","","","","1.02","","6,7,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"147437399","2756.01","","3","4","3","3","4","4","4","49.5","33.4","317","0","0","3","PC","PC","12.2592","0.041","1","qlp-s06-faintsearch","FAINT","104.906202","-17.404791","-0.518","0.081","1.15","0.076","2459224.754225","0.0017348","1.5622382","0.0000046","1.676","0.194","3.512604","0.003946","3230","3.6341","18.0467","","449.217","1282","9","768.897","34.232","4801","122","","","3.08","","","","","","6,7,33","V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"147125706","2757.01","","3","4","3","3","3","4","4","61.5","109.7","317","3","1","1","PC","PC","12.6603","0.011","1","qlp-s06-faintsearch","FAINT","104.335512","-14.109962","-2.196","0.035","-3.221","0.035","2459221.43807","0.0005812","3.4813976","0.0000035","2.694","0.109","23.930854","0.005918","21800","5.45025","20.9129","1.0147","687.809","1426","84","792.979","13.542","6704","135.1","4.3","0.09","1.4","0.06","","","1.42","0.232662","6,7,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"147034452","2758.01","TIC 147034452.01","3","4","3","3","1","4","4","36.2","106","103.55","3","0","0","PC","PC","13.1915","0.006","1","qlp-s06-faintsearch","FAINT","104.240485","-16.746469","-16.513","0.034","9.008","0.033","2459222.921639","0.0008954","4.5302876","0.0000065","2.713","0.1","25.085798","0.006607","22840","6.08551","12.3919","","98.5409","877","58","314.062","2.77","4693","122","4.5","","0.81","","","","0.749","","6,7,33","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"134315574","2759.01","","5","5","5","5","5","5","5","36.7","36.8","317","0","0","0","EB","FP","13.205","0.006","1","qlp-s06-faintsearch","FAINT","107.356081","-44.683482","-6.239","0.026","-0.636","0.029","2459963.61295","0.0068325945","1.5971584","0.0000092","3.429","0.398","5.518684","0.322551","5070","297.036","17.7465","","15134.3","3090","29","1269.03","23.345","6033","122","3.86","","2.06","","","","1.12","","6,8,33,61","slightly V-shaped; found in faint-star QLP search; centroid offset  entered near TIC 770789231 (Tmag ~17) in SPOC-s61; retired as TFOP FP/NEB","2021-06-03","2024-08-22","2024-08-22"
+"130611752","2760.01","","5","5","5","5","5","5","5","18.9","52","36.99","0","0","1","EB","FP","12.8004","0.006","1","qlp-s06-faintsearch","FAINT","105.752117","-43.493068","0.082","0.024","3.152","0.026","2459963.18538","0.002476504","0.4405893","0.0000016","1.075","0.159","2.010472","0.004548","1850","4.1889","6.74949","0.490517","4788.57","2317","18","684.386","6.139","5643","135.5","4.1","0.08","1.48","0.08","","","1","0.130469","6,7,8,33,61","found in faint-star QLP search; retired as TFOP FP/NEB; centroid offset near TIC 130611755 (Tmag ~17) in spoc-s61-b0A","2021-06-03","2024-08-22","2024-08-22"
+"96736412","2761.01","","3","4","3","3","1","4","4","30.6","50.1","317","1","0","0","PC","PC","13.2221","0.008","1","qlp-s06-faintsearch","FAINT","104.823819","-31.38747","-9.712","0.03","8.998","0.037","2459219.398202","0.0015235","6.1214801","0.0000249","3.861","0.395","19.234909","0.02022","17560","18.6231","17.6327","","725.656","1445","43","848.053","15.6265","6356","122","4.35","","1.24","","","","1.26","","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"79431527","2762.01","","3","5","5","3","3","4","4","40","117.2","125.47","3","2","1","PC","APC","12.4325","0.015","1","qlp-s06-faintsearch","FAINT","104.244375","-19.683669","4.224","0.046","-16.72","0.045","2459220.661425","0.0009655","3.9072351","0.0000073","3.366","0.071","16.023698","0.002343","14650","2.15755","13.9055","0.689215","676.473","1420","49","522.789","9.003","6294","147.1","4.42","0.09","1.13","0.05","","","1.23","0.183956","6,7,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"78441371","2763.01","TIC 78441371.01","3","4","3","3","1","4","4","","","49.54","0","2","0","PC","PC","11.996","0.018","1","qlp-s06-faintsearch","FAINT","102.498007","-20.90678","12.007","1.147","9.564","1.15","2459221.156105","0.0011723","3.9980153","0.0000085","3.793","0.147","5.900696","0.001011","5420","0.931293","","","","","43","580.471","","","","","","","","","","","","6,7,33","no radius; found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"53122063","2764.01","","3","4","3","3","3","4","4","16.9","47.4","82.78","1","0","1","PC","PC","12.6918","0.006","1","qlp-s06-faintsearch","FAINT","102.751656","-34.738847","-2.07","0.03","10.334","0.03","2459224.72084","0.002237","2.276734","0.0000083","1.832","0.18","3.937496","0.004072","3620","3.75088","10.8605","0.617663","796.052","1479","20","901.072","13.6075","6494","130.1","4.06","0.09","1.78","0.08","","","1.33","0.212639","6,7,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"52976395","2765.01","","3","4","3","3","3","4","4","14.7","56.2","40.37","1","0","1","PC","PC","12.1304","0.006","1","qlp-s06-faintsearch","FAINT","102.339612","-32.28248","-4.283","0.036","-0.279","0.042","2459226.689311","0.0017696","1.0191022","0.0000032","1.228","0.179","2.423895","0.002898","2230","2.66925","7.10309","0.416402","2426.37","1955","21","710.345","11.5635","6865","124.8","4.24","0.09","1.53","0.07","","","1.49","0.251461","6,7,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"284288093","2766.01","","3","5","5","3","3","4","4","46.4","74.8","317","3","3","1","PC","APC","11.7351","0.006","1","qlp-s36-tois","FAINT","106.631185","-53.534681","-2.2","3.4","-3.4","3.1","2459301.36904","0.0004182","7.2748135","0.0000055","3.779","0.054","16.420447","0.000879","15010","0.809741","17.4324","","255.021","","151","453.429","","6792.7","280.2","4.24","2.01","1.4","","","","","","6,7,8,9,33,34,35,36","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"48806546","2767.01","","3","4","3","3","3","4","4","","","119.38","2","0","3","PC","PC","11.1649","0.008","1","qlp-s06-faintsearch","FAINT","100.642573","-20.24152","-1.714","0.042","-3.304","0.059","2459227.247759","0.002978","0.934057","0.0000052","1.318","0.341","0.673365","0.002862","620","2.63598","13.4544","","1287.68","1668","10","877.955","22.734","5023","122","","","5.19","","","","","","6,7,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"443556801","2768.01","","1","4","1","1","4","4","4","14.5","82.6","9.3","4","3","3","PC","PC","11.3676","0.006","1","qlp-s06-faintsearch","FAINT","99.364134","-15.481203","-82.719","0.053","85.136","0.058","2459225.646634","0.0017493","1.5080197","0.0000049","1.032","0.167","1.945209","0.005056","1790","4.65675","3.01287","0.351265","89.0458","855","15","78.4525","0.1883","4008","130.4","4.6","0.12","0.66","0.07","","","0.63","0.0794348","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"443534757","2769.01","","3","4","4","3","1","4","4","","","131.3","4","0","0","PC","PC","13.4832","0.006","1","qlp-s06-faintsearch","FAINT","99.113031","-15.724613","-2.943","2.143","4.533","2.143","2459224.451567","0.001452","3.08858","0.0000106","2.214","0.146","18.682478","0.013291","17060","12.2415","","","254.633","1112","21","","","5381","228.8","","","","","","","","","6,33","no radius; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"438057373","2770.01","","3","4","4","3","1","4","4","30.3","30.6","317","1","0","0","PC","PC","13.2389","0.051","1","qlp-s45-tois","FAINT","95.182655","14.783576","1.028","0.059","-5.163","0.053","2459541.3175","0.0017515","4.5697688","0.0000152","3.369","0.169","10.670766","0.005501","9780","5.06676","17.1535","","204.884","1054","29","731.074","16.321","4976","122","","","1.7","","","","","","6,33,43,44,45","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"437893926","2771.01","","5","5","5","5","5","5","5","19.3","51.3","123.17","0","1","1","PC","FP","12.4432","0.022","1","qlp-s45-tois","FAINT","94.017995","15.270666","0.159","0.067","-4.647","0.06","2459548.185346","0.0018374","3.8454384","0.0000154","4.736","0.183","4.995001","0.001568","4590","1.44375","13.6848","1.0387","2030.9","1870","27","985.074","35.651","6733.4","128","3.98","0.1","2.02","0.15","-0.037","0.013","1.44","0.236933","6,33,43,44,45","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"435934762","2772.01","","3","4","3","3","3","4","4","109.7","304.9","317","2","0","1","PC","PC","12.8662","0.006","1","qlp-s06-faintsearch","FAINT","83.479821","10.276406","0.085","2.168","0.436","2.168","2459199.30433","0.0008939","2.8504334","0.0000054","3.768","0.294","26.152992","0.013641","23800","12.5636","","","1787.94","1811","77","1301.57","","6293.8","337.5","","","","","","","","","6,32","no radius; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"420962989","2773.01","","3","5","5","3","3","4","4","25","18.7","317","2","0","1","PC","APC","12.993","0.009","1","qlp-s06-faintsearch","FAINT","82.08319","-19.621497","2.181","0.027","3.082","0.039","2459199.858678","0.0019028","0.5993364","0.0000021","1.024","0.162","2.369489","0.0061","2180","5.61814","14.3367","1.08827","3334.9","2117","15","1695.32","53.005","6232","134.4","3.62","0.09","2.81","0.16","","","1.2","0.175907","5,6,32","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"388934707","2774.01","","3","4","3","3","3","4","4","78.2","108.2","317","1","0","1","PC","PC","12.627","0.01","1","qlp-s06-faintsearch","FAINT","83.99283","-7.688372","-6.608","0.157","-2.886","0.17","2459192.072276","0.0011777","4.4430866","0.0000101","1.787","0.179","9.596767","1.258892","8800","1158.81","21.1475","5.91947","184.965","1027","28","547.79","31.091","4926.5","159.5","","","1.54","0.1","","","","","6,32","V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"36574157","2775.01","","5","5","5","5","5","5","5","90.7","124.5","317","1","0","1","PC","FP","12.9127","0.006","1","qlp-s06-faintsearch","FAINT","102.412686","-0.495979","-3.087","0.046","5.005","0.041","2459210.630135","0.0027418","3.7804749","0.0000199","3.615","0.27","24.3194","3.362929","22150","3092.58","17.9247","5.06178","835.088","1497","24","334.97","3.4945","5112","128.7","4.56","0.09","0.81","0.05","","","0.859","0.103394","6,33","V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"35636165","2776.01","TIC 35636165.01","3","4","3","3","1","4","4","23","34","317","1","0","0","PC","PC","13.3684","0.015","1","qlp-s06-faintsearch","FAINT","102.219197","-16.780503","-2.487","0.035","1.551","0.038","2459224.383812","0.0026623","3.4590552","0.0000164","3.001","0.255","9.618674","0.007053","8820","6.49569","17.1001","","1927.33","1845","19","1444.65","42.655","7911","122","4.19","","1.83","","","","1.89","","6,7,33","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"35483319","2777.01","","3","4","3","3","1","4","4","","","45.05","1","0","0","PC","PC","13.3742","0.006","1","qlp-s06-faintsearch","FAINT","101.968908","-17.724863","1.587","2.145","-0.426","2.145","2459225.1723","0.0033514","1.9297769","0.0000112","1.701","0.284","4.940466","0.012292","4540","11.3209","7.58229","0.435823","310.868","1169","14","","","4856","34.6","","","1.14","0.02","","","","","6,7,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"332860211","2778.01","TIC 332860211.01","3","4","4","3","3","4","4","49.8","59","317","5","1","1","PC","PC","12.3409","0.009","1","qlp-s06-faintsearch","FAINT","84.626068","-9.83753","8.309","0.092","-21.733","0.089","2459198.536737","0.0005611","4.4445101","0.0000048","2.737","0.091","18.318028","0.005149","16730","4.74199","14.6892","0.742113","347.285","1202","88","386.737","5.775","6288","125.3","4.42","0.08","1.14","0.05","","","1.23","0.182842","6,32","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"319735319","2779.01","","5","5","5","5","5","5","5","29.9","79.4","119.09","2","2","1","PC","FP","12.4889","0.006","1","qlp-s06-faintsearch","FAINT","99.678448","2.43106","0.085","0.058","1.093","0.052","2459224.225903","0.0025459","2.9038027","0.0000138","3.511","0.635","6.381129","0.132405","5860","121.942","13.4427","1.96279","5592.86","2409","26","736.602","19.6135","6570","317.3","4.21","0.11","1.51","0.08","","","1.364","0.260168","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"317546777","2780.01","","3","4","3","3","3","4","4","22.4","33.4","317","2","0","2","PC","PC","12.8475","0.008","1","qlp-s06-faintsearch","FAINT","88.244157","-16.286213","0.406","0.161","-1.844","0.215","2459217.923867","0.0017769","4.9062135","0.0000233","1.671","0.407","8.064323","0.023902","7400","22.0142","17.7815","2.75346","251.061","1108","18","1353.97","186.33","7169","127.9","4.08","0.15","1.92","0.28","","","1.6","0.271973","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"317417916","2781.01","","3","4","4","3","3","4","4","16.2","64.5","29.57","2","4","3","PC","PC","12.9395","0.007","1","qlp-s06-faintsearch","FAINT","87.820416","-13.381044","-25.7","2.294","-22.335","2.294","2459226.428052","0.001509","2.7636665","0.0000091","1.279","0.194","6.938262","0.015066","6370","13.876","5.94208","0.353204","34.207","673","17","","","3868","157","4.57","0.02","0.7","0.02","","","0.662139","0.0222223","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"306903715","2782.01","","3","4","4","3","1","4","4","79.8","173.4","317","2","0","0","PC","PC","13.3612","0.006","1","qlp-s06-faintsearch","FAINT","98.004524","16.585417","-1.868","2.262","5.423","2.261","2459221.663946","0.0010202","4.8682357","0.0000106","4.411","0.35","38.06308","0.027871","34450","25.6698","","","392.316","1239","39","851.138","","5250","190.3","","","","","","","","","6,33","no radius; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"302976834","2783.01","","3","4","4","3","3","4","4","109.5","149.6","317","3","0","1","PC","PC","12.373","0.032","1","qlp-s45-tois","FAINT","83.450594","16.810667","","","","","2459547.674708","0.0002858","2.3044132","0.0000014","3.102","0.051","22.256148","0.001179","20290","1.08582","22.8234","0.988396","756.205","1460","143","517.422","","","","","","1.55","0.07","","","","","6,43,44,45","found in faint-star QLP search; large Rp","2021-06-03","2024-08-22","2024-09-01"
+"302766000","2784.01","","3","4","4","3","3","4","4","22.5","80.5","20.62","2","0","1","PC","PC","12.428","0.006","1","qlp-s45-tois","FAINT","82.878464","15.771332","-3.812","0.07","-6.652","0.049","2459550.344183","0.0011469","0.2573207","5e-7","0.629","0.123","1.44499","0.008927","1330","8.2221","4.81101","0.444507","5062.7","2349","16","392.4","5.2225","5784","638.4","4.38","0.15","1.09","0.06","","","1.037","0.269226","6,43,44,45","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"300204369","2785.01","","3","4","3","3","1","4","4","","","123.73","2","0","0","PC","PC","13.099","0.006","1","qlp-s06-faintsearch","FAINT","92.815098","-41.721945","6.648","3.296","7.779","3.296","2459221.348058","0.0011899","11.5054399","0.0000257","2.459","0.415","17.412953","0.023223","15910","21.389","","","32.6456","665","40","","","5251.2","132.6","","","","","","","","","5,6,7,32,33","no radius; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"281987399","2786.01","","3","4","3","3","1","4","4","29.6","26.7","317","0","0","0","PC","PC","13.3318","0.014","1","qlp-s06-faintsearch","FAINT","88.908628","1.167967","6.81","0.046","-2.634","0.043","2459219.995187","0.003129","3.7576217","0.0000221","4.483","0.344","8.370639","0.006287","7680","5.79018","16.0563","","933.592","1539","20","716.889","14.1675","5605","122","3.88","","1.89","","","","0.99","","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"270677031","2787.01","","3","4","3","3","1","4","4","10","19","108.12","0","0","0","PC","PC","13.425","0.006","1","qlp-s38-tois","FAINT","87.554742","-53.330742","-2.342","0.03","1.095","0.031","2460042.218733","0.007937874","4.3217658","0.0000471","5.515","1.043","2.870134","0.003391","2640","3.12296","12.7289","","977.267","1557","21","1272.53","23.895","5139","122","","","2.5","","","","","","1,4,5,6,7,8,11,27,28,31,32,33,34,37,38,64","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"255756918","2788.01","","3","4","3","3","1","4","4","11.7","47.7","52.32","1","0","0","PC","PC","13.4177","0.006","1","qlp-s06-faintsearch","FAINT","99.631107","-49.444946","12.547","0.037","5.099","0.031","2459251.646067","0.0015157","4.0646554","0.0000117","2.813","0.191","8.392522","0.002838","7700","2.61421","8.30577","","314.34","1173","21","587.395","6.618","5647","122","4.5","","0.93","","","","1","","6,7,8,32,33,34","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"251209368","2789.01","","5","5","5","5","5","5","5","9.6","33.2","49.92","0","0","0","PC","FP","13.0632","0.019","1","qlp-s06-faintsearch","FAINT","95.47532","-4.321544","-7.737","0.038","-3.86","0.037","2459209.022223","0.005905","3.0071496","0.000039","4.461","0.544","3.599748","0.008594","3310","7.91566","8.05598","","1939.81","1848","9","766.071","14.8115","5906","122","4.14","","1.45","","","","1.07","","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"247518629","2790.01","","3","4","4","3","3","4","4","59.7","87.4","317","3","1","1","PC","PC","12.273","0.016","1","qlp-s45-tois","FAINT","85.967216","16.360063","0.877","0.09","-1.763","0.071","2459547.210084","0.0005123","2.3341583","0.0000028","3.553","0.084","10.988785","0.000837","10070","0.770823","20.0937","1.09728","3201.05","2095","70","832.581","30.865","6901","157.7","4.04","0.09","1.93","0.1","","","1.5","0.257971","6,43,44,45","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"237406657","2791.01","TIC 237406657.01","3","4","3","3","3","4","4","16.6","42.6","127.33","0","0","1","PC","PC","12.7587","0.006","1","qlp-s06-faintsearch","FAINT","96.172915","-36.929228","-3.844","0.021","7.948","0.022","2458515.618118","0.0033389","3.7482756","0.0005589","4.989","0.319","5.45321","0.002771","5010","2.55201","14.0065","0.7336","2004.64","1864","26","1148.8","16.46","6425","136.4","3.94","0.09","2.02","0.09","","","1.3","0.210424","6,7","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"237362186","2792.01","","3","4","3","3","3","4","4","13.8","39","105.87","2","0","1","PC","PC","12.3337","0.006","1","qlp-s06-faintsearch","FAINT","95.110693","-38.17295","-0.456","0.035","20.156","0.039","2459213.998862","0.0040967","7.1185659","0.0000456","1.734","0.244","4.26445","0.008769","3920","8.0767","12.5411","0.829825","52.4926","749","14","777.673","12.314","5945","124.7","3.92","0.08","1.9","0.09","","","1.09","0.142347","6,7,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"235077268","2793.01","","3","4","3","3","1","4","4","21.8","64","32.21","2","0","0","PC","PC","13.2886","0.006","1","qlp-s06-faintsearch","FAINT","86.473805","-46.94361","15.484","0.033","9.944","0.032","2459227.071677","0.001019","0.3559702","7e-7","0.523","0.195","2.521834","0.031211","2320","28.7458","6.23347","","2541.08","1977","22","618.274","5.766","5562","122","4.36","","1.08","","","","0.98","","5,6,7,32,33","V-shaped; found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"232139628","2794.01","","3","4","4","3","1","4","4","21.1","20.8","317","1","0","0","PC","PC","13.0577","0.01","1","qlp-s06-faintsearch","FAINT","90.627138","4.150327","4.99","0.041","-8.836","0.042","2459222.329758","0.0027207","4.7654865","0.000029","4.43","0.264","6.665122","0.004917","6120","4.52917","14.441","","806.142","1484","18","809.18","17.044","6151","126","3.97","","1.85","","","","1.17","","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"232052748","2795.01","","3","4","4","3","1","4","4","26.4","80","90.56","4","0","0","PC","PC","13.4809","0.006","1","qlp-s06-faintsearch","FAINT","97.367971","-46.177185","-3.023","0.072","-1.771","0.073","2459225.009211","0.0009164","3.6337247","0.0000066","1.763","0.207","16.773234","0.011103","15330","10.2263","11.4562","","122.862","927","40","517.465","11.033","5325","122","4.51","","0.88","","","","0.92","","6,7,32,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"220076110","2796.01","TIC 220076110.01","3","5","5","3","4","4","4","43.1","48","317","6","11","1","PC","CP","11.916","0.022","1","qlp-s06-faintsearch","FAINT","84.152719","0.896279","2.64","0.104","2.629","0.085","2459189.97794","0.0006521","4.808498","0.0000063","1.405","0.244","12.020249","0.01193","11010","10.9882","15.0839","1.65876","67.1926","797","55","350.343","5.9195","5449.5","227.7","4.13","0.12","1.38","0.14","-0.0650515","0.0925333","0.95","0.12464","6,32","V-shaped; found in faint-star QLP search; CTOI from Montalto et al. (2020)","2021-06-03","2024-08-22","2024-08-22"
+"206897186","2797.01","","3","4","4","3","1","4","4","24.7","71.4","111.98","4","0","0","PC","PC","13.194","0.018","1","qlp-s06-faintsearch","FAINT","97.187829","7.699212","-3.279","0.052","-2.488","0.045","2459225.127962","0.0020974","4.2380604","0.0000186","3.385","0.366","14.284124","0.013332","13070","12.2788","13.0206","","463.485","1292","25","642.911","13.758","5798","122","4.35","","1.13","","","","1.04","","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"160347548","2798.01","","3","4","4","3","3","4","4","41.4","55.3","317","2","1","1","PC","PC","12.8054","0.006","1","qlp-s06-faintsearch","FAINT","91.437408","-33.187516","-2.765","0.023","0.091","0.026","2459221.167853","0.0006436","3.994474","0.0000096","4.436","0.093","15.406821","0.002018","14090","1.85886","18.9963","0.918441","896.598","1524","60","836.501","9.5855","5931","129.2","4.06","0.08","1.61","0.08","","","1.08","0.140758","6,32,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"156887426","2799.01","","3","4","3","3","1","4","4","80.6","87.9","317","3","0","0","PC","PC","13.1811","0.006","1","qlp-s06-faintsearch","FAINT","99.011337","-45.280583","6.644","0.028","14.485","0.026","2459227.328418","0.0003774","1.4367914","9e-7","2.178","0.07","25.463642","0.002713","23180","2.49873","16.9266","","1530.88","1742","116","651.979","6.1745","5873","122","4.4","","1.07","","","","1.06","","6,7,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"147804034","2800.01","","3","4","3","3","3","4","4","15.2","63.4","63.79","3","0","1","PC","PC","12.18","0.022","1","qlp-s06-faintsearch","FAINT","98.617856","-41.147731","49.592","0.98","23.779","0.98","2459218.177975","0.0015966","7.7538288","0.0000227","3.454","0.358","7.145894","0.003118","6560","2.87223","9.7807","0.442091","127.967","937","40","386.71","","5504","108.8","","","1.17","0.05","","","","","6,7,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"140287227","2801.01","","3","4","4","3","1","4","4","","","317","2","1","0","PC","PC","13.4242","0.006","1","qlp-s06-faintsearch","FAINT","85.500078","-31.873186","8.355","2.234","0.802","2.234","2459221.426139","0.0019182","5.4139736","0.0000227","2.952","0.351","9.158705","0.006915","8400","6.36936","15.5249","1.1265","179.736","1020","26","","","5425","184.2","","","1.71","0.11","","","","","5,6,32,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"139444326","2802.01","TIC 139444326.01","3","4","3","3","3","4","4","7.9","34","28.36","0","2","3","PC","PC","11.526","0.007","1","qlp-s06-faintsearch","FAINT","80.731186","-21.955687","0.895","0.164","4.517","0.192","2459195.405441","0.0027554","3.5266608","0.0000167","2.105","0.294","1.434119","0.001823","1320","1.67938","5.79479","0.490823","312.309","1171","16","441.989","25.881","5668","178.8","4.35","2","1.58","0.12","","","1.05","0.128938","5,6,32","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-03","2024-08-22","2024-08-22"
+"124379043","2803.01","","3","5","5","3","4","4","4","98.8","125.1","317","5","4","1","PC","CP","12.0753","0.006","1","qlp-s06-faintsearch","FAINT","93.11474","-23.492496","0.79","0.026","11.877","0.041","2459227.308665","0.0003197","1.962292","0.0000014","2.935","0.061","22.943463","0.001165","20910","1.07258","17.4523","0.824429","2085.59","1882","124","494.818","6.562","6384","128.7","4.41","0.08","1.16","0.05","","","1.28","0.192902","6,33","found in faint-star QLP search","2021-06-03","2024-08-22","2024-08-22"
+"44764338","2804.01","","3","4","3","3","3","4","4","13","77.8","18.45","2","1","3","PC","PC","8.9118","0.006","1","spoc-s01-s65-b0A-PC","QLP","146.418889","-38.887361","-105.034","0.036","28.255","0.051","2459991.190122","0.0013869931","4.8033954","0.0000145","0.90624507273635","0.45400667","0.94189","0.103061","867.13633490749","94.918625","4.4901712954811","7.6468186","760.1635216205","1339.2032846103","13.245033","129.525","0.459","5913.9","149.1","4.12","0.08","1.5062099695206","0.0848141","0.217016","0.0347604","1.08","0.134837","9,35,36,62,63","transit duration short for period and stellar radius","2021-06-03","2024-01-16","2024-01-27"
+"5024743","2805.01","","5","5","5","5","5","5","5","40.2","90.1","317","0","0","0","EB","FP","10.1015","0.006","1","qlp-s62-ffi","QLP","142.107198","-38.947381","-11.267","0.052","7.382","0.055","2459990.141393","0.0043343","12.4498835","0.0000498","5.45","1.484","1.985454","3.113803","1827","2863.81","20.0559","5.50204","5588.85","2408","25","571.204","12.3015","8469","152.9","3.96","0.07","2.51","0.09","","","2.1","0.312072","8,9,35,36,62","TFOP NEB/FP","2021-06-03","2023-04-12","2023-04-25"
+"193220940","2806.01","","3","4","3","3","3","4","4","3.7","31.6","15.79","2","3","1","PC","PC","10.0524","0.009","1","qlp","QLP","157.921439","-24.224832","19.557","0.062","-22.581","0.059","2459298.619279","0.0036276","11.4045112","0.0001119","3.947","0.582","0.825473","0.00173","760","1.59311","4.0961","0.283673","161.074","992","11","240.359","2.136","6334.6","131.1","4.2","0.09","1.47","0.07","-0.32","0.12","1.25","0.185419","9,36","slight depth aperture correlation","2021-06-03","2021-06-03","2022-12-14"
+"11936042","2807.01","","2","4","2","2","3","4","4","4.5","43.8","6.68","1","1","3","PC","PC","9.6854","0.006","1","qlp-s62-ffi","QLP","146.114558","-35.104589","0.032","0.029","-34.736","0.051","2460009.04565","0.0040925","3.9919157","0.0000174","2.938","0.394","0.581024","0.034772","535","32.026","2.45988","0.161592","424.412","1264","17","130.409","0.527","5645","132","4.32","0.08","1.14","0.06","","","1","0.127652","9,35,36,62","L1 candidate","2021-06-03","2023-04-12","2023-04-25"
+"192988021","2808.01","","2","4","2","2","3","3","3","2.1","44.5","3.86","1","3","1","PC","PC","9.9139","0.006","1","qlp-s62-ffi","QLP","155.316019","-25.109334","-159.018","0.082","14.423","0.074","2460000.058846","0.0034904","9.4453763","0.0000345","2.659","0.377","0.937395","0.054245","863","49.96","1.77547","0.142329","33.3967","669","16","64.4886","0.2059","4853","124.4","4.69","0.09","0.66","0.05","","","0.79","0.0941627","9,35,36,62","L1 candidate; slight depth aperture correlation","2021-06-03","2023-04-12","2023-04-25"
+"45655786","2809.01","","3","4","4","3","3","4","4","40.7","132","76.09","3","6","3","PC","PC","10.9095","0.006","1","spoc-s01-s65-b0A-PC","QLP","149.034708","-38.088834","-23","2.6","8.8","2.5","2459989.98865","0.0006618982","3.1660848834106","0.000076169","2.6922287139567","0.05348491","5.633309","0.084751","5175.0320685783","78.0552","10.333405026957","0.16223255","916.38472984164","1403.2634401748","61.31363","308.013","","6225","","","","1.337700009346","","","","","","9,35,36,62,63","found in s36 and faint-star QLP search","2021-06-03","2024-01-16","2024-01-27"
+"80682484","2810.01","","2","4","2","2","3","4","4","2.7","41","4.91","0","1","1","PC","PC","9.0397","0.006","1","qlp-s63-ffi","QLP","165.955117","-50.887152","-68.267","0.048","9.567","0.049","2460024.286607","0.004136","8.4035706","0.0000536","3.906","0.76","0.532141","0.027816","490","25.6192","2.0563","0.126659","218.228","1070","17","99.5473","0.33065","5910","120.9","4.42","0.07","1.05","0.05","","","1.07","0.128324","10,36,37,63","","2021-06-03","2023-05-05","2023-06-16"
+"78775584","2811.01","","5","5","5","5","5","5","5","13.3","39.5","116.14","0","0","0","PC","FP","10.7217","0.007","1","qlp","QLP","143.466543","-42.714874","-13.459","0.044","7.858","0.043","2459302.160259","0.0040355","5.5553784","0.0000348","2.256","0.334","1.140622","0.002667","1050","2.45627","13.2411","0.842573","564.535","1357","12","940.002","26.4515","8058","137.3","3.57","0.08","3.79","0.15","","","1.95","0.297085","9,35,36","evolved host star","2021-06-03","2021-06-03","2022-12-14"
+"105801221","2812.01","","5","5","5","5","5","5","5","6.5","52.6","12.83","0","1","1","PC","FP","9.6913","0.006","1","qlp","QLP","156.685218","-38.042191","-20.457","0.035","14.052","0.046","2459302.065555","0.0060561","3.0750728","0.000033","2.219","0.42","0.553867","0.002055","510","1.893","3.62818","0.274993","948.001","1545","9","241.582","1.9025","6888","131.8","4.25","0.09","1.52","0.06","","","1.5","0.256664","9,36","possible centroid offset to ESE","2021-06-03","2021-06-03","2022-12-14"
+"133427311","2813.01","","3","4","3","3","3","4","4","41.9","84.8","317","2","0","1","PC","PC","12.4783","0.009","1","spoc-s01-s65-b0A-PC","FAINT","120.850783","-38.715281","-6.299","0.048","5.093","0.054","2459965.212727","0.0021082836","4.5654898","0.0000176","2.3029331967236","0.14090846","9.347271","0.59368","8572.2024128334","546.64984","14.650723517069","0.8177686","2421.8674123832","1789.4071434274","17.514479","854.236","25.59","9162","197.4","4.51","0.07","1.3974200487137","0.052098","","","2.32","0.32006","7,8,34,61,62","found in faint-star QLP search; v-shaped","2021-06-04","2024-09-06","2024-09-07"
+"268187322","2814.01","TIC 268187322.01","3","4","3","3","3","4","4","47.5","63.3","317","1","4","1","PC","PC","11.1664","0.006","1","spoc-s01-s65-b0A-PC","FAINT","116.249354","-48.750526","-7.244","0.044","2.397","0.043","2459964.94392","0.0009260699","5.4793349704323","0.00017744863","4.7009895967145","0.06750624","10.030999","0.13532","9196.3437964037","124.627014","15.184956158451","0.67596847","915.67289213088","1402.9908508058","80.735","427.312","4.3235","6332.7","327.3","4.2","0.69","1.530769944191","0.0653969","","","1.44","0.237851","7,8,9,34,61,62","found in faint-star QLP search; CTOI from Olmschenk et al","2021-06-04","2024-09-08","2024-09-08"
+"306663205","2815.01","","3","4","3","3","1","4","4","24.7","24.5","317","1","0","0","PC","PC","13.2181","0.056","1","qlp-s07-faintsearch","FAINT","107.708648","-12.833057","1.329","0.14","-4.143","0.139","2459220.937894","0.0025409","3.4044402","0.0000175","1.895","0.225","7.834643","0.015137","7190","13.942","15.4118","","278.231","1137","13","1028.76","112.233","6097","122","4.01","","1.75","","","","1.15","","7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"131581522","2816.01","","5","5","5","5","5","5","5","41.6","97.7","120.07","0","0","0","EB","FP","13.2864","0.006","1","qlp-s07-faintsearch","FAINT","118.347733","-36.800418","18.914","0.028","1.001","0.029","2459964.260816","0.009067751","3.059168","0.0000302","4.992","0.448","8.294052","1.422747","7610","1309.54","13.504","","6509.45","2502","18","494.985","3.948","5657","122","4.37","","1.08","","","","1","","7,8,34,61","found in faint-star QLP search; centroid offset centered on neighboring stars in SPOC-s61; TIC 131581534 (17","2021-06-04","2024-08-22","2024-08-22"
+"285526706","2817.01","","3","4","3","3","3","4","4","22.5","93.9","71.75","4","0","1","PC","PC","12.1234","0.006","1","qlp-s07-faintsearch","FAINT","120.031887","-42.172067","-11.787","0.05","-9.971","0.045","2459247.298936","0.0019114","6.2804387","0.000018","3.263","0.3","11.175254","0.006006","10240","5.53133","9.96788","0.521819","218.419","1071","34","331.16","3.5855","5900","127.9","4.48","0.08","0.98","0.04","","","1.07","0.144916","7,8,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"151483286","2818.01","TIC 151483286.01","3","5","5","3","4","4","4","67.3","198.9","131.29","2","8","1","PC","CP","11.3944","0.006","1","qlp-s07-faintsearch","FAINT","119.059818","-35.11671","-6.104","0.038","-9.017","0.043","2459245.632019","0.0004453","4.0397189","0.0000031","3.655","0.061","16.53068","0.000973","15110","0.895903","14.2282","0.634353","876.846","1515","79","312.674","2.249","5758.5","127.9","4.27","2.01","1.14","0.05","","","1.36","0.228653","7,8,34","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"387275908","2819.01","","3","5","5","3","3","4","4","55.9","78.8","317","1","2","1","PC","APC","11.6805","0.007","1","qlp-s07-faintsearch","FAINT","109.783871","12.776861","4.882","0.058","-10.836","0.053","2459222.51667","0.0008844","4.3905548","0.0000071","2.073","0.222","8.72082","0.008629","8000","7.94745","20.0458","1.11767","472.76","1299","46","655.523","13.9135","5796","115.2","4.12","0.07","1.97","0.09","-0.087","0.046","1.17","0.159758","7,33,44,45,46","found in faint-star QLP search; ~700 ppm secondary; possibly synchronized","2021-06-04","2024-08-22","2024-08-22"
+"130948731","2820.01","","3","4","3","3","1","4","4","14.4","85.4","98.5","7","0","0","PC","PC","13.2795","0.006","1","spoc-s01-s65-b0A-PC","FAINT","117.112936","-41.851643","0.95","0.028","-1.176","0.031","2459970.526577","0.0013268901","13.345477087199","0.000736758","3.1354849586953","0.11178942","27.076945","0.680752","24630.385709038","626.79913","12.027245996716","0.29600698","34.900870024897","619.91024371137","42.50011","374.417","2.2505","5448","122","4.7","","0.72018301486969","","","","0.95","","7,8,34,61,62","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"281489322","2821.01","","3","4","3","3","3","4","4","61.9","91.7","122.83","1","0","1","PC","PC","12.9152","0.006","1","qlp-s07-faintsearch","FAINT","110.862995","-50.24341","-1.233","0.029","-4.085","0.027","2459251.944079","0.0015378","0.2856701","6e-7","0.297","0.081","2.162768","0.058407","1990","53.7931","13.6948","1.80003","1011.6","1571","12","907.894","13.153","5606","128.2","3.81","0.08","2.04","0.11","","","0.99","0.126896","7,8,33,34","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"130349701","2822.01","","3","4","3","3","3","4","4","17","44.5","92","0","0","1","PC","PC","12.8504","0.012","1","qlp-s07-faintsearch","FAINT","120.003728","-28.633446","-3.706","0.023","2.763","0.026","2459248.445126","0.0042548","2.8798613","0.0000211","4.111","0.535","5.245901","0.006683","4820","6.15517","11.5292","0.719105","2026.22","1869","15","898.797","12.2875","6086","147.1","4.04","0.08","1.69","0.08","","","1.14","0.149218","7,8,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"271035369","2823.01","","3","4","4","3","3","4","4","86.8","260.7","317","2","1","1","PC","PC","12.1195","0.006","1","qlp-s07-faintsearch","FAINT","125.179823","-25.691466","-3.1","3.2","2.4","2.9","2459244.237438","0.0007397","4.7962078","0.0000062","3.328","0.274","23.187453","0.017324","21130","15.9563","","","1796.66","1813","58","1106.49","","8083.5","519.6","","","","","","","","","7,8,34","no radius; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"128135100","2824.01","","3","4","3","3","1","4","4","35.5","81.4","124.44","0","0","0","PC","PC","13.0931","0.013","1","qlp-s07-faintsearch","FAINT","117.680162","-28.321662","-4.176","0.025","4.826","0.028","2459963.59828","0.0081223035","2.2087864","0.0000358","4.045","0.667","5.125899","2.125497","4710","1955.74","13.7924","","11768.7","2901","10","732.634","9.1535","5827","122","4.23","","1.3","","","","1.05","","7,34,61","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"268496304","2825.01","","3","4","3","3","1","4","4","14.5","47.8","92.65","1","0","0","PC","PC","13.0215","0.006","1","qlp-s07-faintsearch","FAINT","117.015231","-48.182978","9.085","0.029","-6.644","0.03","2459245.075624","0.003303","5.9492615","0.000035","4.304","0.303","8.162772","0.005334","7490","4.91296","11.6197","","452.584","1284","12","747.884","9.6345","6041","122","4.22","","1.36","","","","1.12","","7,8,9,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"123462119","2826.01","","3","4","4","3","3","4","4","148.3","412.2","317","2","0","1","PC","PC","12.8565","0.052","1","qlp-s07-faintsearch","FAINT","102.832655","-11.586243","0.241","0.074","0.356","0.071","2459224.572139","0.0003821","1.9275568","0.0000016","2.621","0.047","43.27062","0.003697","39070","3.40486","","","6683.74","2518","111","936.741","35.0425","9168","716","","","","","","","","","6,7,33","no radius; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"440775339","2827.01","","3","4","3","3","3","4","4","13.5","54.8","46.19","2","3","2","PC","PC","11.1865","0.006","1","qlp-s46-tois","FAINT","108.721945","11.989395","-4.559","0.116","-9.053","0.101","2459572.199906","0.00145","5.3393042","0.0000138","2.965","0.23","2.837476","0.001338","2610","1.23228","7.70059","0.475754","280.204","1139","34","382.261","10.968","5857.2","181.2","3.94","0.6","1.49","0.09","","","1.103","0.138134","7,33,44,45,46","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"268042363","2828.01","","5","5","5","5","5","5","5","14.2","51.8","81.94","1","0","1","EB","FP","12.9858","0.006","1","qlp-s36-tois","FAINT","115.628942","-53.037166","-0.706","0.075","6.575","0.077","2459990.605838","0.0028320854","4.6141256","0.0000178","1.566","0.14","5.355006","0.010704","4920","9.85912","10.7957","0.702862","167.033","1001","12","844.26","25.901","6888","135.2","4.37","0.09","1.33","0.07","","","1.5","0.262854","7,9,34,35,36,61,62","found in faint-star QLP search; ~4000 ppm secondary at phase 0.41 in SPOC s61 and s62; retired as TFOP EB/VPC","2021-06-04","2024-08-22","2024-08-22"
+"114103134","2829.01","","5","5","5","5","5","5","5","34","87.1","94.45","3","0","1","EB","FP","11.6079","0.013","1","spoc-s61-b0A","FAINT","113.981399","-30.748672","-10.464","0.038","7.461","0.047","2459963.68315","0.0014540444","1.1468707845149","0.00011793668","1.3965477354294","0.102608725","3.003636","0.170676","2762.6275979287","157.18568","11.734301805101","0.7581705","12604.137918419","2702.3900690123","14.13361","721.776","14.023","6755","146.3","4","0.09","1.9914499521255","0.0893543","","","1.44","0.24289","7,34,61","V-shaped; found in faint-star QLP search; retired as TFOP FP/NEB","2021-06-04","2024-09-06","2024-09-06"
+"307456716","2830.01","","3","5","5","3","3","4","4","10.2","42.8","49.42","0","1","1","PC","APC","11.8365","0.007","1","qlp-s07-faintsearch","FAINT","124.346776","-17.493754","-28","4.5","-8.2","4.7","2459251.243306","0.0039713","4.2555436","0.0000284","5.058","0.46","2.619782","0.002337","2410","2.1524","8.01392","","2367.92","","10","566.013","","6053.1","593.2","4.17","1.77","1.68","","","","","","7,8,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"259165246","2831.01","","3","4","3","3","3","4","4","18.9","70.9","126.37","1","1","1","PC","PC","12.0778","0.012","1","qlp-s07-faintsearch","FAINT","113.519372","-15.933992","-3.569","0.054","1.825","0.046","2459251.16632","0.0022387","2.6926692","0.0000103","3.101","0.186","4.515181","0.002463","4150","2.26816","13.9087","0.925572","7635.55","2604","12","1402.73","79.375","9669","213.4","4.18","0.08","2.11","0.13","","","2.47","0.318329","7,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"107340585","2832.01","TIC 107340585.01","3","4","4","3","3","4","4","27.1","81.5","113.88","2","0","1","PC","PC","12.9674","0.011","1","qlp-s07-faintsearch","FAINT","110.910659","-26.711311","-3.301","0.025","0.295","0.034","2459251.837973","0.0023415","2.6889686","0.0000096","2.677","0.18","11.932427","0.006349","10930","5.84754","13.0858","0.669334","1246.08","1655","11","838.737","13.2515","6685","136.3","4.4","0.09","1.25","0.06","","","1.42","0.242571","7,34","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"238335094","2833.01","","3","4","3","3","1","4","4","15","57.9","54.43","1","0","0","PC","PC","13.0718","0.006","1","qlp-s07-faintsearch","FAINT","120.662363","-49.593238","-9.876","2.946","8.655","2.946","2459967.203114","0.0052369833","4.3897272","0.0000227","3.234","0.277","7.134965","0.004034","6550","3.71511","","","363.00962488394","1113.2668690289","20","448.289","","","","","","","","","","","","7,8,9,34,61","no radius; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"238335094","2833.02","TIC 238335094.02","3","4","3","3","1","4","4","14.6","53.8","34.29","1","0","0","PC","PC","13.0718","0.006","2","spoc-s61-b0A","SPOC","120.662363","-49.593238","-9.876","2.946","8.655","2.946","2459964.103479","0.002708191","1.8947563870428","0.0003977354","2.1094287686361","0.31797385","4.620786","0.360633","4246.857390299","332.10052","6.7240044142049","1.2643977","1112.4611509283","1472.9600330791","10.069963","448.289","","","","","","1","","","","","","61","no stellar radius; two stars within 1 sigma of centroid","2023-06-15","2023-06-15","2023-06-16"
+"156172268","2834.01","","3","4","4","3","3","4","4","57.6","172.1","124.01","3","6","1","PC","PC","11.288","0.006","1","qlp-s07-faintsearch","FAINT","124.385982","-28.046133","-12.2","0.044","1.943","0.038","2459245.466695","0.0010424","4.6391531","0.0000073","3.239","0.13","15.417833","0.003367","14100","3.10085","13.8244","0.683011","411.734","1254","24","317.232","2.935","5928.2","149","4.56","0.41","1.15","0.05","","","1.156","0.169019","7,8,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"98286422","2835.01","","5","5","5","5","5","5","5","66.8","71.1","317","3","0","0","EB","FP","13.1057","0.006","1","qlp-s07-faintsearch","FAINT","108.496989","-34.939529","9.386","0.025","-25.467","0.03","2459252.308895","0.0004579","2.9646096","0.0000027","2.232","0.055","30.677967","0.004119","27860","3.79356","15.291","","241.662","1098","10","404.202","2.6105","5306","124","4.51","","0.88","","","","0.91","","7,33,34","found in faint-star QLP search; secondary; retired as TFOP FP","2021-06-04","2024-08-22","2024-08-22"
+"144628120","2836.01","","3","4","3","3","3","4","4","38.6","132.7","86.57","4","3","1","PC","PC","11.4675","0.006","1","qlp-s07-faintsearch","FAINT","121.482329","-30.93849","-12.984","0.042","14.278","0.044","2459251.668032","0.0010893","3.2379325","0.0000059","3.112","0.325","9.093011","0.003814","8340","3.51279","11.1634","0.556533","1164.58","1627","46","388.876","4.164","6434.3","88.9","4.46","0.48","1.19","0.05","","","1.322","0.214811","7,8,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"238020894","2837.01","","3","5","5","3","1","4","4","","","114.76","2","0","0","PC","APC","13.5012","0.006","1","spoc-s61-b0A","FAINT","103.00138","-49.561684","-4.442","3.116","4.646","3.117","2459963.650509","0.0011748372","0.86024668337397","0.00007227996","1.5314092814078","0.09270936","15.923937","0.855273","14559.459095863","787.4255","","","3188.0516634815","1916.4658605083","18.597986","","","4841.5","202","","","","","","","","","6,7,8,61","no stellar parameters; V-shaped; found in faint-star QLP search; TFOP BEB/APC","2021-06-04","2024-09-06","2024-09-06"
+"81231810","2838.01","","5","5","5","5","5","5","5","23","25.8","317","0","0","1","PC","FP","12.9","0.019","1","qlp-s07-faintsearch","FAINT","106.616499","-18.80809","8.905","0.03","-11.834","0.033","2459223.264644","0.0034122","5.4521068","0.0000342","4.702","0.746","8.906899","0.011417","8170","10.5157","15.3694","0.977517","1153.14","1623","25","821.496","14.139","5878","175","4.03","0.08","1.64","0.08","","","1.06","0.136168","7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"182470056","2839.01","","5","5","5","5","5","5","5","32","70.9","96.74","1","0","1","PC","FP","12.9604","0.006","1","qlp-s07-faintsearch","FAINT","123.753462","-36.248077","-7.352","0.024","-4.06","0.029","2459252.298703","0.002305","0.879268","0.0000034","1.529","0.272","4.951373","0.010658","4550","9.8167","11.9007","0.795968","3494.7","2142","13","888.752","12.1415","6259","131.2","4.06","0.08","1.7","0.08","","","1.22","0.175527","7,8,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"178577607","2840.01","","3","4","4","3","3","4","4","115.5","142.6","317","2","0","1","PC","PC","12.9159","0.008","1","qlp-s07-faintsearch","FAINT","108.649235","-6.835297","-4.163","0.046","2.002","0.042","2459212.235792","0.0005117","1.532427","0.0000014","2.351","0.051","31.974289","0.004408","29020","4.05964","19.4762","1.02313","1580.66","1756","105","609.523","9.1845","5957","134.1","4.39","0.08","1.11","0.06","","","1.09","0.137855","7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"79930628","2841.01","","3","4","3","3","3","4","4","23.6","33.3","317","0","0","1","PC","PC","12.6313","0.008","1","qlp-s07-faintsearch","FAINT","120.820607","-42.411054","-8.672","0.04","13.731","0.044","2459964.500359","0.003279483","2.1663502","0.0000119","4.258","0.273","6.457581","0.004136","5930","3.80898","14.4558","0.696734","19658.8","3298","15","1246.64","39.675","9394","196.8","4.25","0.07","1.92","0.07","","","2.39","0.315895","7,8,34,61","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"178162579","2842.01","TIC 178162579.01","3","5","5","3","4","4","4","33.4","98.3","95.93","2","2","1","PC","CP","12.0327","0.006","1","qlp-s07-faintsearch","FAINT","108.044207","-10.63934","3.139","0.063","4.123","0.062","2459225.449603","0.0011029","3.5514016","0.0000087","2.207","0.242","9.246303","0.007727","8480","7.11662","11.8731","0.700469","342.119","1198","34","460.995","7.596","6019","143.3","4.29","0.08","1.26","0.06","","","1.114","0.148946","7,33","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"79030066","2843.01","","3","4","3","3","1","4","4","50.5","63.2","317","4","0","0","PC","PC","13.4949","0.028","1","qlp-s07-faintsearch","FAINT","103.639572","-20.288853","-2.072","0.04","-2.375","0.038","2459224.597973","0.0009956","1.8882882","0.0000035","2.714","0.104","19.809735","0.004683","18080","4.31278","17.6221","","2054.63","1875","44","960.345","24.443","6436","122","4.34","","1.27","","","","1.3","","6,7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"387342052","2844.01","","3","4","4","3","3","4","4","11.6","45.5","55.03","4","18","2","PC","PC","11.5829","0.007","1","qlp-s46-tois","FAINT","110.203228","13.01869","-3.042","0.075","-5.045","0.064","2459574.31635","0.0013921","3.5524144","0.0000101","2.784","0.174","2.238923","0.000812","2060","0.747837","8.52936","0.641771","1015.53","1572","29","705.803","23.6795","6843","152","","","1.82","0.13","0.025","0.198","1.54","0.25783","7,33,44,45,46","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"177612321","2845.01","","5","5","5","5","5","5","5","27.5","36.6","317","1","0","0","PC","FP","13.2863","0.024","1","qlp-s07-faintsearch","FAINT","106.179342","-0.02951","0.302","0.076","-1.314","0.064","2459223.653303","0.0035054","3.145502","0.0000223","2.411","0.468","6.741594","0.024269","6190","22.3524","20.1993","","707.742","1436","12","1558.37","118.55","6397","122","3.83","","2.29","","","","1.28","","7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"66151343","2846.01","","3","4","3","3","1","4","4","23.2","65.2","127.67","2","0","0","PC","PC","13.3693","0.008","1","qlp-s07-faintsearch","FAINT","108.905266","-28.059293","-6.438","0.027","2.373","0.029","2459248.642948","0.0018525","2.6792695","0.0000147","2.56","0.247","11.493422","0.011339","10530","10.4439","13.9979","","1189.32","1636","21","1083.88","21.41","6718","122","4.34","","1.34","","","","1.43","","7,33,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"175604949","2847.01","TIC 175604949.01","3","4","4","3","3","4","4","62.2","170.4","93.91","2","1","1","PC","PC","12.2224","0.006","1","qlp-s07-faintsearch","FAINT","116.689433","-39.131536","-24.374","0.046","-1.181","0.049","2459250.187809","0.0004775","2.648845","0.0000021","2.131","0.202","18.362197","0.007713","16770","7.10379","11.66","0.697666","338.268","1194","86","259.399","2.244","5329","125.5","4.52","0.08","0.87","0.05","","","0.92","0.117892","7,8,34","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"285524410","2848.01","TIC 285524410.01","5","5","5","5","5","5","5","1631","7369.4","317","1","0","0","EB","FP","11.422","0.018","1","spoc-s01-s65-b0A-PC","FAINT","119.999359","-42.928955","-1.1","2.4","-1.9","2.2","2459964.898137","0.0026653502","3.0244222171718","0.00037387246","5.368078705033","0.1927099","337.263056","10.259543","267015.52245735","9404.883","","","596.34758787853","1260.3600138471","26.79407","573.391","","6758","202","4.19","1.87","","","","","","","7,8,34,61,62","no radius; found in faint-star QLP search; CTOI from Olmschenk et al; retired as TFOP FP/EB","2021-06-04","2024-09-06","2024-09-06"
+"61687533","2849.01","","3","4","3","3","1","4","4","22.8","60.6","121.23","1","0","0","PC","PC","13.2877","0.009","1","qlp-s07-faintsearch","FAINT","109.412182","-6.372974","-0.291","0.038","-2.884","0.034","2459208.275086","0.0040059","2.9510628","0.0000189","3.404","0.235","10.341878","0.007703","9480","7.09453","13.623","","1384.06","1699","17","982.982","21.756","6370","122","4.26","","1.39","","","","1.27","","7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"453105377","2850.01","","3","4","3","3","3","4","4","28.9","129.6","43.59","1","0","1","PC","PC","10.7599","0.006","1","qlp-s07-faintsearch","FAINT","91.41105","-41.288263","-77.69","0.036","8.167","0.042","2459222.134753","0.0007675","6.6329154","0.0000096","0.598","0.201","3.469035","0.109022","3190","100.408","7.47324","1.13326","6.26353","440","23","106.964","0.2425","4608","86.6","4.35","0.24","0.88","0.07","","","0.72","0.0870072","5,7,33","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"174206540","2851.01","","3","4","3","3","1","4","4","20.5","25.2","317","1","0","0","PC","PC","13.0923","0.007","1","qlp-s07-faintsearch","FAINT","113.85425","-40.877509","-1.901","0.031","4.223","0.033","2459247.745314","0.002871","4.8257226","0.0000217","4.145","0.21","8.337815","0.003164","7650","2.91448","14.7924","","1225.98","1648","14","926.193","16.2915","7141","122","4.2","","1.66","","","","1.59","","7,8,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"52869977","2852.01","","3","4","3","3","1","4","4","21.5","42.6","72.82","0","0","0","PC","PC","13.3947","0.008","1","qlp-s07-faintsearch","FAINT","102.113987","-32.457696","6.253","0.026","2.581","0.032","2459253.167438","0.0023909","0.400777","0.0000016","0.886","0.203","2.173647","0.015555","2000","14.3267","10.0625","","3988.82","2214","12","1232.83","25.415","5635","122","3.81","","2.07","","","","1","","6,7,33,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"173818213","2853.01","","3","4","3","3","1","4","4","64","99","317","1","0","0","PC","PC","13.4546","0.006","1","qlp-s07-faintsearch","FAINT","112.919032","-38.310526","-1.91","0.033","0.263","0.033","2459966.276658","0.0014408284","3.2923881","0.0000051","1.427","0.224","29.539376","0.036198","26840","33.339","21.0823","","211.311","1062","35","808.212","13.8125","6300","122","4.35","","1.24","","","","1.24","","7,8,34,61","slightly V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"50989813","2854.01","","3","4","3","3","3","4","4","17.6","57.9","113.82","3","1","1","PC","PC","12.5461","0.01","1","qlp-s07-faintsearch","FAINT","109.100834","-4.730664","-1.128","0.071","-0.63","0.063","2459227.231333","0.0026663","0.9008643","0.0000046","1.419","0.259","2.750393","0.007053","2530","6.49645","13.1071","1.35697","13721.4","3015","13","1961.51","173.31","9267","180.1","4.03","0.1","2.46","0.22","","","2.35","0.32599","7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"437156845","2855.01","","3","4","3","3","3","4","4","14","52.8","58.05","1","0","1","PC","PC","12.7325","0.007","1","qlp-s07-faintsearch","FAINT","123.43693","-18.877652","-5.041","0.029","-4.908","0.022","2459246.599677","0.0026444","3.4906402","0.0000151","1.586","0.222","4.984094","0.008678","4580","7.9927","8.78597","0.55583","202.549","1050","1000","626.536","8.7385","6066","126.5","4.34","0.08","1.18","0.06","","","1.13","0.141998","7,8,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"172630205","2856.01","","3","4","3","3","3","4","4","20.6","31.5","92.54","2","0","1","PC","PC","12.6989","0.007","1","qlp-s07-faintsearch","FAINT","101.010233","-26.030612","10.586","0.02","10.388","0.027","2459226.23093","0.0038518","0.599092","0.000004","1.232","0.242","1.401504","0.007145","1290","6.58065","11.5931","","2400.89","1950","10","1238.08","26.065","5220","122","","","3.19","","","","","","6,7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"419148828","2857.01","","3","5","5","3","3","4","4","24.5","86.4","56.18","1","0","1","PC","APC","12.4644","0.007","1","spoc-s61-b0A","FAINT","120.614522","-35.485708","0.887","0.036","2.793","0.042","2459962.905816","0.0025177584","0.62160311538649","0.000108277076","1.1570715770669","0.13818881","2.548633","0.394841","2344.6249757875","363.59625","8.6439546585455","0.9599996","26805.610200286","3263.4440702499","8.440942","802.97","16.0935","8038","141.3","4.37","0.08","1.5084799528122","0.0535025","","","1.95","0.309332","7,8,34,61","found in faint-star QLP search; possible secondary; period updated to 2x alerted period (0.3 days) with spoc-s61-b0A","2021-06-04","2024-09-06","2024-09-07"
+"47587394","2858.01","","3","4","3","3","1","4","4","","","39.49","0","0","0","PC","PC","13.3606","0.008","1","qlp-s07-faintsearch","FAINT","100.66585","-26.084036","-3.55","2.061","-7.864","2.116","2459225.080496","0.0040222","2.4181961","0.0000155","1.814","0.77","4.515181","0.078079","4150","71.9112","","","473.085","1299","11","","","5118.6","138.8","","","","","","","","","6,7,33","no radius; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"157655504","2859.01","","3","4","3","3","3","4","4","39.5","59.5","317","2","0","1","PC","PC","12.9395","0.006","1","qlp-s07-faintsearch","FAINT","107.27446","-39.164377","0.185","0.034","-7.998","0.034","2459253.079498","0.0008362","3.9589903","0.0000061","3.5","0.108","14.416145","0.002102","13190","1.9361","20.2505","0.960825","852.08","1505","59","1047.94","20.155","6551","133","4.1","0.09","1.73","0.08","","","1.36","0.228485","6,7,33,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"419029830","2860.01","","3","4","4","3","1","4","4","74.4","182.2","317","2","0","0","PC","PC","13.4746","0.006","1","qlp-s07-faintsearch","FAINT","120.504844","-30.622233","-4.101","2.097","4.495","2.097","2459245.824803","0.0021144","4.1849602","0.0000134","2.233","0.255","30.008063","1.545788","27260","1422.71","","","362.823","1215","23","1267.82","","5722.4","201.9","","","","","","","","","7,8,34","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-09-01"
+"157572174","2861.01","","3","4","4","3","1","4","4","11.1","36.3","86.39","0","0","0","PC","PC","13.0316","0.006","1","spoc-s61-b0A","FAINT","106.939794","-38.43372","-1.862","0.021","8.995","0.022","2459967.674019","0.0045102155","6.6269970622871","0.0024052483","3.9371246113468","0.3665394","5.556834","0.434144","5104.9588771123","399.7815","11.13419248493","1.0524266","492.53153284469","1201.5124065627","10.758942","819.583","8.0015","5940","122","4.13","","1.4894599914551","","","","1.08","","6,7,33,34,61","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"231937059","2862.01","","3","4","3","3","1","4","4","18","29.8","317","1","0","0","PC","PC","13.0436","0.006","1","qlp-s07-faintsearch","FAINT","93.577763","-42.883675","-2.015","0.023","14.517","0.025","2459243.08619","0.0015131","11.4874782","0.0000319","4.063","0.231","17.909547","0.009124","16360","8.40338","15.5181","","94.4317","868","40","707.53","6.36","5958","122","4.3","","1.22","","","","1.09","","5,7,32,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"412257781","2863.01","","5","5","5","5","5","5","5","19.3","58.6","65.7","1","0","1","PC","FP","12.7797","0.009","1","qlp-s07-faintsearch","FAINT","110.446018","-22.597941","-8.575","0.027","7.511","0.034","2459253.364143","0.0036508","1.1894812","0.0000072","3.047","0.413","4.493376","0.006971","4130","6.42059","9.44872","0.617205","9015.13","2714","12","890.314","16.385","6550","131.3","4.21","0.09","1.5","0.07","","","1.35","0.225947","7,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"157011920","2864.01","","3","4","3","3","1","4","4","30.8","69.6","80.96","0","0","0","PC","PC","12.818","0.019","1","qlp-s07-faintsearch","FAINT","100.149235","-44.661655","0.1","3.5","0.2","3.2","2459963.053193","0.0017214781","0.4777885","0.000001","1.039","0.146","2.924566","0.004884","2690","4.49832","","","2766.96","2020","21","748.5","","5286.9","948.2","","","","","","","","","6,7,33,34,61","no radius; V-shaped; found in faint-star QLP search; multiple stars in pixel; distant host; period likely too short to be planetary companion","2021-06-04","2024-08-22","2024-08-22"
+"231337271","2865.01","","3","4","3","3","3","4","4","52.8","139.9","69.63","1","0","1","PC","PC","12.685","0.006","1","qlp-s07-faintsearch","FAINT","97.015646","-35.398536","-0.404","0.026","-5.167","0.026","2459226.716429","0.001499","0.451685","0.0000011","0.262","0.103","1.80382","1.436445","1660","1322.14","9.82852","4.41347","1563.98","1751","10","598.315","5.5","6353","133.6","4.46","0.09","1.1","0.05","","","1.26","0.189458","6,7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"409896170","2866.01","","3","4","4","3","1","4","4","63.1","134.7","107.95","3","0","0","PC","PC","13.2495","0.006","1","qlp-s07-faintsearch","FAINT","126.898381","-14.125433","-18.801","0.032","20.099","0.033","2459251.0301","0.0009497","1.5728416","0.0000025","1.947","0.109","23.065451","0.012895","21020","11.877","12.7462","","687.916","1426","31","456.797","4.4345","5288","122","4.52","","0.87","","","","0.908","","7,8,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"156949982","2867.01","","3","4","3","3","1","4","4","15.4","38.8","130.22","0","0","0","PC","PC","13.4861","0.006","1","qlp-s07-faintsearch","FAINT","104.345323","-40.578998","-14.965","0.033","-21.29","0.04","2459965.827646","0.0049694167","5.6392638","0.0000279","4.436","0.303","7.97682","0.004535","7320","4.17687","14.2003","","486.031","1308","13","1086.1","21.73","5904","122","4.03","","1.65","","","","1.07","","6,7,33,34,61","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"147857396","2868.01","","3","4","3","3","3","4","4","12.3","46.6","100.2","2","0","1","PC","PC","12.9702","0.006","1","qlp-s07-faintsearch","FAINT","98.965621","-41.56033","0.9","0.032","10.516","0.032","2459222.277749","0.0028432","9.3803217","0.0000516","4.508","0.934","9.377714","0.015165","8600","13.9675","12.1477","0.798237","246.563","1103","28","680.951","7.7395","5817","137.5","4.25","0.08","1.27","0.06","","","1.05","0.128236","6,7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"409264172","2869.01","","3","4","3","3","3","4","4","95.1","346.3","317","1","0","1","PC","PC","12.9451","0.048","1","qlp-s07-faintsearch","FAINT","109.657119","-13.064781","-2.289","0.113","0.969","0.1","2459249.109041","0.0010522","1.7198076","0.0000036","1.861","0.239","11.888518","0.011178","10890","10.295","","","4161.67","2237","16","2887.19","645.795","8531","495.4","","","","","","","","","7,33,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"14709225","2870.01","","3","4","3","3","3","4","4","21","76.3","78.03","4","3","1","PC","PC","12.5266","0.008","1","qlp-s46-tois","FAINT","111.797558","14.957871","-6.274","2.143","-23.602","2.143","2459577.909729","0.0010183","5.7655904","0.0000105","1.757","0.406","8.62232","0.018636","7910","17.1647","19.7343","2.53078","80.5444","834","31","423.114","","5409","339.9","","","2","0.24","","","","","7,33,44,45,46","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"155807906","2871.01","","3","4","3","3","1","4","4","17.1","57.5","37.49","0","0","0","PC","PC","13.0777","0.009","1","qlp-s07-faintsearch","FAINT","123.825652","-29.23165","-4.579","0.025","-5.108","0.028","2459253.168845","0.0040327","0.4057204","0.0000023","1.201","0.181","2.848362","0.007004","2620","6.45081","6.83767","","11661.9","2895","10","879.564","13.246","6541","122","4.33","","1.32","","","","1.35","","7,8,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"151930063","2872.01","","3","4","3","3","3","4","4","18.4","33","317","0","0","1","PC","PC","12.8919","0.011","1","qlp-s07-faintsearch","FAINT","119.619171","-35.664564","-2.551","0.025","1.992","0.027","2459963.999386","0.006022281","5.2201338","0.0000286","2.584","0.216","6.577731","0.006738","6040","6.20624","14.7463","0.763","2982.23","2058","9","1142.16","20.515","11632","397.3","4.35","0.07","1.95","0.07","","","3.08","0.398605","7,8,34,61","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"119448220","2873.01","","3","4","4","3","1","4","4","50.9","133.6","56.55","6","1","0","PC","PC","12.6587","0.01","1","qlp-s07-faintsearch","FAINT","97.790166","-39.210426","-17.178","1.171","26.168","1.171","2459252.913566","0.0006976","1.252025","0.0000018","0.816","0.131","9.476282","4.584589","8690","4213.66","","","495.784","","21","269.192","","5000","","","","","","","","","","6,7,33,34","no radius; V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"123106490","2874.01","","5","5","5","5","5","5","5","21.8","88.7","55","0","0","1","EB","FP","11.3002","0.006","1","spoc-s01-s65-b0A-PC","FAINT","113.755213","-43.876527","-4.295","0.045","6.098","0.042","2459963.591728","0.0029154036","3.3004862","0.0000165","2.9591049751349","0.17594647","2.612785","0.214399","2403.5706041201","197.4491","8.5365984025501","2.9922256","1351.1962910867","1546.3199559383","20.22215","398.13","3.989","6408","95.4","4.26","2.01","1.3078399896622","0.055402","","","1.47","0.246486","7,8,34,61,62","found in faint-star QLP search; centroid offset centered near TIC 123106484 (Tmag~16.5)+ ~700 ppm secondary in SPOC s62; retired as TFOP FP/NEB","2021-06-04","2024-09-08","2024-09-08"
+"385658469","2875.01","","3","4","3","3","3","4","4","14.4","21.2","317","0","3","1","PC","PC","12.5365","0.012","1","qlp-s07-faintsearch","FAINT","110.778713","-11.990525","-0.016","0.073","-0.092","0.066","2459245.620362","0.0047884","3.4142143","0.000029","4.212","0.397","3.697793","0.005435","3400","5.00577","15.9231","1.76604","5796.83","2430","1000","1833.11","181.87","8573","166.5","3.9","0.11","2.72","0.28","","","2.14","0.309074","7,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"10827386","2876.01","","3","4","4","3","3","4","4","25.8","106.4","64.73","2","2","1","PC","PC","11.7038","0.006","1","qlp-s07-faintsearch","FAINT","110.247353","-21.114638","15.534","0.034","2.554","0.046","2459248.364238","0.0006769","6.2996307","0.0000086","1.918","0.158","10.396685","0.003694","9530","3.40232","9.36407","0.582738","42.1658","709","44","225.744","1.5105","5137","125.6","4.45","0.08","0.92","0.05","","","0.866","0.102454","7,33,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"348477542","2877.01","","3","4","3","3","1","4","4","43.5","56.6","317","2","0","0","PC","PC","13.0814","0.007","1","qlp-s07-faintsearch","FAINT","121.311321","-16.595309","-10.511","0.028","-0.051","0.023","2459248.400362","0.0013997","3.4074188","0.0000076","3.111","0.133","19.865023","0.006024","18130","5.548","17.1042","","736.646","1451","29","805.159","13.462","6237","122","4.33","","1.24","","","","1.21","","7,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"4999813","2878.01","","5","5","5","5","5","5","5","7.3","41.3","19.52","1","0","1","PC","FP","12.6063","0.006","1","qlp-s07-faintsearch","FAINT","107.358337","-1.732243","-6.437","0.133","-19.429","0.11","2459226.726213","0.0044208","2.0849517","0.0000225","3.099","0.745","2.587132","0.011466","2380","10.5605","4.65169","0.431209","2731.54","2014","13","474.693","16.6275","6163","123.1","4.56","0.09","0.94","0.05","","","1.174","0.164787","7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"146836153","2879.01","","5","5","5","5","5","5","5","32.2","81.5","99.88","1","0","0","EB","FP","13.3181","0.006","1","spoc-s61-b0A","FAINT","124.319317","-30.632887","14.597","2.085","-12.005","2.085","2459964.82553","0.0013568316","2.3252877906374","0.000238955","2.2775710489443","0.101888046","32.366792","1.511727","29370.954615018","1391.3828","12.8754","1.32894","846.68216476073","1375.7827266209","27.171238","602.935","","5744","273.3","","","1.1","0.11","","","","","7,8,34,61","found in faint-star QLP search; ~8000 ppm secondary in SPOC s61; v-shaped","2021-06-04","2024-09-09","2024-09-10"
+"344140617","2880.01","","3","4","3","3","1","4","4","12.3","35.3","115.38","0","0","0","PC","PC","13.2873","0.006","1","qlp-s07-faintsearch","FAINT","108.412415","-48.696216","-3.973","0.029","12.612","0.035","2459988.872071","0.008510938","4.7799716","0.0000381","4.976","1.005","5.71513","0.011054","5250","10.1806","13.1891","","1774.48","1808","20","1251.5","26.74","6605","122","4.07","","1.79","","","","1.38","","6,7,8,33,61,62","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"320541238","2881.01","","3","4","3","3","1","4","4","19.6","47.5","115.26","0","0","0","PC","PC","13.2222","0.007","1","qlp-s07-faintsearch","FAINT","109.29759","1.114636","-7.137","0.06","3.407","0.046","2459225.47669","0.0023366","2.9301843","0.0000164","4.218","0.256","6.839923","0.004268","6280","3.93067","13.1989","","1800.37","1814","20","1059.52","53.65","6032","122","4.05","","1.65","","","","1.12","","7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"142405475","2882.01","","3","4","3","3","1","4","4","4.4","24","22.03","0","0","0","PC","PC","13.1101","0.017","1","qlp-s07-faintsearch","FAINT","103.039992","-12.68971","0.448","0.04","-0.962","0.048","2459224.056067","0.015863","2.0083269","0.0000484","4.37","0.736","1.825571","0.005823","1680","5.36292","4.99539","","7012.5","2549","9","855.978","17.997","6656","122","4.37","","1.28","","","","1.4","","6,7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"319932686","2883.01","","3","4","3","3","3","4","4","20.3","63.5","92.11","0","0","2","PC","PC","12.3661","0.006","1","qlp-s07-faintsearch","FAINT","109.559167","-32.95761","-2.863","2.127","-6.202","2.127","2459249.371429","0.0014507","3.7064049","0.0000157","2.056","0.451","5.125899","0.521509","4710","480.212","","","1014.45","1572","21","696.926","","6016","265.8","","","","","","","","","7,33,34","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"318413374","2884.01","","3","4","3","3","1","4","4","20.2","18","317","0","0","0","PC","PC","13.4518","0.011","1","qlp-s07-faintsearch","FAINT","109.640338","-9.70194","-0.555","0.04","0.366","0.035","2459226.630661","0.0062348","2.935886","0.0000295","2.93","1.019","6.424816","0.04715","5900","43.4254","14.3093","","1215.74","1645","11","1150.7","33.855","5896","122","3.97","","1.77","","","","1.07","","7,33","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"140019355","2885.01","","3","4","3","3","3","4","4","16.1","29.3","317","1","1","1","PC","PC","11.7507","0.016","1","qlp-s07-faintsearch","FAINT","115.517784","-18.889988","-3.929","0.045","2.523","0.048","2459241.058065","0.0032119","6.3350651","0.0000315","2.37","0.526","4.526083","0.010355","4160","9.53769","15.3432","1.11963","1093.74","1602","1000","1301.56","58.995","9608","286.3","4.11","0.07","2.28","0.12","","","2.45","0.33775","7,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"318796593","2886.01","","3","4","4","3","3","4","4","139.3","175.7","317","6","12","1","PC","PC","11.7858","0.006","1","qlp-s07-faintsearch","FAINT","110.007657","-10.569841","-8.364","0.059","-4.851","0.052","2459251.740462","0.0002722","1.6020002","0.0000013","2.625","0.046","23.620117","0.001941","21520","1.78771","18.6498","0.936438","2118.49","1890","92","413.673","6.706","6141","168.1","4.33","0.09","1.22","0.06","","","1.164","0.170529","7,33,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"134183038","2887.01","","3","4","3","3","1","4","4","35.5","57.1","317","1","0","0","PC","PC","13.3009","0.007","1","spoc-s01-s65-b0A-PC","FAINT","121.985508","-39.014522","-4.648","0.03","4.641","0.029","2459966.387883","0.00157095","4.9182798161624","0.00029141066","3.7931445286489","0.11622113","22.622193","0.577794","20620.24443352","532.02606","17.00847377336","0.36995718","716.68379529946","1319.6283765207","36.073627","781.709","11.117","7185","122","4.52","","1.1498999595642","","","","1.61","","7,8,34,61,62","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"80713983","2888.01","","3","4","3","3","3","4","4","","","77.66","2","0","1","PC","PC","11.1893","0.015","1","spoc-s01-s65-b0A-PC","FAINT","121.957411","-45.377044","-5.199","0.086","4.882","0.082","2459966.507331","0.00058703707","4.2186520460751","0.00008968843","1.7861147737422","0.041852176","10.033099","0.273492","9198.2604370187","251.86385","","","","","40.114227","1658.85","141.555","9307","941.6","","","","","","","","","7,8,34,61,62","no radius; V-shaped; found in faint-star QLP search","2021-06-04","2024-09-06","2024-09-06"
+"355796887","2889.01","","3","4","3","3","3","4","4","107.2","256.7","317","3","0","1","PC","PC","12.973","0.006","1","qlp-s37-tois","FAINT","132.225584","-61.904997","-2.515","3","7.091","3","2459325.238907","0.0005378","3.6579148","0.0000041","4.33","0.189","35.648147","0.005268","32300","4.85216","","","869.875","1512","138","937.591","","5765","93.6","","","","","","","","","8,9,10,35,36,37","found in faint-star QLP search; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"355655412","2890.01","","3","4","3","3","3","4","4","","","317","2","0","1","PC","PC","12.6223","0.013","1","qlp-s36-tois","FAINT","137.699604","-50.922","-11.974","0.051","12.431","0.04","2459299.679583","0.0008792","3.1958886","0.0000047","1.548","0.244","11.745828","0.024722","10760","22.77","16.4567","1.94841","495.822","1314","35","776.868","16.38","6496.3","369","","","1.39","0.15","","","","","8,9,35,36","found in faint-star QLP search; v-shaped; possible odd-even","2021-06-04","2024-08-22","2024-08-22"
+"342167886","2891.01","TIC 342167886.01","3","4","3","3","3","4","4","20.5","39.8","317","7","0","1","PC","PC","11.7498","0.007","1","qlp-s37-tois","FAINT","122.890573","-57.315237","2.861","0.207","-0.627","0.181","2460015.954935","0.0016277051","17.3076615","0.0000305","4.843","0.122","9.6844","0.001228","8880","1.13094","17.4207","1.54523","96.7375","873","71","627.007","44.5875","6693","139.8","4.07","0.11","1.81","0.16","","","1.42","0.237598","8,9,10,34,35,36,37,62,63","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"340559155","2892.01","","3","4","3","3","1","4","4","22.9","50.3","317","1","0","0","PC","PC","13.3763","0.006","1","qlp-s37-tois","FAINT","116.213624","-59.551153","-8.417","0.034","6.167","0.035","2460045.077222","0.0045201345","14.9502738","0.0000906","4.464","0.272","8.797437","3.614694","8070","3323.72","15.1651","","135.41","950","26","374.866","2.2025","5068","122","4.58","","0.79","","","","0.85","","3,4,5,7,8,9,10,13,27,30,31,34,35,36,37,61,64","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"340144218","2893.01","","3","4","3","3","1","4","4","5.2","31.4","43.14","2","0","0","PC","PC","13.296","0.006","1","qlp-s36-tois","FAINT","113.57776","-56.581794","-2.083","0.034","19.363","0.038","2459295.960835","0.0034245","10.3629429","0.0000674","3.168","0.478","6.402972","0.010233","5880","9.42528","7.36873","","66.9029","796","13","518.198","4.9425","5467","122","4.45","","0.96","","","","0.96","","3,7,8,9,10,13,30,33,34,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"315120585","2894.01","","3","4","3","3","1","4","4","15.1","61.2","90.96","2","0","0","PC","PC","13.0815","0.007","1","qlp-s09-faintsearch","FAINT","145.428958","-24.78535","-0.577","0.041","-7.106","0.041","2459265.55968","0.0018204","7.4190257","0.0000222","2.472","0.122","12.679143","0.005516","11610","5.08054","11.48","","87.5704","852","25","617.411","10.0615","6004","122","4.47","","1.02","","","","1.11","","8,9,35","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"315117300","2895.01","","3","4","3","3","1","4","4","5.6","22.8","75.69","1","0","0","PC","PC","13.3064","0.007","1","qlp-s09-faintsearch","FAINT","145.329475","-28.354658","-9.494","0.052","0.478","0.056","2459275.535658","0.008328","8.7858955","0.0001161","5.908","0.574","4.25355","0.005454","3910","5.02354","10.3307","","656.013","1409","10","1274.13","42.25","6749","122","4.17","","1.63","","","","1.44","","8,9,35","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"310537530","2896.01","","3","4","3","3","3","4","4","31.1","24.6","317","0","0","1","PC","PC","12.8047","0.006","1","qlp-s37-tois","FAINT","128.916062","-62.114976","-5.293","0.029","9.322","0.023","2460042.380749","0.0027212584","1.3475728","0.0000056","1.589","0.418","2.793934","0.009069","2570","8.35241","18.0939","","1178.75","1632","19","1362.17","24.81","5434","122","","","3.36","","","","","","8,9,10,11,35,36,37,62,63,64","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"308987429","2897.01","","3","4","3","3","1","4","4","4.9","31.7","48.54","0","0","0","PC","PC","13.3406","0.006","1","qlp-s37-tois","FAINT","122.960237","-61.733279","-14.819","0.033","24.435","0.037","2459310.429548","0.0026138","12.0040505","0.0000505","3.95","0.186","7.506613","0.003793","6890","3.49348","7.9538","","77.3733","826","24","583.358","5.567","5777","122","4.47","","0.98","","","","1.04","","1,4,5,8,9,10,11,31,34,35,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"308612785","2898.01","","3","4","3","3","1","4","4","23.7","34.7","317","3","0","0","PC","PC","13.4268","0.006","1","spoc-s01-s69-b0A-PC","FAINT","121.487048","-61.667199","-2.606","0.033","6.903","0.032","2459990.91546","0.0017259428","3.6128161","0.0000136","3.7292937825503","0.14032857","10.584958","0.472751","9701.7379771934","435.3247","17.574815105064","0.5870478","2403.237030078","1785.7427737068","19.696386","1441.09","33.815","7186","122","4.18","","1.7138199806213","","","","1.61","","1,4,5,7,8,9,10,11,28,31,34,35,36,37,62,63,64,68","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"307366709","2899.01","","3","4","4","3","1","4","4","28.4","32.3","317","2","0","0","PC","PC","13.0077","0.006","1","qlp-s39-tois","FAINT","125.68696","-67.723522","2.291","0.048","7.905","0.042","2459386.403025","0.0010606","4.0874138","0.0000077","2.061","0.319","8.140894","0.012046","7470","11.0945","17.2785","","334.64","1191","41","983.354","23.1875","5881","122","3.94","","1.83","","","","1.07","","2,5,8,9,10,11,12,28,29,32,35,36,37","found in faint-star QLP search; possible synchronization","2021-06-04","2024-08-22","2024-08-22"
+"298206077","2900.01","","3","4","3","3","1","4","4","89","131.1","317","4","0","0","PC","PC","13.4609","0.006","1","qlp-s36-tois","FAINT","142.73104","-51.141043","-11.926","2.927","13.197","2.927","2459303.692092","0.0009906","1.317173","0.0000027","2.581","0.069","15.450872","0.004044","14130","3.72495","","","1048.64","1585","36","1036.78","","4649.5","462.2","","","","","","","","","9,10,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"295093397","2901.01","","3","4","4","3","3","4","4","50.5","102.8","317","3","0","1","PC","PC","11.9357","0.007","1","qlp-s36-tois","FAINT","140.609503","-52.043622","-7.124","0.048","5.363","0.055","2459303.994531","0.0010217","4.6086828","0.00001","4.283","0.121","15.296701","0.003567","13990","3.28565","20.3715","0.858242","2197.47","1907","50","808.284","19.375","8097","145.3","4.26","0.08","1.72","0.07","","","1.97","0.308589","9,10,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"290302097","2902.01","","5","5","5","5","5","5","5","8.7","42.3","24.37","1","0","1","EB","FP","12.7858","0.006","1","qlp-s37-tois","FAINT","136.335932","-62.966781","-12.172","0.027","22.836","0.026","2460042.800347","0.004882616","2.9918201","0.000013","2.231","0.278","3.708687","0.004399","3410","4.05169","5.2899","0.357764","317.354","1175","21","363.632","1.88","5301","126.4","4.5","0.08","0.89","0.05","","","0.91","0.120139","9,10,11,35,36,37,62,63,64","found in faint-star QLP search; retired as TFOP FP/NEB","2021-06-04","2024-08-22","2024-08-22"
+"268125229","2903.01","","3","4","3","3","3","4","4","7.1","38.3","22.74","0","0","1","PC","PC","12.7318","0.006","1","qlp-s36-tois","FAINT","116.065365","-51.874845","1.678","0.022","-2.327","0.022","2459964.220375","0.0027882797","3.5947639","0.0000201","1.81","0.184","3.338337","0.005341","3070","4.91927","5.10241","0.341297","176.712","1015","12","381.002","1.739","5594","127.9","4.5","0.08","0.93","0.05","","","0.99","0.124331","7,8,9,34,35,36,61","found in faint-star QLP search; low SNR","2021-06-04","2024-08-22","2024-08-22"
+"267536225","2904.01","","3","4","3","3","3","4","4","6.3","29.6","39.82","0","0","1","PC","PC","12.5519","0.006","1","qlp-s36-tois","FAINT","114.184839","-53.204584","5.616","0.027","-10.253","0.024","2459292.3431","0.0074835","7.5010022","0.0000929","3.977","1.172","2.772163","0.013066","2550","12.0342","7.05091","0.608834","534.505","1339","11","519.895","3.389","5673","125.5","4.21","0.08","1.31","0.06","","","1.01","0.124948","7,8,9,34,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"260120451","2905.01","","3","4","3","3","3","4","4","","","317","2","0","1","PC","PC","12.41","0.02","1","qlp-s36-tois","FAINT","130.961641","-45.972021","-23.504","0.996","6.986","0.996","2459998.015443","0.0055279224","11.8790678","0.0000638","3.716","0.65","9.355811","0.011059","8580","10.1858","","","61.6781","780","22","804.13","","5163.2","1170.8","","","","","","","","","8,9,35,36,61,62","found in faint-star QLP search; possible depth aperture correlation; v-shaped; variable host; host is distant and likely evolved so Rp may be too large to be planetary; multiple stars in pixel","2021-06-04","2024-08-22","2024-08-22"
+"192259856","2906.01","","3","4","3","3","3","4","4","34","105.8","119.07","1","0","1","PC","PC","12.7318","0.006","1","qlp-s09-faintsearch","FAINT","137.390723","-37.796842","-16.58","0.022","9.238","0.026","2459277.553272","0.0015119","3.7062792","0.0000089","3.008","0.123","15.208613","0.003121","13910","2.87436","13.4147","0.596572","714.906","1440","32","591.529","5.899","6524","121","4.49","0.09","1.09","0.05","","","1.34","0.213169","8,9,35","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"192003741","2907.01","","3","4","3","3","3","4","4","15.2","51","85.36","0","0","1","PC","PC","12.3447","0.006","1","qlp-s09-faintsearch","FAINT","136.755357","-36.560064","-8.574","1.178","3.781","1.178","2459274.76139","0.0062894","3.168632","0.0000322","2.329","0.407","3.076989","0.007307","2830","6.73025","","","536.503","1340","8","931.375","","6020","347.7","","","","","","","","","8,9,35","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"191671884","2908.01","","3","4","3","3","3","4","4","5.6","35.3","28.86","0","0","1","PC","PC","12.6467","0.006","1","qlp-s09-faintsearch","FAINT","135.94385","-39.21708","-13.668","0.028","0.824","0.028","2459275.14257","0.0050085","5.4631023","0.0000447","4.067","0.502","3.338337","0.004787","3070","4.40887","5.85793","0.346715","874.545","1515","12","554.906","5.5215","6788","138.7","4.55","0.09","1.06","0.04","","","1.46","0.250104","8,9,35","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"191496430","2909.01","","3","4","3","3","3","4","4","","","65.21","0","0","2","PC","PC","11.3289","0.006","1","qlp-s09-faintsearch","FAINT","135.668568","-37.016822","-11.065","2.243","6.404","2.105","2459275.206618","0.0029483","3.0688259","0.0000135","3.95","0.28","3.272994","0.001201","3010","1.10582","9.43298","0.576381","4260.44","2250","18","","","7776.7","228.1","","","1.64","0.09","","","","","8,9,35","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"141574742","2910.01","","3","4","3","3","1","4","4","41","49.9","317","1","0","0","PC","PC","13.3395","0.006","1","spoc-s01-s65-b0A-PC","FAINT","129.629817","-42.141881","-6.386","2.974","7.673","2.974","2459965.450862","0.0023758048","3.3080661750616","0.0002922552","4.0947446652036","0.19041714","12.948973","0.474193","11855.606674652","436.65234","","","529.16418397719","1223.2560150847","21.242928","842.929","","4989.6","113.6","","","","","","","","","8,9,35,61,62","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"141141249","2911.01","","3","4","4","3","1","4","4","43.6","109.6","52.87","3","0","0","PC","PC","13.381","0.15","1","spoc-s01-s65-b0A-PC","FAINT","129.080557","-46.365534","","","","","2459963.857775","0.0008321841","1.7701321482429","0.000049550737","1.663132782589","0.065112434","55.466329","1.416993","49803.408244472","1304.2474","10.9547","1.01385","170.61587801792","921.77433298097","35.24515","","","4430.1","200.9","","","0.77","0.07","","","","","8,9,35,36,61,62","found in faint-star QLP search; likely M-dwarf host; Rp from qlp-s36-tois as spoc is assuming Rstar is solar","2021-06-04","2024-09-08","2024-09-08"
+"118406995","2912.01","","3","4","3","3","3","4","4","16.7","57.6","95.3","6","0","1","PC","PC","11.3838","0.006","1","qlp-s37-tois","FAINT","128.826991","-56.640286","-3.225","0.046","2.94","0.046","2460019.659941","0.0023593067","8.7614828","0.0000215","3.301","0.317","4.569695","0.00315","4200","2.90081","11.807","0.619521","192.233","1037","42","557.087","7.508","6614","132.5","4.05","0.09","1.83","0.08","","","1.38","0.220567","8,9,10,35,36,37,61,62,63","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"101588793","2913.01","","3","4","3","3","1","4","4","20.2","76.8","84.33","1","0","0","PC","PC","13.3564","0.006","1","qlp-s36-tois","FAINT","150.480802","-31.738573","27.746","0.036","-18.096","0.048","2459304.456496","0.0010481","7.0317936","0.0000171","2.962","0.091","20.904958","0.009138","19070","8.41597","10.9551","","33.675","671","37","265.527","2.2425","4269","122","4.48","","0.78","","","","0.67","","9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"90127880","2914.01","","3","4","3","3","1","4","4","21","27","317","1","0","0","PC","PC","13.21","0.009","1","spoc-s01-s65-b0A-PC","QLP","127.623784","-48.820612","-5.655","0.045","5.564","0.044","2459964.763408","0.0030519925","3.0515894357979","0.0003148952","3.2635857967928","0.25417286","6.354442","0.34187","5835.5643672025","314.8244","15.532218809111","0.99047637","5083.0675851329","2153.5314602369","14.595","1245.8","42.505","7902","122","4.14","","1.9429500102997","","","","1.89","","8,9,35,61,62","found in faint-star QLP search","2021-06-04","2024-01-16","2024-01-27"
+"89617284","2915.01","","3","4","3","3","3","4","4","26.2","80.3","97.72","0","0","1","PC","PC","12.5254","0.006","1","qlp-s36-tois","FAINT","127.414073","-55.560709","-10.929","1.237","9.407","1.237","2459297.972286","0.0017014","5.1304425","0.0000136","2.399","0.382","8.359697","0.010057","7670","9.26266","","","160.972","992","33","455.243","","5003.8","178.7","","","","","","","","","8,9,10,35,36","found in faint-star QLP search; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"76663549","2916.01","","3","4","3","3","1","4","4","32.1","108.5","114.89","2","0","0","PC","PC","13.108","0.006","1","qlp-s36-tois","FAINT","140.683121","-45.092394","-1.29","0.029","4.896","0.03","2459303.128643","0.00092","3.9216762","0.0000064","2.075","0.082","19.058101","0.007488","17400","6.89699","13.1754","","325.02","1182","45","588.385","6.867","6706","123","4.63","","0.96","","","","1.42","","8,9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"75744886","2917.01","","3","4","3","3","1","4","4","42.9","81","317","1","0","0","PC","PC","13.0699","0.006","1","qlp-s36-tois","FAINT","139.336601","-46.114722","-9.965","2.986","5.557","3.005","2459294.120029","0.0017633","7.9018734","0.0000228","3.18","0.346","17.755027","0.007229","16220","6.65789","","","70.7874","808","33","785.617","","4976","217.5","","","","","","","","","8,9,35,36","found in faint-star QLP search; no Gaia astrometry; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"74881311","2918.01","","3","4","3","3","1","4","4","8.8","46.4","66.43","2","0","0","PC","PC","13.2889","0.006","1","qlp-s36-tois","FAINT","138.138217","-46.400703","-10.853","0.03","9.529","0.031","2459288.040612","0.0033942","9.5680636","0.0000632","3.982","0.281","10.254191","0.010942","9400","10.078","9.53977","","195.344","1041","17","632.543","7.6515","6511","122","4.57","","0.99","","","","1.34","","8,9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"74274839","2919.01","TIC 74274839.01","3","4","4","3","3","4","4","27.8","100.7","78.07","3","0","1","PC","PC","12.5917","0.006","1","qlp-s36-tois","FAINT","137.261531","-44.69446","3.472","0.028","6.142","0.028","2459298.680353","0.0009828","4.6957057","0.0000097","2.633","0.083","15.087505","0.00658","13800","6.06038","10.543","0.609663","165.667","999","40","332.108","1.757","5475","128","4.53","0.08","0.89","0.05","","","0.96","0.117042","8,9,35,36","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-09-01"
+"48210046","2920.01","","3","4","3","3","3","4","4","54.2","70.2","317","4","0","1","PC","PC","12.8212","0.006","1","qlp-s36-tois","FAINT","148.043561","-34.637781","-12.749","0.09","-1.241","0.101","2459300.972897","0.0006698","3.2003149","0.0000041","2.847","0.093","17.865396","0.003697","16320","3.40467","18.204","1.10709","626.171","1393","68","728.811","32.598","6060","129.8","4.2","0.09","1.4","0.08","","","1.13","0.146578","9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"45896295","2921.01","TIC 45896295.01","3","4","3","3","3","4","4","31","84.9","119.77","1","0","1","PC","PC","12.8854","0.006","1","qlp-s37-tois","FAINT","131.498216","-57.970633","-4.986","0.032","0.248","0.027","2459331.505693","0.0009394","3.0044799","0.0000056","3.19","0.11","12.009271","0.002293","11000","2.11167","13.4546","0.635962","1078.67","1596","49","706.87","7.765","6302","128.3","4.34","0.09","1.25","0.06","","","1.24","0.187697","8,9,10,35,36,37","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"45492609","2922.01","","3","4","3","3","3","4","4","13.2","58.2","23.23","0","0","1","PC","PC","11.7768","0.006","1","qlp-s36-tois","FAINT","148.530378","-36.533331","-7.239","0.027","11.021","0.04","2459303.736827","0.0013447","1.3605223","0.000004","0.715","0.176","1.564587","0.011356","1440","10.4593","5.14347","0.48199","333.693","1190","13","366.67","3.458","5924","131.2","4.35","0.08","1.15","0.06","","","1.08","0.139352","9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"45299834","2923.01","","3","4","3","3","3","4","4","21.6","67.4","100.82","2","0","1","PC","PC","12.8521","0.006","1","qlp-s37-tois","FAINT","130.312867","-59.003312","-18.345","0.029","18.998","0.026","2460015.622952","0.0015158427","4.3226285","0.0000102","2.908","0.133","9.914472","0.002185","9090","2.01235","12.2227","0.618805","401.143","1246","36","668.938","5.933","6153","136.1","4.31","0.09","1.25","0.06","","","1.17","0.166254","8,9,10,35,36,37,62,63,64","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"45048546","2924.01","","3","4","3","3","3","4","4","14.3","59.3","77.42","2","0","1","PC","PC","12.1466","0.006","1","spoc-s01-s65-b0A-PC","FAINT","129.565989","-54.087096","-8.755","0.051","11.083","0.043","2459966.861078","0.0021668028","7.3498344783855","0.0003752502","4.0296279300564","0.18817364","6.235484","0.257082","5726.6329421538","236.75359","10.946559507724","0.62000066","450.70387569167","1175.1480187988","23.69528","552.876","8.533","6571","133.3","4.31","0.09","1.3471499681473","0.0596583","","","1.36","0.212139","8,9,35,36,61,63","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"44510874","2925.01","","3","4","3","3","3","4","4","23.8","86.7","52.08","0","0","1","PC","PC","11.49","0.007","1","qlp-s36-tois","FAINT","145.470604","-41.4836","-15.85","0.098","11.659","0.102","2459302.564351","0.0011891","1.5720089","0.0000047","1.257","0.171","2.968113","0.004361","2730","4.01688","8.25698","0.514993","1224","1647","19","504.705","14.1235","7164","137.5","4.28","0.09","1.51","0.07","","","1.6","0.271725","9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"34499178","2926.01","","3","4","3","3","1","4","4","18.6","45.5","126.62","0","0","0","PC","PC","13.1845","0.006","1","qlp-s36-tois","FAINT","146.894352","-44.938923","-12.632","0.031","8.679","0.032","2459303.198309","0.0028352","2.4249041","0.0000187","4.225","0.293","6.129967","0.004269","5630","3.93217","13.9253","","3929.91","2205","18","1301.83","34.325","6632","122","4.01","","1.92","","","","1.39","","9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"33651215","2927.01","","3","4","3","3","1","4","4","44.3","47.6","317","3","0","0","PC","PC","13.3754","0.006","1","qlp-s36-tois","FAINT","145.556049","-43.004208","-8.221","0.03","-0.441","0.029","2459304.991277","0.0010124","1.3868302","0.0000031","2.413","0.115","15.516952","0.007011","14190","6.45769","14.7174","","4386.75","2267","34","890.006","15.2665","7019","122","4.46","","1.22","","","","1.55","","9,35,36","found in faint-star QLP search; slight depth aperture correlation","2021-06-04","2024-08-22","2024-08-22"
+"33159936","2928.01","","3","4","3","3","3","4","4","19.8","64","82.5","3","0","1","PC","PC","12.9639","0.006","1","qlp-s36-tois","FAINT","144.684864","-43.027284","-19.668","0.026","-4.383","0.027","2459302.165051","0.0041972","2.8457134","0.0000232","3.189","0.273","7.68155","0.011558","7050","10.645","10.8106","0.65423","1849.83","1827","11","754.398","10.253","6910","135.3","4.39","0.08","1.3","0.06","","","1.51","0.267242","9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"31975443","2929.01","","3","4","3","3","1","4","4","44.1","118.9","95.73","4","0","0","PC","PC","13.2135","0.006","1","qlp-s36-tois","FAINT","137.057803","-43.58446","-11.627","0.031","9.072","0.028","2459302.03511","0.0026006","2.0391352","0.0000109","2.1","0.183","20.97137","0.026924","19130","24.7973","11.8618","","693.385","1429","12","464.854","3.821","5773","122","4.55","","0.89","","","","1.03","","8,9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"30300445","2930.01","","3","4","3","3","3","4","4","10.3","35.8","82.9","7","0","1","PC","PC","11.6526","0.007","1","qlp-s36-tois","FAINT","133.916868","-43.399202","-9.571","0.048","10.095","0.041","2459297.414276","0.0040363","7.2041454","0.0000454","3.527","0.812","2.14101","0.004805","1970","4.42511","10.8839","0.713033","735.576","1450","17","768.578","15.9945","7176","143.4","3.91","0.08","2.34","0.1","","","1.6","0.27022","8,9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"29505837","2931.01","","3","4","3","3","3","4","4","11.4","38.4","85.77","1","0","1","PC","PC","12.1511","0.006","1","qlp-s09-faintsearch","FAINT","133.202995","-43.353789","-20.947","0.048","12.904","0.049","2459996.684641","0.0041936063","8.6681997","0.0000798","5.864","0.912","4.22085","0.005926","3880","5.45793","11.0832","0.710674","492.998","1312","18","663.064","12.5775","6133","135.2","4.01","0.08","1.77","0.09","","","1.16","0.150722","8,9,35,63","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"29418536","2932.01","","3","4","3","3","3","4","4","25.1","31.1","317","1","0","1","PC","PC","12.6396","0.007","1","qlp-s36-tois","FAINT","133.035477","-46.012169","-3.19","0.029","2.717","0.033","2459990.683405","0.0018213417","3.2569118","0.0000112","3.689","0.215","6.490348","0.002853","5960","2.62798","15.9704","0.733603","2431.32","1956","25","1052.16","19.465","7320","135.1","4.01","0.08","2.1","0.08","","","1.66","0.282252","8,9,35,36,62","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"29336129","2933.01","","5","5","5","5","5","5","5","23.5","62.3","80.42","0","0","1","EB","FP","12.5246","0.006","1","spoc-s01-s65-b0A-PC","FAINT","132.871698","-47.739206","0.088","0.041","1.337","0.041","2459989.636228","0.006923556","1.6363821939796","0.0004119648","5.2796046260831","0.46635485","2.591343","0.337418","2383.869038655","310.72556","10.674548893874","4.354529","4767.1868729057","2119.2651364138","12.793624","762.471","13.8775","6361","137","4.09","0.08","1.6786999702454","0.0733066","","","1.27","0.192348","8,9,35,36,62,63","found in faint-star QLP search; centroid offset near TIC 29336132 (Tmag~18.2) in SPOC multisector; retired as TFOP FP/NEB","2021-06-04","2024-09-08","2024-09-08"
+"28945511","2934.01","","3","4","3","3","3","4","4","12.1","55.8","23.54","0","0","1","PC","PC","12.8016","0.006","1","qlp-s09-faintsearch","FAINT","132.464537","-43.285817","-25.357","0.024","1.121","0.027","2459278.683684","0.0036219","1.1239749","0.0000062","1.011","0.201","2.38037","0.013417","2190","12.3574","5.17993","0.436021","910.705","1530","9","466.664","3.52","6220","130.8","4.56","0.08","0.95","0.04","","","1.2","0.161641","8,9,35","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"24837152","2935.01","","3","4","3","3","3","4","4","17.4","52.7","115.31","1","0","2","PC","PC","13.4581","0.006","1","qlp-s09-faintsearch","FAINT","142.271234","-34.764775","-21.831","0.023","6.54","0.033","2459278.943232","0.0025453","5.5698287","0.0000233","2.234","0.22","12.690128","0.012749","11620","11.7421","13.1629","","113.909","910","17","733.784","10.975","5751.6","84.7","4.28","","1.22","","0.125349","0.0861733","1.03","","8,9,35","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"22020459","2936.01","","5","5","5","5","5","5","5","10.1","36.3","42.61","0","0","1","EB","FP","12.5961","0.008","1","qlp-s09-faintsearch","FAINT","147.853628","-25.593913","-2.838","0.056","2.228","0.058","2459988.479583","0.0052641598","1.3328042","0.00001","2.75","0.284","2.130131","0.002843","1960","2.6188","7.33432","0.496805","5718.54","2422","14","923.797","26.82","6561","135.8","4.12","0.09","1.67","0.09","","","1.36","0.22029","8,9,35,62","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"18794442","2937.01","","3","4","3","3","1","4","4","80.9","120.4","317","0","0","0","PC","PC","13.4212","0.006","1","qlp-s09-faintsearch","FAINT","138.05522","-33.831997","-4.853","0.023","-1.196","0.03","2459990.422761","0.004226674","2.0139493","0.0000142","1.554","0.225","6.337445","2.930956","5820","2695.87","23.9926","","2165.86","1900","10","954.421","16.769","6074","122","4.11","","1.56","","","","1.14","","8,9,35,62","found in faint-star QLP search; v-shaped","2021-06-04","2024-08-22","2024-08-22"
+"11417087","2938.01","","3","4","4","3","3","4","4","54.3","183.2","100.96","4","6","1","PC","PC","11.4932","0.006","1","qlp-s09-faintsearch","FAINT","145.935851","-25.544412","-29.732","0.067","8.616","0.074","2459272.923559","0.0005248","4.942456","0.0000046","2.504","0.085","18.097208","0.003796","16530","3.49659","12.1509","0.676713","139.422","957","75","234.45","2.342","5516","123.4","4.49","0.08","0.92","0.05","","","0.969","0.132409","8,9,35","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"5485318","2939.01","","3","4","3","3","3","4","4","23.5","29","317","1","0","1","PC","PC","12.6819","0.007","1","qlp-s09-faintsearch","FAINT","149.759485","-22.94676","-6.284","0.059","-3.691","0.067","2459273.922515","0.0016128","4.8306667","0.0000141","4.24","0.199","10.68173","0.003477","9790","3.20212","14.4419","0.830412","889.049","1521","31","841.049","27.3505","6567","131.4","4.26","0.09","1.44","0.08","","","1.36","0.217763","9,35","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"5224772","2940.01","","3","4","3","3","1","4","4","95.2","302.7","317","2","0","0","PC","PC","13.487","0.018","1","qlp-s36-tois","FAINT","142.330001","-37.471567","-14.851","3.047","22.151","3.048","2459301.079391","0.0012011","4.5991516","0.0000094","3.113","0.098","25.285817","0.009189","23020","8.46337","","","195.841","1042","44","1080.4","","5262.9","252.4","","","","","","","","","8,9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"4729001","2941.01","","3","5","5","3","3","4","4","178.9","181.5","317","2","0","1","PC","APC","12.6858","0.006","1","qlp-s36-tois","FAINT","141.424753","-41.762818","","","","","2459988.563332","0.0011897882","0.7127815","0.0000012","1.154","0.096","29.16011","0.021918","26500","20.1871","16.3576","1.62054","1485.48","1729","31","483.964","","5625.4","268.8","","","0.98","0.09","","","","","8,9,35,36,62","found in faint-star QLP search; possible odd-even; v-shaped; Gaia DR2 Rstar ~0.9775 Rsun","2021-06-04","2024-08-22","2024-08-22"
+"3840990","2942.01","","3","4","3","3","3","4","4","16.4","41.5","107.54","0","0","1","PC","PC","12.9356","0.006","1","qlp-s36-tois","FAINT","139.819823","-39.68824","-6.897","0.026","-0.041","0.027","2459303.833626","0.0029723","3.525723","0.0000205","4.582","0.323","5.147716","0.005106","4730","4.70306","12.6783","0.756149","1943.53","1849","18","1025.86","19.375","6442","131.4","4.02","0.09","1.85","0.09","","","1.3","0.206132","8,9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"3233861","2943.01","","3","4","3","3","3","4","4","122.1","177.9","124.57","4","0","2","PC","PC","13.2005","0.006","1","qlp-s09-faintsearch","FAINT","138.829697","-37.410488","-25.963","0.026","25.546","0.032","2459279.092125","0.0015219","0.7123317","0.0000021","0.752","0.255","14.284124","0.995579","13070","916.542","13.7901","","456.304","1287","11","383.85","2.7945","4728","123","4.34","","0.98","","","","0.76","","8,9,35","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"340700241","2944.01","","3","4","3","3","1","4","4","48.6","107.8","317","1","0","0","PC","PC","13.3106","0.006","1","spoc-s01-s69-b0A-PC","FAINT","116.957847","-56.764275","-3.631","0.049","7.467","0.043","2459967.138723","0.0013015778","7.7925447820513","0.0001543297","2.9029880044961","0.12926508","17.886958","0.772765","16339.534786253","711.4892","25.447134632318","12.128732","434.02229754595","1164.1200250283","29.39024","927.97","20.821","6307","122","4.21","","1.4467799663544","","","","1.24","","7,8,9,10,34,36,61,62,63,67","found in faint-star QLP search; ~2000-3000 ppm secondary in SPOC s1-s65 at half phase","2021-06-04","2024-09-09","2024-09-10"
+"286152207","2945.01","","3","4","3","3","3","4","4","22.1","26","317","1","0","1","PC","PC","12.9512","0.007","1","qlp-s36-tois","FAINT","123.958625","-51.130941","-3.823","0.029","6.719","0.026","2459299.330191","0.0022889","3.2006677","0.0000141","4.195","0.139","5.988031","0.002537","5500","2.33647","15.3648","0.707735","3373.51","2123","25","1152.65","21","7438","144.7","4.03","0.08","2.09","0.08","","","1.7","0.269277","8,9,34,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"302798365","2946.01","","3","4","4","3","3","4","4","41","141.6","78.97","3","0","1","PC","PC","12.3977","0.006","1","qlp-s36-tois","FAINT","135.596925","-70.947587","-17.267","0.025","19.212","0.025","2459331.56416","0.0003879","4.9186433","0.0000032","1.849","0.041","21.757562","0.003578","19840","3.29516","10.544","0.896578","29.4413","648","91","171.017","0.381","4394","124.2","4.56","0.1","0.72","0.06","","","0.69","0.0807407","9,10,11,12,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"374847873","2947.01","","5","5","5","5","5","5","5","24.9","79.3","55.58","0","0","0","EB","FP","12.5964","0.006","1","qlp-s37-tois-FP","FAINT","151.064827","-63.377022","-15.039","3.081","-3.992","3.081","2459332.080551","0.0013192","2.0391741","0.0000049","0.849","0.24","6.250081","0.033818","5740","31.1471","","","131.518","943","20","440.02","","5371.5","196.5","","","","","","","","","9,10,11,36,37","found in faint-star QLP search; TFOP FP; retired as EB","2021-06-04","2024-08-22","2024-08-22"
+"357896777","2948.01","","3","4","4","3","1","4","4","28.7","33.8","317","1","0","0","PC","PC","13.175","0.101","1","qlp-s37-tois","FAINT","138.357768","-62.446432","","","","","2460042.540975","0.001549899","2.7557652","0.0000057","1.889","0.117","16.222054","0.009491","14830","8.74131","14.7906","1.47778","420.126","1261","37","1335.32","","","","","","1.18","0.11","","","","","9,10,11,36,37,62,63,64","slightly V-shaped; found in faint-star QLP search; possible secondary at half phase; no stellar radius in TIC; Gaia DR2 Rstar ~1.18 Rsun","2021-06-04","2024-08-22","2024-09-01"
+"357299852","2949.01","","3","4","3","3","1","4","4","35.2","94.1","115.86","3","0","0","PC","PC","13.2338","0.006","1","qlp-s38-tois","FAINT","136.925615","-65.641899","2.362","0.032","7.664","0.031","2459359.14632","0.0007174","2.8652288","0.0000047","1.785","0.093","15.660139","0.005681","14320","5.23208","13.2096","","291.711","1151","41","645.262","6.3005","5945","122","4.42","","1.06","","","","1.09","","9,11,36,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"356206412","2950.01","","3","4","3","3","3","4","4","22.5","62.1","102.87","1","0","1","PC","PC","12.5781","0.006","1","qlp-s38-tois","FAINT","133.789047","-65.572667","0.645","0.029","-10.34","0.027","2459358.147763","0.0011121","3.2690486","0.0000061","3.666","0.096","6.599578","0.001073","6060","0.987887","12.349","0.602598","1303.81","1674","42","773.248","9.097","6368","133.1","4.16","0.09","1.55","0.07","","","1.27","0.198264","9,10,11,36,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"304025075","2951.01","","3","4","4","3","1","4","4","","","317","1","0","0","PC","PC","13.417","0.006","1","qlp-s38-tois","FAINT","140.738354","-68.83153","-4.069","3.088","10.284","3.088","2459359.206011","0.0007549","3.029136","0.0000039","2.829","0.314","20.263178","0.020956","18490","19.3013","","","","","75","","","","","","","","","","","","","9,10,11,36,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"302527524","2952.01","","3","4","3","3","3","4","4","6.7","85","32.4","4","0","1","PC","PC","12.6359","0.007","1","qlp-s38-tois","FAINT","134.192664","-68.510453","-84.529","0.063","52.272","0.049","2459351.667704","0.0008614","10.7844934","0.0000174","2.021","0.071","15.032459","0.00826","13750","7.60785","6.26037","0.241956","3.24982","374","21","88.6944","0.2284","3558","157","4.73","0.01","0.51","0.02","","","0.50723","0.0202988","9,10,11,36,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"469184909","2953.01","","3","4","3","3","3","4","4","","","57.51","2","0","1","PC","PC","12.4794","0.02","1","qlp-s37-tois","FAINT","148.534383","-57.048538","-8.872","0.055","4.692","0.06","2460042.142618","0.0014355602","1.2926975","0.0000034","2.592","0.121","7.036609","0.00332","6460","3.05799","","","","","33","1205.9","49.43","","","","","","","","","","","9,10,36,37,63,64","found in faint-star QLP search; slight depth aperture correlation; no stellar radius; ~1300 ppm secondary in spoc-s1-s65","2021-06-04","2024-08-22","2024-08-22"
+"464328419","2954.01","","3","4","3","3","3","4","4","","","317","4","0","1","PC","PC","12.3743","0.027","1","qlp-s37-tois","FAINT","155.841298","-55.678986","-6.481","0.063","1.968","0.06","2459323.567576","0.0006012","4.8401948","0.0000059","3.546","0.143","29.215876","0.263703","26550","242.85","","","16322.4","3148","108","1968.35","152.28","12745","135","","","","","","","","","9,10,36,37","V-shaped; found in faint-star QLP search; no stellar radius; host star may be large given plx and teff which may mean Rp is too large to be planetary","2021-06-04","2024-08-22","2024-08-22"
+"464326872","2955.01","","3","4","3","3","1","4","4","39.7","39.5","317","2","0","0","PC","PC","13.0882","0.009","1","qlp-s37-tois","FAINT","155.862144","-55.935756","-3.699","0.035","2.414","0.033","2459331.663991","0.001535","0.5542332","0.0000017","1.366","0.198","4.78778","0.0076","4400","7.00011","16.3177","","13101","2980","23","1516.96","45.305","7366","122","3.89","","2.43","","","","1.68","","9,10,36,37","found in faint-star QLP search; slight depth aperture correlation","2021-06-04","2024-08-22","2024-08-22"
+"463508231","2956.01","","3","4","4","3","3","4","4","33.1","115.9","84.15","3","0","1","PC","PC","12.445","0.006","1","qlp-s37-tois","FAINT","154.066894","-55.712617","14.455","0.047","-5.896","0.047","2459332.120551","0.0005419","4.127728","0.000005","1.411","0.093","16.177972","0.006142","14790","5.65666","11.0098","0.577559","81.2443","836","64","362.235","3.3685","5820","129.1","4.55","0.07","0.9","0.04","","","1.05","0.128027","9,10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"463469906","2957.01","","3","4","3","3","1","4","4","120.3","200.7","317","1","0","0","PC","PC","13.5248","0.008","1","spoc-s01-s65-b0A-PC","FAINT","153.779587","-54.937282","6.032","0.054","1.385","0.053","2460014.569549","0.0015985995","1.5314941189833","0.00008117575","2.4818244376511","0.1243224","21.523869","0.997887","19629.008530825","918.6658","24.932622027187","15.25806","3341.5174815163","1939.124457271","23.925686","888.14","25.2555","6650","122","4.38","","1.2710100412369","","","","1.4","","9,10,63,64","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"463203560","2958.01","","5","5","5","5","5","5","5","26.1","115.6","29.55","0","0","1","PC","FP","10.6758","0.006","1","qlp-s37-tois","FAINT","153.250338","-58.763396","-27.328","0.048","15.688","0.047","2459329.816379","0.0012492","1.9905105","0.0000051","2.62","0.285","2.467423","0.022325","2270","20.5618","5.94241","0.591461","8376.54","2665","49","206.3","1.174","6211","130.4","4.46","0.08","1.07","0.05","","","1.2","0.169806","9,10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-09-10"
+"462162963","2959.01","TIC 462162963.01","5","5","5","5","5","5","5","","","35.9","5","1","0","PC","FP","12.3935","0.009","1","qlp-s09-faintsearch","FAINT","150.368272","-59.851711","-7.369","0.046","3.932","0.043","2458593.752907","0.0042958","1.3550447","0.0002258","1.945","0.376","4.035572","0.010673","3710","9.83036","","","67280.3","4486","14","1001.96","25.1445","14466","139","","","","","","","","","9,10","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"462072242","2960.01","","3","4","3","3","1","4","4","44","63.4","317","0","0","0","PC","PC","13.0013","0.009","1","qlp-s37-tois","FAINT","150.439538","-54.113651","-11.118","0.087","6.892","0.082","2459332.140887","0.0035806","2.0916623","0.000014","3.274","0.683","5.988031","0.684931","5500","630.646","22.2405","","10586","2825","19","1421.21","92.24","6600","122","3.83","","2.36","","","","1.38","","9,10,36,37","found in faint-star QLP search; v-shaped","2021-06-04","2024-08-22","2024-08-22"
+"446684383","2961.01","","3","4","3","3","3","4","4","30.3","42.5","317","2","0","1","PC","PC","12.2985","0.006","1","qlp-s37-tois","FAINT","156.12964","-49.765876","-2.331","0.072","-2.465","0.072","2459325.992412","0.0009075","4.6259138","0.0000078","2.91","0.11","11.153315","0.002442","10220","2.24887","14.9419","0.730326","719.837","1443","57","763.001","23.745","7388","141.8","4.34","0.09","1.44","0.07","","","1.68","0.293917","9,10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"444394183","2962.01","","3","4","3","3","3","4","4","12.1","50.8","72.99","0","0","1","PC","PC","12.131","0.02","1","qlp-s36-tois","FAINT","147.510243","-55.451603","","","","","2459326.444536","0.0022731","4.0211797","0.0000183","4.198","0.203","3.806742","0.002453","3500","2.25891","16.4291","0.764497","409.938","1253","15","755.197","","4881","90.5","","","2.79","0.1","","","","","9,10,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"441334829","2963.01","","5","5","5","5","5","5","5","24","89.5","100.86","1","0","1","EB","FP","12.5449","0.007","1","qlp-s37-tois","FAINT","145.150907","-55.815548","-4.066","0.039","5.484","0.041","2459991.660646","0.0038027018","4.4433921","0.0000237","3.414","0.457","7.058465","0.119238","6480","109.816","12.1784","1.48421","4015.1","2217","24","654.773","9.9795","7664","143.6","4.51","0.08","1.23","0.04","","","1.79","0.304931","9,10,36,37,62","V-shaped; found in faint-star QLP search; centroid offset centered near TIC 441343811 (Tmag~14.7); retired as TFOP FP/NEB","2021-06-04","2024-08-22","2024-08-22"
+"439512298","2964.01","","3","4","4","3","3","4","4","28.8","108.4","111.19","4","0","1","PC","PC","12.484","0.007","1","qlp-s37-tois","FAINT","143.626372","-56.592738","-4.365","0.047","-0.989","0.045","2459329.670307","0.0010564","3.8331282","0.0000088","2.906","0.152","11.361755","0.003336","10410","3.07268","12.9506","0.479444","1782.41","1810","46","644.948","10.231","8408","163.9","4.57","0.07","1.24","0.04","","","2.08","0.31455","9,10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"146841337","2965.01","","3","4","3","3","3","4","4","37.5","53.7","317","1","0","1","PC","PC","12.5853","0.006","1","qlp-s37-tois","FAINT","160.908055","-47.790465","-4.325","0.036","-1.458","0.036","2459324.019017","0.001403","4.2672965","0.0000105","3.108","0.322","10.188431","0.011059","9340","10.186","18.7854","1.09746","1427.16","1712","50","920.771","20.34","6548","127.2","4.06","0.09","1.79","0.09","","","1.35","0.216799","9,10,36,37","V-shaped; found in faint-star QLP search; very slight depth aperture correlation","2021-06-04","2024-08-22","2024-08-22"
+"136504576","2966.01","","3","4","3","3","3","4","4","14.1","32.7","67.16","0","0","1","PC","PC","12.4016","0.006","1","qlp-s36-tois","FAINT","150.73136","-48.628391","-15.649","0.043","6.831","0.041","2459304.992295","0.0042054","1.5252473","0.0000103","2.343","0.318","1.87995","0.004094","1730","3.7708","9.59771","0.753452","1941.1","1849","14","852.718","20.6405","5698","131.9","3.67","0.08","2.44","0.14","","","1.01","0.130301","9,10,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"103245940","2967.01","","5","5","5","5","5","5","5","41.6","120.6","121.93","1","0","0","PC","FP","13.0742","0.006","1","qlp-s36-tois","FAINT","156.596157","-44.177389","-1.629","0.027","2.988","0.027","2459301.699712","0.0015657","3.2517862","0.000008","4.373","0.19","20.064082","0.008939","18310","8.23287","13.6873","","2483.34","1966","48","512.984","4.5475","5824","122","4.53","","0.92","","","","1.05","","9,10,36","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"103183399","2968.01","","3","4","3","3","1","4","4","25.8","68","65.67","1","0","0","PC","PC","13.397","0.006","1","qlp-s36-tois","FAINT","156.533167","-46.621981","-0.143","2.91","-2.166","2.91","2459304.35095","0.0018086","0.7327757","0.0000022","1.306","0.139","4.885933","0.006648","4490","6.12277","","","1664.1","1779","17","825.971","","5195.1","244.4","","","","","","","","","9,10,36","found in faint-star QLP search; slight depth aperture correlation","2021-06-04","2024-08-22","2024-08-22"
+"36452991","2969.01","","3","4","4","3","3","4","4","128.8","268.1","102.88","7","0","1","PC","PC","11.9361","0.006","1","qlp-s36-tois","FAINT","150.062625","-47.445244","11.99","0.047","-0.638","0.047","2459303.300083","0.0002778","1.8237148","8e-7","1.322","0.038","25.174691","0.002903","22920","2.67419","12.3326","0.963108","131.939","944","142","163.996","0.6925","4581","128.1","4.51","0.1","0.78","0.06","","","0.72","0.081763","9,10,36","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"461136782","2970.01","","3","4","3","3","3","4","4","22.8","71.5","76.71","0","1","1","PC","PC","11.406","0.038","1","qlp-s36-tois","FAINT","165.500672","-25.690599","1.564","1.455","-28.189","0.371","2459299.827995","0.0015775","4.420983","0.0000128","4.083","0.214","4.329852","0.001066","3980","0.981967","","","","","25","390.3626","50.5648","","","","","","","","","","","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"453452264","2971.01","","3","4","3","3","3","4","4","11.9","47.3","59.32","2","1","2","PC","PC","13.0634","0.008","1","qlp-s36-tois","FAINT","169.648172","-11.977097","-14.5","0.09","14.141","0.059","2459301.075311","0.0030229","4.8405428","0.0000291","2.139","0.247","7.659681","0.012465","7030","11.4807","8.96118","","159.338","989","14","622.713","18.7785","5875","122","4.4","","1.08","","","","1.06","","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"448536355","2972.01","","3","4","3","3","1","4","4","28.7","66","115.08","2","0","0","PC","PC","13.562","0.007","1","qlp-s09-faintsearch","FAINT","166.000894","-30.171945","-2.95","0.036","-4.772","0.038","2458563.518154","0.0021171","2.8371201","0.000629","2.102","0.199","12.62422","0.01118","11560","10.2969","13.1836","","271.99","1131","20","724.88","13.8085","5301","124","4.24","","1.2","","","","0.91","","9","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"437259571","2973.01","","3","4","3","3","1","4","4","","","84.8","3","0","0","PC","PC","13.113","0.018","1","qlp-s09-faintsearch","FAINT","170.187631","-20.785861","-15.302","2.133","17.097","2.131","2458563.638612","0.0025002","2.7519326","0.0007183","2.411","0.734","11.131376","0.126643","10200","116.636","","","","","20","508.705","","","","","","","","","","","","9","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"437253811","2974.01","","3","4","3","3","1","4","4","39.3","26.9","317","2","0","0","PC","PC","13.0812","0.008","1","qlp-s09-faintsearch","FAINT","169.921678","-21.249763","-18.649","0.042","4.837","0.033","2458567.86166","0.0032687","0.689421","0.0001702","1.233","0.257","3.89391","0.018221","3580","16.7824","16.3132","","1853.96","1828","14","1241.9","47.07","5270","122","","","2.6","","","","","","9","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"423393242","2975.01","","3","4","3","3","1","4","4","92.4","175.6","93.16","3","0","0","PC","PC","13.1221","0.007","1","qlp-s36-tois","FAINT","157.270287","-20.929269","-19.142","0.062","17.541","0.05","2459304.54834","0.0006059","0.426988","3e-7","0.406","0.048","7.878388","0.020991","7230","19.3335","11.5872","","490.784","1311","1000","481.558","7.971","5333.5","100.6","4.43","","0.96","","-0.0275274","0.085422","0.92","","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"413372087","2976.01","","3","4","3","3","1","4","4","30.3","79.3","129.91","4","0","0","PC","PC","13.2277","0.009","1","qlp-s36-tois","FAINT","160.936851","-21.540781","-25.942","0.051","4.933","0.043","2459300.513933","0.0012869","3.4859402","0.0000093","1.532","0.347","12.459467","0.075862","11410","69.8695","14.101","","278.288","1137","22","750.393","15.998","5941","122","4.33","","1.18","","","","1.09","","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"361343239","2977.01","","3","5","5","3","4","4","4","","","111.59","3","6","1","PC","CP","11.9383","0.007","1","qlp-s37-tois","FAINT","143.926518","-60.357476","","","","","2459331.527877","0.0004774","2.3505698","0.0000027","2.768","0.132","12.239836","0.001883","11210","1.73464","12.9823","1.39342","703.632","1434","84","","","5356","293.1","","","1.22","0.13","","","","","9,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"315096343","2978.01","","3","4","3","3","3","4","4","10.1","34.7","47.27","0","2","1","PC","PC","11.6687","0.007","1","qlp-s09-faintsearch","FAINT","145.160952","-26.642033","4.442","0.064","0.31","0.064","2459275.540633","0.0039272","4.3497551","0.0000283","3.704","0.511","1.858198","0.002099","1710","1.93294","7.82395","0.492717","607.963","1383","17","547.599","12.3555","5667.3","224.6","4.35","2","1.88","0.1","","","1.02","0.131508","8,9,35","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"311252710","2979.01","","3","4","3","3","1","4","4","74.9","216.7","317","1","0","0","PC","PC","13.5214","0.006","1","spoc-s01-s65-b0A-PC","FAINT","151.885665","-43.629408","-4.622","2.966","4.764","2.966","2459993.758177","0.0016702807","5.491331361123","0.00032383113","5.3710583253499","0.10298795","37.709009","0.710769","34135.071757192","654.4279","","","269.22733892757","1033.1170743956","53.88819","1322.42","","6364","512.9","","","","","","","","","9,62,63","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"289931756","2980.01","","3","4","3","3","1","4","4","55.3","75.2","317","2","1","0","PC","PC","13.4767","0.008","1","qlp-s36-tois","FAINT","176.258442","-12.411672","-60.81","0.053","17.086","0.027","2459302.235646","0.0008694","3.5910692","0.0000054","2.891","0.103","32.063747","0.013798","29100","12.7087","18.7998","","383.951","1233","52","729.185","16.0385","5736","124","4.38","","1.09","","","","1.02","","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"287145649","2981.01","TIC 287145649.01","3","4","4","3","3","4","4","32.9","103.3","104.43","5","0","1","PC","PC","12.7533","0.01","1","qlp-s36-tois","FAINT","163.487394","-25.524599","-7.232","0.044","17.862","0.034","2459302.719029","0.0008958","3.6015056","0.0000062","3.024","0.077","14.900363","0.003422","13630","3.15153","12.3972","0.59888","556.616","1353","50","527.789","7.0945","6055","134.4","4.46","0.08","1.03","0.05","","","1.13","0.14973","9,36","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"211446495","2982.01","","3","4","4","3","3","4","4","9.6","66.1","30.9","3","1","2","PC","PC","13.4964","0.008","1","qlp-s36-tois","FAINT","165.802238","-9.96347","-9.298","0.133","-12.947","0.134","2459296.191341","0.0016881","4.8701613","0.000018","2.623","0.181","13.470344","0.010943","12330","10.0786","6.13443","","137.254","953","20","314.561","9.9995","5268","125","4.92","","0.55","","","","0.9","","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"168449943","2983.01","","3","4","4","3","1","4","4","57.1","69.5","317","4","0","0","PC","PC","13.5714","0.007","1","qlp-s09-faintsearch","FAINT","166.841016","-27.218365","-4.016","0.046","-1.893","0.039","2458567.831511","0.0011361","3.4287311","0.0002998","2.3","0.104","37.838208","0.017624","34250","16.2322","16.9576","","180.283","1020","56","530.686","9.2715","5231","124","4.47","","0.91","","","","0.89","","9","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"168405330","2984.01","","3","4","3","3","3","4","4","36","159.6","96.45","3","2","1","PC","PC","11.9316","0.007","1","qlp-s36-tois","FAINT","166.534888","-25.014827","24.824","0.054","-66.034","0.041","2459303.209992","0.0005482","9.162268","0.0000082","2.067","0.149","22.31156","0.021224","20340","19.5479","11.8107","0.824162","34.4415","674","65","187.506","1.0795","4935.8","113.1","4.59","0.08","0.75","0.05","0.0629342","0.0592291","0.811","0.0942876","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"168384845","2985.01","","3","4","3","3","3","4","4","11.6","31.8","100.02","0","0","1","PC","PC","12.9575","0.007","1","qlp-s09-faintsearch","FAINT","166.479877","-27.768338","-8.782","0.043","3.373","0.034","2458563.068798","0.0050948","3.8996784","0.001763","4.668","0.45","3.719582","0.006888","3420","6.34411","12.1415","0.868678","1690.71","1786","12","1262.02","38.39","6382","128.6","3.94","0.09","2.01","0.11","","","1.28","0.189142","9","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"148497855","2986.01","","3","4","4","3","4","4","4","13.4","46.8","52.79","1","3","3","PC","PC","12.0682","0.007","1","qlp-s36-tois","FAINT","163.771561","-6.478452","-12.938","0.098","-4.731","0.095","2459301.580236","0.0023056","3.2783445","0.0000151","3.657","0.324","3.414575","0.002294","3140","2.11311","8.32327","0.585173","1102.7","1605","21","563.149","24.717","5940.7","115.2","4.13","0.09","1.49","0.1","0.146","0.049","1.09","0.134184","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"141631253","2987.01","","5","5","5","5","5","5","5","10.3","61.5","18.18","0","0","1","EB","FP","10.8521","0.006","1","spoc-s01-s65-b0A-PC","FAINT","129.802678","-44.370051","-4.506","0.055","5.554","0.044","2459963.201995","0.0029717188","1.6709010843828","0.00017220089","2.282039233037","0.1548183","1.315142","0.154152","1210.5574745483","141.96889","5.3730451550974","0.4731371","3484.1539379778","1959.4946555353","12.929584","327.463","3.259","7051","133.5","4.42","0.09","1.2683999538422","0.0507437","","","1.56","0.276718","9,61,62","found in faint-star QLP search; centroid offset centered near other stars in spoc s61+s62; retired as TFOP FP/NEB","2021-06-04","2024-09-08","2024-09-08"
+"105759569","2988.01","","3","4","3","3","3","4","4","15.3","48.7","46.03","0","0","1","PC","PC","12.426","0.006","1","qlp-s36-tois","FAINT","156.387891","-37.407655","-5.642","3.255","-12.316","3.254","2459303.174166","0.0024433","1.8865581","0.0000078","1.699","0.329","3.425467","0.007278","3150","6.70357","7.71451","","646.542","","13","441.41","","5564.2","","","","1.36","","0.208857","0.0738481","","","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"97825640","2989.01","","3","4","4","3","3","4","4","77.7","178.5","118.05","3","0","1","PC","PC","12.7103","0.006","1","qlp-s36-tois","FAINT","171.231675","-27.062362","-118.094","0.035","-15.536","0.03","2459302.224996","0.0003596","3.1228396","0.0000024","2.18","0.061","30.901361","0.00359","28060","3.30633","13.4539","1.19502","86.7639","850","106","195.795","1.0065","4262","123","4.49","0.1","0.77","0.07","","","0.666","0.0811065","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"73433128","2990.01","","3","4","3","3","3","4","4","23.2","30.2","317","0","2","1","PC","PC","12.023","0.006","1","qlp-s36-tois","FAINT","154.711314","-41.194007","-3.781","0.036","1.007","0.041","2459298.339468","0.0029621","7.4659746","0.0000492","2.396","0.386","3.883014","0.420133","3570","386.882","15.9063","4.27322","553.011","1350","14","763.643","15.671","6439","125.7","3.97","0.09","1.95","0.09","","","1.3","0.210938","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"49046332","2991.01","","3","4","3","3","3","4","4","17.4","75.6","49.77","1","1","1","PC","PC","12.7171","0.006","1","qlp-s36-tois","FAINT","164.359312","-34.690336","37.976","0.038","-66.111","0.032","2459304.800483","0.0016193","5.5809252","0.000015","2.545","0.169","11.767779","0.005627","10780","5.1831","8.10167","0.663302","50.6483","743","31","213.888","1.0185","4455","118","4.53","0.1","0.76","0.06","","","0.7","0.0834974","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"49045066","2992.01","TIC 49045066.01","3","4","4","3","3","4","4","34.2","87","109.69","1","4","1","PC","PC","11.9728","0.006","1","qlp-s36-tois","FAINT","164.316564","-32.322438","-10.001","0.053","14.593","0.054","2459305.044879","0.0009171","3.00782","0.0000053","3.503","0.082","7.09125","0.000917","6510","0.844771","12.7824","0.667626","1104.67","1606","42","542.026","12.962","5999.1","118.1","4.11","0.08","1.54","0.08","0.0400724","0.0721122","1.11","0.143742","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"48768158","2993.01","","3","4","3","3","1","4","4","19.7","60.5","66.01","0","0","0","PC","PC","13.5586","0.019","1","qlp-s09-faintsearch","FAINT","162.226841","-32.419951","6.242","2.216","-18.661","2.216","2458564.219716","0.0035342","2.3378096","0.0007971","2.307","0.308","7.49568","0.013242","6880","12.1962","","","","","15","608.631","","","","","","","","","","","","9","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"36718161","2994.01","","3","4","3","3","3","4","4","","","64.48","2","0","1","PC","PC","12.148","0.006","1","qlp-s36-tois","FAINT","150.756919","-43.799904","-5.487","0.047","3.359","0.048","2459303.302287","0.0012561","4.0257967","0.0000091","1.945","0.106","8.053385","2.447193","7390","2251.41","","","3715.8","2175","31","3222.05","327.1","9045","1236.9","","","","","","","","","9,36","found in faint-star QLP search; V-shaped; Likely too large; No stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"36381058","2995.01","","3","4","3","3","3","4","4","52.9","57.9","317","2","0","1","PC","PC","12.796","0.006","1","qlp-s36-tois","FAINT","150.061473","-44.016324","-6.928","0.028","7.341","0.027","2460015.453891","0.0007667","1.6566182","0.0000028","2.847","0.146","13.426373","0.002996","12290","2.75962","15.7246","0.747262","3282.03","2108","40","779.544","10.5485","6504","127.3","4.28","0.09","1.38","0.06","","","1.33","0.206981","9,36,62,63","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"35855047","2996.01","","3","4","3","3","3","4","4","10.2","50.2","23.47","0","0","1","PC","PC","11.6828","0.006","1","qlp-s36-tois","FAINT","149.079889","-46.62453","-18.884","0.039","-20.707","0.038","2459300.796358","0.0030566","2.3627442","0.0000155","3.095","0.495","2.032227","0.003004","1870","2.76657","5.15542","0.326982","1735.39","1798","16","354.772","3.1075","5939","131.2","4.32","0.08","1.18","0.06","","","1.08","0.139426","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"35652085","2997.01","","3","4","3","3","3","4","4","45","50.1","317","3","0","1","PC","PC","12.3898","0.006","1","spoc-s01-s65-b0A-PC","FAINT","148.72505","-43.688471","-17.532","0.036","8.053","0.038","2459989.32359","0.0016152087","2.2060441468843","0.000113031","4.1301608210259","0.11129262","7.760393","0.172051","7122.1032212732","158.452","18.003488709003","0.9988892","4890.3412284397","2132.8216494336","27.726503","884.499","19.4875","6313","133.3","3.89","0.09","2.0898499488831","0.0987737","","","1.24","0.187342","9,36,62,63","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"34737413","2998.01","","3","4","3","3","3","4","4","14.2","41.8","70.86","0","0","1","PC","PC","12.5382","0.006","1","qlp-s36-tois","FAINT","147.174566","-46.080575","-7.857","0.051","5.478","0.047","2459303.240519","0.0052206","1.5297119","0.0000146","2.297","0.429","2.619782","0.006577","2410","6.05794","9.91839","0.763196","3456.41","2136","13","1019.27","33.476","6683","126.4","3.96","0.09","2.05","0.11","","","1.41","0.243847","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"34505005","2999.01","","5","5","5","5","5","5","5","33","48.7","317","1","0","1","PC","FP","12.9093","0.006","1","qlp-s36-tois","FAINT","146.921503","-46.86526","-6.538","0.025","8.742","0.025","2459302.434183","0.0011387","5.1627718","0.0000105","3.139","0.114","20.882821","0.00914","19050","8.41852","15.0573","0.721584","437.179","1273","42","645.965","6.1775","6749","136","4.53","0.09","1.08","0.05","","","1.44","0.239396","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"23435610","3000.01","","3","4","4","3","3","4","4","49.6","74.6","317","2","0","1","PC","PC","12.7959","0.006","1","qlp-s36-tois","FAINT","168.196196","-32.852693","2.08","0.035","-5.926","0.028","2459296.646475","0.0006014","5.20807","0.0000067","3.249","0.062","32.656597","0.00539","29630","4.96481","16.3192","0.792529","240.959","1097","88","468.285","4.3115","5836.5","111.3","4.51","0.07","0.94","0.04","-0.129111","0.0800967","1.05","0.130637","9,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"468977648","3001.01","","3","4","3","3","1","4","4","31.6","37.8","317","0","0","0","PC","PC","13.0698","0.009","1","qlp-s36-tois","FAINT","143.945436","-52.371382","","","","","2459302.296976","0.0022395","2.090218","0.0000107","3.329","0.585","8.917846","0.015335","8180","14.1244","19.2766","1.05728","3795.71","2186","24","1142.68","","6328","100.7","","","2.08","0.07","","","","","9,10,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"402053027","3002.01","","3","4","3","3","1","4","4","","","317","1","0","0","PC","PC","13.2952","0.006","1","qlp-s36-tois","FAINT","136.391768","-50.666102","-7.195","3.108","-1.685","3.108","2459303.577592","0.0010361","7.7971071","0.0000153","1.873","0.193","25.430298","0.01952","23150","17.9785","22.9819","1.02139","22.0881","603","34","","","4978","83.8","","","1.47","0.05","","","","","8,9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"400762242","3003.01","","3","4","3","3","3","4","4","10.7","41.8","40.48","0","0","1","PC","PC","11.9236","0.008","1","qlp-s36-tois","FAINT","134.578932","-50.238323","-9.799","0.049","5.347","0.054","2460015.392125","0.003002586","1.6224281","0.0000117","2.013","0.345","1.358019","0.003951","1250","3.63941","7.12755","0.504966","3920.08","2204","12","703.242","15.9895","7517","147.6","4.08","0.08","1.98","0.08","","","1.73","0.286226","8,9,35,36,62,63","found in faint-star QLP search; noisy but strong BLS","2021-06-04","2024-08-22","2024-08-22"
+"400395395","3004.01","","5","5","5","5","5","5","5","38.1","41.8","317","1","0","1","PC","FP","12.4564","0.007","1","qlp-s36-tois","FAINT","134.002198","-50.328351","-4.598","0.037","-0.368","0.033","2459303.809966","0.0015516","3.2891219","0.0000105","2.948","0.467","8.830274","0.010085","8100","9.28822","15.1457","0.836322","2357.82","1941","33","668.659","9.7025","6947","134.3","4.19","0.09","1.64","0.07","","","1.52","0.269458","8,9,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"386297468","3005.01","","5","5","5","5","5","5","5","10.6","41.2","45.45","0","0","1","PC","FP","12.3487","0.006","1","qlp-s37-tois","FAINT","139.190353","-59.528015","-9.527","0.044","5.574","0.049","2459329.676949","0.0032994","2.0958074","0.000016","2.992","0.761","2.554483","0.009541","2350","8.78714","7.63843","0.621552","4081.38","2226","19","768.845","15.0295","6793","133.3","4.2","0.09","1.6","0.07","","","1.46","0.246599","9,10,35,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-09-10"
+"386161311","3006.01","","3","4","3","3","3","4","4","49.8","90.5","317","4","2","1","PC","PC","11.9644","0.006","1","qlp-s36-tois","FAINT","139.204348","-54.047081","-10.444","0.05","-2.713","0.044","2459989.197536","0.0031283675","8.61346","0.0000155","2.349","0.289","14.031127","0.024635","12840","22.6895","20.6812","1.24041","172.513","1009","42","561.854","8.81","6595","129.7","4.17","0.09","1.6","0.07","","","1.38","0.239385","9,10,35,36,62","found in faint-star QLP search; large Rp for orbital period;","2021-06-04","2024-08-22","2024-08-22"
+"384034837","3007.01","","3","4","3","3","1","4","4","14.5","35.3","98.86","0","0","0","PC","PC","13.1623","0.006","1","qlp-s37-tois","FAINT","135.63986","-56.012801","2.757","0.033","1.823","0.033","2459331.090728","0.0043374","4.2768515","0.0000397","4.586","0.536","5.442298","0.006315","5000","5.81623","12.027","","860.304","1508","18","888.503","13.413","5691","122","3.96","","1.73","","","","1.01","","8,9,10,35,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"383666033","3008.01","","5","5","5","5","5","5","5","3.2","32.3","8.37","0","1","2","EB","FP","11.2123","0.006","1","qlp-s36-tois","FAINT","135.035068","-56.069246","3.789","0.044","-12.998","0.04","2459328.097691","0.0051639","3.9678136","0.0000434","4.238","0.607","0.825473","0.001746","760","1.60833","2.81756","0.194007","1275.1","1664","11","263.513","1.5845","6138","132.3","4.48","0.08","1.03","0.05","","","1.16","0.152744","8,9,10,35,36","found in faint-star QLP search; retired as TFOP FP/NEB","2021-06-04","2024-08-22","2024-08-22"
+"357634632","3009.01","","3","4","3","3","3","4","4","20.9","38.4","317","1","0","1","PC","PC","12.9119","0.006","1","qlp-s37-tois","FAINT","137.948702","-60.624704","-4.962","0.066","5.184","0.063","2459332.074941","0.0013343","3.365343","0.0000087","3.352","0.129","8.392522","0.001963","7700","1.80776","16.7174","1.07963","5266.4","2373","31","1705.62","103.365","9582","187.8","4.3","0.08","1.83","0.11","","","2.44","0.329076","9,10,35,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"357202877","3010.01","","3","4","4","3","3","4","4","44.9","77.6","317","6","0","1","PC","PC","11.9656","0.006","1","qlp-s37-tois","FAINT","136.943889","-61.011529","25.238","0.051","-19.247","0.045","2459318.200838","0.0005469","9.5537684","0.000011","3.414","0.303","20.008784","0.009499","18260","8.74917","18.0441","0.972963","125.806","933","106","421.094","4.8905","5816","127.1","4.25","0.07","1.27","0.06","","","1.05","0.128834","9,10,35,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"356461227","3011.01","","3","4","3","3","1","4","4","44.7","55.3","317","1","0","0","PC","PC","13.2464","0.006","1","qlp-s37-tois","FAINT","134.446403","-61.614319","","","","","2459329.345564","0.0008349","1.8418712","0.0000031","1.633","0.263","11.460504","0.0129","10500","11.8813","","","792.653","1478","45","1011.72","","5952","528","","","","","","","","","9,10,35,36,37,62,64","V-shaped; found in faint-star QLP search; no stellar radius; ~1300 ppm secondary in SPOC s1-s65; Gaia DR3 RV error ~ 7.3 km/s; parallax and temperature and log g suggest host star is distant evolved F star","2021-06-04","2024-08-22","2024-08-22"
+"437560683","3012.01","","3","4","3","3","1","4","4","178.8","638.1","317","0","0","0","PC","PC","13.7563","0.006","1","spoc-s01-s65-b0A-PC","QLP","141.416611","-54.841235","","","","","2459991.459725","0.0014097437","3.0920297489087","0.00015309386","4.0267638947993","0.093075484","71.221212","1.561527","63491.949089258","1437.1854","","","579.02565736924","1251.1062730226","42.628235","1423.27","","5804","285.2","","","","","","","","","9,10,62,63","found in faint-star QLP search","2021-06-04","2024-01-16","2024-01-27"
+"383949205","3013.01","","3","4","3","3","3","4","4","8.2","19.6","92.26","0","0","1","PC","PC","12.7007","0.006","1","qlp-s37-tois","FAINT","135.5761","-57.527088","-14.989","0.027","11.881","0.024","2459322.275501","0.0058411","5.4722557","0.0000615","6.366","0.574","1.956086","0.003629","1800","3.34215","11.5748","0.804936","1142.88","1619","12","1173.06","18.795","5847","130.7","3.57","0.08","2.8","0.14","","","1.06","0.135123","8,9,10,35,36,37","found in faint-star QLP search; low SNR; some depth aperture correlation","2021-06-04","2024-08-22","2024-08-22"
+"383806208","3014.01","","3","4","3","3","1","4","4","10.6","33.5","56.74","0","0","0","PC","PC","13.2576","0.006","1","qlp-s37-tois","FAINT","135.238555","-56.556931","-4.014","0.03","11.826","0.025","2459330.933872","0.0054312","1.7946783","0.0000163","3.306","0.71","3.109654","0.008277","2860","7.6233","8.71041","","4554.66","2288","14","1023.59","15.075","6351","122","4.09","","1.68","","","","1.26","","8,9,10,35,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"357801293","3015.01","","3","4","3","3","1","4","4","9.5","29.1","81.18","0","0","0","PC","PC","13.2438","0.006","1","qlp-s37-tois","FAINT","138.006878","-61.463614","-10.857","0.033","7.596","0.028","2460015.034186","0.005606545","4.2745762","0.0000318","4.288","0.393","3.937496","0.006453","3620","5.94339","10.7453","","1157.67","1625","13","1146.27","21.26","6375","122","4.04","","1.79","","","","1.27","","9,10,36,37,62,63","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"356200601","3016.01","","3","4","3","3","1","4","4","16.4","49","112.36","1","0","0","PC","PC","13.1847","0.006","1","qlp-s37-tois","FAINT","133.394721","-62.783451","3.948","0.048","-0.767","0.043","2459325.929305","0.0019723","5.1139634","0.0000171","2.24","0.181","7.725288","0.0058","7090","5.34241","12.9912","","217.091","1069","25","930.905","19.9175","6451","122","4.21","","1.49","","","","1.31","","9,10,11,35,36,37","found in faint-star QLP search; slight depth aperture correlation","2021-06-04","2024-08-22","2024-08-22"
+"122418622","3017.01","","3","4","3","3","3","4","4","48.3","66.1","317","1","0","1","PC","PC","12.5422","0.006","1","qlp-s36-tois","FAINT","133.702194","-55.479525","-13.427","0.043","7.195","0.041","2459300.699564","0.0009124","3.052529","0.0000057","3.333","0.065","15.406821","0.003053","14090","2.81234","16.9171","0.764536","1477.03","1727","42","718.959","11.497","6802","139.1","4.32","0.09","1.38","0.06","","","1.46","0.254869","8,10,35,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"45684223","3018.01","","5","5","5","5","5","5","5","8","43.9","40.53","1","0","0","EB","FP","12.7818","0.006","1","qlp-s37-tois","FAINT","131.14418","-59.19729","-8.075","0.03","11.78","0.029","2459323.340464","0.0021584","6.5832019","0.00003","3.135","0.262","5.747875","0.004379","5280","4.03314","7.13313","0.411681","168.677","1003","25","461.758","3.2305","5809","135.3","4.48","0.08","0.97","0.05","","","1.04","0.13442","8,9,10,35,36,37","found in faint-star QLP search; TFOP FP/NEB","2021-06-04","2024-08-22","2024-08-22"
+"45296362","3019.01","","3","4","3","3","1","4","4","19.5","68.1","110.27","0","0","0","PC","PC","13.4834","0.006","1","qlp-s37-tois","FAINT","130.09764","-58.977679","-14.442","0.027","26.673","0.026","2459329.12965","0.0013619","5.9594909","0.000017","2.201","0.215","16.508633","0.01396","15090","12.8578","12.8042","","105.077","891","28","676.133","6.381","5950","122","4.47","","1","","","","1.09","","8,9,10,35,36,37","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"45191604","3020.01","","3","4","3","3","1","4","4","30.8","47.8","317","1","0","0","PC","PC","13.4366","0.007","1","qlp-s37-tois","FAINT","130.155224","-57.223839","-4.547","0.116","6.094","0.139","2459332.14556","0.001389","3.0327366","0.0000094","2.548","0.14","13.107639","0.006873","12000","6.33026","19.6858","","1111.89","1608","31","1498.36","140.2","7124","122","4.13","","1.79","","","","1.58","","8,10,35,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"45054849","3021.01","","3","4","3","3","1","4","4","","","84.16","0","0","0","PC","PC","13.5566","0.006","1","qlp-s10-faintsearch","FAINT","129.778031","-56.261649","-4.093","2.94","1.552","2.94","2459998.8981","0.0038759592","11.2645152","0.0022978","5.778","0.626","11.032658","0.017288","10110","15.9223","","","205.818","1055","14","","","5869.8","175.4","","","","","","","","","8,9,10,62","found in faint-star QLP search; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"287721202","3022.01","","3","4","3","3","3","4","4","21.6","87.3","76.78","7","5","1","PC","PC","11.7834","0.006","1","qlp-s39-tois","FAINT","126.368785","-73.258972","-5.286","0.046","-0.613","0.059","2459375.196367","0.0005421","8.990904","0.000134","1.78","0.136","7.080321","0.010851","6500","9.99433","10.4018","0.685078","58.9074","771","56","282.631","2.4785","5354","132.9","4.35","0.08","1.07","0.06","","","0.93","0.116281","3,6,9,10,11,12,13,29,30,33,36,37,38","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"454248975","3023.01","TIC 454248975.01","3","5","5","3","4","4","4","61.2","62.6","317","3","0","1","PC","CP","11.4848","0.006","1","qlp-s38-tois","FAINT","165.315823","-72.356704","-66.727","0.035","25.626","0.031","2459359.902982","0.0005424","3.9014904","0.0000039","4.83","0.09","9.870645","0.000483","9050","0.445135","16.2567","0.848144","865.697","1511","137","389.916","3.171","5512","127.3","3.97","0.08","1.69","0.09","","","0.97","0.122246","10,12,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"452576848","3024.01","","3","4","3","3","1","4","4","37.5","37.8","317","2","0","0","PC","PC","13.5618","0.006","1","spoc-s01-s69-b0A-PC","FAINT","142.531213","-76.220601","-4.71","0.031","-2.39","0.031","2460042.964459","0.0010630282","2.5071774795175","0.000064195636","3.0618697843426","0.08118043","16.20239","0.33883","14812.157341584","312.02573","14.774042127219","0.29483762","1117.8060083175","1474.726076005","33.1452","777.224","9.8605","5996","122","4.35","","1.1625000238419","","","","1.11","","10,11,12,64,65,66","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"452464529","3025.01","","3","4","3","3","1","4","4","15.2","41","90.16","0","0","0","PC","PC","13.4826","0.006","1","qlp-s39-tois","FAINT","139.044906","-76.505813","0.666","0.026","6.51","0.028","2460044.692878","0.0018043978","3.6794732","0.0000142","4.13","0.224","6.927335","0.002846","6360","2.62168","11.3997","","933.522","1539","27","888.822","10.9035","5823","122","4.15","","1.42","","","","1.05","","10,11,12,37,39,64,65,66","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"449491381","3026.01","","3","4","3","3","3","4","4","36.4","44.8","317","1","0","3","PC","PC","12.8527","0.006","1","qlp-s37-tois","FAINT","160.711159","-71.890559","-8.445","0.028","3.301","0.026","2459323.785149","0.0011637","4.8206566","0.0000107","4.468","0.184","19.433853","0.005772","17740","5.31579","15.025","0.75207","645.538","1404","62","585.662","5.588","6002","132.1","4.38","0.08","1.13","0.05","","","1.11","0.148118","10,12,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"282091492","3027.01","","3","4","3","3","3","4","4","16.4","47.9","73.16","0","0","1","PC","PC","12.2231","0.006","1","qlp-s39-tois","FAINT","135.300422","-75.088116","-6.351","0.045","15.644","0.047","2459384.399471","0.0015759","3.3794034","0.0000107","3.332","0.229","3.926599","0.001475","3610","1.35892","10.0889","0.540325","934.748","1540","30","652.69","10.298","6072","137.4","4.04","0.08","1.67","0.08","","","1.13","0.152593","10,11,12,37,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"467955232","3028.01","","3","4","3","3","1","4","4","","","74.51","2","0","0","PC","PC","13.1106","0.006","1","qlp-s38-tois","FAINT","169.881185","-64.90164","-2.249","3.047","-2.932","3.047","2459359.563809","0.0024743","3.0525705","0.0000149","4.811","0.241","9.552952","0.006949","8760","6.39984","","","837.822","1498","26","","","4817.8","155.5","","","","","","","","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"465540915","3029.01","","3","4","3","3","3","4","4","","","27.62","0","0","3","PC","PC","10.8257","0.227","1","spoc-s01-s65-b0A-PC","FAINT","163.675474","-60.347787","-6.472","0.066","3.112","0.068","2460014.567621","0.0032390584","2.0252285147754","0.00023033378","5.2098256079949","0.22657578","2.963128","0.131894","2725.4212974819","121.471664","","","39543.759171324","1267","18.986448","11925.2","3046.08","3600.5","257","","","","","","","","","10,11,63,64","found in faint-star QLP search; no stellar radius","2021-06-04","2024-09-06","2024-09-07"
+"465275307","3030.01","","3","4","3","3","3","4","4","96","214.2","317","4","0","1","PC","PC","12.804","0.006","1","qlp-s38-tois","FAINT","163.111582","-64.523443","-31.36","2.977","-10.533","2.977","2459360.048392","0.0010903","2.1510781","0.0000054","2.355","0.108","18.538892","0.008911","16930","8.20735","","","773.155","1469","33","1107.81","","5769","124","","","","","","","","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"460686828","3031.01","","3","4","3","3","3","4","4","139","242.4","317","1","0","1","PC","PC","12.4404","0.006","1","qlp-s37-tois","FAINT","158.389233","-61.716692","-21.939","0.035","5.225","0.039","2459330.952451","0.0010654","3.9935853","0.0000088","2.846","0.121","21.857261","2.935746","19930","2700.27","21.2425","5.51393","842.898","1501","64","353.147","2.747","5709","149.8","4.5","0.08","0.94","0.05","","","1.02","0.132038","10,11,36,37","V-shaped; found in faint-star QLP search; slight depth aperture correlation","2021-06-04","2024-08-22","2024-08-22"
+"401283491","3032.01","","3","4","3","3","1","4","4","24.5","65","103.97","0","0","0","PC","PC","13.2727","0.006","1","qlp-s10-faintsearch","FAINT","188.120105","-50.314168","-35.789","0.038","1.021","0.023","2458622.183163","0.0027816","3.4677103","0.0003593","2.234","0.242","10.912014","0.014405","10000","13.2678","12.3649","","273.655","1133","19","673.183","12.7715","5645","122","4.29","","1.18","","","","1","","10,11","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"398725538","3033.01","","3","5","5","3","1","4","4","75.2","127.2","317","1","0","0","PC","APC","13.5836","0.006","1","qlp-s10-faintsearch","FAINT","161.953093","-68.150937","-15.242","0.03","-10.174","0.028","2458622.814434","0.00084","3.9982381","0.0001275","2.867","0.117","59.159448","0.0177","53030","16.3023","20.4596","","235.437","1091","82","549.708","5.342","5509","123","4.53","","0.88","","","","0.97","","10,11","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"391645374","3034.01","","3","4","3","3","1","4","4","54.2","49.2","317","0","0","0","PC","PC","13.2714","0.006","1","qlp-s37-tois","FAINT","161.80711","-60.750286","","","","","2459329.792314","0.0038264","1.4032876","0.0000084","2.534","0.231","13.118628","4.752327","12010","4367.49","","","6122.38","2464","18","730.429","","5649.5","217.3","","","","","","","","","10,11,37","found in faint-star QLP search; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"390444761","3035.01","","3","4","3","3","1","4","4","","","114.62","1","0","0","PC","PC","13.156","0.017","1","qlp-s38-tois","FAINT","160.76911","-63.878462","","","","","2459353.344487","0.0018057","5.2803048","0.0000196","2.752","0.414","15.902498","0.069992","14540","64.4632","","","","","28","606.208","","","","","","","","","","","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"390157607","3036.01","","5","5","5","5","5","5","5","26.2","84.5","46.76","2","0","0","PC","FP","13.4748","0.006","1","qlp-s10-faintsearch","FAINT","183.561597","-56.773252","-17.389","0.03","1.051","0.026","2458623.662171","0.0031622","0.3859142","0.0000366","1.189","0.17","6.086292","0.016098","5590","14.8265","7.76491","","13435.8","2999","16","786.783","14.495","6721","122","4.55","","1.05","","","","1.43","","10,11","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"376209245","3037.01","","3","4","3","3","1","4","4","43","61.3","317","3","0","0","PC","PC","13.146","0.006","1","qlp-s37-tois","FAINT","179.184668","-56.756623","-15.208","0.028","2.336","0.023","2459328.686851","0.0016586","2.1357662","0.0000059","3.272","0.143","14.548183","0.003535","13310","3.25562","18.0173","","4286.56","2254","36","1110.66","24.685","7428","122","4.3","","1.52","","","","1.7","","10,11,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"376036292","3038.01","","3","4","3","3","1","4","4","60.7","100.3","317","2","0","0","PC","PC","13.5635","0.006","1","spoc-s01-s65-b0A-PC","FAINT","152.74539","-64.117254","-6.701","0.042","1.635","0.041","2460014.515582","0.00255657","2.9677851060472","0.00023769194","3.5398549663004","0.124262065","19.972109","0.859799","18226.836632864","791.59094","24.19663130809","0.7533077","1805.0833966958","1662.4326793251","22.203432","1134.31","31.8","6185","122","4.11","","1.5855699777603","","","","1.18","","10,11,63,64","found in faint-star QLP search; large; possible centroid offset near neighbor TIC 848785548 (Tmag~15.8)","2021-06-04","2024-09-08","2024-09-08"
+"373033374","3039.01","","3","4","3","3","3","4","4","50","54.1","317","3","0","1","PC","PC","12.4816","0.006","1","qlp-s38-tois","FAINT","153.120744","-67.255542","-22.099","0.034","7.47","0.039","2459357.446143","0.0005694","3.412893","0.0000038","2.6","0.068","17.468119","0.00395","15960","3.63826","14.5305","0.782831","351.311","1206","91","455.237","3.8555","5691","131.4","4.33","0.08","1.13","0.06","","","1.01","0.123938","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"372596795","3040.01","TIC 372596795.01","3","4","3","3","3","4","4","46.4","125.6","124.74","2","0","1","PC","PC","12.1787","0.006","1","qlp-s38-tois","FAINT","151.501627","-66.898002","-29.865","0.037","15.659","0.034","2459359.718789","0.0005092","3.5366051","0.000004","2.587","0.083","13.83317","0.002048","12660","1.88652","13.8209","0.656451","423.46","1263","93","457.568","4.2245","6026","128.6","4.34","0.08","1.19","0.05","","","1.12","0.147379","10,11,36,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"371864043","3041.01","TIC 371864043.01","3","4","4","3","3","4","4","58.2","62.9","317","3","2","1","PC","PC","11.2553","0.006","1","qlp-s38-tois","FAINT","149.324748","-68.779105","-25.283","0.041","13.962","0.045","2459359.135206","0.0003594","2.9599541","0.0000025","3.523","0.056","7.834643","0.000488","7190","0.449795","15.9636","0.7688","1361.35","1692","140","484.97","5.947","6267.7","120.8","4","0.09","1.84","0.09","0.069803","0.0838621","1.22","0.179806","10,11,36,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-09-01"
+"361219651","3042.01","","3","4","3","3","3","4","4","19.2","55.3","111.76","0","0","1","PC","PC","12.7296","0.006","1","qlp-s38-tois","FAINT","143.920843","-64.876111","-4.025","2.308","3.181","2.309","2459356.477444","0.002208","2.7559464","0.0000118","3.255","0.26","4.493376","0.003591","4130","3.30733","","","1455.77","1720","26","1084.92","","6277","504.8","","","","","","","","","9,10,11,36,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"360706000","3043.01","","3","4","3","3","1","4","4","21.1","18.6","317","0","0","0","PC","PC","13.3257","0.006","1","qlp-s38-tois","FAINT","142.584862","-65.217734","-2.127","0.027","3.15","0.027","2459357.129097","0.0021822","2.3725483","0.0000108","1.543","0.178","5.45321","0.007576","5010","6.97771","14.8302","","368.442","1220","18","1213.32","20.41","6019","122","3.85","","2.08","","","","1.11","","9,10,11,36,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"357538688","3044.01","","5","5","5","5","5","5","5","9.5","30.2","97.68","0","0","1","PC","FP","11.5088","0.006","1","qlp-s37-tois","FAINT","137.549077","-63.406609","-4.986","0.047","6.223","0.048","2459315.913002","0.0027138","13.2681095","0.0000765","3.554","0.46","2.325965","0.002925","2140","2.69413","11.9718","0.71923","91.8511","862","22","737.306","13.071","6364","135.5","3.75","0.09","2.48","0.12","","","1.27","0.198641","9,10,11,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"344568128","3045.01","","3","4","3","3","3","4","4","52.9","80.3","317","7","0","1","PC","PC","11.8172","0.006","1","qlp-s38-tois","FAINT","156.217054","-69.29013","-10.751","0.043","4.616","0.045","2459356.117814","0.0007751","2.3304358","0.0000036","3.528","0.058","10.166511","0.001065","9320","0.981181","17.6763","0.694274","5011.25","2343","55","835.785","19.5215","7763","136.3","4.21","0.08","1.77","0.07","","","1.83","0.292297","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"323966987","3046.01","","3","4","3","3","1","4","4","44.3","62.2","317","0","0","0","PC","PC","13.1849","0.006","1","qlp-s38-tois","FAINT","176.928172","-60.068872","-14.326","0.025","1.81","0.022","2459357.033335","0.0020272","4.1343989","0.0000146","3.051","0.143","20.075142","0.010395","18320","9.57399","18.5459","","503.511","1319","25","803.709","10.467","6320","122","4.27","","1.35","","","","1.25","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"316652224","3047.01","","3","4","3","3","1","4","4","24.9","35.7","317","1","0","0","PC","PC","13.1043","0.007","1","qlp-s38-tois","FAINT","171.95644","-61.531221","-7.767","0.029","4.102","0.025","2459355.467947","0.0023595","2.7020875","0.000013","3.116","0.252","10.955883","0.010305","10040","9.49101","15.6063","","3103.65","2079","19","1270.07","30.23","7798","122","4.31","","1.57","","","","1.85","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"304426002","3048.01","","3","4","4","3","3","4","4","","","317","2","0","1","PC","PC","12.3662","0.03","1","qlp-s38-tois","FAINT","177.796145","-65.316829","-6.652","0.038","0.695","0.039","2459358.750411","0.0008343","5.7672677","0.0000102","4.173","0.253","32.555901","0.016502","29540","15.1984","","","","","91","4849.87","592.595","","","","","","","","","","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"303867090","3049.01","","5","5","5","5","5","5","5","26.4","78.8","49.35","0","0","0","EB","FP","12.4092","0.006","1","qlp-s38-tois-FP","FAINT","140.219914","-69.791681","14.567","3.09","-0.971","3.09","2459359.446834","0.0006272","1.3168344","0.0000018","0.733","0.124","3.95929","0.005141","3640","4.73463","","","184.682","1027","27","459.056","","5211.7","201.7","","","","","","","","","9,10,11,36,37","found in faint-star QLP search; TFOP FP; retired as EB","2021-06-04","2024-08-22","2024-08-22"
+"302003748","3050.01","","3","4","3","3","3","4","4","22.7","23.9","317","1","0","1","PC","PC","12.7985","0.006","1","qlp-s38-tois","FAINT","131.475658","-67.411708","-9.072","0.035","-2.504","0.031","2459991.651287","0.0028215975","5.939725","0.0000144","1.481","0.385","7.189611","0.029211","6600","26.9044","14.4394","1.15766","76.1581","822","24","690.712","9.1505","5568","133.1","4.05","0.08","1.55","0.08","","","0.98","0.126502","5,9,10,11,36,37,38,62","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"288224503","3051.01","","3","4","3","3","3","4","4","16.6","45.5","88.91","0","0","1","PC","PC","12.077","0.006","1","qlp-s37-tois","FAINT","187.315131","-51.00392","-6.082","0.059","-0.418","0.041","2459327.160731","0.0030667","2.9489639","0.0000149","2.278","0.284","2.968113","0.004667","2730","4.29808","11.3327","0.836216","779.001","1471","1000","851.976","39.17","6506","132.5","3.9","0.1","2.15","0.13","","","1.33","0.215007","10,11,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"287584141","3052.01","","3","4","4","3","3","4","4","19.6","55","107.17","5","0","1","PC","PC","12.5285","0.008","1","qlp-s37-tois","FAINT","184.612759","-56.002127","2.493","0.059","-4.646","0.05","2459330.914728","0.0035378","2.3097953","0.0000128","3.185","0.346","4.351654","0.003883","4000","3.57679","12.6197","0.809499","3845.9","2193","19","1049.05","48.37","7300","141","4.05","0.09","2.01","0.11","","","1.65","0.261865","10,11,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"269859655","3053.01","TIC 269859655.01","3","4","4","3","3","4","4","59.4","144","121.49","2","0","1","PC","PC","12.4041","0.006","1","qlp-s38-tois","FAINT","148.573222","-64.296904","-38.483","0.036","4.688","0.032","2459358.507515","0.0003982","2.9919962","0.0000023","2.614","0.045","18.803989","0.00127","17170","1.16946","13.6621","0.858737","329.849","1187","124","337.627","2.184","5247","138","4.39","0.09","1.01","0.06","","","0.9","0.10898","9,10,11,36,37,38","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"267712001","3054.01","","3","4","3","3","3","4","4","62.7","88.4","317","3","0","1","PC","PC","12.8798","0.006","1","qlp-s37-tois","FAINT","176.291571","-55.498787","-14.056","3.007","-19.262","3.007","2459330.02963","0.0008916","2.8281656","0.0000045","3.15","0.068","24.35271","0.003147","22180","2.89894","17.6399","2.30602","1162.44","1654","49","718.133","","6412.2","432.4","","","1.16","0.15","","","","","10,11,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"160522555","3055.01","","3","4","3","3","3","4","4","60.7","164.4","86.68","1","0","1","PC","PC","12.3858","0.006","1","qlp-s10-faintsearch","FAINT","189.473702","-49.115185","-19.22","0.062","-3.235","0.055","2458621.988687","0.0021657","1.3071566","0.0001038","1.108","0.264","3.37101","2.267549","3100","2086.31","11.1657","4.85985","2913.52","2046","12","405.819","11.5735","5958","130","4.51","0.08","0.96","0.05","","","1.09","0.138814","10,11","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"67798337","3056.01","","3","4","3","3","1","4","4","65.8","105.7","317","3","0","0","PC","PC","13.2765","0.007","1","qlp-s38-tois","FAINT","185.664501","-58.429108","-8.477","0.029","-0.463","0.026","2459357.557317","0.0011793","1.8092906","0.0000039","1.983","0.122","17.324694","0.008099","15830","7.45939","23.2306","","1647.22","1774","31","1181.19","28.625","6905","122","4.12","","1.77","","","","1.5","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"67622702","3057.01","","3","5","5","3","1","4","4","71.3","74.6","317","1","0","0","PC","APC","13.4444","0.006","1","qlp-s37-tois","FAINT","182.263818","-55.394539","-9.067","0.045","-1.21","0.035","2459332.096631","0.0015455","0.58007","0.0000015","1.338","0.155","17.865396","0.020664","16320","19.0318","16.4382","","7501.75","2592","31","1034.65","32.65","6875","122","4.37","","1.33","","","","1.49","","10,11,37","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"464711858","3058.01","","3","4","3","3","3","4","4","60.3","76.1","317","0","0","2","PC","PC","12.5068","0.006","1","qlp-s37-tois","FAINT","156.943489","-56.760433","-26.5","0.04","12.1","0.04","2460042.04604","0.0039953357","2.3483946","0.0000191","2.375","0.443","3.185877","1.608123","2930","1480.04","19.5614","7.77792","5427.95","2391","12","810.583","15.4985","6155","129.1","3.98","0.08","1.82","0.09","","","1.17","0.159701","9,10,36,37,63,64","found in faint-star QLP search; Rp updated to ~19 Re with tic8; possible offset towards TIC 464711846 in spoc-s1-s65","2021-06-04","2024-08-22","2024-08-22"
+"464067218","3059.01","","5","5","5","5","5","5","5","","","25.93","0","0","3","PC","FP","11.2012","0.01","1","qlp-s37-tois","FAINT","155.307542","-58.537011","","","","","2460041.489088","0.0040000216","1.3935975","0.0000079","2.809","0.901","2.750393","0.025009","2530","23.0335","","","544.526","1345","28","","","3301","51.7","","","","","","","","","9,10,36,37,63,64","found in faint-star QLP search","2021-06-04","2024-08-22","2024-09-14"
+"463681005","3060.01","","5","5","5","5","5","5","5","27.1","58.1","93.01","0","0","0","PC","FP","13.5552","0.006","1","qlp-s36-tois","FAINT","154.513775","-56.787877","-7.63","0.038","3.457","0.034","2460014.80407","0.0023588082","0.5465382","0.0000943","1.635","0.361","5.464122","0.025209","5020","23.2181","11.6241","","9354.81","2739","12","1298.66","36.655","6091","122","4.05","","1.66","","","","1.14","","9,10","found in faint-star QLP search; slight depth aperture correlation; possibly SV","2021-06-04","2024-08-22","2024-09-14"
+"463590116","3061.01","","3","4","3","3","1","4","4","","","317","1","0","0","PC","PC","13.4909","0.043","1","qlp-s37-tois","FAINT","154.328233","-58.277113","-6.367","0.034","1.854","0.033","2460015.416594","0.0023784207","1.3185787","0.0000063","1.748","0.458","6.457581","0.030204","5930","27.8184","","","1918.33","1843","18","2578.83","134.035","6040","453.9","","","","","","","","","9,10,36,37,63,64","found in faint-star QLP search; possible phase modulation; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"463343283","3062.01","","3","4","3","3","1","4","4","28.2","33.4","317","0","0","0","PC","PC","13.5173","0.007","1","spoc-s01-s65-b0A-PC","FAINT","153.673619","-55.379354","-24.318","0.038","8.294","0.037","2460015.137099","0.0055822963","4.8659280146345","0.0009961153","5.3235320039541","0.38438836","11.744053","1.150163","10758.382682137","1058.7786","15.177757019801","3.758924","534.99027500857","1226.6092105244","15.764722","774.109","15.3715","6137","122","4.34","","1.212149977684","","","","1.16","","9,10,63,64","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"463103749","3063.01","","3","4","3","3","3","4","4","","","317","1","0","1","PC","PC","12.5954","0.026","1","spoc-s01-s65-b0A-PC","FAINT","153.114718","-58.081193","-8.464","0.061","4.947","0.049","2460014.401537","0.0036072363","1.9512921","0.0000144","4.7888548164299","0.45743802","7.301673","0.541823","6702.5267442715","498.91275","","","1069.8684109378","1458.6541794962","15.045247","1411.83","73.315","","","","","","","","","","","9,10,36,37,63,64","found in faint-star QLP search; no stellar information; TIC8 distance 1411.83 +/- 73.315 pc; Rp/Rs 7.2% - may be EB","2021-06-04","2024-09-08","2024-09-08"
+"463070290","3064.01","","3","4","3","3","3","4","4","","","12.72","0","0","3","PC","PC","10.4321","0.029","1","qlp-s64-ffi","FAINT","152.992107","-59.753708","-5.818","0.135","2.821","0.122","2460067.257704","0.0010318","0.6771668","0.000001","1.4","0.16","1.189533","0.057186","1095","52.669","","","328.225","1185","28","5724.18","2093.32","3194","122","","","","","","","","","9,10,36,37,63,64","found in faint-star QLP search; likely red giant host which would make planet impossible at alerted period","2021-06-04","2024-08-22","2024-08-22"
+"462135459","3065.01","","3","4","3","3","1","4","4","21.4","80.8","87.16","2","0","0","PC","PC","13.3906","0.01","1","qlp-s37-tois","FAINT","150.38774","-59.339479","-12.641","0.034","8.185","0.033","2459330.553847","0.0022569","1.6995805","0.0000073","2.305","0.281","7.342635","0.009854","6740","9.07615","11.1546","","10926.7","2848","19","1000.8","19.162","9626","125","4.56","","1.35","","","","2.45","","9,10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"461968320","3066.01","","3","4","4","3","3","4","4","15","76.8","69.07","7","0","1","PC","PC","11.5622","0.006","1","qlp-s37-tois","FAINT","149.941406","-56.077873","2.287","0.049","-0.54","0.051","2459310.392373","0.0013166","12.2027867","0.0000353","2.428","0.166","7.703419","0.004539","7070","4.18084","9.74784","0.48528","44.6632","720","31","337.489","3.434","6454","131.7","4.45","0.08","1.13","0.05","","","1.31","0.199572","9,10,36,37","found in faint-star QLP search; possible odd-even","2021-06-04","2024-08-22","2024-08-22"
+"459157691","3067.01","","3","5","5","3","3","4","4","19.9","40.3","317","2","0","1","PC","APC","11.686","0.006","1","qlp-s37-tois","FAINT","161.949345","-59.033182","-7.222","0.048","0.753","0.047","2459317.659383","0.0021459","7.4365725","0.0000421","2.774","0.87","5.464122","0.021836","5020","20.1115","17.5053","1.39843","1178.73","1632","21","1269.3","49.52","9230","175.8","4.09","0.07","2.29","0.11","","","2.34","0.304562","10,36,37","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"458995583","3068.01","","3","4","3","3","3","4","4","115","253.6","317","3","0","1","PC","PC","12.7752","0.006","1","qlp-s37-tois","FAINT","161.412843","-58.133377","-6.089","3.031","2.921","3.251","2459331.451714","0.0006209","1.5959199","0.0000027","1.539","0.24","22.732788","0.023188","20720","21.3567","","","1503.15","1734","62","1180.26","","6809.2","440","","","","","","","","","10,36,37","V-shaped; found in faint-star QLP search; may be too large depending on stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"457268255","3069.01","","3","4","3","3","3","4","4","18.4","83.3","48.96","0","0","1","PC","PC","11.4573","0.006","1","qlp-s36-tois","FAINT","158.941809","-50.498637","-7.034","0.044","13.281","0.044","2459303.646732","0.0013717","3.8277062","0.0000083","0.899","0.076","3.926599","0.006682","3610","6.15439","7.97984","0.477344","69.9284","805","18","367.188","3.804","6610","128","4.44","0.09","1.18","0.05","","","1.38","0.233459","9,10,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"452049244","3070.01","","3","4","3","3","1","4","4","50.1","56.1","317","0","0","0","PC","PC","13.3727","0.007","1","qlp-s37-tois","FAINT","173.39914","-56.702405","-0.381","0.043","-1.144","0.036","2459332.070023","0.0020272","0.6587178","0.0000025","1.576","0.239","7.637813","0.01842","7010","16.9654","20.2415","","8468.98","2672","20","1689.05","88.455","6520","122","3.8","","2.41","","","","1.34","","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"452006073","3071.01","","3","4","4","3","3","4","4","19.1","68.6","40.44","1","0","1","PC","PC","11.8706","0.006","1","qlp-s37-tois","FAINT","173.279052","-56.503387","-3.356","0.053","5.027","0.041","2459331.967282","0.0016947","1.2669382","0.0000044","1.93","0.206","2.804819","0.002381","2580","2.19328","7.13535","0.405796","2579.61","1985","19","485.219","8.8845","6296","128.8","4.26","0.09","1.36","0.06","","","1.23","0.188734","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"451084885","3072.01","","3","4","3","3","1","4","4","22.3","25.3","317","0","0","0","PC","PC","13.2671","0.007","1","qlp-s37-tois","FAINT","170.55529","-55.528909","-7.424","0.03","3.087","0.027","2459329.822031","0.0033368","2.9828061","0.0000217","4.28","0.407","7.97682","0.008828","7320","8.13117","15.4283","","3112.84","2080","17","1213.37","29.055","6879","122","4.09","","1.81","","","","1.49","","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"448744179","3073.01","","3","4","4","3","1","4","4","34.8","89","106.95","3","1","0","PC","PC","13.0695","0.006","1","qlp-s37-tois","FAINT","182.339327","-32.886681","-3.931","0.034","-9.254","0.016","2459328.306157","0.0008483","3.1420872","0.0000056","1.884","0.104","14.306126","0.006683","13090","6.15508","12.6134","","185.786","1028","39","511.362","6.4525","5417.4","68.5","4.37","","1.05","","0.497744","0.0816284","0.94","","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"447976172","3074.01","","3","4","3","3","1","4","4","11.6","45.5","52.55","0","0","0","PC","PC","13.325","0.009","1","qlp-s37-tois","FAINT","157.913593","-48.994078","","","","","2459327.920394","0.0058297","5.3583725","0.0000456","4.916","0.409","5.442298","0.005318","5000","4.8982","","","","","12","481.009","","","","","","","","","","","","9,10,36,37","found in faint-star QLP search; slight depth aperture correlation; no stellar parameters","2021-06-04","2024-08-22","2024-08-22"
+"447891218","3075.01","","3","4","3","3","3","4","4","13","36.3","58.75","0","0","1","PC","PC","12.9687","0.006","1","qlp-s37-tois","FAINT","157.99031","-52.179142","-18.238","0.028","8.167","0.027","2459331.553005","0.0037815","1.8030565","0.0000134","2.3","0.409","2.848362","0.005942","2620","5.47256","8.89917","0.608175","1600.56","1762","13","871.063","13.4085","5982","126","4.01","0.08","1.72","0.08","","","1.1","0.141572","9,10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"447593267","3076.01","","3","4","4","3","3","4","4","","","317","4","0","1","PC","PC","11.8468","0.012","1","qlp-s37-tois","FAINT","157.399234","-53.658868","-7.297","0.059","2.873","0.059","2459331.762318","0.0010389","7.8595931","0.0000191","1.902","0.25","20.307427","0.794634","18530","731.617","","","3285.57","2109","27","2138.77","156.91","14677","166","","","","","","","","","9,10,36,37","found in faint-star QLP search; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"443341002","3077.01","","3","4","3","3","3","4","4","15.6","48.8","122.51","1","0","1","PC","PC","12.3984","0.011","1","qlp-s37-tois","FAINT","146.924252","-56.98976","-8.457","0.059","6.835","0.057","2459325.080291","0.0041764","6.3599636","0.0000442","5.479","0.447","4.78778","0.003712","4400","3.41907","13.6678","0.722244","1755.17","1803","11","901.32","29.1015","7689","154.2","4.06","0.08","2.07","0.09","","","1.8","0.295465","9,10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"443042089","3078.01","","3","4","3","3","3","4","4","29","77.8","80.03","0","0","1","PC","PC","12.7683","0.008","1","qlp-s37-tois","FAINT","146.555933","-56.299385","-11.079","0.033","5.598","0.029","2460014.890217","0.0012245015","0.5496848","0.0000019","0.82","0.159","3.109654","0.018502","2860","17.0406","10.6252","0.894043","4902.04","2331","15","921.264","16.8725","7433","140","4.14","0.08","1.84","0.07","","","1.7","0.282811","9,10,36,37,63,64","found in faint-star QLP search; possible odd-even","2021-06-04","2024-08-22","2024-08-22"
+"441444262","3079.01","","3","4","3","3","1","4","4","101.3","253","317","0","0","0","PC","PC","13.6374","0.015","1","spoc-s01-s65-b0A-PC","FAINT","145.306301","-54.34913","","","","","2459989.066665","0.0020681478","1.9892498594079","0.00031029503","3.8785673833847","0.1074155","22.637775","0.60885","20634.299094377","560.6148","","","1042.2207005877","1449.1377611014","26.686579","1508.11","","","","","","","","","","","","9,10,62,63","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"439926641","3080.01","","3","4","3","3","1","4","4","24.3","33.8","317","0","0","0","PC","PC","13.2159","0.007","1","qlp-s37-tois","FAINT","143.84521","-57.864852","-10.244","0.028","5.19","0.028","2459331.47792","0.0019997","4.5744909","0.0000162","4.534","0.161","9.695355","0.003437","8890","3.16568","16.8715","","1443.49","1717","23","1068.84","17.445","6993","122","4.16","","1.7","","","","1.54","","9,10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"432467894","3081.01","","3","4","3","3","1","4","4","21.7","20.3","317","0","0","0","PC","PC","13.263","0.007","1","qlp-s36-tois","FAINT","146.539767","-49.577322","-0.325","0.033","-2.675","0.033","2459301.966886","0.0078164","3.4365075","0.0000388","3.353","0.459","4.798686","0.011663","4410","10.7418","17.7367","","575.941","1364","9","1196.4","29.67","5438","122","","","2.63","","","","","","9,10,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"428699140","3082.01","","1","5","5","1","4","4","4","12.9","74.1","11.79","6","4","1","PC","CP","11.7662","0.006","1","qlp-s37-tois","FAINT","195.908072","-19.218984","-123.898","0.073","-28.308","0.051","2459332.242276","0.0018608","1.9268037","0.0000071","1.4","0.214","2.456541","0.003904","2260","3.59571","3.42735","0.338589","131.648","943","19","113.048","0.4545","4249","123.4","4.59","0.1","0.68","0.06","","","0.664","0.079773","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"405620289","3083.01","","3","4","3","3","1","4","4","91","147.1","317","3","0","0","PC","PC","13.0723","0.009","1","qlp-s46-tois","FAINT","191.111635","-14.258179","-9.766","0.054","-14.849","0.031","2459576.125706","0.0018266","2.1532179","0.0000061","2.072","0.188","7.38636","3.167038","6780","2912.7","25.853","","2822","2030","24","1007.21","36.404","5997","122","4.03","","1.68","","","","1.11","","10,37,46","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"397423462","3084.01","","3","4","3","3","1","4","4","17.7","60.9","84.19","2","0","0","PC","PC","13.2733","0.007","1","qlp-s36-tois","FAINT","178.054473","-27.517679","8.064","0.035","-6.277","0.019","2459300.597866","0.0020383","5.1057571","0.0000179","2.616","0.126","11.833635","0.009229","10840","8.50038","10.9206","","144.847","966","19","555.622","7.893","5495.2","65.8","4.41","","1.01","","0.284115","0.0768443","0.96","","10,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"376740324","3085.01","","5","5","5","5","5","5","5","","","317","1","0","0","EB","FP","12.1229","0.008","1","qlp-s37-tois-FP","FAINT","153.301542","-62.875354","-6.498","0.044","3.628","0.041","2459327.095663","0.0003547","4.5300175","0.000005","5.331","0.091","39.582182","0.00252","35800","2.32132","","","4849.38","2324","178","1938.67","88.46","9046","211.7","","","","","","","","","10,36,37","found in faint-star QLP search; TFOP FP; retired as EB","2021-06-04","2024-08-22","2024-08-22"
+"374158843","3086.01","","1","4","1","1","3","4","4","2.8","39","10.23","2","1","1","PC","PC","11.4005","0.006","1","qlp-s37-tois","FAINT","159.910145","-48.538112","-9.517","0.05","-30.568","0.042","2459320.535229","0.0028268","10.9506335","0.0000604","2.635","0.483","1.97784","0.002809","1820","2.58736","3.17264","0.28152","20.8045","594","17","116.69","0.433","4530","127","4.56","0.1","0.73","0.06","","","0.71","0.0839175","9,10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"364427226","3087.01","","3","4","3","3","3","4","4","28.9","36.2","317","2","0","1","PC","PC","12.3411","0.006","1","qlp-s37-tois","FAINT","161.280595","-48.649273","","","","","2459327.06657","0.0026506","4.1414861","0.0000244","2.573","0.379","8.469116","0.015626","7770","14.3921","","","637.229","1399","20","780.12","","6920","403.9","","","","","","","","","9,10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"362607799","3088.01","","3","4","3","3","3","4","4","","","44.6","0","0","1","PC","PC","12.928","0.006","1","qlp-s36-tois","FAINT","145.38646","-50.939504","-7.49","2.946","5.922","2.946","2459990.863723","0.004988434","2.6337971","0.0000154","2.591","0.347","5.213172","0.007454","4790","6.86537","","","163.704","996","15","","","3946.9","171.2","","","","","","","","","9,10,36,62","found in faint-star QLP search; no stellar parameters; Gaia spectra suggest host is evolved; v-shaped; multiple stars in pixel","2021-06-04","2024-08-22","2024-08-22"
+"347715478","3089.01","","3","4","4","3","3","4","4","15.9","72.9","71.45","5","1","1","PC","PC","12.4641","0.006","1","qlp-s46-tois","FAINT","182.850444","-11.997569","-25.299","2.247","-6.91","2.204","2459564.484168","0.001235","9.3096136","0.0000249","2.171","0.146","12.635204","0.006037","11570","5.56031","9.9903","","25.3269","","25","314.298","","5229","","","","0.93","","","","","","10,36,46","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"309913305","3090.01","","3","4","3","3","1","4","4","","","69.42","0","0","0","PC","PC","13.0037","0.006","1","qlp-s37-tois","FAINT","152.074959","-53.287048","-2.887","3.045","-6.98","2.952","2459331.296092","0.003188","6.3272169","0.0000454","3.667","0.364","8.786491","0.010926","8060","10.0628","","","96.3086","872","16","","","4580.9","246.9","","","","","","","","","9,10,36,37","found in faint-star QLP search; potential red giant; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"306255021","3091.01","","3","4","4","3","3","4","4","68.9","179.4","317","3","0","1","PC","PC","11.9519","0.007","1","qlp-s37-tois","FAINT","166.624264","-56.05583","-8.235","0.047","1.8","0.042","2459331.050205","0.0005625","2.7499877","0.0000032","3.84","0.084","16.938642","0.00136","15480","1.25302","22.9205","0.904684","11946.5","2912","100","1082.78","33.885","10146","215.1","4.36","0.06","1.77","0.07","","","2.6","0.330992","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"274911536","3092.01","","3","4","3","3","3","4","4","13.7","63.4","48.31","0","0","1","PC","PC","12.8017","0.006","1","qlp-s37-tois","FAINT","149.573667","-58.926569","-31.179","0.033","23.374","0.029","2459331.270289","0.0021438","4.4163989","0.0000205","1.81","0.251","7.747158","0.011274","7110","10.3836","7.89614","0.473348","177.763","1017","15","449.139","3.414","6273","129.7","4.59","0.08","0.93","0.04","","","1.22","0.172614","9,10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"272885406","3093.01","","3","4","3","3","3","4","4","20","58.5","128.81","1","0","1","PC","PC","12.9661","0.006","1","qlp-s37-tois","FAINT","161.701642","-49.048228","0.441","0.026","-0.495","0.026","2459325.460586","0.0023881","4.3653308","0.0000182","3.456","0.309","8.819328","0.005871","8090","5.40783","14.0676","0.694328","1061.67","1590","22","989.462","15.499","7109","134.2","4.24","0.09","1.57","0.06","","","1.58","0.264026","9,10,36,37","found in faint-star QLP search; slight depth aperture correlation","2021-06-04","2024-08-22","2024-08-22"
+"272645619","3094.01","","3","4","3","3","3","4","4","40.7","46.6","317","1","0","1","PC","PC","12.5612","0.006","1","qlp-s37-tois","FAINT","161.433493","-52.538148","-10.168","1.173","3.183","1.173","2459327.804479","0.0012051","2.8396238","0.0000087","2.391","0.532","11.021689","0.032928","10100","30.3274","12.199","1.05562","1063.3","1590","36","707.151","","5915.3","190.6","","","1.16","0.07","","","","","10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"270075071","3095.01","","3","4","3","3","1","4","4","17.1","62.7","69.06","0","0","0","PC","PC","13.0517","0.006","1","qlp-s37-tois","FAINT","149.062666","-60.00347","-12.477","0.034","7.709","0.031","2459326.634102","0.0033438","4.2839945","0.0000258","3.08","0.27","10.298033","0.012601","9440","11.6056","9.77904","","443.121","1278","16","536.222","5.1935","6022","122","4.46","","1.03","","","","1.11","","9,10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"229465678","3096.01","","3","4","3","3","1","4","4","","","317","3","1","0","PC","PC","13.151","0.012","1","qlp-s37-tois","FAINT","197.187667","-28.234466","-19.58","2.189","14.286","2.18","2459325.615815","0.0013764","4.4282303","0.0000108","2.577","0.163","18.815036","0.009742","17180","8.97238","","","","","37","277.823","","","","","","","","","","","","10,37","found in faint-star QLP search; no stellar parameters","2021-06-04","2024-08-22","2024-08-22"
+"163262555","3097.01","","3","4","3","3","1","4","4","37.3","99","58.93","2","0","0","PC","PC","12.99","0.02","1","qlp-s37-tois","FAINT","173.074702","-47.496395","-26.888","3.03","40.219","3.03","2460041.53506","0.0010409966","1.3683875","0.0000029","1.357","0.143","9.169654","0.006988","8410","6.43623","8.79209","1.50084","449.294","1282","31","347.415","","5000","400.2","","","0.89","0.15","","","","","10,37,63,64","found in faint-star QLP search; multiple stars in pixel; radius and stellar parameters from qlp-s10-faintsearch","2021-06-04","2024-08-22","2024-08-22"
+"163260812","3098.01","","3","4","4","3","3","4","4","70.7","106","317","4","0","1","PC","PC","11.315","0.006","1","spoc-s01-s65-b0A-PC","FAINT","173.137772","-46.315267","-19.93","0.039","3.726","0.035","2460015.103725","0.0005608834","4.7323433294658","0.000087463224","4.1038024932636","0.03581896","17.161238","0.195535","15681.823373032","180.07835","17.341042831889","0.75400937","775.94235690688","1346.0993498058","87.591324","401.011","4.514","6438","128.2","4.29","0.08","1.3525199890137","0.0576381","","","1.3","0.205329","10,63,64","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"163030461","3099.01","","3","4","4","3","3","4","4","56.7","155.4","119.89","2","0","1","PC","PC","12.5869","0.006","1","qlp-s37-tois","FAINT","172.108389","-45.016427","-5.627","0.03","5.187","0.025","2459330.064618","0.0003792","2.5543095","0.0000023","2.239","0.048","20.473375","0.001438","18680","1.32438","13.5543","0.647144","559.574","1354","94","444.736","4.534","5990","128.3","4.53","0.08","0.95","0.04","","","1.1","0.13838","10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"162620529","3100.01","","3","4","4","3","1","4","4","34","95.5","128.12","4","0","0","PC","PC","13.1472","0.006","1","qlp-s37-tois","FAINT","170.330028","-44.30802","-25.972","0.031","6.18","0.028","2459330.083468","0.000774","3.2907468","0.0000063","2.309","0.084","17.247473","0.004364","15760","4.01953","14.0568","","430.347","1268","48","697.681","9.7805","6229","122","4.45","","1.08","","","","1.2","","10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"157213708","3101.01","","3","4","3","3","1","4","4","14.3","35","110.37","0","0","0","PC","PC","13.2285","0.009","1","qlp-s36-tois","FAINT","175.816278","-30.073164","0.339","0.035","-1.892","0.024","2459301.392172","0.0043094","4.0467915","0.0000348","3.979","0.464","5.63873","0.00715","5180","6.58573","12.8472","","843.152","1501","15","1121.79","39.235","5933","122","3.96","","1.79","","","","1.08","","10,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"147092818","3102.01","","3","4","3","3","3","4","4","9.8","37.8","53.38","0","0","1","PC","PC","12.7544","0.006","1","qlp-s37-tois","FAINT","161.945206","-47.024943","-10.515","2.921","9.329","2.921","2459329.105771","0.0026854","3.8769776","0.0000237","4.526","0.261","3.000775","0.00191","2760","1.75874","","","897.738","1524","17","744.917","","5569.2","245","","","","","","","","","9,10,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"133129971","3103.01","","3","4","3","3","3","4","4","19.6","64.6","96.25","0","0","1","PC","PC","12.842","0.006","1","qlp-s36-tois","FAINT","149.409755","-51.335534","-4.684","0.029","-2.895","0.029","2459303.206061","0.0030279","4.3437796","0.0000235","2.774","0.263","8.447231","0.009778","7750","9.00589","11.8307","0.701307","466.22","1294","15","730.225","9.994","6513","134","4.32","0.09","1.32","0.06","","","1.34","0.219504","9,10,36","found in faint-star QLP search; some depth-aperture correlation","2021-06-04","2024-08-22","2024-08-22"
+"132963419","3104.01","","3","4","3","3","3","4","4","","","56.61","0","0","2","PC","PC","12.6304","0.006","1","qlp-s10-faintsearch","FAINT","149.263633","-49.750476","-11.048","2.904","2.281","2.904","2458588.299206","0.0045536","10.3069451","0.0019728","2.599","0.322","6.905481","0.016148","6340","14.8724","","","16.5348","561","12","","","4445","171.5","","","","","","","","","9,10","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"124454726","3105.01","","3","4","3","3","3","4","4","8.5","49.3","28.87","0","0","1","PC","PC","11.6814","0.006","1","qlp-s37-tois","FAINT","198.803835","-31.368751","-30.136","0.107","5.491","0.114","2459329.829974","0.0052807","5.3332571","0.0000516","3.102","1.475","2.195405","0.186844","2020","172.075","5.82279","1.62166","1133.52","1616","12","354.09","8.9515","6068","128.5","4.41","0.08","1.1","0.06","","","1.13","0.153988","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"124453339","3106.01","","3","4","3","3","3","4","4","36.1","97.2","60.04","2","0","1","PC","PC","11.8817","0.008","1","qlp-s37-tois","FAINT","198.648685","-30.722726","-41.47","1.122","-1.799","1.122","2459331.915405","0.0007211","1.485163","0.000002","1.789","0.085","4.885933","0.001201","4490","1.1062","8.99362","","867.237","","22","288.3","","5506.2","","","","1.28","","0.260796","0.0659833","","","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"124174267","3107.01","","3","4","3","3","3","4","4","42.2","54.1","317","1","0","1","PC","PC","12.477","0.009","1","qlp-s37-tois","FAINT","196.726352","-31.716391","-15.733","0.052","0.157","0.054","2459330.174264","0.001313","4.7343852","0.0000127","4.468","0.147","13.591272","0.003434","12440","3.16301","18.0528","0.993101","593.089","1465","35","650.592","13.0685","5776","129.6","4.05","0.08","1.6","0.08","","","1.04","0.130285","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"124146529","3108.01","","3","4","3","3","1","4","4","12","56","58.28","2","0","0","PC","PC","13.1948","0.009","1","qlp-s37-tois","FAINT","196.472218","-31.791555","-37.948","0.053","-8.595","0.068","2459331.223545","0.0020323","6.900352","0.0000278","2.452","0.222","11.372727","0.0095","10420","8.74952","8.86463","","59.4485","773","19","410.81","6.6125","5205.8","87","4.53","","0.85","","0.429424","0.0879328","0.89","","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"120723776","3109.01","","5","5","5","5","5","5","5","111.3","168.5","317","0","0","0","PC","FP","12.483","0.023","1","qlp-s37-tois-FP","FAINT","164.06056","-52.482296","","","","","2459327.889241","0.0003354","2.8831285","0.0000026","3.53","0.06","28.925924","0.00297","26290","2.73564","28.6734","1.20118","523.57","1332","170","","","","","","","1.77","0.07","","","","","10,36,37","found in faint-star QLP search; TFOP FP retired as EB","2021-06-04","2024-08-22","2024-08-22"
+"104022675","3110.01","","3","4","3","3","3","4","4","27.1","73.6","47.48","2","0","2","PC","PC","13.0326","0.006","1","qlp-s37-tois","FAINT","195.986628","-32.436442","-8.877","0.04","-5.01","0.039","2459331.223979","0.0013149","0.7428708","0.0000019","1.112","0.239","5.409563","0.012217","4970","11.2526","7.86186","","1797.04","1813","25","572.747","8.224","5635.9","73.2","4.35","","1.11","","-0.304823","0.0795855","1","","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-09-12"
+"103832313","3111.01","","3","4","3","3","1","4","4","17.7","61.2","115.22","2","0","0","PC","PC","14.6574","0.006","1","qlp-s10-faintsearch","FAINT","194.760859","-35.972917","-8.335","0.073","5.782","0.061","2458591.97575","0.0025332","4.640636","0.0008758","2.984","0.264","17.192318","0.014923","15710","13.7449","13.1303","","107.987","898","25","726.621","19.416","4539","122","4.27","","1.02","","","","0.71","","10","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"98662211","3112.01","","3","4","4","3","3","4","4","43.9","97.4","128.85","6","1","1","PC","PC","12.5042","0.007","1","qlp-s46-tois","FAINT","185.727447","-11.599585","21.901","0.051","-22.304","0.037","2459576.21659","0.0008222","4.2842284","0.0000055","1.497","0.258","12.920838","0.020245","11830","18.6463","14.0459","1.12863","56.6249","764","41","384.707","5.0315","4911","128.1","4.19","0.09","1.19","0.08","","","0.8","0.0954005","10,36,46","found in faint-star QLP search; close to stellar rotation period","2021-06-04","2024-08-22","2024-08-22"
+"94346376","3113.01","","3","4","3","3","1","4","4","22.3","29","317","1","0","0","PC","PC","13.2725","0.006","1","qlp-s10-faintsearch","FAINT","177.104652","-52.483406","-3.203","1.249","1.374","1.249","2458591.779066","0.0056934","3.1339232","0.0018819","4.029","0.464","6.785295","0.013831","6230","12.739","","","1420.13","1710","10","1394.86","","5980.5","600.1","","","","","","","","","10","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"94011343","3114.01","","3","4","3","3","3","4","4","40.1","116.4","94.73","3","3","3","PC","PC","11.6001","0.006","1","qlp-s37-tois","FAINT","176.36839","-50.888443","7.992","0.043","3.402","0.036","2459331.60796","0.000622","4.407111","0.0000069","2.134","0.108","9.969258","0.003035","9140","2.79576","11.7059","0.631301","131.096","942","61","304.599","3.06","5478","123.6","4.27","0.08","1.18","0.06","","","0.96","0.123076","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"93093765","3115.01","","3","4","3","3","3","4","4","15","65.4","46.45","1","0","1","PC","PC","12.5831","0.006","1","qlp-s37-tois","FAINT","174.699184","-52.400336","0.728","0.038","-2.482","0.031","2459327.015901","0.0021443","2.7961137","0.0000108","1.604","0.283","5.988031","0.010821","5500","9.96688","7.7487","0.5143","421.749","1262","15","550.038","8.276","6455","133.5","4.51","0.09","1.06","0.05","","","1.31","0.210424","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"80778619","3116.01","","3","4","3","3","3","4","4","21.3","61.4","67.26","1","0","1","PC","PC","12.4173","0.007","1","spoc-s01-s65-b0A-PC","FAINT","165.951263","-48.526307","-22.524","0.088","1.637","0.065","2460014.721588","0.0014922448","1.6484941253549","0.00007920719","2.0820857257692","0.22504319","3.832312","0.15458","3523.4673819111","142.36305","9.6099784438796","1.4874625","4111.3532154993","2042.2831160435","21.337263","713.76","25.581","6316","134.2","4.14","0.09","1.5764199495316","0.0917839","","","1.24","0.189895","10,36,63,64","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"73082014","3117.01","","3","4","4","3","1","4","4","39.9","45.6","317","3","0","0","PC","PC","13.4259","0.006","1","qlp-s37-tois","FAINT","189.667798","-45.416556","-16.894","0.054","-7.686","0.078","2459332.173033","0.001226","3.2689953","0.0000082","2.931","0.116","17.390888","0.007314","15890","6.73673","17.1329","","439.803","1275","33","787.785","25.86","5552","123","4.19","","1.32","","","","0.98","","10,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-09-01"
+"58461209","3118.01","","1","4","1","3","3","4","4","24","61.8","76.51","2","2","1","PC","PC","11.4553","0.008","1","qlp-s10-faintsearch","FAINT","201.376867","-28.413642","6.73","0.082","-18.318","0.104","2458594.480161","0.0032851","3.8098324","0.0009063","3.881","0.353","3.534389","0.003078","3250","2.83471","10.3911","0.708867","618.962","1389","17","423.105","11.3365","5406","129.2","3.91","0.09","1.78","0.11","","","0.94","0.121045","10","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"57793060","3119.01","","3","4","3","3","1","4","4","13.7","18.8","317","1","0","0","PC","PC","13.0462","0.006","1","qlp-s36-tois","FAINT","174.759354","-32.190584","-4.443","0.028","5.544","0.018","2459289.297783","0.0034508","8.907516","0.0000525","3.522","0.62","9.388665","0.017992","8610","16.5712","14.3733","","230.828","1085","20","971.254","21.486","6407","122","4.2","","1.49","","","","1.29","","10,36","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"22384839","3120.01","","3","4","3","3","1","4","4","9.9","40","75.53","0","0","0","PC","PC","13.0772","0.006","1","qlp-s10-faintsearch","FAINT","184.037125","-45.426342","-7.037","3.066","3.153","3.066","2458588.106211","0.003694","7.0235956","0.0030712","4.739","0.39","6.129967","0.008346","5630","7.68691","","","471.691","1298","11","763.939","","6276","365.9","","","","","","","","","10","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"14715294","3121.01","","3","4","3","3","1","4","4","30.2","50.1","317","1","0","0","PC","PC","13.1194","0.008","1","qlp-s36-tois","FAINT","174.752258","-29.842071","-6.008","0.045","0.351","0.03","2459304.265389","0.001614","5.5167527","0.0000199","4.288","0.348","14.658227","0.009813","13410","9.03821","21.0821","","622.985","1391","38","1180.61","46.055","6296","68.9","4.01","","1.81","","-0.166968","0.0816223","1.23","","10,36","some odd-even; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"61117473","3122.01","","3","4","4","3","3","4","4","27.8","92.2","117.86","2","12","1","PC","PC","12.123","0.008","1","qlp-s38-tois","FAINT","226.954057","-28.156608","-13.363","0.068","-0.539","0.058","2459356.522533","0.0011442","6.1836286","0.0000155","2.573","0.153","10.901047","0.006002","9990","5.52842","13.3233","0.744972","195.93","1042","42","520.156","12.2555","6504","127.9","4.34","0.09","1.29","0.06","","","1.33","0.217204","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"60768923","3123.01","","3","5","5","3","3","4","4","113.9","139.5","317","0","6","3","PC","APC","11.099","0.009","1","qlp-s38-tois","FAINT","211.217739","-29.947758","-21.885","0.091","1.332","0.081","2459359.165583","0.0007286","1.8703411","0.0000028","2.134","0.181","10.440533","0.019688","9570","18.1327","18.6634","1.1612","3374.5","2123","50","450.78","9.348","6368","130.6","4.08","0.09","1.7","0.08","","","1.27","0.200938","11,38","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"454918388","3124.01","","3","4","3","3","3","4","4","35.6","87.1","89.55","3","0","1","PC","PC","12.6177","0.006","1","qlp-s39-tois","FAINT","178.147139","-77.417249","-29.729","0.021","2.452","0.02","2459388.230262","0.000792","2.2545904","0.0000038","0.977","0.188","6.512193","0.013133","5980","12.0961","11.3495","0.752098","202.365","1050","25","486.768","2.9995","5567","127.2","4.23","0.08","1.25","0.06","","","0.98","0.126893","11,12,39","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"160023","3125.01","","3","4","3","3","3","4","4","14.5","42.3","109.34","1","0","1","PC","PC","12.8296","0.008","1","qlp-s38-tois","FAINT","223.71844","-29.152093","-7.046","0.045","-1.625","0.04","2459358.443291","0.0039546","6.7565519","0.0000417","3.442","0.731","5.660559","0.011633","5200","10.7147","12.7591","0.882925","319.273","1177","16","802.611","18.6015","5972","126.1","4.05","0.08","1.64","0.08","","","1.1","0.138026","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"454876465","3126.01","","3","4","4","3","1","4","4","63.1","67.4","317","4","0","0","PC","PC","13.2585","0.006","1","qlp-s39-tois","FAINT","177.840549","-76.87837","-16.612","0.031","0.966","0.025","2459386.793853","0.0005393","1.8246123","0.0000023","1.835","0.091","17.600529","0.006077","16080","5.59718","18.0134","","615.616","1387","59","693.951","7.9995","5655","122","4.15","","1.39","","","","1","","11,12,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"17361","3127.01","TIC 17361.01","3","5","5","3","3","4","4","55.3","148.1","115.86","0","2","3","PC","APC","11.342","0.006","1","qlp-s38-tois","FAINT","219.336233","-24.958522","-18.45","0.054","-9.49","0.05","2459357.945764","0.0004198","3.606557","0.0000031","1.878","0.231","10.835247","0.003249","9930","2.99205","13.2514","0.697727","310.789","1169","66","308.901","3.0255","5775.3","121.6","4.25","0.08","1.26","0.06","-0.21","0.1","1.035","0.131886","11,38","found in faint-star QLP search; CTOI from Montalto et al. (2020)","2021-06-04","2024-08-22","2024-08-22"
+"453677947","3128.01","","3","4","3","3","3","4","4","14.6","52.4","39.45","1","0","1","PC","PC","11.9346","0.006","1","qlp-s39-tois","FAINT","157.261362","-75.214992","-13.833","0.07","7.85","0.068","2459386.588498","0.0018842","2.3155132","0.0000072","0.649","0.18","1.651575","0.012283","1520","11.3132","7.00521","0.627981","106.203","894","12","444.507","7.5255","6011","119.6","4.16","0.08","1.45","0.07","","","1.11","0.150549","10,11,12,37,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"4711","3129.01","","3","4","4","3","3","4","4","52.7","135.8","90.8","2","16","3","PC","PC","10.9198","0.006","1","qlp-s38-tois","FAINT","218.918812","-26.179337","7.543","0.067","-12.078","0.063","2459358.079233","0.0008078","2.3348152","0.0000056","1.861","0.101","5.78062","0.002283","5310","2.10261","11.4665","0.651789","520.71","1330","24","321.683","4.442","5949.1","101.6","4.12","0.08","1.51","0.08","-0.1","0.09","1.088","0.135174","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"453396346","3130.01","","3","4","3","3","1","4","4","138.7","158.2","317","1","0","0","PC","PC","13.5606","0.006","1","spoc-s01-s65-b0A-PC","FAINT","150.7847","-72.267792","-9.055","0.031","7.547","0.03","2460041.173091","0.0020342185","0.44151735840763","0.00003193242","1.7224979437065","0.20281547","4.254043","0.287292","3910.4523541551","264.57095","31.508350746827","65.82646","9740.7964109003","2533.7768633976","12.90503","1511.72","37.685","5117","123","","","2.9223198890686","","","","","","10,11,12,64,65","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"2876","3131.01","","3","4","4","3","3","4","4","57.5","77.5","317","3","0","1","PC","PC","13.1643","0.008","1","qlp-s38-tois","FAINT","218.820321","-25.055977","-10.555","0.055","-8.357","0.048","2459357.047021","0.0009946","2.6274574","0.0000061","2.31","0.374","23.775474","0.023054","21660","21.233","18.5088","","930.543","1538","31","764.831","18.481","6148","122","4.33","","1.23","","","","1.17","","11,38","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"448923766","3132.01","","3","4","4","3","3","4","4","35.2","84.8","118.89","3","0","1","PC","PC","13.1311","0.006","1","qlp-s39-tois","FAINT","214.426637","-70.36436","3.849","0.025","-2.708","0.026","2459385.110624","0.0010672","2.2664085","0.0000055","2.63","0.165","11.175254","0.005139","10240","4.73339","13.4164","","1201.76","1640","32","715.396","9.0155","6107","122","4.29","","1.27","","","","1.15","","11,12,38,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"448775221","3133.01","","3","4","3","3","3","4","4","28.7","67.9","127.56","3","0","2","PC","PC","11.938","0.006","1","qlp-s39-tois","FAINT","213.370342","-68.010933","-1.155","0.034","-8.037","0.043","2459388.723127","0.0017929","4.0902788","0.0000164","3.584","0.202","5.507772","0.002066","5060","1.90245","13.9755","0.721667","724.371","1445","22","630.243","11.263","6130","126","3.92","0.08","1.95","0.09","","","1.16","0.158575","11,12,38,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"448688668","3134.01","","3","4","3","3","1","4","4","49.6","68.7","317","0","0","0","PC","PC","13.3397","0.008","1","qlp-s11-faintsearch","FAINT","212.675539","-66.457671","-10.559","0.038","-3.21","0.043","2458649.589138","0.0044691","2.2308431","0.0002863","2.969","0.314","11.954382","0.018574","10950","17.1075","22.6165","","1903.91","1840","13","1245.7","45.505","6386","122","3.88","","2.14","","","","1.28","","11,12","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"448098793","3135.01","","3","4","4","3","3","4","4","78.4","218.7","111.62","3","3","1","PC","PC","11.0994","0.006","1","qlp-s38-tois","FAINT","207.859228","-69.772563","-20.891","0.037","-16.751","0.042","2459357.945093","0.0003215","3.7065603","0.0000021","1.98","0.129","16.420447","0.001844","15010","1.69865","12.9758","0.649825","256.023","1114","44","221.673","1.37","5632","127.6","4.41","0.08","1.03","0.05","","","1","0.123469","11,12,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"418471796","3136.01","","3","4","4","3","3","4","4","101.6","150.5","317","2","0","1","PC","PC","12.7666","0.006","1","qlp-s39-tois","FAINT","205.332577","-79.40995","-3.934","0.034","-4.547","0.032","2459388.272114","0.0002914","2.6841894","0.0000018","2.836","0.033","32.701353","0.001814","29670","1.67119","21.16","1.06129","719.556","1442","171","572.389","7.4125","5914","133.1","4.33","0.08","1.17","0.06","","","1.08","0.133209","11,12,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"395514100","3137.01","","3","4","3","3","3","4","4","176","396.6","317","2","0","1","PC","PC","11.528","0.078","1","spoc-s01-s69-b0A-PC","FAINT","207.680537","-77.302536","","","","","2460069.638625","0.0007741441","1.8823821","0.0000021","3.1478726132252","0.046380214","23.086093","0.401824","21038.61199723","370.02493","","","1667.009353586","1629.6872158953","65.393036","","","","","","","","","","","","","11,12,39,65,66","found in faint-star QLP search; no stellar parameters; phase modulations and secondary in SPOC s1-s69","2021-06-04","2024-08-22","2024-08-22"
+"270347814","3138.01","","3","4","4","3","1","4","4","49.9","119.7","100.75","6","0","0","PC","PC","13.5117","0.006","1","qlp-s11-faintsearch","FAINT","215.522835","-30.512524","-12.081","0.062","-29.321","0.067","2458623.063561","0.0017943","2.8740048","0.0003641","1.592","0.226","28.479996","0.056793","25890","52.3073","12.2262","","59.3788","773","24","260.826","2.4715","4270.3","164.5","4.57","0.23","0.74","","","","0.657","","11","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"48661942","3139.01","","3","4","4","3","3","4","4","19.6","69.1","67.94","3","2","1","PC","PC","11.9118","0.006","1","qlp-s38-tois","FAINT","229.740751","-28.410491","-5.202","2.143","-0.706","2.143","2459354.840766","0.001814","3.9628496","0.000015","2.844","0.2","4.875026","0.002816","4480","2.5935","9.64171","","589.616","","27","488.081","","5449","459.6","4.24","2.01","1.43","","","","","","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"394900138","3140.01","","3","4","3","3","1","4","4","51.5","83.6","317","0","0","0","PC","PC","13.0885","0.006","1","qlp-s39-tois","FAINT","203.170833","-72.926273","-9.577","3.076","6.363","3.076","2459386.579249","0.0012675","3.0932735","0.0000075","2.937","0.134","11.899495","0.004971","10900","4.57875","","","","","33","1010.18","","","","","","","","","","","","11,12,39","found in faint-star QLP search; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"394443982","3141.01","","3","4","4","3","3","4","4","26.8","82.2","121.69","2","0","1","PC","PC","12.4712","0.006","1","qlp-s39-tois","FAINT","200.21869","-73.774851","-19.458","0.035","-5.097","0.036","2459382.058438","0.0012613","4.4338805","0.0000102","3.93","0.117","10.013089","0.001818","9180","1.67435","13.6095","0.666345","995.704","1564","45","678.463","9.966","6695","137.5","4.32","0.09","1.37","0.06","","","1.42","0.229988","11,12,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"387791274","3142.01","","3","4","3","3","3","4","4","","","317","2","0","1","PC","PC","13.229","0.032","1","qlp-s38-tois","FAINT","217.301861","-62.053831","-3.605","0.026","-2.367","0.033","2459360.085141","0.0022495","1.1536561","0.0000045","2.51","0.176","44.536824","1.540808","40190","1418.13","","","","","15","1517.54","52.065","","","","","","","","","","","11,12,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"384244834","3143.01","","3","4","3","3","1","4","4","","","317","0","0","0","PC","PC","12.048","0.019","1","qlp-s38-tois","FAINT","216.568723","-63.050473","","","","","2459354.834136","0.0023976","2.9902369","0.000017","3.042","0.26","7.036609","0.008887","6460","8.1855","140.194","11.2139","129.684","940","17","","","","","","","17.34","1.21","","","","","11,12,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"361176558","3144.01","","3","4","3","3","1","4","4","23.7","68.5","120.24","4","0","0","PC","PC","13.1885","0.006","1","qlp-s39-tois","FAINT","192.621574","-75.651848","-10.942","0.031","1.449","0.026","2459383.264338","0.0013671","3.7724947","0.0000096","2.199","0.18","10.013089","0.006158","9180","5.67217","13.5487","","424.722","1264","27","775.951","9.2815","6623","122","4.33","","1.33","","","","1.39","","11,12,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"360816296","3145.01","TIC 360816296.01","3","4","3","3","3","4","4","96.5","98.1","317","1","0","1","PC","PC","12.1258","0.006","1","qlp-s39-tois","FAINT","190.950263","-76.69611","-50.404","0.043","-12.974","0.04","2459382.328839","0.0007941","3.5505931","0.0000049","2.713","0.128","17.181287","0.007753","15700","7.1404","17.9407","1.30568","409.306","1253","127","283.803","2.0595","4803","126.6","4.07","0.09","1.34","0.09","","","0.78","0.087796","11,12,39","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"360816293","3146.01","TIC 360816293.01","5","5","5","5","5","5","5","67.4","63.2","317","0","0","0","PC","FP","12.2077","0.006","1","qlp-s11-faintsearch","FAINT","190.946764","-76.696666","-48.746","0.044","-13.432","0.037","2458650.905593","0.0007433","3.5506084","0.0000995","2.706","0.11","17.55639","0.004701","16040","4.32989","14.4767","0.931503","230.045","1084","94","280.355","1.9625","5083","126.2","4.26","0.08","1.13","0.07","","","0.85","0.101571","11,12","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"359572563","3147.01","","3","4","3","3","1","4","4","93.2","138.7","317","2","0","0","PC","PC","13.0237","0.006","1","qlp-s39-tois","FAINT","183.820158","-75.568053","-10.497","2.967","-0.422","2.967","2459386.392509","0.0006648","1.5256634","0.0000018","1.925","0.269","17.710882","0.021325","16180","19.6407","","","1117.11","1610","77","828.066","","5230.5","107.6","","","","","","","","","11,12,39","V-shaped; found in faint-star QLP search; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"323980895","3148.01","","3","4","3","3","1","4","4","","","317","1","0","0","PC","PC","11.681","0.017","1","qlp-s39-tois","FAINT","146.086848","-79.545167","-35.496","1.24","19.576","1.24","2459387.985248","0.0009426","4.2814436","0.0000098","0.868","0.075","5.344095","0.007067","4910","6.50904","10.6824","0.476426","18.5873","578","21","342.833","","5097.8","68.8","","","1.36","0.04","","","","","11,12,37,39","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"296670796","3149.01","","3","4","4","3","1","4","4","","","120.75","3","0","0","PC","PC","13.4841","0.006","1","qlp-s38-tois","FAINT","223.977871","-61.063084","","","","","2459359.710881","0.0026105","1.1542402","0.0000058","3.377","0.453","16.916587","0.150086","15460","138.225","","","2852.28","2035","17","","","4136.6","763.4","","","","","","","","","11,12,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"195256633","3150.01","","3","4","3","3","3","4","4","42.8","79","317","2","0","1","PC","PC","12.0697","0.013","1","qlp-s38-tois","FAINT","222.683091","-57.761231","-7.924","0.109","-10.913","0.12","2459357.83131","0.0038896","5.3430663","0.0000382","5.101","0.572","7.867451","0.108488","7220","99.916","21.0355","2.6142","6581.64","2509","30","872.272","38.408","7822","171.3","4.04","0.08","2.15","0.11","","","1.86","0.311197","11,12,38","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"36607746","3151.01","","3","4","4","3","3","4","4","57.8","69.2","317","4","0","1","PC","PC","12.6499","0.006","1","qlp-s38-tois","FAINT","225.524773","-55.288205","-5.387","0.039","-5.694","0.035","2459358.412233","0.00083","1.7257597","0.000003","1.375","0.071","15.175582","0.012328","13880","11.3546","15.2188","0.76039","1028.24","1577","36","677.678","9.2685","7235","134.5","4.44","0.09","1.27","0.05","","","1.63","0.279395","11,12,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"467484304","3152.01","","3","4","3","3","1","4","4","31.6","91.5","98.09","1","0","0","PC","PC","13.3551","0.009","1","qlp-s38-tois","FAINT","168.613521","-61.55911","-6.527","0.06","2.486","0.053","2459359.018335","0.0022345","0.7815064","0.0000033","1.353","0.22","9.169654","0.017816","8410","16.4094","11.9775","","7256.54","2571","18","1195.67","57.01","7691","122","4.42","","1.37","","","","1.81","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"466318137","3153.01","","5","5","5","5","5","5","5","","","34.98","3","0","3","PC","FP","11.2789","0.01","1","spoc-s01-s65-b0A-PC","QLP","165.732079","-60.196871","","","","","2460014.80544","0.0014341604","1.121602114636","0.000078005876","1.6434889212548","0.12770045","3.914729","0.221553","3599.106629189","204.03659","","","2238.2277056523","1754.2674951123","15.500046","","","3294","38.9","","","","","","","","","10,11,63,64","found in faint-star QLP search; centroid offset in spoc-s1-s65 multisector centered near TIC 924329774 (Tmag~16.205)","2021-06-04","2024-01-22","2024-07-24"
+"465176038","3154.01","","3","4","3","3","1","4","4","16.1","49.1","114.18","0","0","0","PC","PC","12.802","0.022","1","spoc-s01-s65-b0A-PC","FAINT","162.663087","-60.847019","","","","","2460014.877238","0.0036499866","4.033381849716","0.0004968494","4.414595004873","0.23041947","15.027283","0.74881","13745.29807937","689.44214","13.1197","2.20064","1126.0951018962","1477.4524649299","16.60064","1020.98","","6347.3","464.8","","","1.73","0.25","","","","","10,11,63,64","found in faint-star QLP search; Gaia DR2 Rstar ~1.7 Rsun; kept radius from qlp-s11-faintsearch as spoc s1-s65 is assuming solar","2021-06-04","2024-09-08","2024-09-08"
+"457272901","3155.01","","3","5","5","3","3","4","4","32.7","119.9","59.49","1","2","1","PC","APC","11.6104","0.006","1","qlp-s38-tois","FAINT","203.531487","-59.575607","-29.884","0.027","2.29","0.039","2459355.282092","0.0006791","4.6492201","0.0000093","1.143","0.087","8.589489","0.00676","7880","6.22606","8.96002","0.602164","26.3101","630","30","201.727","1.1305","5110","128.4","4.44","0.09","0.93","0.06","","","0.86","0.103758","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"457110913","3156.01","","3","5","5","3","1","4","4","211.6","192.1","317","6","0","0","PC","APC","13.2294","0.006","1","qlp-s38-tois","FAINT","202.922779","-58.998117","-11.215","0.023","0.168","0.034","2459359.101067","0.0006578","0.7463239","0.000001","1.49","0.102","26.642473","0.821634","24240","756.467","19.7419","","3197.59","2094","60","445.1","4.5345","5132","122","4.34","","1.04","","","","0.87","","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"456962262","3157.01","","3","4","3","3","1","4","4","","","317","6","0","0","PC","PC","13.6244","0.007","1","spoc-s01-s65-b0A-PC","FAINT","201.47318","-59.18126","","","","","2460043.13808","0.002082752","2.8823182543301","0.00020825877","3.6626983863867","0.111766845","74.791077","2.478185","66566.100593058","2279.89","","","635.86772748033","1280.7413915326","27.036203","","","5068.9","153.2","","","","","","","","","11,64,65","found in faint-star QLP search; possible secondary on summary page but not clear in TEC plots; RUWE~18; no stellar radius but likely distant star","2021-06-04","2024-09-06","2024-09-07"
+"451254008","3158.01","","3","4","3","3","3","4","4","15.5","17.5","317","1","0","1","PC","PC","12.534","0.006","1","qlp-s37-tois","FAINT","171.015386","-57.543638","-22.843","0.032","6.675","0.029","2459329.466826","0.0073886","6.8561604","0.0000836","4.32","0.658","6.031702","0.012221","5540","11.2562","14.3692","1.01411","461.072","1290","14","935.189","18.8085","6282","131.1","3.92","0.08","2.01","0.1","","","1.23","0.178708","10,11,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"449549170","3159.01","","3","4","3","3","3","4","4","10.5","37.9","24.43","1","0","1","PC","PC","11.2925","0.006","1","qlp-s38-tois","FAINT","200.464421","-62.542122","14.36","0.036","-7.901","0.039","2460068.914155","0.008572791","1.4753526","0.0000151","3.29","0.487","0.945002","0.001956","870","1.8016","5.30533","0.379254","4142.31","2235","12","428.115","5.2555","5732","128.6","3.93","0.08","1.81","0.09","","","1.02","0.130046","11,38,64,65","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"440872576","3160.01","","3","4","4","3","3","4","4","42.1","45.9","317","4","2","2","PC","PC","11.9333","0.007","1","qlp-s38-tois","FAINT","224.565856","-27.68255","-13.711","0.208","2.431","0.232","2459355.823345","0.0008675","3.9712794","0.0000064","2.606","0.093","9.454377","0.002591","8670","2.38632","15.3233","1.18815","393.511","1240","56","567.678","34.6035","6200","124.7","4.09","0.1","1.62","0.12","","","1.19","0.165098","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-09-01"
+"438777551","3161.01","","3","4","3","3","3","4","4","59.9","79.5","317","3","0","1","PC","PC","12.9306","0.007","1","qlp-s38-tois","FAINT","201.760571","-53.448129","-12.673","0.066","-1.162","0.071","2460041.774002","0.00083336496","1.4010338","0.0000024","2.22","0.068","14.548183","0.003804","13310","3.5032","18.1441","1.12056","3603.2","2158","43","937.758","41.6215","7014","147.2","4.26","0.09","1.52","0.09","","","1.54","0.261037","11,38,64,65","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"433546897","3162.01","","3","4","3","3","3","4","4","98.6","135.4","317","1","0","1","PC","PC","11.6387","0.007","1","spoc-s01-s65-b0A-PC","FAINT","190.402872","-65.797305","3.066","0.042","-2.364","0.041","2460041.729716","0.00326407","1.5755251606693","0.00015687104","3.5874713834767","0.21049894","4.038406","0.189126","3712.6009177251","174.17589","21.728464919479","20.719416","9281.7902501382","2503.3852386913","18.055182","677.547","13.691","6560","135.4","3.89","0.09","2.1970400810242","0.10154","","","1.36","0.223121","11,38,64,65","found in faint-star QLP search; crowded field","2021-06-04","2024-09-08","2024-09-08"
+"425316308","3163.01","","3","4","3","3","3","4","4","46.1","53.3","317","2","0","1","PC","PC","11.8232","0.006","1","qlp-s38-tois","FAINT","191.088792","-55.013313","-12.999","0.039","-2.045","0.039","2459357.894877","0.0005236","3.0749168","0.000004","2.67","0.07","9.312006","0.001284","8540","1.1826","15.2762","0.724993","984.71","1560","77","572.474","12.646","6782","136.6","4.2","0.09","1.6","0.07","","","1.46","0.258713","11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"419946164","3164.01","","5","5","5","5","5","5","5","70.7","82.1","317","2","0","1","PC","FP","12.5348","0.006","1","qlp-s11-faintsearch","FAINT","202.818012","-48.69895","-20.225","0.082","-2.423","0.083","2458623.343394","0.0010435","1.7765395","0.0001501","1.258","0.244","15.329736","0.054411","14020","50.1134","16.6","1.40129","926.709","1537","35","629.894","24.239","6394","131","4.33","0.1","1.28","0.08","","","1.28","0.202372","11","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"419858461","3165.01","","3","4","3","3","1","4","4","143.9","317.3","317","1","0","0","PC","PC","13.6313","0.007","1","spoc-s01-s65-b0A-PC","FAINT","191.643659","-59.564831","-15.145","0.03","-6.206","0.029","2460041.975735","0.0015229105","2.5433707270415","0.00012322019","3.221411205403","0.07816146","61.715487","1.932247","55256.733366083","1778.0828","29.006913169491","0.6634166","1385.1864319624","1555.9541912382","35.88698","844.49","18.116","6748","125","4.49","","1.125030040741","","","","1.44","","11,64,65","found in faint-star QLP search; Rp ~ 29 Re in spoc-s1-s65","2021-06-04","2024-09-06","2024-09-07"
+"412371819","3166.01","","3","4","4","3","3","4","4","102","191.4","317","3","0","1","PC","PC","12.9852","0.007","1","qlp-s38-tois","FAINT","190.745817","-59.795682","","","","","2459358.687433","0.0008926","1.87502","0.0000044","2.664","0.088","23.331655","0.0058","21260","5.34219","","","1741.2","1799","42","1011.69","","6263","827.7","","","","","","","","","11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"411796826","3167.01","","3","4","4","3","3","4","4","53.6","75.8","317","3","0","1","PC","PC","12.5526","0.007","1","qlp-s38-tois","FAINT","219.168773","-57.009862","-6.6","0.045","-3.026","0.047","2459355.198773","0.0017833","3.0959309","0.00001","2.545","0.128","15.395808","0.008942","14080","8.23554","17.8437","0.901653","914.4","1531","24","688.505","11.6065","6918","134","4.28","0.08","1.47","0.06","","","1.51","0.242878","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"410554986","3168.01","","3","4","3","3","3","4","4","45.6","112.5","125.87","2","0","2","PC","PC","11.7627","0.006","1","qlp-s38-tois","FAINT","214.225596","-55.013245","-34.397","0.082","-26.375","0.114","2459354.56787","0.0009556","5.1745185","0.0000105","2.441","0.109","11.449531","0.00403","10490","3.71184","13.926","0.874896","111.237","904","44","326.088","5.789","5340","136","4.14","0.08","1.36","0.08","","","0.92","0.119901","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"403911354","3169.01","","3","4","3","3","3","4","4","26.9","76","124.18","1","0","1","PC","PC","12.6738","0.006","1","qlp-s37-tois","FAINT","188.458725","-50.597457","-1.047","0.032","-2.561","0.023","2459325.552168","0.0015976","4.4814049","0.000012","1.689","0.298","11.098469","0.020236","10170","18.6375","13.8048","0.951002","156.928","986","18","684.827","14.654","6232","133.5","4.25","0.08","1.37","0.07","","","1.2","0.169581","10,11,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"400712525","3170.01","","3","4","3","3","3","4","4","24.6","69.9","80.35","2","0","1","PC","PC","12.4163","0.006","1","qlp-s38-tois","FAINT","167.095117","-71.234231","-11.643","1.142","3.131","1.142","2459356.723854","0.000971","1.8923031","0.000006","1.956","0.205","5.224082","0.00324","4800","2.98409","","","1728.63","1796","32","694.986","","6898.3","269.8","","","","","","","","","11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"399058051","3171.01","","3","4","3","3","1","4","4","58.1","60.9","317","2","0","0","PC","PC","13.5735","0.006","1","spoc-s01-s65-b0A-PC","FAINT","162.996504","-69.590115","-0.575","3.01","0.057","3.01","2460041.247652","0.0014304979","1.5706704146853","0.00008539228","3.3750912263496","0.08307726","17.996958","0.642161","16439.18773977","591.277","","","1428.5954919722","1568.0036467596","26.45184","811.401","","5164.3","365.6","","","","","","","","","11,64,65","found in faint-star QLP search; V-shaped; no stellar parameters but Gaia parallax < 1 mas and RV error ~ 6 km/s; likely large and/or evolved host","2021-06-04","2024-09-06","2024-09-07"
+"398502253","3172.01","","3","4","3","3","1","4","4","22.5","23.9","317","0","0","0","PC","PC","13.5411","0.006","1","spoc-s01-s65-b0A-PC","FAINT","161.321203","-68.46059","-9.855","0.028","3.017","0.027","2460043.480963","0.003104796","3.0031057670354","0.0003532584","3.4866135778796","0.26457265","7.274631","0.394022","6677.7862161376","362.84216","16.529069098764","1.0007428","2602.236049685","1821.6142786428","14.760804","1373.41","28.735","6212","122","3.95","","1.9128700494766","","","","1.2","","10,11,64,65","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"398466662","3173.01","","3","4","3","3","3","4","4","19","63.5","113.37","5","0","1","PC","PC","11.569","0.006","1","qlp-s38-tois","FAINT","179.944412","-59.17366","14.773","0.042","-4.524","0.037","2459347.157497","0.0024482","8.7719993","0.0000347","4.92","0.138","5.45321","0.00209","5010","1.92518","13.7272","1.85739","271.508","1130","28","590.194","10.5265","6057.7","406","","","1.9","0.25","","","","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"392112968","3174.01","","5","5","5","5","5","5","5","39.4","44","317","1","0","0","PC","FP","13.2785","0.007","1","qlp-s38-tois","FAINT","174.287225","-67.519336","-3.116","0.054","-0.589","0.043","2460041.592817","0.0070827357","1.1960086","0.0000078","2.35","0.378","12.854916","0.025314","11770","23.3145","15.4837","","7334","2578","18","1156.97","39.72","7108","122","4.26","","1.55","","","","1.58","","10,11,37,38,64,65","found in faint-star QLP search; v-shaped; possible centroid offset to SE","2021-06-04","2024-08-22","2024-08-22"
+"391510223","3175.01","","3","4","3","3","1","4","4","","","317","1","0","0","PC","PC","13.6512","0.006","1","spoc-s01-s65-b0A-PC","FAINT","161.524658","-61.869847","","","","","2460014.685722","0.002148504","1.6546268681368","0.00011179241","3.3211284856361","0.15112509","26.461286","0.880353","24077.152182109","810.5061","","","1332.7722152441","1541.021621321","20.832067","","","7910","478.9","","","","","","","","","10,11,63,64","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"389999924","3176.01","","3","4","3","3","3","4","4","35.8","44.7","317","1","0","1","PC","PC","12.6453","0.006","1","spoc-s01-s65-b0A-PC","FAINT","160.108553","-62.685964","1.398","0.027","-3.274","0.027","2460015.719284","0.005587387","4.7606206699473","0.0009676858","5.942044263679","0.4419101","8.517079","0.654195","7813.8313853053","602.3548","14.527713003637","10.222898","536.48155355034","1227.4631078239","17.790466","546.557","4.579","6213","134.8","4.37","0.08","1.1804399490356","0.0530653","","","1.2","0.168284","10,11,63,64","found in faint-star QLP search; offset on  another star TIC 389999912 (16.7 Tmag) in spoc s1-s65","2021-06-04","2024-09-06","2024-09-07"
+"383410746","3177.01","","3","4","3","3","3","4","4","84.1","77.8","317","4","0","1","PC","PC","12.6967","0.006","1","qlp-s38-tois","FAINT","183.95117","-64.567485","-24.02","0.031","3.233","0.024","2459359.633994","0.0007326","2.114655","0.0000049","1.945","0.099","26.520082","0.011815","24130","10.8821","14.2745","0.867218","360.619","1214","42","335.166","2.133","5254","124.4","4.49","0.08","0.89","0.05","","","0.9","0.110378","11,12,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"381996371","3178.01","","3","4","4","3","3","4","4","","","317","3","0","1","PC","PC","12.0729","0.6","1","qlp-s38-tois","FAINT","208.700857","-62.685154","-4.341","0.021","-3.419","0.03","2459359.115509","0.0017273","2.9331094","0.0000159","3.911","0.227","15.759279","0.00594","14410","5.47049","","","","","26","1937.21","83.71","","","","","","","","","","","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-09-01"
+"378227267","3179.01","","3","4","4","3","3","4","4","60.1","73.8","317","2","0","1","PC","PC","12.0974","0.006","1","qlp-s37-tois","FAINT","155.142566","-62.650952","-13.908","1.185","7.738","1.186","2459327.565755","0.00084","4.7076648","0.0000087","1.834","0.196","18.05305","0.014181","16490","13.061","15.3769","","117.31","","46","360.136","","5904","","","","1.18","","","","","","10,11,36,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-09-01"
+"372960748","3180.01","","3","4","3","3","3","4","4","31.3","70","111.34","1","0","1","PC","PC","12.7602","0.006","1","qlp-s38-tois","FAINT","152.638846","-67.577925","-20.009","0.024","12.576","0.024","2459359.742247","0.00117","2.0963263","0.0000051","1.217","0.189","7.845579","0.010193","7200","9.38815","12.906","0.831496","306.186","1165","33","716.553","7.1905","5809","135.4","4.07","0.08","1.56","0.08","","","1.04","0.132276","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"372596796","3181.01","TIC 372596796.01","5","5","5","5","5","5","5","42.7","121.5","117.05","0","0","0","PC","FP","12.298","0.006","1","qlp-s11-faintsearch","FAINT","151.49954","-66.897501","-29.996","0.036","15.555","0.032","2458617.031866","0.0010842","3.5366743","0.0001518","2.697","0.143","14.405143","0.005175","13180","4.76601","13.338","0.7167","446.023","1280","62","455.304","4.1195","5971","140","4.37","0.08","1.14","0.06","","","1.1","0.14277","10,11","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"372448111","3182.01","","3","4","3","3","3","4","4","5.8","32.9","26.61","0","0","1","PC","PC","12.9615","0.006","1","qlp-s38-tois","FAINT","151.311753","-65.941982","-9.681","0.028","19.931","0.029","2459357.042103","0.0058926","5.0700956","0.0000563","2.763","0.357","3.883014","0.009213","3570","8.48509","5.54459","0.417305","211.546","1062","11","469.912","3.383","5641","130.8","4.47","0.08","0.96","0.05","","","1","0.129936","10,11,36,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"370385007","3183.01","","3","4","3","3","3","4","4","27.2","36.8","317","1","0","1","PC","PC","12.7414","0.007","1","qlp-s38-tois","FAINT","225.991509","-51.182394","-4.613","0.044","-4.54","0.04","2459360.251174","0.0040087","4.2174286","0.000029","4.045","0.435","7.68155","0.008489","7050","7.81863","18.2265","1.08723","1403.49","1705","20","1085.05","26.575","6841","138.2","3.93","0.09","2.2","0.1","","","1.48","0.259827","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"366248595","3184.01","","3","4","3","3","3","4","4","21.2","57.8","92.91","1","0","1","PC","PC","12.2859","0.006","1","qlp-s38-tois","FAINT","226.648869","-47.225034","-5.506","0.094","-6.804","0.077","2459358.969705","0.0020681","3.6071588","0.0000164","3.947","0.254","4.64602","0.008091","4270","7.45251","11.5952","0.703375","1086.36","1599","23","649.368","18.751","6071","128.7","4.04","0.08","1.68","0.09","","","1.13","0.150991","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"363661031","3185.01","","3","4","4","3","3","4","4","37.3","98.8","129.66","3","0","1","PC","PC","11.162","0.007","1","qlp-s38-tois","FAINT","200.003563","-47.707563","-13.929","0.114","-1.935","0.198","2459355.303805","0.0006804","3.5601365","0.0000063","2.824","0.322","5.038632","0.002354","4630","2.16768","14.1499","1.87218","2183.57","1904","71","554.954","71.3665","6762","138.8","4.03","0.14","1.93","0.25","","","1.45","0.249602","11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"363632843","3186.01","","3","4","3","3","1","4","4","43.1","90.5","317","2","0","0","PC","PC","13.3586","0.006","1","spoc-s01-s65-b0A-PC","FAINT","147.899643","-62.786004","-6.217","0.028","3.912","0.03","2460014.449976","0.002209729","3.6130856713591","0.00027366975","1.7149191429138","0.15423433","13.712366","1.346676","12550.137702651","1239.5652","23.347798422345","13.4153185","2495.0860743678","1802.5658236026","15.091235","1403.69","30.415","7520","122","4.25","","1.636479973793","","","","1.74","","10,11,63,64","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"245027119","3187.01","","3","4","3","3","3","4","4","28.8","23.4","317","0","0","1","PC","PC","11.1799","0.009","1","qlp-s38-tois","FAINT","197.579939","-48.908885","5.54","0.218","0.544","0.186","2459359.079526","0.0013903","2.0084283","0.0000074","2.6","0.256","1.423247","0.000536","1310","0.49342","16.5313","3.67441","1608.42","1764","26","1018.11","220.288","5438.8","335.1","4.3","2","4.54","1","","","1.09","0.1421","11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"363202582","3188.01","","3","4","3","3","1","4","4","51.5","62.2","317","0","0","0","PC","PC","13.4016","0.006","1","qlp-s38-tois","FAINT","147.149005","-64.564647","-8.802","0.033","6.646","0.029","2459359.2727","0.0012502","1.5659063","0.0000038","1.169","0.24","7.419155","1.372499","6810","1263.32","18.7417","","1827.32","1821","20","1072.85","18.015","6356","122","4.13","","1.6","","","","1.26","","9,10,11,36,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"361998994","3189.01","","3","4","3","3","1","4","4","26.4","64.9","117.84","0","0","0","PC","PC","13.6447","0.006","1","qlp-s11-faintsearch","FAINT","145.2336","-63.487213","-9.782","0.034","9.692","0.031","2458622.189194","0.004049","1.84996","0.0001401","2.954","0.387","10.19939","0.017767","9350","16.3639","13.3315","","2772.81","2021","14","1049.88","18.82","6320","122","4.26","","1.37","","","","1.25","","10,11","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"344745774","3190.01","","3","4","3","3","1","4","4","20.5","27.9","317","0","0","0","PC","PC","13.3066","0.006","1","qlp-s37-tois","FAINT","156.680692","-66.504894","-6.202","0.028","1.752","0.025","2460070.208572","0.0026654988","2.669856","0.000015","3.559","0.331","7.058465","0.007287","6480","6.71123","16.192","","4573.16","2290","19","1679.95","44.585","7833","125","4.1","","2","","","","1.86","","10,11,37,64,65","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"342375120","3191.01","","3","4","3","3","3","4","4","27.6","32.1","317","0","0","1","PC","PC","12.1441","0.007","1","qlp-s38-tois","FAINT","204.385594","-66.251049","-15.338","0.037","-5.494","0.041","2459355.803726","0.003173","4.4367891","0.000025","2.042","0.218","5.376829","0.010463","4940","9.63679","16.9119","1.17619","243.186","1100","11","864.432","20.97","6426","137.5","3.78","0.09","2.42","0.12","","","1.3","0.210056","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"336613507","3192.01","","3","4","3","3","3","4","4","80.5","137.6","317","2","0","1","PC","PC","12.882","0.007","1","qlp-s38-tois","FAINT","196.373989","-66.385163","-11.227","0.024","-5.35","0.025","2459356.6909","0.0011474","2.2350331","0.0000056","3.102","0.085","22.910196","0.007367","20880","6.78553","22.5855","1.03486","2662.36","2001","33","860.344","14.4995","7057","135.5","4.27","0.08","1.51","0.06","","","1.56","0.261734","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"334757798","3193.01","","3","4","3","3","1","4","4","53.7","124.3","317","3","0","0","PC","PC","13.6132","0.006","1","qlp-s11-faintsearch","FAINT","213.964279","-60.836844","-3.321","3.035","-2.882","3.035","2458623.315569","0.0048786","2.3019268","0.0009268","2.527","0.388","13.107639","0.048112","12000","44.3117","","","639.638","1401","10","1907.31","","5322","234.9","","","","","","","","","11","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"333511802","3194.01","","3","4","3","3","1","4","4","37.4","88.8","86.64","3","0","0","PC","PC","13.3682","0.006","1","qlp-s38-tois","FAINT","213.320899","-60.330954","-48.972","0.02","-37.079","0.038","2459353.903239","0.0048168","3.6179419","0.0000322","4.394","0.959","16.288181","0.216284","14890","199.185","11.142","","755.42","1460","21","293.249","1.917","4460","122","4.4","","0.87","","","","0.7","","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"332880327","3195.01","","3","4","3","3","3","4","4","45","44.4","317","3","0","1","PC","PC","12.594","0.008","1","qlp-s38-tois","FAINT","216.271435","-53.504985","-7.27","0.075","-3.886","0.054","2459360.096224","0.0012918","0.6676722","0.0000018","1.117","0.155","3.741371","0.005859","3440","5.39671","17.2447","1.25472","4517.79","2284","19","1216.73","50.955","6842","135.8","3.71","0.09","2.82","0.17","","","1.48","0.250622","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"331297805","3196.01","","3","4","3","3","3","4","4","26.7","99.8","70.8","1","0","1","PC","PC","12.4383","0.006","1","qlp-s38-tois","FAINT","212.596515","-60.138326","-13.884","0.02","-13.339","0.035","2459351.787159","0.0015924","4.9816829","0.0000155","2.587","0.147","12.503399","0.006652","11450","6.12652","9.90628","0.562894","170.85","1007","22","321.341","2.0475","5670","131.2","4.52","0.08","0.91","0.05","","","1.01","0.125885","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"331160996","3197.01","","3","4","4","3","1","4","4","115.5","267.1","317","3","0","0","PC","PC","13.5902","0.006","1","qlp-s11-faintsearch","FAINT","212.282531","-62.268693","-6.63","2.969","-5.457","2.969","2458623.463783","0.0032174","2.1972485","0.0005637","2.348","0.334","33.832066","0.067836","30680","62.4774","","","480.575","1304","20","1246.7","","5146.9","119.4","","","","","","","","","11","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"121625070","3198.01","","3","4","4","3","3","4","4","55.4","133.4","122.37","3","0","1","PC","PC","12.6029","0.006","1","qlp-s38-tois","FAINT","225.760711","-37.303281","-0.761","0.078","-2.454","0.061","2459359.016777","0.0007597","2.1271199","0.000003","2.386","0.062","16.365334","0.003599","14960","3.31509","13.6834","0.793992","789.061","1476","53","476.319","14.281","5483.2","74.2","4.36","","1.08","0.06","","","1.03","0.124485","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"330885564","3199.01","","3","4","3","3","1","4","4","23.6","74.8","32.79","2","0","0","PC","PC","13.0904","0.006","1","qlp-s38-tois","FAINT","213.95997","-50.538725","-16.662","0.046","-6.381","0.042","2459359.835275","0.0023248","0.6756067","0.0000026","1.028","0.193","3.784952","0.012087","3480","11.1325","6.27738","","1471.82","1725","9","439.309","4.1395","5411","122","4.48","","0.92","","","","0.94","","11,38","found in faint-star QLP search; low SNR","2021-06-04","2024-08-22","2024-08-22"
+"330014070","3200.01","","3","4","3","3","3","4","4","","","64.93","2","0","2","PC","PC","11.8912","0.006","1","qlp-s38-tois","FAINT","213.082385","-53.704865","1.072","1.178","6.125","1.177","2459356.723741","0.0014404","6.3087809","0.0000173","1.535","0.336","8.119016","0.013048","7450","12.0177","","","43.1496","714","25","","","5267.2","282.6","","","","","","","","","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"329921262","3201.01","","3","4","4","3","3","4","4","","","47.98","5","0","1","PC","PC","11.9963","0.006","1","spoc-s01-s65-b0A-PC","FAINT","192.328452","-68.75053","-1.889","3.046","-1.876","3.046","2460042.549876","0.0022968599","2.3631897803968","0.00018700934","2.8375698375831","0.17949829","5.681493","0.330258","5219.1809315732","304.133","","","828.6247354782","1368.3878925691","20.780231","","","4883.2","190.1","","","","","","","","","11,64,65","found in faint-star QLP search; v-shaped; no stellar parameters; Gaia parallax suggests distant and likely giant host","2021-06-04","2024-09-06","2024-09-07"
+"329691586","3202.01","","3","4","3","3","3","4","4","20.8","76.7","36.17","0","0","1","PC","PC","12.3574","0.006","1","qlp-s38-tois","FAINT","212.54751","-51.453035","-17.711","0.094","-10.474","0.101","2459358.004096","0.0026459","1.5169786","0.0000071","1.241","0.44","2.957226","0.201563","2720","185.629","6.64263","1.57115","1674.03","1782","10","373.996","5.626","5828","128","4.44","0.08","1.02","0.05","","","1.05","0.134368","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"329609449","3203.01","","3","4","3","3","3","4","4","22.1","69.2","115.02","1","0","1","PC","PC","12.5757","0.007","1","qlp-s38-tois","FAINT","212.569448","-50.104977","-8.03","0.111","-5.251","0.156","2459358.542026","0.0033848","4.2442882","0.0000273","4.273","0.759","8.20653","0.013572","7530","12.5005","13.1653","1.1408","2036.6","1871","18","813.39","51.2225","6915","133.3","4.25","0.1","1.52","0.11","","","1.51","0.258323","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"326662822","3204.01","","3","4","3","3","1","4","4","43","97.6","317","1","0","0","PC","PC","13.31","0.006","1","qlp-s38-tois","FAINT","188.601563","-69.758095","-5.209","3.027","5.817","3.027","2459353.157913","0.0028231","4.0446543","0.000021","4.735","0.293","12.195915","0.007941","11170","7.31415","","","607.949","1383","22","1656.76","","5172.7","192.5","","","","","","","","","11,38","found in faint-star QLP search; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"322862882","3205.01","","5","5","5","5","5","5","5","69.9","155.6","68.14","5","0","0","PC","FP","13.364","0.042","1","qlp-s38-tois","FAINT","218.476437","-24.652822","-139.71","2","-14.68","2","2459359.464532","0.0006659","1.2361087","0.0000016","1.139","0.183","21.668949","0.057514","19760","52.9706","8.82245","1.3312","272.064","1131","51","","","4313.2","312.3","","","0.59","0.08","","","","","11,38","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"321802774","3206.01","","3","4","3","3","3","4","4","28.8","35.7","317","3","0","1","PC","PC","12.6265","0.008","1","qlp-s38-tois","FAINT","206.103286","-64.496601","-11.167","0.025","-5.154","0.031","2459357.915255","0.0038109","1.9405161","0.0000134","3.344","0.218","6.457581","0.006909","5930","6.36378","15.0354","0.790211","8627.96","2685","17","1095.74","26.395","8213","148.7","4.16","0.08","1.94","0.07","","","2.01","0.321218","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"320994166","3207.01","","3","4","3","3","1","4","4","","","317","0","0","0","PC","PC","13.3096","0.007","1","qlp-s38-tois","FAINT","175.204109","-65.026903","-4.343","0.116","0.325","0.104","2460070.130593","0.0021534807","4.0996864","0.0000177","4.806","0.192","22.566494","2.007155","20570","1846.95","","","","","45","14728.3","4020.6","","","","","","","","","","","10,11,37,38,64,65","found in faint-star QLP search; v-shaped; no stellar parameters but Gaia parameters (T~15000 K and plx~1.8 and logg ~ 3.7) imply host star is likely giant which would make candidate too large to be planetary","2021-06-04","2024-08-22","2024-08-22"
+"319949055","3208.01","","3","4","3","3","1","4","4","19.7","67","93.73","0","0","0","PC","PC","13.3011","0.011","1","qlp-s38-tois","FAINT","174.389345","-65.307937","-5.365","0.069","2.286","0.057","2459356.016126","0.0024078","2.3577049","0.0000142","3.357","0.31","7.856515","0.008971","7210","8.26274","11.6588","","4995.52","2342","16","964.011","36.242","7822","122","4.42","","1.39","","","","1.86","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"319806044","3209.01","","3","4","3","3","1","4","4","","","54.48","0","0","0","PC","PC","13.0789","0.024","1","qlp-s38-tois","FAINT","174.495736","-61.471059","-6.275","0.084","1.776","0.082","2459358.066273","0.0032349","1.3509356","0.0000084","2.636","0.818","6.599578","0.060575","6060","55.7899","","","1788.91","1811","16","6817.48","1976.28","4297.6","490.4","","","","","","","","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"318668441","3210.01","","3","4","4","3","3","4","4","114.2","197.9","317","3","0","1","PC","PC","12.7521","0.007","1","qlp-s38-tois","FAINT","173.340353","-63.341897","-7.716","0.035","-4.179","0.034","2459359.908764","0.0011532","2.2364485","0.0000053","2.49","0.187","19.036001","0.624522","17380","575.041","24.5257","4.11384","3957.51","2209","48","709.721","11.433","6905","137.7","4.26","0.09","1.51","0.07","","","1.5","0.253217","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"323002911","3211.01","","3","4","3","3","1","4","4","23.6","70.1","93.92","2","0","0","PC","PC","12.4531","0.006","1","qlp-s39-tois","FAINT","125.684734","-79.967892","-5.958","0.036","20.068","0.041","2459384.246737","0.0017927","3.5949457","0.0000154","2.153","0.295","6.326524","0.002582","5810","2.37803","11.7369","0.630303","428.368","1267","38","622.381","8.804","6131","134","4.24","0.08","1.36","0.07","","","1.16","0.157043","11,12,13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"316236118","3212.01","","3","4","3","3","1","4","4","49.9","131.6","117.05","1","0","0","PC","PC","13.3216","0.006","1","qlp-s38-tois","FAINT","171.894125","-65.144422","-7.542","0.031","7.308","0.026","2459353.453378","0.0010974","4.1943867","0.0000085","2.977","0.285","30.677967","0.024105","27860","22.2016","13.2866","","140.213","958","48","272.762","1.408","4515","122","4.53","","0.76","","","","0.71","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"314013231","3213.01","","3","4","4","3","1","4","4","105.4","253.9","317","4","0","0","PC","APC","13.0427","0.008","1","qlp-s38-tois","FAINT","184.044295","-66.055079","","","","","2459357.529536","0.0010584","2.5395579","0.0000077","3.082","0.159","26.597966","0.013355","24200","12.3007","","","199.853","1047","44","1181.83","","3931.6","225.1","","","","","","","","","11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"312508092","3214.01","","3","4","4","3","3","4","4","27.4","90.2","92.45","5","0","1","PC","PC","11.7696","0.006","1","qlp-s38-tois","FAINT","210.678525","-52.863246","-14.115","0.113","-8.239","0.142","2459355.374217","0.0017431","5.7759952","0.000032","3.594","0.15","9.848732","0.004374","9030","4.02903","11.5628","0.665339","313.194","1171","24","392.044","10.0935","5992","133.6","4.24","0.08","1.31","0.07","","","1.1","0.151946","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"307888842","3215.01","","3","4","3","3","3","4","4","36.3","87.8","114.13","0","0","1","PC","PC","12.9273","0.009","1","qlp-s38-tois","FAINT","180.050068","-61.656157","-10.035","2.898","13.157","2.898","2459359.494759","0.0022475","1.2008331","0.0000056","1.584","0.461","6.315603","0.044186","5800","40.6964","","","","","15","868.982","","","","","","","","","","","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"306547699","3216.01","","3","4","3","3","1","4","4","","","107.69","0","0","0","PC","PC","13.1235","0.017","1","qlp-s38-tois","FAINT","179.457833","-62.327546","-6.864","0.092","0.657","0.083","2459356.241304","0.0028017","2.6985136","0.0000196","4.856","0.217","14.768282","0.009791","13510","9.01793","","","457.995","1288","24","7186.76","2210.35","3922.8","331.1","","","","","","","","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"309436531","3217.01","","5","5","5","5","5","5","5","28.5","87.8","85.94","1","0","0","EB","FP","12.3297","0.006","1","qlp-s39-tois-FP","FAINT","138.805858","-79.774383","7.514","0.031","-2.005","0.034","2459383.966929","0.0006479","3.2136333","0.0000042","1.875","0.175","8.512886","0.004306","7810","3.96589","11.1273","0.583107","362.609","1215","65","522.663","4.9445","6189.4","119.1","4.32","0.08","1.25","0.06","-0.347252","0.0744037","1.19","0.166012","11,12,13,37","V-shaped; found in faint-star QLP search; TFOP FP; retired as EB","2021-06-04","2024-08-22","2024-08-22"
+"305739565","3218.01","","3","4","3","3","3","4","4","20.1","44.7","122.57","1","0","1","PC","PC","12.885","0.006","1","qlp-s37-tois","FAINT","206.026527","-32.522975","-20.441","0.059","1.595","0.072","2459329.334304","0.003743","3.3704313","0.000023","4.608","0.457","6.108129","0.00584","5610","5.37847","13.6938","0.923101","1466.04","1723","21","942.122","28.733","5765","132.2","3.92","0.08","1.85","0.11","","","1.03","0.12433","11,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"305492348","3219.01","","3","4","3","3","3","4","4","26.5","37.6","317","1","0","1","PC","PC","12.8427","0.006","1","qlp-s38-tois","FAINT","178.575415","-62.37515","-9.936","0.033","2.258","0.027","2459358.273636","0.0020094","3.2969977","0.0000166","3.856","0.194","9.662491","0.005659","8860","5.21217","17.145","0.892617","2202.26","1908","24","1227.81","29.805","7108","132.3","4.11","0.09","1.83","0.08","","","1.58","0.275601","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"304950588","3220.01","","3","4","3","3","3","4","4","","","317","0","0","2","PC","PC","13.2566","0.029","1","qlp-s38-tois","FAINT","178.357087","-61.097733","-6.257","0.031","0.371","0.026","2459350.857352","0.0051725","7.4316274","0.0000659","3.868","0.446","15.021451","0.022768","13740","20.9701","","","25.9699","628","14","3327.99","244.17","3505","222.6","","","","","","","","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"303883880","3221.01","","5","5","5","5","5","5","5","","","97.84","2","0","0","EB","FP","13.3733","0.028","1","qlp-s38-tois","FAINT","177.688743","-62.75265","-5.306","0.03","0.549","0.027","2459359.59881","0.0013838","0.8970184","0.0000027","2.434","0.27","13.184566","0.010533","12070","9.70076","","","","","31","2275.78","102.235","","","","","","","","","","","10,11,37,38","found in faint-star QLP search; TFOP FP/NEB","2021-06-04","2024-08-22","2024-08-22"
+"303686889","3222.01","","3","4","3","3","3","4","4","10.1","30.8","96.39","0","0","1","PC","PC","12.8239","0.006","1","qlp-s38-tois","FAINT","139.599794","-66.646095","-6.668","0.023","7.865","0.022","2459359.939605","0.0028074","5.6320791","0.0000284","4.728","0.305","3.915703","0.002028","3600","1.86746","11.8957","0.621489","817.311","1489","25","1100.93","15.24","6409","135","3.95","0.09","2","0.09","","","1.29","0.197607","9,10,11,36,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"297668572","3223.01","","3","4","3","3","1","4","4","","","317","5","0","0","PC","PC","13.2272","0.009","1","qlp-s38-tois","FAINT","180.606425","-66.529163","-4.84","0.026","0.878","0.025","2459358.775725","0.0010359","4.633735","0.0000122","5.755","0.267","53.533089","0.013654","48110","12.5759","","","196.033","1042","77","2825.07","129.43","3905.6","236.5","","","","","","","","","11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"297457992","3224.01","","3","4","3","3","1","4","4","40.4","48.5","317","4","0","0","PC","PC","13.0791","0.006","1","qlp-s38-tois","FAINT","180.242096","-69.945817","-15.2","0.029","1.013","0.027","2459358.053478","0.0010724","2.8317721","0.0000077","2.607","0.129","14.053124","0.0075","12860","6.90772","17.0328","","703.307","1434","36","833.486","13.39","6084","122","4.15","","1.48","","","","1.14","","11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"401952328","3225.01","","3","4","3","3","3","4","4","","","30.9","2","0","1","PC","PC","10.7188","0.006","1","qlp-s38-tois","FAINT","220.32663","-61.611797","-5.448","4.155","-12.817","4.154","2459357.363999","0.0031737","9.1509453","0.0000534","3.522","0.827","3.381901","0.016272","3110","14.9871","","","101.474","884","12","","","4474","197.6","","","","","","","","","11,12,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"295233473","3226.01","","3","4","3","3","1","4","4","12.7","38.1","39.53","1","0","0","PC","PC","13.4461","0.006","1","qlp-s38-tois","FAINT","170.310352","-66.172341","-19.225","0.036","10.819","0.033","2460069.345358","0.0047373","2.3720554","0.0000212","3.366","0.323","4.733255","0.006962","4350","6.41249","7.05055","","661.224","1412","14","419.587","3.335","4668","122","4.22","","1.11","","","","0.74","","10,11,37,38,64,65","found in faint-star QLP search; possible offset on TIC 295233468 (Tmag~16.2)","2021-06-04","2024-08-22","2024-08-22"
+"294385899","3227.01","","3","4","3","3","3","4","4","12","50.9","74.6","0","0","1","PC","PC","12.6795","0.006","1","qlp-s38-tois","FAINT","168.998194","-69.318291","-23.176","2.936","5.746","2.936","2459342.94518","0.0052065","8.9522767","0.0000873","4.508","0.964","6.839923","0.060079","6280","55.3337","","","369.297","1221","17","528.262","","5317.7","54.1","","","","","","","","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"294365631","3228.01","","3","4","4","3","3","4","4","56.5","59.8","317","1","0","1","PC","PC","12.0317","0.006","1","qlp-s38-tois","FAINT","168.864866","-66.837395","-13.612","0.043","-1.499","0.039","2459358.150133","0.0009555","1.8118703","0.0000036","1.368","0.218","5.998949","0.006877","5510","6.33367","18.0792","1.11733","772.444","1468","29","769.274","17.0725","6222","134.1","3.81","0.09","2.25","0.12","","","1.2","0.168674","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"290263093","3229.01","","3","4","3","3","1","4","4","24.8","45.2","317","1","0","0","PC","PC","13.0502","0.009","1","qlp-s38-tois","FAINT","173.708318","-64.73169","-9.412","0.028","0.617","0.025","2459355.167116","0.0036489","5.21228","0.0000346","3.863","0.232","9.761085","0.008898","8950","8.19561","19.3512","","1823.95","1820","18","1295.58","29.585","8532","122","4.14","","2.06","","","","2.12","","10,11,37,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"289445553","3230.01","","3","4","4","3","3","4","4","78","182.1","96.14","3","0","1","PC","PC","12.1896","0.006","1","qlp-s38-tois","FAINT","219.321096","-48.051596","-25.252","0.068","-2.113","0.066","2459357.488406","0.000454","1.8200065","0.0000018","2.059","0.044","17.236441","0.003817","15750","3.51517","11.7988","0.780822","457.836","1288","83","254.27","2.2405","4994","130.4","4.43","0.09","0.91","0.06","","","0.83","0.0966527","11,38","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"280857321","3231.01","","3","4","3","3","3","4","4","27.7","35.5","317","0","0","1","PC","PC","11.627","0.007","1","qlp-s38-tois","FAINT","173.32243","-67.449283","-14.793","0.048","0.872","0.049","2460042.803664","0.0014030847","2.1738256","0.0000086","2.081","0.174","2.968113","0.003432","2730","3.16059","17.3093","1.00412","2159.42","1899","20","1206.09","37.245","7588","142.1","3.65","0.09","3.28","0.15","","","1.76","0.291698","10,11,37,38,64,65","found in faint-star QLP search; possible secondary near half phase and possible offset towards neighboring TIC 280857320","2021-06-04","2024-08-22","2024-08-22"
+"269439355","3232.01","","3","4","3","3","3","4","4","24.4","21.8","317","0","0","1","PC","PC","11.3983","0.006","1","qlp-s11-faintsearch","FAINT","148.00043","-63.075191","-11.026","0.05","7.908","0.048","2458621.03022","0.0068847","3.3898234","0.0006084","1.587","0.51","1.999595","0.016645","1840","15.3306","14.9878","1.53379","229.032","1083","12","825.812","18.099","6096","128.6","3.5","0.08","3.13","0.15","","","1.14","0.154705","9,11","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"265633507","3233.01","","3","4","3","3","3","4","4","46.8","54.1","317","2","0","1","PC","PC","12.8299","0.007","1","qlp-s37-tois","FAINT","174.569775","-56.962612","-8.539","0.053","2.038","0.059","2459331.769405","0.00241","0.9787891","0.0000046","1.754","0.242","7.375428","0.013324","6770","12.2714","17.8038","1.35551","5251.58","2371","13","1251.25","64.14","6959","135","3.98","0.1","2.09","0.13","","","1.52","0.264579","10,11,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"260776145","3234.01","","3","4","4","3","3","4","4","47.5","112.4","317","3","0","1","PC","PC","12.5913","0.008","1","qlp-s37-tois","FAINT","189.182345","-52.057029","2.173","1.187","-5.451","1.159","2459321.376877","0.0012166","10.7012764","0.00002","4.428","0.279","27.76689","0.011723","25250","10.7973","19.1102","0.942423","152.102","978","79","655.714","","5853.2","131.5","","","1.17","0.05","","","","","10,11,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-09-01"
+"243641947","3235.01","","3","5","5","3","4","4","4","103.6","371.3","85.68","5","0","0","PC","CP","13.2486","0.008","1","qlp-s38-tois","FAINT","207.473849","-46.066514","-170.376","0.142","-64.023","0.127","2459355.554021","0.0002062","2.5926199","0.0000012","1.269","0.034","88.420019","0.019327","78210","17.8007","11.0137","0.376723","13.8883","537","143","72.811","0.5308","3375","157","4.85","","0.37","0.01","","","0.359832","0.0204014","11,38","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"242460075","3236.01","","5","5","5","5","5","5","5","30.2","75.5","117.18","0","0","0","EB","FP","12.9841","0.006","1","qlp-s38-tois-FP","FAINT","214.31811","-44.33969","-21.078","0.054","-1.64","0.046","2459356.489051","0.0015898","2.9098435","0.0000101","1.928","0.204","10.341878","0.007864","9480","7.2433","13.2842","0.815267","378.481","1228","20","717.079","17.113","5955","134.1","4.24","0.08","1.31","0.07","","","1.09","0.13647","11","found in faint-star QLP search; TFOP FP; retired as EB","2021-06-04","2024-08-22","2024-08-22"
+"242389810","3237.01","","3","4","3","3","3","4","4","59.9","104.6","317","2","0","1","PC","PC","13.086","0.006","1","qlp-s38-tois","FAINT","213.499311","-44.36654","2.17","0.056","-1.041","0.05","2459357.130531","0.0007883","3.0271374","0.000005","3.7","0.096","24.274987","0.003946","22110","3.63396","22.466","","1651.47","1775","52","1016.11","39.4575","6678","123","4.24","","1.49","","","","1.41","","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"241752370","3238.01","","3","4","3","3","1","4","4","","","92.86","1","0","0","PC","PC","13.534","0.007","1","qlp-s11-faintsearch","FAINT","208.889334","-52.524511","13.087","2.891","12.795","2.891","2458619.089332","0.0024722","3.224746","0.0006871","3.621","0.264","12.393573","0.009529","11350","8.77638","","","500.144","1317","24","","","5032","204.4","","","","","","","","","11","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"241569046","3239.01","","3","4","3","3","3","4","4","36.4","37.6","317","1","0","2","PC","PC","13.5286","0.006","1","spoc-s01-s65-b0A-PC","FAINT","206.981105","-49.721915","-29.974","0.056","-5.647","0.07","2460043.084473","0.0018790095","2.2310802540276","0.0001291962","3.319342736248","0.14914224","13.728915","0.421131","12565.188161806","387.80066","16.196140115037","0.6906202","1896.2050787849","1683.0269717838","22.988848","967.034","34.1805","5905","122","4.16","","1.4267300367355","","","","1.07","","11,64,65","found in faint-star QLP search","2021-06-04","2024-09-09","2024-09-10"
+"241514551","3240.01","","3","4","4","3","3","4","4","35.1","119.6","79.41","4","0","3","PC","PC","12.8713","0.006","1","qlp-s38-tois","FAINT","206.327123","-50.480521","-3.74","0.055","5.861","0.056","2459357.914411","0.0009945","3.8600722","0.000008","1.93","0.088","18.572026","0.011156","16960","10.2751","10.5393","0.762034","97.2691","874","38","304.365","3.3155","5096.5","131.3","4.59","0.09","0.77","0.05","0.30655","0.0775575","0.86","0.104252","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"241326434","3241.01","","3","4","4","3","3","4","4","74.4","125.5","317","3","0","1","PC","PC","11.7754","0.006","1","qlp-s38-tois","FAINT","204.13817","-51.044343","1.593","0.079","-13.716","0.074","2459351.726265","0.0003328","6.8380862","0.0000046","2.445","0.058","37.613383","0.006314","34050","5.81563","17.4994","0.840541","82.8358","840","151","300.417","3.94","5912","127.8","4.51","0.08","0.96","0.04","","","1.08","0.131138","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"209923610","3242.01","","3","4","3","3","3","4","4","41.1","49.2","317","3","0","1","PC","PC","12.3666","0.006","1","qlp-s38-tois","FAINT","211.181028","-55.447698","-10.441","0.062","-2.561","0.087","2459356.230477","0.0015835","3.0001627","0.0000111","2.892","0.154","11.570235","0.006732","10600","6.20059","15.0659","0.848819","1151.61","1622","24","676.235","18.4875","6695","138.7","4.27","0.09","1.45","0.07","","","1.42","0.24017","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"209707800","3243.01","","3","4","3","3","3","4","4","","","317","1","0","3","PC","PC","11.7219","0.006","1","qlp-s38-tois","FAINT","210.884268","-55.44311","-11.3","4.6","-2.8","4.3","2459359.347516","0.0007701","2.0519085","0.0000029","1.778","0.233","11.263015","0.00681","10320","6.27206","14.7471","0.751844","1024.7","1576","34","","","6386.3","144.6","","","1.42","0.06","","","","","11,38","found in faint-star QLP search; raw light curve also shows transits from a nearby object (likely an EB)","2021-06-04","2024-08-22","2024-08-22"
+"208091447","3244.01","","3","4","3","3","3","4","4","32.1","61.2","317","1","0","1","PC","PC","12.3921","0.014","1","qlp-s11-faintsearch","FAINT","207.892594","-59.762737","-8.286","0.029","-5.243","0.047","2458620.951574","0.0047634","4.6606892","0.0017508","2.863","0.367","6.938262","0.016521","6370","15.2159","21.5363","1.43902","1436.15","1715","10","1206.98","44.375","8608","210.9","3.94","0.07","2.6","0.11","","","2.15","0.324649","11","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"203476998","3245.01","","3","4","3","3","3","4","4","39.6","47.3","317","1","0","1","PC","PC","12.6561","0.008","1","qlp-s38-tois","FAINT","217.801851","-23.054805","4.19","0.073","-1.987","0.086","2459354.766143","0.0011606","2.8977031","0.0000072","4.148","0.12","11.054594","0.003091","10130","2.8471","17.057","0.941119","2102.4","1886","31","881.501","27.3605","6397","123.4","4.1","0.09","1.67","0.09","","","1.28","0.204021","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"179715231","3246.01","","3","4","3","3","3","4","4","33.6","93.7","114.39","2","0","3","PC","PC","12.2936","0.006","1","qlp-s38-tois","FAINT","213.538657","-37.558384","-8.519","0.067","14.559","0.075","2459351.899577","0.0010464","4.319754","0.0000082","2.78","0.295","11.910472","0.006574","10910","6.05497","13.1542","0.774706","335.6","1192","48","486.177","9.089","5783","137.3","4.26","0.08","1.25","0.07","","","1.04","0.128742","11,38","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"167597352","3247.01","","3","4","3","3","3","4","4","18.4","20","317","2","0","1","PC","PC","12.8813","0.006","1","qlp-s38-tois","FAINT","216.219416","-38.014361","-3.86","0.049","4.582","0.046","2459350.579902","0.0043561","5.3305676","0.0000482","2.887","0.427","6.337445","0.011762","5820","10.8327","15.5434","1.07433","277.237","1136","13","1100.56","28.725","6076","130.3","3.89","0.08","2.01","0.1","","","1.14","0.155626","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"165667705","3248.01","","3","4","3","3","3","4","4","26.6","68.3","99.14","1","0","1","PC","PC","12.6831","0.006","1","qlp-s37-tois","FAINT","203.846742","-38.28398","6.439","0.046","-0.056","0.042","2459329.066407","0.0014541","3.2782956","0.0000096","3.38","0.141","9.027321","0.002951","8280","2.71814","12.1111","0.704797","622.203","1391","36","576.031","9.021","5544","130.5","4.19","0.08","1.32","0.07","","","0.98","0.127227","11,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"159262969","3249.01","","3","4","3","3","1","4","4","23.7","62.5","104.36","2","0","0","PC","PC","13.3359","0.006","1","qlp-s38-tois","FAINT","219.568388","-40.751081","10.281","0.064","-10.194","0.049","2459360.094698","0.00222","3.2420704","0.0000154","2.535","0.176","11.570235","0.011244","10600","10.3563","12.4447","","368.009","1220","19","691.946","19.702","5570.7","72.9","4.26","","1.21","","0.0190117","0.0820414","0.98","","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"125424836","3250.01","","3","4","3","3","3","4","4","40.8","110.1","92.46","1","1","1","PC","PC","12.0858","0.009","1","qlp-s37-tois","FAINT","210.096262","-22.34234","-27.257","0.154","8.78","0.148","2459330.610153","0.0007653","3.2806578","0.0000044","2.93","0.153","10.714625","0.00205","9820","1.8882","11.5452","0.80253","535.248","1340","67","410.674","18.4995","5717","129.4","4.3","0.08","1.18","0.08","","","1.02","0.127426","11,37","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"121194926","3251.01","","3","4","3","3","3","4","4","16.9","48.2","67.96","1","0","1","PC","PC","12.27","0.021","1","qlp-s38-tois","FAINT","224.78787","-40.870645","","","","","2459357.470311","0.0021711","2.0694143","0.0000087","1.768","0.261","3.153209","0.00678","2900","6.2446","","","","","15","728.917","","","","","","","","","","","","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"112037211","3252.01","","3","4","3","3","3","4","4","24.4","90.9","60.92","3","0","1","PC","PC","12.4299","0.006","1","qlp-s38-tois","FAINT","209.185479","-35.288854","-47.847","0.057","-46.207","0.055","2459352.703569","0.0011471","4.3636327","0.0000096","2.407","0.124","11.361755","0.005763","10410","5.30784","9.0556","0.611414","121.921","925","35","280.347","2.73","5042","124.9","4.48","0.09","0.87","0.05","","","0.84","0.100983","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"112037203","3253.01","","5","5","5","5","5","5","5","31.8","97.6","85.49","1","0","0","PC","FP","13.2041","0.006","1","qlp-s11-faintsearch","FAINT","209.183512","-35.292443","-47.7","0.055","-46.082","0.051","2458619.606193","0.0022976","4.3622356","0.0008529","2.645","0.229","20.462311","0.019354","18670","17.8254","11.0608","","89.5299","856","20","277.718","2.53","4486","122","4.5","","0.78","","","","0.7","","11","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"107506563","3254.01","","3","4","4","3","1","4","4","49.6","111.5","116.84","5","0","0","PC","PC","13.201","0.019","1","qlp-s38-tois","FAINT","212.731306","-31.240072","-2.688","2.176","-12.038","2.176","2459357.815759","0.0009827","1.6832809","0.0000034","2.356","0.098","13.580278","0.00526","12430","4.845","","","","","39","555.221","","5286.9","1232.7","","","","","","","","","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"83395136","3255.01","","3","4","3","3","1","4","4","28.9","84.2","51.22","3","0","0","PC","PC","13.2494","0.008","1","qlp-s38-tois","FAINT","214.96711","-28.921092","-24.857","0.063","5.741","0.07","2459359.36326","0.0013106","2.2458338","0.0000059","1.462","0.226","11.219134","0.017012","10280","15.6688","8.19934","","121.462","924","24","256.899","2.291","4377","122","4.51","","0.76","","","","0.68","","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"322901324","3256.01","","3","4","3","3","3","4","4","7.5","42.8","34.22","1","0","1","PC","PC","12.5755","0.006","1","qlp-s39-tois","FAINT","124.321302","-78.014945","0.288","0.026","7.521","0.032","2459379.229157","0.0017534","6.3096313","0.0000225","2.761","0.168","4.755065","0.002583","4370","2.37898","6.46255","0.345506","148.356","972","27","426.474","2.661","5829","134.6","4.5","0.08","0.96","0.05","","","1.05","0.136262","10,11,12,30,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"76505260","3257.01","","5","5","5","5","5","5","5","144.6","269.4","317","0","0","0","PC","FP","13.2608","0.006","1","qlp-s38-tois-FP","FAINT","228.684363","-31.902206","-12.355","0.09","-0.119","0.082","2459356.441741","0.0017639","2.5336422","0.000009","2.865","0.172","14.526176","3.722251","13290","3422.45","29.183","","3022.37","2065","27","761.766","29.158","6038","122","4.22","","1.36","","","","1.12","","11","found in faint-star QLP search; TFOP FP; retired as EB","2021-06-04","2024-08-22","2024-08-22"
+"369789627","3258.01","","3","4","3","3","1","4","4","","","23.56","0","0","0","PC","PC","12.6593","0.007","1","qlp-s38-tois","FAINT","157.014455","-85.529118","-12.812","1.217","20.454","1.216","2459360.104827","0.0024386","1.227961","0.0000052","1.69","0.153","2.456541","0.00218","2260","2.00798","","","560.674","1355","18","","","4508","211","","","","","","","","","11,12,13,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"68523365","3259.01","","3","4","3","3","3","4","4","34.1","106.1","88.75","3","0","1","PC","PC","12.9104","0.006","1","qlp-s38-tois","FAINT","202.792828","-58.289062","-18.556","0.062","0.833","0.063","2459359.440143","0.0015676","3.4470312","0.0000105","2.677","0.101","16.674001","0.010099","15240","9.30163","11.2549","0.68199","352.463","1207","32","411.798","7.4315","5629","133.5","4.53","0.08","0.9","0.05","","","1","0.12524","11,38","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"370138999","3260.01","TIC 370138999.01","3","4","3","3","3","4","4","8.4","37","67.54","0","0","1","PC","PC","12.1225","0.006","1","qlp-s39-tois","FAINT","48.785978","-75.72207","5.395","0.035","25.123","0.036","2459365.448337","0.0041449","11.4520097","0.0000849","3.017","0.406","1.629827","0.045704","1500","42.0936","9.64471","1.17421","296.562","1156","13","599.768","6.6425","6193","137.8","4.15","0.08","1.52","0.07","","","1.19","0.163218","1,2,9,13,27,28,29","found in faint-star QLP search; CTOI from Montalto et al (2020)","2021-06-04","2024-08-22","2024-08-22"
+"358070912","3261.01","","3","4","3","3","3","4","4","14.5","60.5","17.75","3","0","1","PC","PC","12.4923","0.006","1","spoc-s01-s69-b0A-PC","FAINT","47.728524","-73.531972","50.289","0.022","34.587","0.022","2460014.96281","0.0007492108","0.8831279","0.0000024","1.6516860122902","0.12840898","2.247701","0.084604","2068.0674877398","77.92001","4.3749094271794","0.4186682","1586.2100083247","1609.570193325","23.442032","300.141","1.078","5151.4","124","4.51","0.08","0.86","0.05","0.265233","0.0715413","0.87","0.107478","2,6,13,27,28,29,63,66,67,68,69","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"280096473","3262.01","","3","4","3","3","3","4","4","14","69.5","82.47","7","0","1","PC","PC","12.0461","0.006","1","spoc-s01-s69-b0A-PC","FAINT","46.360258","-74.472778","15.007","0.135","0.936","0.106","2460018.710113","0.001237077","12.87708449002","0.00012533435","1.9419484129342","0.08379353","8.048048","0.276519","7385.1208646458","254.65053","10.83376977366","0.63878757","112.63422161749","830.87815349139","31.251183","404.221","10.6505","5953","125.8","4.39","0.08","1.1076899766922","0.0572663","","","1.09","0.146138","1,2,13,27,28,63,66,67,68,69","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"469821652","3263.01","","3","4","3","3","3","4","4","10.3","42.2","47.81","1","0","1","PC","PC","11.7593","0.006","1","qlp-s13-faintsearch","FAINT","300.625098","-74.344504","-11.704","0.038","3.11","0.049","2460101.903547","0.0039079767","5.6155837","0.0000636","4.495","0.539","2.924566","0.003085","2690","2.84121","7.87868","0.462072","627.845","1394","19","480.702","6.7325","5998","125.3","4.13","0.08","1.51","0.07","","","1.11","0.139687","13,27,66,67","found in faint-star QLP search; variable host star","2021-06-04","2024-08-22","2024-08-22"
+"468055102","3264.01","","3","4","3","3","3","4","4","28","32.5","317","1","0","1","PC","PC","12.6347","0.006","1","qlp-s13-faintsearch","FAINT","286.481864","-35.815774","-5.13","0.065","-6.863","0.059","2459057.259668","0.001376","3.3133491","0.0000196","3.881","0.15","9.70631","0.002863","8900","2.63721","14.7466","0.788645","1705.48","1790","30","867.089","25.175","6690","131","4.21","0.09","1.56","0.08","","","1.42","0.230335","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"466167563","3265.01","","3","4","3","3","3","4","4","23.1","68.7","91.85","2","0","1","PC","PC","12.599","0.006","1","qlp-s13-faintsearch","FAINT","299.089231","-60.177164","3.321","3.312","-5.354","3.31","2459060.244413","0.0018611","3.3792968","0.0000235","1.196","0.259","7.27705","0.027639","6680","25.4558","","","138.369","955","15","637.042","","6125.1","340.5","","","","","","","","","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"451566438","3266.01","","3","4","4","3","1","4","4","91.7","123","317","2","0","0","PC","PC","12.2613","0.007","1","qlp-s39-tois","FAINT","270.950419","-86.309236","21.685","1.105","-12.002","1.105","2459383.430313","0.0012154","3.7462806","0.0000069","2.078","0.112","7.26612","1.341039","6670","1234.38","17.5312","","819.165","","43","334.472","","5737","","","","1.12","","","","","","12,13,27,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"410372968","3267.01","","3","4","4","3","3","4","4","20.9","57.1","84.97","2","0","1","PC","PC","12.8058","0.006","1","qlp-s13-faintsearch","FAINT","290.91348","-70.609525","-8.393","0.022","-23.077","0.026","2460098.317233","0.0017272226","2.7674682","0.0000185","2.997","0.203","6.250081","0.003024","5740","2.78513","11.0509","0.662179","932.409","1539","23","714.829","9.3005","5890","134.4","4.17","0.08","1.41","0.08","0.0116067","0.0880616","1.07","0.133769","13,27,66,67","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"410358456","3268.01","","3","4","3","3","1","4","4","27.5","92.9","38.57","3","0","0","PC","PC","11.9039","0.006","1","qlp-s39-tois","FAINT","60.057545","-87.911943","36.876","0.042","43.805","0.046","2459387.334771","0.0010604","1.8641295","0.0000036","1.42","0.077","4.493376","0.004039","4130","3.71993","6.95296","0.469238","302.749","1162","41","272.053","1.6925","5293","135.2","4.38","0.09","1.02","0.06","","","0.91","0.115441","12,13,27,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"410314178","3269.01","","1","4","1","1","3","4","4","12.2","48.3","47.69","4","1","2","PC","PC","12.839","0.007","1","qlp-s39-tois","FAINT","37.613585","-84.053383","18.107","1.227","19.593","1.227","2459385.660727","0.0019111","4.132031","0.0000148","1.354","0.18","4.591502","0.007375","4220","6.79235","3.73783","0.704389","76.3127","823","18","489.606","","5657.6","551.2","","","0.53","0.1","","","","","1,12,13,27,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"407922734","3270.01","","3","4","4","3","3","4","4","","","317","2","0","1","PC","PC","12.2017","0.007","1","qlp-s39-tois","FAINT","290.676649","-76.322332","","","","","2459384.723497","0.0015441","6.4751256","0.0000218","2.217","0.09","25.819381","0.018676","23500","17.201","","","37.2725","688","18","","","4899.8","76.1","","","","","","","","","13,27,39","found in faint-star QLP search; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"406236094","3271.01","","3","4","3","3","3","4","4","33.7","29.4","317","1","0","2","PC","PC","11.059","0.021","1","qlp-s13-faintsearch","FAINT","292.968878","-52.645652","","","","","2459052.565337","0.0011058","4.1394473","0.0000165","2.94","0.206","4.427963","0.001568","4070","1.44436","12.776","","454.749","","42","365.226","","6014.9","","","","1.96","","0.15","0.12","","","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"388280249","3272.01","","3","4","3","3","1","4","4","23.5","53.5","100.76","1","0","0","PC","PC","13.2598","0.006","1","qlp-s39-tois","FAINT","126.256924","-85.1578","-13.003","0.029","18.584","0.026","2459387.057454","0.0016548","3.146714","0.0000098","2.106","0.139","8.020571","0.004682","7360","4.31232","12.1786","","215.374","1067","28","611.415","5.3715","5197","123","4.11","","1.37","","","","0.88","","11,12,13,27,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"372443687","3273.01","TIC 372443687.01","3","4","4","3","3","4","4","47.4","145.1","122.39","4","0","1","PC","PC","12.3525","0.006","1","qlp-s13-faintsearch","FAINT","318.360827","-66.481594","18.764","0.029","-35.089","0.04","2459052.958371","0.0011869","4.2955192","0.0000155","2.874","0.11","22.633008","0.006935","20630","6.38738","13.6703","0.705699","302.917","1162","21","396.881","4.2775","5875","130.2","4.51","0.08","0.95","0.05","","","1.06","0.135178","13,27","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"360822008","3274.01","","3","4","4","3","3","4","4","28.1","77.7","98.16","1","0","1","PC","PC","12.9127","0.006","1","qlp-s13-faintsearch","FAINT","304.233188","-55.874695","4.741","0.032","-20.784","0.028","2459056.460855","0.0017815","2.9075077","0.0000232","2.92","0.223","10.933948","0.009476","10020","8.7276","12.0308","0.730569","677.605","1421","15","599.012","7.565","5709","132.1","4.3","0.08","1.18","0.06","","","1.02","0.130711","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"325275736","3275.01","","3","4","3","3","1","4","4","7.6","55.9","93.84","7","0","0","PC","PC","13.445","0.006","1","qlp-s13-faintsearch","FAINT","318.356223","-73.064186","-3.842","0.025","-19.121","0.026","2459027.740647","0.0169944","20.5020769","0.0009525","7.382","0.904","19.367534","0.15542","17680","143.137","11.7145","","66.4002","795","14","311.738","1.583","4511","122","4.51","","0.78","","","","0.71","","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"320327056","3276.01","","3","4","4","3","3","4","4","25.2","98.9","89.7","2","0","1","PC","PC","12.6919","0.006","1","qlp-s13-faintsearch","FAINT","295.508668","-59.35635","10.541","0.027","-2.945","0.023","2459048.053516","0.0009853","7.0327412","0.0000283","3.044","0.122","18.936561","0.005492","17290","5.05855","11.4154","0.713274","68.7158","802","41","297.407","1.613","5021","122.9","4.52","0.08","0.83","0.05","","","0.83","0.0979545","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"319568619","3277.01","","3","4","4","3","3","4","4","98.8","213.1","103.39","4","0","1","PC","PC","12.7572","0.006","1","qlp-s13-faintsearch","FAINT","290.856966","-54.330649","36.496","0.036","-117.534","0.03","2459058.439281","0.0003132","1.5265889","0.0000018","1.688","0.06","25.963933","0.003374","23630","3.10775","12.3611","0.845252","391.362","1239","94","273.098","1.894","4887","127.4","4.57","0.09","0.77","0.05","","","0.8","0.0971109","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"304130406","3278.01","","3","4","3","3","1","4","4","19.3","50.3","108.31","1","0","0","PC","PC","13.5215","0.006","1","qlp-s13-faintsearch","FAINT","291.866861","-62.094877","-3.582","0.031","-11.209","0.03","2458680.814641","0.0038264","3.2464257","0.0013149","2.082","0.324","9.191553","0.025602","8430","23.5802","12.7086","","297.123","1156","12","904.752","18.366","5729","122","4.19","","1.35","","","","1.02","","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"179987678","3279.01","","3","4","3","3","3","4","4","17.9","53.2","31.73","1","0","1","PC","PC","12.6889","0.006","1","spoc-s01-s69-b0A-PC","FAINT","11.092003","-75.629805","19.903","0.022","5.887","0.019","2460126.929466","0.0008980862","0.41914509711683","0.000015334164","0.97674218984484","0.40368405","2.062969","0.16249","1898.2608647015","149.64746","6.1769612864544","5.6110053","14526.55280505","2800.0152155671","14.6671295","614.459","5.0615","5430","5290.1","4.4","2","1.3954199552536","0.151077","0.00102958","0.0783157","0.99","0.13879","1,13,27,67,68","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"290302491","3280.01","","3","4","4","3","1","4","4","15.8","44.1","77.87","1","0","0","PC","PC","13.0099","0.006","1","qlp-s13-faintsearch","FAINT","328.277886","-77.198103","-4.697","0.036","2.733","0.039","2459054.049655","0.0033076","3.8348994","0.0000451","3.138","0.357","5.005909","0.005241","4600","4.82731","10.5061","","559.599","1354","15","793.087","14.1435","5849.3","162.9","4.08","","1.56","","0.321233","0.090548","1.06","","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"254142310","3281.01","","3","4","4","3","3","4","4","13.5","49.8","74.37","5","1","3","PC","PC","11.1165","0.006","1","qlp-s13-faintsearch","FAINT","286.528834","-38.990524","-7.266","0.142","-17.299","0.091","2459052.424376","0.0038864","9.3108074","0.0001245","5.27","0.379","3.109654","0.001971","2860","1.81506","10.1812","0.583801","336.791","1193","15","467.976","14.311","6243","130","3.97","0.09","1.89","0.1","","","1.21","0.17812","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"219924802","3282.01","","3","5","5","3","3","4","4","93.6","131.2","317","1","0","1","PC","APC","11.7212","0.006","1","qlp-s13-faintsearch","FAINT","298.522938","-53.381214","8.125","0.065","-7.296","0.047","2459056.306599","0.0012663","2.9478339","0.0000153","2.205","0.168","5.475034","1.823265","5030","1677.88","18.9265","6.14706","2791.77","2025","34","470.939","8.2225","6296","133.6","4.27","0.09","1.35","0.07","","","1.23","0.188975","13,27","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"201660996","3283.01","TIC 201660996.01","3","4","4","3","3","4","4","42.5","110.6","130.32","2","0","1","PC","PC","12.4005","0.006","1","qlp-s13-faintsearch","FAINT","288.951272","-56.354296","13.055","0.055","-12.001","0.045","2459055.629482","0.0008702","3.502221","0.0000107","2.911","0.122","14.526176","0.004593","13290","4.23056","14.1347","0.772629","533.699","1339","54","527.005","11.188","5983","126.1","4.31","0.08","1.21","0.06","","","1.1","0.14435","13,27","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"166220082","3284.01","","3","4","3","3","3","4","4","19.5","62.9","39.44","3","0","1","PC","PC","11.0125","0.006","1","qlp-s13-faintsearch","FAINT","295.191984","-49.420378","-3.055","0.083","4.031","0.055","2459059.423389","0.0023307","0.8102219","0.0000062","0.737","0.365","0.890669","0.018438","820","16.982","7.01523","0.987824","1338.85","1685","10","511.737","13.9855","6329","129.7","3.92","0.09","2.03","0.1","","","1.25","0.17909","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"114181798","3285.01","","3","4","4","3","3","4","4","46.3","46.5","317","2","0","1","PC","PC","12.6771","0.006","1","qlp-s13-faintsearch","FAINT","295.315233","-35.246927","2.341","0.042","-0.123","0.023","2459058.994886","0.0011386","2.7022764","0.0000107","2.856","0.213","12.228856","0.003627","11200","3.34068","15.3559","0.811737","925.842","1536","45","614.218","8.5885","5969","137.3","4.17","0.08","1.43","0.07","","","1.1","0.14117","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"113648563","3286.01","","3","4","4","3","3","4","4","58.8","139","95.73","4","0","1","PC","PC","12.926","0.006","1","qlp-s13-faintsearch","FAINT","293.856895","-38.43229","1.101","0.043","-20.222","0.025","2459060.316071","0.0007187","2.0325685","0.0000051","1.312","0.167","20.008784","0.01117","18260","10.2883","11.846","0.831526","175.933","1014","19","312.259","2.2885","4950","128.1","4.49","0.09","0.85","0.06","","","0.82","0.0981219","13,27","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"113117112","3287.01","","3","4","4","3","3","4","4","37.1","47.6","317","5","1","1","PC","PC","13.0201","0.006","1","qlp-s13-faintsearch","FAINT","292.757611","-31.633962","2.017","0.045","-2.999","0.038","2459055.33599","0.0011826","2.7176413","0.000012","3.285","0.151","13.217536","0.002664","12100","2.45352","17.2275","","1649.78","1775","27","988.609","24.867","6567","122","4.21","","1.52","","","","1.36","","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"79920467","3288.01","","3","4","4","3","3","4","4","106.1","193.5","103.5","10","0","2","PC","PC","13.2956","0.009","1","qlp-s13-faintsearch","FAINT","297.110316","-43.018001","-6.522","0.054","-20.114","0.036","2459057.730758","0.0004431","1.4338615","0.0000023","1.61","0.065","34.594002","0.008855","31360","8.1561","12.3818","0.429787","158.892","989","60","200.5","1.5505","3913","157","4.59","0.01","0.67","0.02","","","0.641966","0.0204766","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"31786438","3289.01","","3","4","3","3","3","4","4","28.5","60.9","106.85","3","0","1","PC","PC","12.8999","0.008","1","qlp-s13-faintsearch","FAINT","289.343349","-33.054784","2.139","0.046","-2.323","0.043","2459059.527698","0.002423","1.4259934","0.0000123","1.434","0.261","5.082264","0.013144","4670","12.1058","12.6369","0.957302","910.147","1530","16","915.052","24.3165","5955","133","3.99","0.09","1.75","0.09","","","1.09","0.143296","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"31697707","3290.01","","5","5","5","5","5","5","5","28.8","77.7","80.21","4","4","2","PC","FP","11.3612","0.006","1","qlp-s13-faintsearch","FAINT","289.140291","-34.781754","12.969","0.072","-40.915","0.065","2459059.767349","0.001753","3.910946","0.000029","3.28","0.323","5.671473","0.003009","5210","2.77136","10.6878","0.617883","497.733","1315","28","369.444","5.37","5642","132","4.07","0.08","1.54","0.08","","","1","0.127284","13,27","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"464593883","3291.01","","3","4","3","3","3","4","4","11.3","55","60.94","4","0","1","PC","PC","12.7602","0.006","1","qlp-s13-faintsearch","FAINT","286.967116","-63.991599","-0.715","3.112","-17.382","3.112","2458672.602312","0.0020743","9.0653768","0.0020656","2.062","0.277","9.322957","0.019106","8550","17.5968","9.03928","","27.2384","","16","363.935","","5302","","","","0.95","","","","","","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"464481762","3292.01","","3","4","3","3","1","4","4","19.4","48.6","125.25","2","0","0","PC","PC","13.3827","0.006","1","spoc-s01-s69-b0A-PC","FAINT","284.211364","-61.717588","2.332","0.03","-14.813","0.03","2460099.805391","0.0031800803","4.254520813948","0.00043377155","4.3764888680574","0.25948212","10.000793","0.417179","9168.7791673989","384.16196","13.853297797169","0.92297584","718.99938304703","1320.6930091836","16.744118","894.68","19.0745","5674","122","4.13","","1.435359954834","","","","1.01","","13,66,67","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"464445045","3293.01","","3","4","3","3","1","4","4","21.7","24","317","1","0","0","PC","PC","13.1675","0.006","1","qlp-s13-faintsearch","FAINT","282.51078","-62.094156","0.105","0.032","1.607","0.031","2458679.954272","0.0041265","2.589659","0.0008789","3.385","0.274","8.097138","0.006155","7430","5.66874","14.9823","","2190.57","1905","19","1270.93","48.825","6650","122","4.1","","1.75","","","","1.4","","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"464280516","3294.01","","3","4","4","3","3","4","4","81.2","68.3","317","6","0","2","PC","PC","11.481","0.02","1","qlp-s13-faintsearch","FAINT","279.640407","-62.301798","-26.085","1.164","20.932","1.164","2458680.360821","0.0015075","2.5658729","0.0002602","2.425","0.152","10.96685","0.004745","10050","4.36992","14.4803","0.641276","351.223","1206","34","286.439","","5003","95.2","","","1.39","0.05","","","","","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"456574511","3295.01","","3","4","3","3","1","4","4","20.2","53.2","116.48","1","0","0","PC","PC","13.2972","0.006","1","qlp-s13-faintsearch","FAINT","282.011353","-57.545386","5.638","0.036","-6.194","0.033","2458676.059685","0.0037362","3.4379994","0.0010391","3.855","0.304","9.125857","0.011039","8370","10.1677","13.3167","","1192.84","1637","15","981.113","32.8755","6193","123","4.2","","1.44","","","","1.19","","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"456560485","3296.01","","3","4","3","3","3","4","4","24.5","81","97.03","3","0","1","PC","PC","12.3726","0.006","1","qlp-s13-faintsearch","FAINT","281.55889","-57.694363","-2.528","0.048","-27.372","0.042","2458678.204613","0.0030293","5.9493696","0.0012285","3.678","0.276","11.31787","0.007858","10370","7.23767","11.8844","0.715727","235.266","1091","23","437.919","6.7155","5590","131.1","4.31","0.08","1.15","0.06","","","0.99","0.129563","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"451538240","3297.01","","3","4","3","3","1","4","4","22.4","23.5","317","1","0","0","PC","PC","13.0197","0.006","1","qlp-s39-tois","FAINT","264.825476","-87.299445","1.603","0.024","-10.312","0.032","2459382.02803","0.001564","3.9349141","0.0000118","4.189","0.135","8.348756","0.00222","7660","2.04432","14.3155","","1051.8","1586","34","900.488","13.085","6200","122","4.1","","1.61","","","","1.19","","12,13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"407772585","3298.01","","3","4","4","3","3","4","4","63.2","80.1","317","2","0","1","PC","PC","12.2415","0.006","1","qlp-s39-tois","FAINT","274.804997","-71.793902","5.877","0.036","-11.07","0.049","2459388.724951","0.0006427","3.0537856","0.0000047","1.731","0.245","13.591272","0.021824","12440","20.1009","17.9453","1.11704","583.27","1369","51","588.129","9.8475","6103","128.1","4.17","0.08","1.46","0.07","","","1.15","0.161821","13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"390723664","3299.01","","3","4","3","3","3","4","4","13.1","53.9","38.88","1","0","2","PC","PC","13.3888","0.006","1","qlp-s13-faintsearch","FAINT","281.311417","-47.086382","7.908","0.043","-6.263","0.043","2458676.816169","0.0053442","2.9264345","0.001539","3.182","0.417","8.600432","0.021976","7890","20.24","6.98436","","557.455","1353","11","417.019","4.458","5121","122","4.57","","0.8","","","","0.86","","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-09-12"
+"384299730","3300.01","","3","4","3","3","1","4","4","8.2","28.2","67.69","1","0","0","PC","PC","12.6579","0.006","1","qlp-s39-tois","FAINT","246.034734","-82.550772","-10.073","0.031","-18.396","0.036","2459381.701217","0.006101","6.6926834","0.0000633","5.96","0.399","3.458142","0.003006","3180","2.76886","9.62132","0.559269","678.724","1421","14","791.797","9.458","5918","124.6","3.98","0.07","1.75","0.08","","","1.08","0.136888","12,13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"384016413","3301.01","","3","4","3","3","3","4","4","12.3","34.4","87.41","0","0","1","PC","PC","12.5815","0.006","1","qlp-s39-tois","FAINT","240.470403","-78.602561","-6.882","0.019","-3.246","0.022","2459380.942313","0.005263","5.451593","0.0000483","3.628","0.434","3.795847","0.004122","3490","3.79618","11.1974","0.681171","359.92","1231","14","786.257","7.592","5773","127.7","3.91","0.07","1.87","0.09","","","1.03","0.123986","12,13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"383299778","3302.01","","3","4","3","3","1","4","4","27.3","60.8","83.99","2","0","0","PC","PC","12.909","0.006","1","qlp-s39-tois","FAINT","185.130699","-84.916673","-13","0.045","-9.03","0.04","2460069.672142","0.0018309044","1.5570251","0.000004","1.431","0.387","4.591502","0.018255","4220","16.8136","10.9349","0.887735","1213.68","1644","23","705.625","12.7765","5590","126.5","4.08","0.08","1.5","0.08","","","0.99","0.124886","12,13,39,65,66","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"381982417","3303.01","","3","4","3","3","3","4","4","26.2","38.6","317","3","0","1","PC","PC","10.5695","0.006","1","qlp-s39-tois","FAINT","284.048901","-70.249425","5.499","0.042","-9.897","0.047","2459384.919206","0.001212","8.6187455","0.0000225","1.692","0.345","3.730477","0.006957","3430","6.40775","15.6647","0.903963","173.998","1011","27","615.178","11.7855","7400","137.4","3.92","0.08","2.37","0.09","","","1.69","0.280472","13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"381789320","3304.01","","3","4","3","3","3","4","4","37.1","96.7","114.45","4","0","2","PC","PC","12.0148","0.006","1","qlp-s39-tois","FAINT","270.132239","-52.68301","-5.304","0.063","-22.698","0.062","2459384.958497","0.0013077","3.4930546","0.0000112","2.985","0.261","8.69893","0.004312","7980","3.97136","13.1021","0.745237","639.317","1400","25","502.336","11.7135","5986","132.6","4.17","0.08","1.42","0.07","","","1.1","0.140713","13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"380775661","3305.01","","3","4","4","3","3","4","4","57.6","141.7","103.77","7","0","1","PC","PC","12.9876","0.006","1","qlp-s39-tois","FAINT","269.546056","-62.477432","2.063","0.022","-15.248","0.026","2459388.22904","0.0006595","2.025289","0.0000024","2.257","0.052","20.252116","0.003579","18480","3.29594","12.3405","0.846774","550.936","1349","62","394.443","3.484","5297.4","144.7","4.52","0.09","0.86","0.06","0.33686","0.0916612","0.91","0.113476","13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"369861731","3306.01","","5","5","5","5","5","5","5","17.9","63.7","55.64","2","0","0","EB","FP","12.3483","0.006","1","qlp-s39-tois","FAINT","161.042028","-86.319954","-22.42","0.036","15.394","0.033","2459387.095741","0.001433","3.8780401","0.0000108","2.757","0.352","5.475034","0.001981","5030","1.82467","8.5758","0.491188","602.229","1380","38","403.582","3.1755","5617","135.6","4.31","0.08","1.15","0.06","","","0.99","0.122869","12,13,39","found in faint-star QLP search; TFOP NPC/FP","2021-06-04","2024-08-22","2024-08-22"
+"369861728","3307.01","","3","4","3","5","1","5","5","24.4","70.6","97","0","0","0","PC","PC","13.1045","0.006","1","qlp-s13-faintsearch","FAINT","161.036801","-86.316421","-22.007","0.026","13.715","0.025","2458681.293828","0.0021706","3.8784358","0.0002987","2.677","0.268","10.495346","0.007111","9620","6.54987","11.8812","","310.093","1169","28","560.726","4.587","5636","122","4.32","","1.14","","","","1","","12,13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"365554300","3308.01","","3","5","5","3","1","4","4","","","53.87","4","0","0","PC","APC","13.3095","0.006","1","qlp-s39-tois","FAINT","274.046382","-65.608083","25.747","3.274","-13.083","3.274","2459388.727307","0.0012769","0.7614693","0.0000019","1.059","0.145","6.512193","0.0124","5980","11.4207","","","1543.61","1746","21","","","5813","326.7","","","","","","","","","13,39","found in faint-star QLP search; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"365021641","3309.01","","3","4","4","3","3","4","4","31.2","108.7","101.35","6","0","1","PC","PC","11.8633","0.006","1","qlp-s39-tois","FAINT","271.991949","-49.555097","-2.018","0.067","-38.517","0.057","2459382.076495","0.00108","7.4832824","0.0000157","3.802","0.23","14.10812","0.003292","12910","3.03167","12.264","0.728209","129.267","939","47","288.963","3.5835","5306","126.3","4.35","0.08","1.06","0.06","","","0.91","0.111758","13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"364072092","3310.01","","3","4","4","3","3","4","4","48.2","50.3","317","5","0","1","PC","PC","13.0374","0.006","1","qlp-s39-tois","FAINT","267.445726","-53.407556","0.856","0.037","-8.853","0.033","2459387.229823","0.0011736","1.3828196","0.0000036","1.336","0.163","10.944915","0.01683","10030","15.5008","15.7062","","1001.35","1567","24","890.249","21.48","6362","122","4.22","","1.45","","","","1.27","","13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"337274055","3311.01","","3","4","3","3","1","4","4","38.2","48.5","317","0","0","0","PC","PC","13.1052","0.006","1","qlp-s39-tois","FAINT","269.063581","-57.100597","6.839","0.037","6.96","0.038","2459383.590441","0.0032713","4.8435717","0.0000335","2.561","0.278","6.665122","3.397922","6120","3124.71","15.3767","","693.687","1429","14","521.922","5.974","5552","122","4.42","","1.01","","","","0.98","","13,39","found in faint-star QLP search; possible secondary at ~0.7 phase","2021-06-04","2024-08-22","2024-08-22"
+"332314607","3312.01","","3","4","3","3","3","4","4","105.2","193.3","317","0","0","1","PC","PC","12.5578","0.007","1","qlp-s13-faintsearch","FAINT","272.905634","-36.782023","","","","","2458672.498932","0.0015494","5.3890264","0.0013376","3.794","0.689","32.499963","0.093258","29490","85.8901","","","93.9124","867","34","450.91","","3930.3","388.7","","","","","","","","","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"327210623","3313.01","","5","5","5","5","5","5","5","","","90.98","0","0","1","PC","FP","12.6827","0.006","1","qlp-s39-tois-FP","FAINT","270.656968","-37.440201","-4.301","0.142","-6.36","0.122","2459384.957213","0.0049641","2.128423","0.0000203","2.872","0.357","12.0971","3.581578","11080","3293.32","","","674.806","1419","12","8341.8","3405.22","3689.6","317","","","","","","","","","13","found in faint-star QLP search; retired as TFOP FP/EB","2021-06-04","2024-08-22","2024-08-22"
+"315398848","3314.01","","3","4","3","3","3","4","4","34.1","97.7","53.24","2","0","2","PC","PC","12.4749","0.007","1","qlp-s13-faintsearch","FAINT","279.610687","-40.802254","","","","","2458679.63516","0.0020283","1.3677581","0.0002321","1.363","0.216","6.359287","0.011742","5840","10.815","11.144","0.770331","596.492","1376","16","353.719","","5355","139.3","","","1.37","0.07","","","","","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"312030014","3315.01","","3","4","4","3","3","4","4","24.9","78.3","108.43","1","0","2","PC","PC","11.8748","0.006","1","qlp-s39-tois","FAINT","264.934249","-73.37763","-2.269","0.044","-17.362","0.053","2459386.216984","0.0012336","5.2330803","0.0000132","4.617","0.352","7.517545","0.001552","6900","1.42963","12.7241","0.636417","1001.08","1567","49","565.094","11.6075","6375","128","4.2","0.09","1.49","0.07","","","1.27","0.204891","12,13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"311565540","3316.01","","3","4","3","3","1","4","4","16.8","59.3","74.48","3","0","0","PC","PC","13.4449","0.006","1","qlp-s39-tois","FAINT","260.706965","-73.434885","-4.66","0.032","-19.517","0.039","2459385.08853","0.0027549","4.0668012","0.0000185","2.373","0.296","11.142346","0.011647","10210","10.7271","10.2315","","270.456","1129","17","642.134","10.734","5789","122","4.47","","0.98","","","","1.04","","12,13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"311292015","3317.01","","3","4","3","3","3","4","4","29.8","31.1","317","2","0","1","PC","PC","12.8739","0.006","1","qlp-s39-tois","FAINT","258.402253","-74.303176","-4.148","0.022","-10.752","0.025","2459385.043204","0.0018237","2.9519989","0.0000109","3.518","0.154","9.016373","0.003265","8270","3.00726","15.6964","0.804949","1262.03","1660","28","974.737","15.2045","6136","131.8","4.03","0.08","1.73","0.08","","","1.16","0.158586","12,13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"310854881","3318.01","","3","4","4","3","1","4","4","18.5","35.4","317","2","0","0","PC","PC","13.3675","0.006","1","qlp-s39-tois","FAINT","255.271159","-75.430201","12.641","1.208","-4.63","1.208","2459374.800402","0.0101502","12.8777188","0.0001864","4.209","0.552","23.276191","0.033214","21210","30.591","","","70.9259","808","21","586.486","","5281.8","254.8","","","","","","","","","12,13,39","found in faint-star QLP search; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"310267134","3319.01","","5","5","5","5","5","5","5","21","59","34.26","3","0","0","PC","FP","13.5252","0.006","1","qlp-s13-faintsearch","FAINT","251.382358","-76.937828","-14.691","0.027","-30.878","0.037","2458681.71335","0.0027233","0.5438807","0.0000438","0.78","0.232","3.686899","0.036466","3390","33.5861","6.46581","","1246.75","1655","13","557.804","5.954","5259","122","4.41","","0.98","","","","0.9","","12,13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"307320565","3320.01","","3","4","3","3","3","4","4","19","52.6","104.67","2","0","1","PC","PC","12.4472","0.006","1","qlp-s39-tois","FAINT","267.895964","-63.005947","-1.834","0.033","-2.405","0.041","2459387.964411","0.0047107","2.625748","0.0000193","3.529","0.263","5.060448","0.007608","4650","7.00738","12.4597","0.874559","2401.54","1950","15","956.388","32.491","6693","113.7","4.04","0.09","1.89","0.1","-0.224834","0.0655743","1.42","0.245386","12,13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"306648160","3321.01","TIC 306648160.01","3","4","4","3","3","4","4","80.1","82.7","317","1","19","2","PC","PC","10.6651","0.006","1","qlp-s13-faintsearch","FAINT","265.760335","-65.008252","0.113","0.046","-1.961","0.049","2458681.48892","0.000529","3.6525305","0.0000752","4.153","0.07","10.659801","0.000426","9770","0.392199","14.7302","0.716888","967.919","1553","139","285.895","3.281","5930","129.2","4.14","0.08","1.47","0.07","","","1.08","0.141042","12,13","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"306357884","3322.01","","3","4","3","3","3","4","4","30.1","65","98.47","2","0","2","PC","PC","11.5624","0.006","1","qlp-s39-tois","FAINT","265.087598","-63.251885","1.722","0.078","-11.329","0.096","2459387.911246","0.0012359","1.0571733","0.0000024","1.235","0.258","2.325965","0.004415","2140","4.06663","12.0066","1.13779","2168.84","1901","37","809.845","57.5345","6307","130.1","3.72","0.11","2.53","0.21","","","1.24","0.19313","12,13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"305512837","3323.01","","5","5","5","5","5","5","5","56.1","153.2","90.8","1","0","1","EB","FP","12.7316","0.006","1","qlp-s39-tois","FAINT","262.640686","-64.723142","-11.469","0.021","-27.176","0.024","2459386.357734","0.0011916","3.0223957","0.000007","3.272","0.186","16.188992","0.245702","14800","226.274","11.507","1.4904","791.733","1477","57","234.721","1.1845","4653","124.1","4.56","0.09","0.75","0.05","","","0.74","0.0880921","13,39","V-shaped; found in faint-star QLP search; retired as TFOP FP/NEB","2021-06-04","2024-08-22","2024-08-22"
+"304695574","3324.01","","3","4","3","3","3","4","4","20.9","53","99.36","1","0","1","PC","PC","12.9566","0.006","1","qlp-s39-tois","FAINT","278.474993","-70.946262","-4.54","0.022","-22.686","0.024","2459386.640201","0.0021121","2.8090597","0.0000123","3.24","0.18","7.003825","0.00523","6430","4.81704","12.0828","0.69344","1004.86","1568","26","803.35","10.0185","5852","129.2","4.1","0.07","1.52","0.07","","","1.06","0.130822","13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"303617735","3325.01","","3","4","4","3","3","4","4","15.9","57","64.43","1","0","3","PC","PC","12.8376","0.006","1","qlp-s39-tois","FAINT","272.205469","-59.891679","","","","","2459382.585819","0.0034855","4.2732096","0.0000259","3.047","0.342","6.392051","0.008993","5870","8.28257","","","286.212","1145","17","522.799","","5332","124.8","","","","","","","","","13,39","found in faint-star QLP search; no stellar radius","2021-06-04","2024-08-22","2024-08-22"
+"301455423","3326.01","","3","4","4","3","3","4","4","59.8","51.8","317","10","0","2","PC","PC","13.1482","0.006","1","qlp-s39-tois","FAINT","256.43032","-70.909631","-5.955","0.023","-7.704","0.027","2459387.102253","0.000852","1.0664194","0.0000018","2.106","0.057","15.693184","0.003583","14350","3.29977","14.3422","","2742.65","2016","55","685.8","9.2315","5897","122","4.33","","1.18","","","","1.07","","12,13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"292477426","3327.01","TIC 292477426.01","3","4","3","3","3","4","4","18.8","46.6","117.54","2","0","1","PC","PC","12.4256","0.006","1","qlp-s39-tois","FAINT","281.602174","-68.126095","2.699","0.032","-9.65","0.042","2459382.156519","0.0019138","4.1794516","0.0000162","3.921","0.144","4.875026","0.00211","4480","1.94359","13.3164","0.725707","815.017","1488","26","891.92","23.9285","6151","125.9","3.92","0.08","1.96","0.1","","","1.17","0.1568","13,39","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"276647494","3328.01","","3","4","3","3","3","4","4","3.7","24.3","25.43","3","0","1","PC","PC","12.1098","0.006","1","qlp-s39-tois","FAINT","266.123677","-79.594616","9.636","0.033","5.757","0.038","2459369.72302","0.0066303","10.1923252","0.0001567","6.168","1.216","1.87995","0.002579","1730","2.37491","5.40312","0.346144","355.136","1209","14","426.298","4.0385","5767","132.8","4.23","0.08","1.28","0.06","","","1.03","0.130164","12,13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"256158543","3329.01","TIC 256158543.01","3","4","4","3","3","4","4","39.3","119.5","122.57","1","2","2","PC","PC","11.6723","0.006","1","qlp-s39-tois","FAINT","266.880985","-79.466679","-2.25","0.029","-1.995","0.037","2459386.788351","0.0005814","5.0648278","0.0000054","4.321","0.046","10.824281","0.00054","9920","0.497057","13.6307","0.610454","738.156","1452","123","441.315","4.0245","6411","127.4","4.29","0.08","1.34","0.06","","","1.29","0.201377","12,13,39","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-04","2024-08-22","2024-08-22"
+"255768108","3330.01","","3","4","4","3","3","4","4","65.4","69.9","317","3","0","1","PC","PC","12.4794","0.006","1","qlp-s39-tois","FAINT","268.693269","-53.392923","-2.431","0.05","-8.443","0.05","2459387.736148","0.0007739","1.0815202","0.0000017","1.317","0.077","9.870645","0.007659","9050","7.05463","17.3782","1.0167","1428.47","1712","39","834.968","20.203","6260","133.8","4.02","0.09","1.78","0.09","","","1.22","0.17648","13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"194795551","3331.01","","3","5","5","3","4","4","4","110.8","282","99.82","7","7","1","PC","CP","11.3208","0.006","1","qlp-s39-tois","FAINT","271.324167","-34.107171","0.421","0.118","-16.943","0.09","2459383.760485","0.0008179","2.0180196","0.0000034","1.967","0.069","16.618875","0.007781","15190","7.1664","12.168","0.698399","520.136","1330","40","217.193","2.7145","5544","131.1","4.47","0.08","0.96","0.05","","","0.98","0.128706","13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"194179013","3332.01","","5","5","5","5","5","5","5","","","317","0","0","1","EB","FP","12.7825","0.007","1","qlp-s39-tois-FP","FAINT","271.039719","-34.12037","-4.526","0.182","-5.123","0.151","2459384.151235","0.0088554","3.1785277","0.0000595","5.974","0.655","22.300477","4.252089","20330","3908.66","","","788.118","1476","14","6634.95","3149.75","3540.7","294.1","","","","","","","","","13","found in faint-star QLP search; TFOP FP; retired as NEB","2021-06-04","2024-08-22","2024-08-22"
+"193782529","3333.01","","3","4","3","3","1","4","4","113.7","266.6","317","0","0","0","PC","PC","13.334","0.055","1","qlp-s13-faintsearch","FAINT","270.881486","-35.447285","","","","","2458674.781485","0.0083687","3.9823479","0.003558","4.463","1.02","35.345256","0.290396","32030","267.429","","","197.455","1044","11","","","3986","125.8","","","","","","","","","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"160930264","3334.01","","3","4","4","3","3","4","4","47.6","56.7","317","6","0","1","PC","PC","12.8757","0.006","1","qlp-s13-faintsearch","FAINT","276.041754","-51.036649","-2.33","0.034","-8.422","0.032","2458680.862806","0.0020222","1.9242952","0.0002792","3.075","0.155","13.86616","0.007237","12690","6.66582","16.9815","0.94611","2478.4","1965","39","851.085","13.6305","6324.3","126.2","4.19","0.09","1.48","0.07","-0.172305","0.086335","1.25","0.190895","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"120033290","3335.01","TIC 120033290.01","3","4","3","3","3","4","4","26","54.3","107.89","2","0","1","PC","PC","12.5521","0.006","1","qlp-s13-faintsearch","FAINT","279.109348","-57.452396","-2.026","0.073","0.723","0.066","2458682.073691","0.0032864","2.265394","0.000567","3.478","0.349","4.940466","0.004781","4540","4.40374","12.6882","1.03445","1585.08","1757","21","744.585","38.19","5568","128.3","3.89","0.1","1.86","0.14","","","0.98","0.127266","13","found in faint-star QLP search; CTOI from Bouma et al","2021-06-04","2024-08-22","2024-08-22"
+"119950057","3336.01","","3","4","3","3","3","4","4","33.7","62.3","317","7","0","1","PC","PC","12.388","0.022","1","qlp-s13-faintsearch","FAINT","278.746802","-55.663421","","","","","2458681.503016","0.0020792","10.1822686","0.0028618","2.424","0.642","13.734206","0.058185","12570","53.5887","","","","","21","535.977","","","","","","","","","","","","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"119089245","3337.01","","3","4","3","3","1","4","4","33.2","83.4","86.81","1","0","0","PC","PC","13.3234","0.006","1","qlp-s39-tois","FAINT","275.147902","-58.253155","-0.21","0.041","-0.681","0.039","2459388.953701","0.0016934","1.2436504","0.0000038","1.215","0.13","8.315933","0.015719","7630","14.4777","11.1385","","828.458","1494","19","781.789","20.9495","6070","122","4.35","","1.18","","","","1.13","","13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"86419190","3338.01","","3","4","3","3","3","4","4","53.1","138.9","105.37","4","0","5","PC","PC","12.5052","0.006","1","qlp-s39-tois","FAINT","271.923408","-42.543178","-4.562","0.061","-15.268","0.054","2459385.193619","0.0016687","1.4893582","0.0000047","1.286","0.318","9.377714","0.650724","8600","599.159","12.5424","3.03828","1946.1","1850","20","533.245","9.3415","6208","126.3","4.42","0.08","1.11","0.05","","","1.19","0.167586","13,39","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"86021841","3339.01","","3","4","3","3","3","4","4","","","103.46","3","0","1","PC","PC","12.2962","0.006","1","qlp-s39-tois","FAINT","271.611136","-44.117222","2.41","1.145","-0.633","1.144","2459386.458653","0.0010624","3.7465541","0.000009","2.623","0.218","14.086121","0.103671","12890","95.4802","","","824.101","1492","43","","","5766.6","229.2","","","","","","","","","13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"76761591","3340.01","","3","5","5","3","3","4","4","144.5","507.1","317","3","0","1","PC","APC","10.9207","0.006","1","qlp-s39-tois","FAINT","270.726679","-55.841807","-12","3.6","0","3.4","2459376.818774","0.0008596","11.968028","0.000026","3.925","0.111","10.341878","1.009833","9480","929.658","32.6917","","495.179","","93","402.859","","6701","","","","1.57","","","","","","13,39","V-shaped; found in faint-star QLP search; possibly too large to be planetary","2021-06-04","2024-08-22","2024-08-22"
+"75919790","3341.01","","3","4","4","3","3","4","4","20.3","79.7","114.42","8","0","1","PC","PC","12.7691","0.006","1","qlp-s39-tois","FAINT","268.399733","-59.653938","6.714","0.037","-9.147","0.041","2459386.224917","0.0017412","8.6369598","0.0000396","4.91","0.551","14.889355","0.015955","13620","14.695","13.0862","0.783856","439.615","1275","53","543.009","6.2335","6040","137.5","4.45","0.08","1.04","0.05","","","1.12","0.150082","13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"75076261","3342.01","","3","4","4","3","3","4","4","34.9","117.2","103.01","4","0","2","PC","PC","11.8482","0.006","1","qlp-s39-tois","FAINT","266.358966","-56.882951","-9.733","0.06","-24.925","0.063","2459383.417373","0.0009597","5.9709305","0.000011","3.145","0.104","12.887876","0.002817","11800","2.59435","12.3371","0.622648","180.951","1021","43","340.802","4.3255","5748","126","4.38","0.08","1.09","0.05","","","1.03","0.127694","12,13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"58046864","3343.01","","3","4","3","3","3","4","4","48.9","60.9","317","4","0","2","PC","PC","13.4411","0.006","1","qlp-s13-faintsearch","FAINT","275.164944","-39.220957","9.755","0.047","-15.582","0.041","2458680.4761","0.0059398","2.3651663","0.0010118","2.462","0.478","16.806314","0.061132","15360","56.303","19.4747","","851.541","1504","11","991.209","25.639","5805","123","4.1","","1.51","","","","1.04","","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-09-12"
+"57093805","3344.01","","3","4","3","3","3","4","4","97.6","91.5","317","8","0","1","PC","PC","10.9308","0.007","1","qlp-s13-faintsearch","FAINT","272.450977","-31.891545","-9.895","0.115","-3.343","0.093","2458678.653544","0.0037195","3.2229781","0.0011213","3.793","0.871","10.155552","0.43996","9310","405.136","14.58","2.97346","2054.13","1875","19","248.097","5.077","5488","139.9","4.2","0.08","1.29","0.07","","","0.962","0.115975","13","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"21997420","3345.01","","3","4","4","3","3","4","4","40.6","62.2","317","7","0","1","PC","PC","13.207","0.006","1","qlp-s39-tois","FAINT","268.05232","-45.1783","-1.123","0.048","-4.392","0.043","2459386.770681","0.0021159","2.1917701","0.0000094","3.145","0.162","12.723083","0.006143","11650","5.65744","20.1864","","3396.72","2126","22","1356.21","49.045","7222","123","4.12","","1.84","","","","1.62","","13,39","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"6404965","3346.01","","3","4","3","3","3","4","4","18.6","92.9","32.91","3","0","1","PC","PC","11.9812","0.006","1","qlp-s13-faintsearch","FAINT","283.664945","-47.994244","-19.549","0.063","-95.54","0.058","2458681.381272","0.0034428","4.8692603","0.0013765","2.538","0.686","5.998949","0.652065","5510","600.394","6.32448","1.96147","215.764","1067","19","132.574","0.7525","4323","124","4.58","0.1","0.7","0.06","","","0.68","0.0842838","13","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"131581531","3347.01","","5","5","5","5","5","5","5","11.2","41.9","39.35","0","0","1","PC","FP","12.0536","0.006","1","qlp-s07-faintsearch","FAINT","118.348267","-36.803031","18.437","0.039","0.972","0.039","2459251.478562","0.0049958","3.0591641","0.0000276","4.25","0.601","2.293324","0.003856","2110","3.55194","7.01214","0.460945","2296.74","1928","16","491.072","5.583","4999.4","290.5","","","1.59","0.07","","","1.21","0.184284","7,8,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"131347421","3348.01","","3","4","3","3","3","4","4","","","15.58","0","0","1","PC","PC","11.4872","0.006","1","qlp-s07-faintsearch","FAINT","117.924589","-37.171337","-7.5","2.7","6.9","2.7","2459250.961281","0.0028754","2.6156239","0.000012","2.101","0.228","2.5436","0.002908","2340","2.67833","4.05281","0.214842","1128.14","1614","11","820.182","","7002","132.8","","","0.83","0.03","","","","","7,8,34","found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"50909831","3349.01","","3","5","5","3","3","4","4","43.9","110.1","118.74","0","1","1","PC","APC","11.3546","0.006","1","qlp-s07-faintsearch","FAINT","108.967811","-4.24652","0.296","0.059","2.296","0.06","2459225.652172","0.0013003","2.0272642","0.0000064","0.977","0.242","4.700541","0.020247","4320","18.6478","13.445","1.05548","388.165","1236","14","574.167","11.7","6505.5","152.8","","","1.81","0.08","","","1.392","0.237213","7,33","V-shaped; found in faint-star QLP search","2021-06-04","2024-08-22","2024-08-22"
+"4959676","3350.01","","2","4","2","2","3","4","4","10.8","68.8","10.77","1","0","3","PC","PC","10.6418","0.006","1","qlp-s36-reprocessed","QLP","141.699699","-38.626819","50.816","0.038","-25.3","0.048","2459988.846054","0.004915844","2.2358979","0.0000114","1.588","0.415","0.662501","0.007593","610","6.99303","3.28794","0.345418","851.912","1505","10","112.087","0.342","4793.8","119.1","4.42","0.09","0.9","0.06","-0.24","0.08","0.77","0.0902133","8,9,35,36,62","potential L1 candidate; possible centroid offset not centered on another star in SPOC-s62; v-shaped","2021-06-09","2023-10-02","2023-10-19"
+"941340744","3351.01","","3","4","3","3","1","4","4","","","317","0","0","0","PC","PC","10.9932","0.007","1","qlp-s37-tois","QLP","162.916411","-44.985551","0.063","0.058","-7.869","0.06","2459327.23565","0.0005847","4.311529","0.0001052","2.699","0.1","10.714625","0.001832","9820","1.68729","15.9679","1.57675","364.211","1217","90","388.82","6.4115","6777","134.5","4.29","0.09","1.57","0.15","","","1.45","0.239271","36,37","","2021-06-09","2023-01-24","2023-01-25"
+"33840683","3352.01","","2","4","4","2","3","4","4","1.6","14.4","10.44","1","1","1","PC","PC","10.2756","0.006","1","qlp-s61-ffi","QLP","64.841462","-74.585973","-6.575","0.034","57.524","0.035","2459985.597418","0.0118426","13.8198458","0.0001557","4.946","1.179","0.327942","0.028237","302","26.0071","3.20854","0.251196","114.274","910","12","281.692","1.448","5598","127.2","3.85","0.08","1.96","0.1","","","0.99","0.129136","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61","possible centroid shift; some asymmetry in the transit shape; some transits at start or end of orbits","2021-06-09","2023-04-04","2024-09-01"
+"391903064","3353.01","","1","4","4","1","3","4","4","5.4","63.9","5.4","3","1","5","PC","PC","8.7843","0.006","1","qlp-s68-ffi","QLP","106.529815","-75.819559","-5.96","0.036","38.599","0.037","2460174.14998","0.0007765","4.6658007","0.0000033","2.609","0.033","0.613614","0.008004","565","7.37223","2.17821","0.11227","216.429","1068","47","78.7577","0.1213","6365","197","4.54516","0.284258","1.02","0.05","","","1","0.127562","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68","variable host; multi candidate","2021-06-09","2023-11-15","2024-09-01"
+"391903064","3353.02","","1","4","1","3","3","4","4","4.1","57.4","6.2","3","1","5","PC","PC","8.7843","0.006","2","qlp-s68-ffi","QLP","106.529815","-75.819559","-5.96","0.036","38.599","0.037","2460167.789582","0.0008878","8.8176457","0.0000081","3.076","0.102","0.700526","0.012187","645","11.2249","2.36114","0.123182","85.6924","847","42","78.7577","0.1213","6365","197","4.54516","0.284258","1.02","0.05","","","1","0.127562","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68","potential multi; variable host","2021-06-09","2023-11-15","2023-12-08"
+"260367888","3354.01","","3","4","3","3","3","4","4","1.7","17.8","30.84","2","0","1","PC","PC","10.9567","0.006","1","spoc-s01-s65-b0A-PC","QLP","95.151882","-59.754672","-5.251","0.041","16.627","0.042","2459983.76351","0.0047277226","46.3810093","0.0005605","5.9182924477216","0.6630296","1.337411","0.108371","1231.042496184","99.808014","6.0742549213071","1.6039797","55.359723368238","695.69395127076","10.943262","415.22","3.7005","6307.9","111.3","4.07","0.08","1.696249961853","0.072387","0.10236","0.1","1.24","0.186133","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,61,62,63,64,65","","2021-06-09","2024-01-16","2024-01-27"
+"382045742","3355.01","","2","4","2","2","3","4","4","0.8","14.1","5.22","0","0","1","PC","PC","10.8204","0.006","1","qlp-s39-tois","QLP","79.323673","-59.068391","11.998","0.046","37.044","0.046","2459362.14905","0.0049194","15.6600896","0.0001737","4.785","0.583","0.434381","0.000788","400","0.726227","2.14305","0.143654","110.915","904","14","261.681","1.532","6257","134.1","4.42","0.08","1.13","0.05","","","1.22","0.166493","1,2,3,4,5,6,7,8,9,10,11,12,13,27,29,30,31,32,33,34,35,36,37","low SNR","2021-06-09","2023-01-24","2023-01-26"
+"229138584","3356.01","TIC 229138584.01","3","4","3","3","3","4","4","5.6","25.6","22.74","0","0","1","PC","PC","12.1289","0.006","1","qlp-s02-faintsearch","FAINT","25.719671","-48.78843","18.304","0.037","25.095","0.037","2459136.464144","0.0029666","2.9122454","0.000017","3.269","0.326","1.314536","0.001773","1210","1.63314","5.08343","0.341509","862.596","1509","15","495.996","7.237","5466","137.6","3.94","0.12","1.46","0.08","0.23","0.1","0.97","0.123644","2,3,29,30","found in faint-star QLP search","2021-06-15","2024-08-22","2024-08-22"
+"412259468","3357.01","","5","5","5","5","5","5","5","9.9","53.9","36.3","0","0","1","PC","FP","11.0285","0.012","1","spoc","SPOC","110.390835","-21.93839","-4.179","0.045","2.297","0.058","2459229.684104","0.0019888342","2.6535776926478","0.00038259715","2.1014914431399","0.36249954","1.57141","0.114828","1446.275360077","105.75453","6.6859560012","2.0409603","4941.3523429109","2138.3618868208","11.642596","607.29","13.915","8037","156.255","4.26402","0.0793857","1.70185","0.0645226","","","1.94","0.310962","34","centroid plot failed","2021-06-15","2021-03-11","2022-12-14"
+"146244533","3358.01","","5","5","5","5","5","5","5","18.8","95.1","81.62","0","0","0","PC","FP","10.5387","0.006","1","qlp","QLP","133.542032","-48.072792","-13.597","0.048","5.808","0.049","2459296.556389","0.0022374","8.8088443","0.0000358","4.411","0.582","3.861221","0.007802","3550","7.18568","10.7596","0.583036","2579.38","1985","32","454.844","6.149","8072","235.3","4.37","0.53","1.58","0.05","","","2.06","0.301294","8,9,35,36","possible centroid shift to E","2021-06-15","2021-06-15","2022-12-14"
+"360714300","3359.01","","2","5","5","2","3","4","4","1.6","30.4","5.63","3","1","1","PC","PC","9.6216","0.006","1","qlp-s63-ffi","QLP","142.919776","-63.367397","43.867","0.045","-29.297","0.049","2460013.996804","0.0073577","15.8118347","0.0000987","4.449","0.568","0.652724","0.041444","601","38.1702","2.24252","0.144711","70.4363","807","13","119.49","0.334","5746.7","49.9","4.43","0.27","1.01","0.05","","","1.06","0.133535","9,10,11,36,37,63","potential L1; possible slight centroid offset to W","2021-06-15","2023-05-05","2023-06-16"
+"342343963","3360.01","","3","5","5","3","3","4","4","18.2","24.8","317","4","0","1","PC","APC","10.6857","0.006","1","qlp","QLP","123.676678","-55.642735","-10.663","0.066","18.239","0.06","2459296.79959","0.001605","16.7375044","0.0000559","1.319","0.215","2.793934","0.004695","2570","4.32422","16.0108","1.01737","12.3014","521","15","564.342","10.632","6549","136.5","3.62","0.09","2.97","0.14","","","1.35","0.223918","8,9,10,34,35,36","","2021-06-15","2021-06-15","2022-12-14"
+"440324561","3361.01","","3","5","5","3","3","4","4","42.4","158.9","99.63","3","0","1","PC","APC","10.956","0.006","1","qlp","QLP","144.456031","-59.115086","-48.692","0.053","20.043","0.049","2459293.124687","0.0005181","10.5634342","0.0000126","1.011","0.111","12.173955","0.024769","11150","22.8131","12.1545","1.03408","3.01202","367","43","136.169","0.522","4688","125.4","4.33","0.09","0.99","0.07","","","0.75","0.0893737","10,36","v-shaped","2021-06-15","2021-06-15","2022-12-14"
+"464300749","3362.01","","3","5","5","3","4","4","4","16.2","71","98.64","10","0","5","CP","CP","10.3823","0.006","1","qlp-s63-ffi","QLP","155.984143","-56.843117","-24.125","0.05","7.716","0.046","2460031.240934","0.0023043","18.0953159","0.0000448","2.627","0.709","3.453786","0.3053","3176","281.152","12.0619","0.700945","37.2117","688","15","366.987","4.2115","6509.8","102.5","3.99","0.63","1.8","0.08","","","1.38","0.244044","9,10,36,37,63","TOI-3362 b","2021-06-15","2023-05-10","2023-06-16"
+"385858569","3363.01","","3","4","3","3","3","4","4","8.9","86","17.24","0","0","1","PC","PC","10.2509","0.047","1","qlp-s62-ffi","QLP","138.759017","-54.314261","-6.515","0.123","5.795","0.132","2460007.793273","0.0060386","9.7433732","0.0000543","3.747","1.265","1.701596","1.868976","1566","1719.91","","","","","16","2157.7","410.345","8582","170.6","4.09","1.39","","","","","","","9,10,35,36,62","B9 host; possibly a large planet","2021-06-15","2023-04-12","2023-04-25"
+"280655495","3364.01","","3","5","5","3","4","4","4","41.9","124","103.65","2","0","1","CP","CP","10.8137","0.006","1","spoc-s01-s65-b0A-PC","QLP","144.537771","-49.335223","-26.538","0.056","14.007","0.055","2459990.15956","0.00093142106","5.8769437839857","0.00018509121","4.5933802753927","0.08233189","7.811442","0.122742","7168.7849255588","113.04359","12.392500817174","0.67776626","511.31761906235","1212.809078058","59.47619","277.899","2.483","5805","133.1","4.13","0.08","1.4484000205994","0.0721859","","","1.04","0.12862","9,35,36,62,63","TOI-3364 b","2021-06-15","2024-01-16","2024-01-27"
+"34297761","3365.01","","3","4","3","3","3","4","4","43.8","138.2","98.32","2","0","1","PC","PC","10.8467","0.006","1","spoc-s01-s65-b0A-PC","QLP","146.497112","-46.267641","-42.412","0.05","8.691","0.05","2459992.694528","0.0007597892","5.3928876","0.0000402","3.8463962865534","0.059401475","8.115859","0.106898","7447.113792329","98.452286","12.013513610303","0.5904292","511.63755577102","1212.9987503465","81.76431","273.225","2.3585","5970","133.3","4.24","0.08","1.3179800510407","0.0624095","","","1.1","0.14415","9,35,36,62,63","","2021-06-15","2024-01-16","2024-01-27"
+"220547837","3366.01","","3","4","3","3","3","4","4","76.7","124.4","317","2","0","1","PC","PC","10.7038","0.007","1","qlp-s37-tois","QLP","155.332076","-50.081462","-31.6","2.1","11.6","1.9","2459328.32233","0.0008928","8.4562659","0.0000127","4.338","0.206","9.191553","0.418445","8430","385.328","17.3093","","833.599","","110","238.294","","6144","","","","1.3","","","","","","9,10,36,37","v-shaped","2021-06-15","2023-01-24","2023-01-26"
+"131730580","3367.01","","3","4","3","3","3","4","4","","","13.46","0","0","2","PC","PC","10.6973","0.024","1","qlp-s36-ffi","QLP","147.793034","-49.410563","-5.553","0.226","2.362","0.237","2459991.785217","0.002093829","3.7493233","0.0000274","2.274","0.279","1.271055","0.002419","1170","2.22806","","","","","13","5366.25","1904.19","","","","","","","","","","","9,10,36,62","no stellar parameters; parallax ~ 0.6 mas; likely giant host star","2021-06-15","2023-10-02","2023-10-02"
+"131419624","3368.01","","3","4","3","3","3","4","4","18.5","23.4","317","0","0","1","PC","PC","12.8281","0.006","1","qlp-s08-faintsearch","FAINT","118.086505","-37.720846","-2.737","0.027","6.263","0.034","2459276.067282","0.0060184","7.2611991","0.0000863","3.389","0.988","4.329852","0.682868","3980","628.747","15.4357","5.05852","1167.97","1628","11","886.655","12.769","6702","131.5","4.07","0.09","1.82","0.08","","","1.42","0.239798","7,8,34,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"190981760","3369.01","","5","5","5","5","5","5","5","25.1","67.9","124.53","0","0","0","PC","FP","12.7345","0.006","1","qlp-s08-faintsearch","FAINT","134.39908","-36.850749","-6.195","3.046","1.569","3.046","2459278.824926","0.0032251","3.5463582","0.0000197","4.168","0.621","6.555885","0.009152","6020","8.42887","","","922.838","1535","19","815.313","","5453","291.1","","","","","","","","","8,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"131250246","3370.01","","3","4","3","3","3","4","4","9.9","42.5","33.59","1","0","1","PC","PC","12.0148","0.006","1","qlp-s08-faintsearch","FAINT","117.781828","-41.578402","2.154","0.043","-1.175","0.049","2459990.539613","0.0035352164","2.3506831","0.0000123","2.743","0.303","2.108374","0.002188","1940","2.01559","6.39563","0.352356","1871.52","1832","19","549.076","8.4845","6589","131.1","4.24","0.09","1.47","0.06","","","1.37","0.229761","7,8,34,35,61,62","found in faint-star QLP search; multiple stars in pixel","2021-06-16","2024-08-22","2024-08-22"
+"186470510","3371.01","","3","4","3","3","3","4","4","19.9","66.8","88.4","0","0","1","PC","PC","11.5432","0.006","1","spoc-s01-s65-b0A-PC","FAINT","132.699163","-35.006901","-6.6","2.1","6.3","2.2","2459963.843356","0.0019070525","3.5071842115591","0.00021866083","3.3833003078288","0.12247385","3.431917","0.13181","3155.922302321","121.39443","11.24163793607","0.34211588","2055.0809423895","1716.6692961728","22.391657","627.758","","7462","","","","1.8580700159073","","","","","","8,35,61,62","found in faint-star QLP search","2021-06-16","2024-09-09","2024-09-10"
+"131036011","3372.01","","5","5","5","5","5","5","5","","","317","1","0","0","PC","FP","13.1038","0.009","1","qlp-s08-faintsearch","FAINT","117.531459","-38.714129","-3.709","0.028","4.425","0.031","2459273.404704","0.0025831","11.0701242","0.0000649","4.097","0.886","12.832942","0.026315","11750","24.2363","","","","","20","1521.09","41.2","","","","","","","","","","","7,8,34,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"186459119","3373.01","","3","4","3","3","3","4","4","15.9","48.8","101.47","0","0","1","PC","PC","12.889","0.006","1","qlp-s08-faintsearch","FAINT","132.627958","-31.982173","-0.814","0.023","-5.679","0.026","2459968.501117","0.0070003173","6.534605","0.0000591","2.957","0.497","7.113107","0.022855","6530","21.0504","12.2512","0.940269","167.262","1001","8","677.509","8.216","5826","130.3","4.16","0.08","1.41","0.07","","","1.05","0.1326","8,35,61","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"131025778","3374.01","","3","4","4","3","1","4","4","63.9","123.5","317","3","0","0","PC","PC","13.0959","0.007","1","qlp-s08-faintsearch","FAINT","117.265588","-36.677812","-1.689","0.026","2.127","0.027","2459251.491473","0.0008948","2.6543295","0.0000043","3.275","0.1","20.241055","0.005392","18470","4.96657","23.745","","2779.92","2022","44","1040.31","18.29","7517","122","4.21","","1.71","","","","1.73","","7,8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"185482513","3375.01","","5","5","5","5","5","5","5","13.2","42.3","43.16","0","0","0","PC","FP","12.6206","0.006","1","qlp-s08-faintsearch","FAINT","130.052164","-31.994286","8.421","0.022","-11.26","0.031","2459279.83151","0.0045956","1.2368321","0.0000105","2.144","0.486","2.097496","0.007459","1930","6.87011","7.3968","0.583536","3451.44","2135","10","735.596","9.045","6117","136","4.1","0.08","1.59","0.08","","","1.15","0.153425","8,34,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"130797885","3376.01","","3","4","3","3","3","4","4","18.8","24.4","317","0","0","2","PC","PC","13.4213","0.007","1","qlp-s08-faintsearch","FAINT","117.091727","-38.018985","-3.674","0.029","3.14","0.034","2459271.005292","0.006425","4.7260751","0.0000519","4.275","1.324","7.528478","0.476985","6910","439.223","14.7931","","4023.58","2218","12","1055.67","20.775","7311","122","4.27","","1.55","","","","1.65","","7,8,34,35","potential weak secondary at phase 0.5; found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"184670625","3377.01","","5","5","5","5","5","5","5","84.5","69.3","317","0","0","0","PC","FP","12.5004","0.006","1","qlp-s08-faintsearch","FAINT","127.670065","-40.280004","-2.163","0.03","-0.308","0.033","2459278.383405","0.0015559","0.5241284","0.0000021","1.017","0.175","2.608899","1.268555","2400","1167.7","16.7968","7.37714","16094.6","3137","16","810.822","14.079","5860","135.1","3.88","0.08","1.95","0.1","","","1.06","0.134429","8,34,35","V-shaped; found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"133655284","3378.01","TIC 133655284.01","3","4","3","3","3","4","4","28.7","31.1","317","0","0","3","PC","PC","12.0588","0.009","1","spoc-s01-s65-b0A-PC","FAINT","121.289884","-41.187617","-5.545","0.045","8.331","0.043","2459964.540864","0.0029189514","2.6101478","0.0000112","4.3645203308397","0.18841113","3.09211","0.128645","2843.8872049322","118.47936","15.944833519568","0.8425055","9842.1090406708","2540.339684123","17.863028","915.563","22.8015","5320","103.6","4.21","1.97","2.6926400661469","0.118834","","","1.67","0.278136","7,8,34,35,61,62","found in faint-star QLP search","2021-06-16","2024-09-09","2024-09-10"
+"130191319","3379.01","","5","5","5","5","5","5","5","17.2","67.8","35.89","1","2","1","PC","FP","12.1038","0.006","1","qlp-s08-faintsearch","FAINT","119.75408","-25.648554","7.547","0.047","-8.12","0.052","2459250.615192","0.0023799","1.6117444","0.0000058","1.524","0.177","3.392792","0.004463","3120","4.11024","6.63491","0.421165","847.062","1502","15","446.453","7.7885","6056","134.5","4.38","0.08","1.14","0.06","","","1.128","0.150768","7,8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"176148945","3380.01","","3","5","5","3","3","4","4","8","36.7","46.63","2","1","1","PC","APC","11.756","0.006","1","qlp-s08-faintsearch","FAINT","121.585737","-22.094073","-0.4","3.6","8.6","3.8","2459249.847236","0.0075393","2.0086823","0.0000242","1.903","0.412","1.249315","0.005839","1150","5.37793","7.75485","","3645.6","","8","1062.66","","8516","","","","2.19","","","","","","8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"129881395","3381.01","","5","5","5","5","5","5","5","47.3","69.7","317","2","0","0","PC","FP","13.4704","0.01","1","qlp-s08-faintsearch","FAINT","119.489473","-28.122701","-6.686","0.027","1.711","0.029","2459252.696743","0.0031875","3.3630421","0.0000165","2.776","0.199","23.03218","0.018456","20990","16.9985","20.7277","","509.118","1323","19","1001.57","19.166","5982","122","4.17","","1.42","","","","1.1","","7,8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"13737885","3382.01","TIC 13737885.01","1","4","1","3","3","4","4","19.6","53.5","106.68","3","9","1","PC","PC","11.5546","0.007","1","qlp-s08-faintsearch","FAINT","133.755772","-9.1652","0.098","0.062","-6.967","0.065","2459252.368103","0.0017481","4.4575332","0.000017","5.319","0.201","3.153209","0.000758","2900","0.698202","12.6057","0.656022","1531.89","1742","18","713.283","19.7345","6289.3","74","4.25","2.01","2.16","0.11","","","1.25","0.196788","8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"175317833","3383.01","","3","4","3","3","3","4","4","32.3","64.3","317","1","0","1","PC","PC","12.8451","0.007","1","spoc-s01-s72-b0A-PC","FAINT","152.043987","-1.217947","-3.966","0.047","-4.523","0.05","2459988.840025","0.0011111605","9.7325799324109","0.00006086323","1.6549887119679","0.19580716","12.118253","0.598632","11099.266587673","551.2085","14.877800533447","1.73638","289.32838680708","1051.8831807808","18.251825","810.86","23.328","6300.4","155.4","4.26","0.1","1.3728499412537","0.0852562","-0.11","0.14","1.24","0.185784","8,35,62,72","found in faint-star QLP search; v-shaped","2021-06-16","2024-09-06","2024-09-07"
+"118603213","3384.01","","3","4","3","3","3","4","4","24.1","28.3","317","4","0","1","PC","PC","12.2146","0.007","1","qlp-s08-faintsearch","FAINT","130.223468","-19.851233","-2.514","0.116","0.986","0.11","2459277.023695","0.0015386","1.8592079","0.0000063","2.212","0.151","3.425467","0.002461","3150","2.26688","16.4056","2.18195","2679.45","2004","25","1520.39","191.71","7257","135.8","3.75","0.14","2.82","0.37","","","1.63","0.272424","8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"175079720","3385.01","","5","5","5","5","5","5","5","10","51.4","21.13","0","0","1","PC","FP","12.4698","0.006","1","qlp-s08-faintsearch","FAINT","115.874489","-38.90883","-11.066","0.031","0.834","0.036","2459274.96923","0.0027424","2.2623261","0.0000114","3.048","0.606","3.196766","0.006476","2940","5.96474","4.86815","0.341372","1819.52","1819","20","343.21","2.1965","5786","131.1","4.56","0.07","0.89","0.04","","","1.04","0.129381","7,8,34,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"174426662","3386.01","","3","4","3","3","3","4","4","11.7","52.9","22.46","0","0","1","PC","PC","12.4768","0.006","1","qlp-s08-faintsearch","FAINT","114.317625","-36.27316","-3.873","0.047","-0.587","0.048","2458540.32689","0.0053967","0.8855539","0.0001508","1.034","0.356","2.064861","0.022062","1900","20.3194","5.05228","0.606624","1788.08","1811","9","511.818","8.048","6446","135.2","4.45","0.09","1.13","0.05","","","1.31","0.200585","7,8","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"118072143","3387.01","","3","4","3","3","1","4","4","27.8","75.2","96.13","0","0","0","PC","PC","13.2877","0.006","1","qlp-s08-faintsearch","FAINT","128.779989","-18.244506","-15.512","2.176","-30.573","2.25","2459962.824938","0.004414676","2.7678404","0.0000104","2.225","0.241","9.991173","0.010022","9160","9.23063","","","535.934","1340","23","617.178","","5908.7","655.1","","","","","","","","","8,34,61","found in faint-star QLP search; no stellar radius; multiple stars in pixel; v-shaped","2021-06-16","2024-08-22","2024-08-22"
+"173860688","3388.01","","5","5","5","5","5","5","5","","","58.97","0","0","1","PC","FP","10.9017","0.006","1","qlp-s08-faintsearch","FAINT","113.103262","-38.574805","10.092","0.039","-8.556","0.043","2458541.414379","0.0100479","0.845657","0.0002605","1.824","0.384","0.42352","0.002129","390","1.96129","8.90314","","2301.5","1929","10","601.211","8.7915","4969.9","49.4","","","4.52","","-0.410221","0.0668965","","","7,8","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"419419534","3389.01","","5","5","5","5","5","5","5","24.6","65.6","69.36","0","0","1","EB","FP","10.9144","0.006","1","qlp-s08-faintsearch","FAINT","121.093981","-34.262222","-2.405","0.044","-4.972","0.047","2459278.794388","0.0021108","1.680148","0.0000059","1.217","0.158","1.542841","0.00308","1420","2.83645","9.76407","0.62366","575.779","1364","18","527.277","7.173","5750.5","327","3.81","0.67","2.35","0.11","","","1.2","0.17055","7,8,34,35,61","V-shaped; found in faint-star QLP search; ~800 ppm secondary in SPOC-s61; retired as TFOP FP/EB","2021-06-16","2024-08-22","2024-08-22"
+"96055535","3390.01","","3","5","5","3","1","4","4","20.1","78.7","71.46","2","0","0","PC","APC","13.2958","0.006","1","qlp-s08-faintsearch","FAINT","146.64134","-8.604797","-2.871","2.198","10.242","2.198","2459278.561159","0.0013473","5.4033373","0.0000151","1.421","0.147","16.299202","0.018991","14900","17.4915","18.9875","0.739532","26.5343","632","19","","","4977.7","37","","","1.49","0.02","-0.134133","0.106059","","","8,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"173824688","3391.01","","3","4","3","3","1","4","4","27.2","40.6","317","0","0","0","PC","PC","13.5064","0.006","1","spoc-s61-b0A","FAINT","113.153512","-41.725403","-3.587","0.03","6.854","0.033","2459963.254463","0.005765691","4.7131118653535","0.0017495801","5.5285455852462","0.34893003","11.452447","0.6819","10492.657313243","627.85583","19.762932577969","1.1382807","1722.7646010536","1643.1463045386","13.163545","1249.01","27.83","6785","122","4.05","","1.8809100389481","","","","1.46","","7,8,61","found in faint-star QLP search; Gaia DR2 Rstar ~ 2.23; large Rp","2021-06-16","2024-09-08","2024-09-08"
+"80174172","3392.01","","5","5","5","5","5","5","5","14.8","42","75.49","0","0","0","PC","FP","13.494","0.276","1","qlp-s08-faintsearch","FAINT","121.429562","-42.702359","","","","","2459278.729272","0.0032416","1.1104301","0.000006","1.604","0.324","5.300452","0.015762","4870","14.5173","","","","","16","","","","","","","","","","","","","7,8,34,35","V-shaped; found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"173260345","3393.01","","3","4","3","3","1","4","4","14","54.3","86.03","0","0","0","PC","PC","13.6224","0.006","1","qlp-s08-faintsearch","FAINT","111.598673","-40.765592","-8.46","0.031","8.627","0.03","2458538.389463","0.0035516","5.2059716","0.0006831","2.803","0.275","10.045963","0.015883","9210","14.6287","11.1254","","280.373","1139","16","783.101","11.82","6210","122","4.41","","1.13","","","","1.19","","7,8","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"59536337","3394.01","","3","4","3","3","3","4","4","6.5","33.8","45.29","1","0","1","PC","PC","12.1348","0.006","1","qlp-s08-faintsearch","FAINT","109.132322","-44.168203","-7.399","0.044","18.382","0.047","2459966.08383","0.0033141996","7.8373997","0.0000463","3.273","0.372","3.131432","0.003745","2880","3.44961","7.62042","0.448041","254.905","1113","17","646.997","10.6205","6715","139.4","4.28","0.09","1.43","0.06","","","1.43","0.240353","7,8,33,34,35","found in faint-star QLP search; possible centroid offset to S","2021-06-16","2024-08-22","2024-08-22"
+"170405772","3395.01","","3","4","3","3","3","4","4","13.5","52.7","42.97","1","0","5","PC","PC","12.683","0.006","1","qlp-s08-faintsearch","FAINT","103.644859","-45.064275","-1.008","3.16","5.24","3.16","2459248.380542","0.0018862","3.2730247","0.0000118","1.551","0.309","4.384357","0.007602","4030","7.00175","","","217.442","1069","18","440.82","","5769.7","538.4","","","","","","","","","6,7,8,33,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"56630436","3396.01","","3","4","3","3","3","4","4","41.7","79.3","317","1","0","1","PC","PC","12.5443","0.006","1","spoc-s01-s65-b0A-PC","FAINT","127.140149","-34.630225","-2.941","0.034","3.332","0.042","2459968.456564","0.0017747836","6.4700006993724","0.00041380382","5.6018512395936","0.12777701","16.228279","0.357528","14835.648618117","329.24084","22.094760237272","1.0899736","1012.8517685614","1438.8191924702","36.928116","928.163","21.2405","6819","131.5","4.11","0.09","1.7676899433136","0.0803769","","","1.47","0.250329","8,34,35,61,62","found in faint-star QLP search","2021-06-16","2024-09-09","2024-09-10"
+"154616309","3397.01","","3","4","3","3","3","4","4","16.4","69.1","37.27","6","0","2","PC","PC","13.3153","0.007","1","qlp-s08-faintsearch","FAINT","122.217093","-28.937824","14.467","0.027","9.65","0.029","2459248.508703","0.0026846","3.6250244","0.0000163","2.209","0.291","12.42652","0.019559","11380","18.0147","6.80665","0.356151","53.0463","751","15","180.84","0.6385","3811","157","4.63","0.01","0.63","0.02","","","0.610723","0.0202611","7,8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"46999289","3398.01","","3","4","3","3","4","4","4","4.6","45.6","12.49","1","0","2","PC","PC","12.1945","0.006","1","spoc-s62-b0A","FAINT","143.540873","-7.433444","39.577","0.055","-59.206","0.052","2459993.668188","0.0031012842","6.2088404668314","0.0016611016","2.7236561839347","0.27281567","3.254303","0.290171","2992.836107188","267.2212","3.5693526493151","0.9358242","51.415598065155","682.95717585504","10.496552","168.34","1.018","4655.8","119.9","4.67","0.09","0.66152799129486","0.0476885","-0.0272426","0.0702633","0.741","0.090262","8,34,62","found in faint-star QLP search","2021-06-16","2024-09-09","2024-09-10"
+"153197346","3399.01","","5","5","5","5","5","5","5","13","16.7","317","0","0","0","PC","FP","13.509","0.006","1","qlp-s08-faintsearch","FAINT","120.464794","-24.782618","-7.662","2.014","26.629","2.129","2458540.491991","0.0077846","2.642447","0.0007137","4.373","0.529","5.11499","0.011918","4700","10.9766","","","11564.4","2889","11","2056.31","","8779.8","363.6","","","","","","","","","7,8","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"437215469","3400.01","","3","4","3","3","3","4","4","56","97.7","317","1","0","1","PC","PC","12.6659","0.007","1","qlp-s08-faintsearch","FAINT","123.624724","-19.590655","-9.103","0.028","2.9","0.023","2459252.997055","0.000693","3.8036198","0.0000045","4.141","0.065","19.599667","0.001374","17890","1.26587","22.1057","1.05506","1174.87","1631","95","913.915","18.299","6464","126.6","4.14","0.09","1.61","0.08","","","1.31","0.21763","7,8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"26051436","3401.01","","3","4","3","3","1","4","4","28","77.4","116.05","2","0","0","PC","PC","13.3298","0.009","1","qlp-s08-faintsearch","FAINT","150.923685","-10.575236","-23.008","0.044","5.071","0.04","2459275.591697","0.0015414","3.6689529","0.0000102","2.866","0.19","16.166951","0.010201","14780","9.39518","13.2074","","377.121","1227","32","647.95","11.222","5642","123","4.38","","1.06","","","","1","","8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"152685831","3402.01","","5","5","5","5","5","5","5","","","34.83","0","0","1","PC","FP","12.6532","0.038","1","qlp-s08-faintsearch","FAINT","120.185666","-33.729847","-2.584","0.047","3.925","0.061","2459250.856372","0.0050446","3.4714171","0.0000278","3.006","0.902","3.89391","0.018382","3580","16.9301","","","","","16","5066.53","840.31","","","","","","","","","","","7,8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"133107143","3403.01","","3","4","4","3","3","4","4","24.7","44.4","317","3","0","1","PC","PC","12.0894","0.008","1","spoc-s01-s65-b0A-PC","FAINT","120.538954","-41.205439","0.485","1.053","13.478","1.06","2459968.985157","0.001156448","11.2205176","0.000019","3.7193392754623","0.09872874","11.703054","0.273021","10721.026581659","251.42989","17.091921826083","0.40049618","268.01874514982","1031.9556708546","41.117176","678.701","","6764","699.9","4.19","1.86","1.6032199859619","","","","","","7,8,34,35,61,62","found in faint-star QLP search","2021-06-16","2024-09-09","2024-09-10"
+"18795429","3404.01","","3","4","3","3","3","4","4","45.5","129.5","111.7","2","1","1","PC","PC","12.7435","0.006","1","qlp-s08-faintsearch","FAINT","138.098314","-33.256815","-4.73","0.022","-4.949","0.031","2459276.822863","0.0009618","2.5087868","0.0000042","2.529","0.114","17.236441","0.004961","15750","4.56901","12.9918","0.652896","922.499","1535","43","513.6","5.021","6255","135.8","4.52","0.09","1.01","0.05","","","1.22","0.181699","8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"152326573","3405.01","","3","4","3","3","1","4","4","23.6","43.2","317","3","0","0","PC","PC","13.0178","0.014","1","qlp-s08-faintsearch","FAINT","119.870056","-30.006131","-2.532","0.026","-0.758","0.032","2459244.497961","0.0020337","6.1458884","0.0000217","2.808","0.199","14.09712","0.011024","12900","10.1535","18.4029","","351.407","1206","22","1203.27","26.995","7231","122","4.24","","1.6","","","","1.62","","7,8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"410159011","3406.01","","3","4","3","3","3","4","4","36","40.4","317","0","1","1","PC","PC","12.8054","0.009","1","qlp-s08-faintsearch","FAINT","133.44721","-18.003195","-6.49","0.036","4.988","0.035","2459279.359536","0.0018349","2.623354","0.0000079","2.845","0.327","9.585813","0.00573","8790","5.27747","16.3338","0.913873","1425.08","1711","26","889.866","22.9975","6437","132.7","4.1","0.09","1.69","0.08","","","1.3","0.200143","8,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"152005053","3407.01","","3","4","3","3","1","4","4","17.1","53.1","52.75","1","0","0","PC","PC","13.0549","0.006","1","qlp-s08-faintsearch","FAINT","119.508998","-33.996094","-6.494","2.849","9.297","2.849","2459251.753886","0.0036428","1.3847905","0.0000081","2.657","0.424","4.515181","0.007771","4150","7.15705","11.9783","1.12612","2691.16","2006","18","714.755","","5596","232.2","","","1.82","0.15","","","","","7,8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"7904580","3408.01","","3","4","3","3","1","4","4","15.4","33.8","317","1","0","0","PC","PC","13.3008","0.007","1","qlp-s08-faintsearch","FAINT","133.207393","-1.606521","-1.303","0.058","7.184","0.034","2459249.62041","0.0022353","15.8346011","0.0000716","4.676","0.545","19.721281","0.248507","18000","228.857","16.7304","","116.829","915","25","665.382","14.218","5713.1","90.6","4.37","","1.09","","-0.141","0.088","1.02","","8,34","may be a secondary; potential V-shaped primary or second planet single transit at 2244 days; found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"405485201","3409.01","","3","4","3","3","3","4","4","4.5","33.1","21.46","0","2","1","PC","PC","11.7483","0.008","1","qlp-s08-faintsearch","FAINT","143.731993","-12.25044","-20.452","0.068","-9.708","0.083","2459278.415912","0.0041879","7.7605254","0.0000819","3.639","0.482","2.238923","0.003702","2060","3.40967","4.92551","0.31777","218.205","1070","12","364.285","5.473","6070","119.1","4.42","0.08","1.09","0.05","","","1.13","0.149285","8,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"238012337","3410.01","","3","4","4","3","3","4","4","19.9","72.1","79.75","0","0","1","PC","PC","11.581","0.02","1","qlp-s08-faintsearch","FAINT","102.595945","-48.534456","","","","","2459273.339931","0.0007271","3.9791023","0.0000052","4.47","0.142","4.351654","0.000217","4000","0.199611","","","","","41","","","","","","","","","","","","","6,7,8,33,34,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"150424946","3411.01","","3","4","3","3","1","4","4","","","317","3","0","0","PC","PC","13.1428","0.013","1","qlp-s08-faintsearch","FAINT","117.401918","-34.451103","-4.183","0.026","4.462","0.028","2459242.489293","0.0023895","7.0628019","0.0000255","4.385","0.193","14.74627","0.003854","13490","3.54995","","","","","31","1531.6","39.35","","","","","","","","","","","7,8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"396794358","3412.01","","3","4","3","3","3","4","4","27.6","75","96.6","1","0","3","PC","PC","12.6977","0.007","1","qlp-s08-faintsearch","FAINT","147.482896","-14.733219","-20.505","0.042","1.939","0.053","2459278.640462","0.0015042","3.1405783","0.0000086","1.574","0.372","9.344859","0.021804","8570","20.0821","11.93","0.90923","210.456","1061","27","565.295","11.2005","5636","131.1","4.24","0.08","1.26","0.07","","","1","0.130514","8,35","V-shaped; found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"149745822","3413.01","","3","4","3","3","3","4","4","33.5","49.5","317","1","0","1","PC","PC","12.5881","0.007","1","qlp-s08-faintsearch","FAINT","116.538349","-33.48309","5.867","0.029","-12.77","0.032","2459245.869732","0.002524","4.7114264","0.0000183","1.502","0.413","5.889779","1.214434","5410","1117.91","15.6522","5.44226","1055.88","1588","14","726.071","9.721","8238","144.9","4.41","0.07","1.47","0.05","","","2.02","0.291521","7,8,34","V-shaped; found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"131348451","3414.01","","3","4","3","3","3","4","4","9.1","34","63.33","3","0","1","PC","PC","11.9685","0.007","1","qlp-s08-faintsearch","FAINT","117.917125","-36.81567","-12.565","0.039","-6.159","0.048","2459272.510411","0.0039","9.7355768","0.000075","5.954","0.515","2.815705","0.002001","2590","1.84301","9.29033","0.525245","405.451","1250","19","537.355","7.4125","5033","63.5","","","1.81","0.09","","","1.22","0.179985","7,8,34,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"386456916","3415.01","","3","4","3","3","3","4","4","31.1","33.9","317","3","0","1","PC","PC","12.2665","0.007","1","qlp-s08-faintsearch","FAINT","128.20788","-13.064342","-9.274","0.05","-2.493","0.048","2459965.694601","0.0030224775","3.5714448","0.0000175","2.356","0.89","4.449767","0.061385","4090","56.536","18.4074","2.38449","873.532","1514","19","1053.27","37.97","5942","123.5","3.66","0.08","2.56","0.15","","","1.09","0.13889","8,34,61","found in faint-star QLP search; v-shaped; may be too large to be planetary","2021-06-16","2024-08-22","2024-08-22"
+"145910571","3416.01","","3","4","4","3","3","4","4","25.6","35.4","317","2","1","1","PC","PC","12.6255","0.007","1","qlp-s08-faintsearch","FAINT","123.261857","-31.320175","-4.009","0.043","2.679","0.056","2459277.156063","0.0021959","2.3626917","0.0000082","2.938","0.167","7.933071","0.0048","7280","4.42137","14.4588","0.80143","4798.12","2318","24","1184.46","45.115","8360","153.9","4.33","0.08","1.62","0.08","","","2.07","0.307862","7,8,34,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"332710679","3417.01","","3","4","3","3","3","4","4","35.6","97.4","104.67","2","0","2","PC","PC","13.4736","0.008","1","qlp-s08-faintsearch","FAINT","150.389098","-16.126786","-13.143","0.052","-24.336","0.054","2459279.352082","0.0010037","2.7194615","0.0000052","2.481","0.093","20.650414","0.00495","18840","4.55895","12.4906","","422.699","1263","42","548.679","8.858","5454","122","4.52","","0.89","","","","0.95","","8,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"437144507","3418.01","","3","4","3","3","3","4","4","","","66.93","0","6","1","PC","PC","11.8994","0.006","1","spoc-s61-b0A","FAINT","123.274547","-23.053372","-0.644","1.147","4.764","1.162","2459963.751971","0.0033396797","7.3039868859033","0.0015306633","5.3650108602633","0.16602026","8.416818","0.234711","7722.2055378041","216.15338","","","184.05292067967","939.41053864839","29.098854","","","5308.5","84.8","","","","","","","","","7,8,61","found in faint-star QLP search; no stellar radius","2021-06-16","2024-09-06","2024-09-07"
+"145904365","3419.01","","3","4","3","3","1","4","4","102.8","286.2","317","0","0","0","PC","PC","12.935","0.019","1","qlp-s08-faintsearch","FAINT","123.149611","-32.776684","","","","","2459265.19095","0.0017566","7.9969538","0.0000245","5.4","0.197","20.960301","0.004593","19120","4.23032","","","205.724","1055","29","","","5305.8","263.8","","","","","","","","","7,8,34,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"293978434","3420.01","","5","5","5","5","5","5","5","10.4","33.8","49.11","0","0","1","PC","FP","12.6746","0.009","1","qlp-s08-faintsearch","FAINT","122.430787","-22.868692","-0.864","0.038","5.231","0.036","2458540.862165","0.0083122","1.5971426","0.0004152","3.316","0.452","2.336846","0.004865","2150","4.4812","7.98964","0.593331","4957.19","2337","13","950.218","24.6015","6263","133.6","4.03","0.09","1.77","0.09","","","1.22","0.180295","7,8","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"145023816","3421.01","","3","4","3","3","1","4","4","19","25.2","317","0","0","0","PC","PC","13.35","0.007","1","qlp-s08-faintsearch","FAINT","122.092607","-30.09545","-4.788","0.029","3.761","0.033","2459963.780552","0.004008561","2.8389301","0.0000235","2.45","0.6","6.763444","0.023142","6210","21.3142","16.9204","","1669.46","1780","11","1787.36","66.045","7132","123","3.98","","2.14","","","","1.59","","7,8,34,61","found in faint-star QLP search; multiple stars in pixel","2021-06-16","2024-08-22","2024-08-22"
+"286099128","3422.01","","3","5","5","3","5","4","5","49.9","140.7","127.53","0","0","0","KP","KP","12.239","0.008","1","spoc-s01-s72-b0A-KP","FAINT","140.84562","2.932484","-7.181","0.082","-13.548","0.072","2459964.344071","0.00040510137","3.7788778642396","0.000008202816","3.129022756529","0.04831504","19.338878","0.204377","17654.073128441","188.22061","13.97395708098","0.83777565","466.08437329882","1185.0478457763","87.38976","397.313","6.956","5817.7","145.7","4.43","0.09","1.0289599895477","0.060309","0.119","0.022","1.05","0.140534","8,35,61,72","found in faint-star QLP search; WASP-143 b (http://exoplanet.eu/catalog/wasp-143_b)","2021-06-16","2024-09-06","2024-09-07"
+"144970275","3423.01","","5","5","5","5","5","5","5","","","52.71","0","0","1","PC","FP","12.6067","0.016","1","qlp-s08-faintsearch","FAINT","122.010942","-31.189361","-2.771","0.045","3.512","0.053","2459248.478713","0.0021161","2.5313424","0.0000104","2.246","0.228","6.348366","0.00814","5830","7.49754","","","4500.49","2281","20","4030.62","526.145","9598.5","85.9","","","","","","","","","7,8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"283702603","3424.01","","5","5","5","5","5","5","5","23","64","71.58","0","0","0","PC","FP","12.5772","0.006","1","qlp-s08-faintsearch","FAINT","128.800451","-27.407594","-5.206","0.037","2.36","0.038","2459279.471354","0.0015184","0.6691882","0.000002","1.347","0.278","3.098766","0.008431","2850","7.76507","9.96751","0.734671","7244.35","2570","19","994.33","27.6765","6623","123.1","4.09","0.09","1.76","0.09","","","1.39","0.2319","8,34,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"144682439","3425.01","","3","4","3","3","1","4","4","18.1","51.9","54.43","0","0","0","PC","PC","13.0391","0.006","1","qlp-s08-faintsearch","FAINT","121.663414","-31.944461","-2.943","0.025","7.36","0.027","2459963.115871","0.0037177454","0.765415","0.0000042","1.389","0.276","2.979","0.010871","2740","10.0127","8.47671","","3287.18","2109","11","923.779","14.1015","6034","122","4.13","","1.51","","","","1.12","","7,8,34,61","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"277833423","3426.01","","3","4","4","3","3","4","4","38.6","57.4","317","3","1","1","PC","PC","12.7761","0.007","1","qlp-s46-tois","FAINT","156.229013","0.435829","1.802","0.049","-4.297","0.044","2459570.358029","0.0008155","6.1786733","0.0000092","4.289","0.081","18.60516","0.002451","16990","2.25705","18.581","1.09717","313.989","1172","42","687.367","17.1475","5806","131.9","4.16","0.08","1.4","0.08","","","1.04","0.12638","8,35,45,46","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"144467913","3427.01","","3","4","3","3","3","4","4","37.4","41.5","317","1","0","1","PC","PC","12.7363","0.006","1","qlp-s08-faintsearch","FAINT","121.316468","-31.849047","-0.004","0.027","1.438","0.031","2459248.8939","0.0016031","2.9526508","0.0000078","2.503","0.205","10.166511","0.006439","9320","5.93037","17.072","0.991048","532.564","1338","29","868.194","15.9455","5812","131.7","3.98","0.08","1.73","0.09","","","1.05","0.136316","7,8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"271486001","3428.01","","3","4","3","3","3","4","4","","","15.97","0","0","1","PC","PC","12.1927","0.011","1","qlp-s08-faintsearch","FAINT","125.654901","-29.187989","","","","","2459964.814156","0.0062380536","5.3945125","0.000123","7.126","0.962","1.553714","0.003774","1430","3.4756","","","","","9","","","","","","","","","","","","","8,34,35,61","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"134551640","3429.01","","3","4","4","3","3","4","4","11.8","42","127.32","2","0","3","PC","PC","12.4493","0.006","1","qlp-s08-faintsearch","FAINT","108.858976","-42.44809","-0.414","0.053","9.366","0.047","2459251.254791","0.0015202","13.9311096","0.0000657","3.508","0.219","7.320773","0.003394","6720","3.12636","14.0219","0.739155","70.2738","806","26","816.907","18.911","6445","134.9","4.1","0.09","1.69","0.08","","","1.31","0.213178","7,8,33,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-09-01"
+"118329434","3430.01","","3","5","5","3","3","4","4","23.4","27.6","317","0","0","1","PC","APC","11.8807","0.007","1","qlp-s08-faintsearch","FAINT","129.445897","-19.63472","-3.406","0.047","-4.061","0.041","2459243.222963","0.0015383","5.0949767","0.0000153","4.57","0.168","4.515181","0.001241","4150","1.14286","15.7588","0.860436","915.595","1532","20","872.374","25.573","6565","248.5","4.18","1.83","2.25","0.12","","","1.31","0.208522","8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"270649648","3431.01","","3","4","3","3","1","4","4","30.8","44.1","317","3","0","0","PC","PC","13.1291","0.008","1","qlp-s08-faintsearch","FAINT","136.852675","4.289924","-1.523","0.124","-1.84","0.155","2459247.431756","0.0017046","3.919695","0.0000136","4.027","0.2","13.404388","0.007163","12270","6.59701","19.0078","","1108.17","1607","33","1198.58","90.255","6438","21.3","4.08","","1.73","","-0.179","0.0196774","1.3","","8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"133849258","3432.01","","3","4","3","3","1","4","4","","","317","1","0","0","PC","PC","13.7942","0.007","1","spoc-s01-s65-b0A","FAINT","121.479826","-41.46259","","","","","2459969.264588","0.0038772072","9.1480739852114","0.0016616158","3.8870162922526","0.3227778","24.68195","1.595233","22476.470319751","1468.1853","","","136.32739479461","871.49627152423","13.114064","","","3999","269.3","","","","","","","","","7,8,61,62","V-shaped; found in faint-star QLP search; no stellar parameters; Gaia DR2 color and parallax suggest host is a red giant","2021-06-16","2024-09-06","2024-09-06"
+"270471065","3433.01","","3","4","4","3","4","4","4","16.6","63.6","31","2","1","3","PC","PC","12.7445","0.006","1","qlp-s08-faintsearch","FAINT","135.455975","0.969613","-4.389","0.111","-49.761","0.079","2459246.89512","0.0017106","2.7765784","0.0000094","2.076","0.172","6.217321","0.00534","5710","4.91815","6.07883","0.502703","130.312","941","19","210.527","2.6505","4348.2","106.7","4.48","0.09","0.78","0.06","0.282478","0.042546","0.68","0.0806239","8,34","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"270457662","3434.01","","3","4","3","3","3","4","4","31","76.7","108.86","3","0","1","PC","PC","12.2609","0.007","1","qlp-s08-faintsearch","FAINT","135.313863","0.841828","3.032","0.102","0.31","0.085","2459249.549067","0.0011368","3.1510024","0.0000081","0.612","0.126","5.11499","0.116249","4700","107.064","12.7872","1.82961","34.0167","672","15","607.396","17.7415","5927.9","105.2","4.12","0.08","1.5","0.08","-0.063074","0.0496709","1.08","0.133869","8,34","V-shaped; found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"238162973","3435.01","","5","5","5","5","5","5","5","38.5","97.4","317","1","0","0","PC","FP","13.3872","0.006","1","qlp-s08-faintsearch","FAINT","106.432017","-49.520598","20.106","0.031","-30.978","0.033","2459260.035982","0.0007724","11.8885643","0.0000176","2.567","0.094","39.188137","1.757644","35450","1617.54","19.2143","","18.8935","580","66","282.594","1.3605","4427","122","4.52","","0.75","","","","0.69","","6,7,8,33,34,35","V-shaped; found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"132320310","3436.01","","5","5","5","5","5","5","5","24.6","48.1","77.63","0","0","0","PC","FP","10.9602","0.007","1","qlp-s08-faintsearch","FAINT","119.365428","-38.970243","1.462","0.054","-9.774","0.056","2459277.091098","0.0029202","1.3955317","0.0000077","2.62","0.393","1.042807","0.001935","960","1.78237","10.461","0.718734","3163.13","2089","23","566.014","11.7905","4957.2","104.3","3.34","0.75","3.29","0.17","","","1.04","0.1272","7,8,34,35","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"132313173","3437.01","","3","4","3","3","3","4","4","30.6","108.3","104.4","0","0","2","PC","PC","13.0707","0.006","1","spoc-s01-s65-b0A-PC","FAINT","119.412446","-41.241508","3.068","0.029","26.328","0.035","2459967.078218","0.0020480624","4.9873145","0.000015","2.3425677479569","0.14981888","18.540181","0.924915","16931.167296601","851.5151","12.445889473127","0.49391118","275.53557699751","1039.1163307168","18.373709","461.605","3.6725","6199","122","4.63","","0.87414002418518","","","","1.19","","7,8,34,35,61,62","found in faint-star QLP search","2021-06-16","2024-09-09","2024-09-10"
+"455272393","3438.01","","3","4","3","3","3","4","4","20.8","53.7","75.34","2","3","3","PC","PC","11.9581","0.007","1","qlp-s46-tois","FAINT","146.331746","3.094481","-16.476","0.198","12.701","0.264","2459990.042782","0.0047868593","1.6660179","0.0000046","1.445","0.512","2.271563","0.015871","2090","14.6173","10.257","1.13691","1529.93","1742","23","735.129","44.564","5993.3","229.4","3.9","0.1","2.01","0.15","-0.149","0.061","1.16","0.148899","8,35,45,46,62","V-shaped; found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"394338713","3439.01","","3","4","3","3","1","4","4","24.7","66.8","126.04","0","0","0","PC","PC","13.4001","0.006","1","qlp-s39-tois","FAINT","151.584825","-79.37679","4.43","0.033","-8.184","0.031","2459385.974629","0.0012674","5.9349921","0.0000237","1.423","0.266","10.736555","0.020248","9840","18.6486","13.8526","","38.9292","695","21","591.628","6.852","5320","122","4.29","","1.13","","","","0.92","","11,12,39","V-shaped; found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"208030798","3440.01","","5","5","5","5","5","5","5","","","108.43","0","0","1","PC","FP","12.052","0.163","1","qlp-s12-faintsearch","FAINT","244.330203","-54.13911","-5.538","0.158","-4.609","0.12","2458650.326066","0.005484","1.7167587","0.0013282","2.044","0.356","14.889355","0.05957","13620","54.8642","","","215.049","1066","10","7170.63","2645.94","3917.3","185.3","","","","","","","","","12","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"393196631","3441.01","","3","4","3","3","1","4","4","15.4","51.6","75.67","1","0","0","PC","PC","13.2137","0.006","1","qlp-s39-tois","FAINT","162.624868","-79.727859","-6.347","0.027","9.659","0.027","2459384.846313","0.0014241","4.2594558","0.0000126","3.391","0.111","8.173711","0.003609","7500","3.3239","10.33","","433.367","1271","29","652.833","5.4755","5763.8","81.5","4.31","","1.18","","0.264208","0.0805294","1.03","","11,12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"207981861","3442.01","","3","4","3","3","3","4","4","90.9","147.5","317","2","0","1","PC","PC","12.6816","0.006","1","qlp-s39-tois","FAINT","244.066558","-55.099987","","","","","2459380.445712","0.0023674","3.4569274","0.0000161","2.805","0.269","22.710614","0.020978","20700","19.3211","","","241.384","1098","22","611.019","","4973","66.8","","","","","","","","","12,39","found in faint-star QLP search; no stellar radius","2021-06-16","2024-08-22","2024-08-22"
+"392995938","3443.01","","3","4","3","3","3","4","4","28.3","55.3","131.35","0","0","1","PC","PC","11.672","0.011","1","qlp-s38-tois","FAINT","218.278396","-60.093362","4.435","0.04","1.355","0.096","2459358.707236","0.0038395","1.0078907","0.0000075","2.755","0.366","1.945209","0.003067","1790","2.82505","14.2534","1.05338","11995.5","2915","18","1025.24","43.0915","6808","152.5","3.51","0.09","3.52","0.2","","","1.47","0.25365","11,12,38","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"161299119","3444.01","","3","4","3","3","3","4","4","76.3","90.3","317","5","0","1","PC","PC","11.9642","0.007","1","qlp-s39-tois","FAINT","241.287509","-46.565649","-9.289","0.075","-6.902","0.056","2459384.53548","0.000875","2.7188122","0.0000052","2.182","0.099","13.27249","0.004964","12150","4.57209","16.9807","0.835697","708.483","1437","41","481.703","8.119","6531","131","4.23","0.09","1.48","0.07","","","1.35","0.22675","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"364431259","3445.01","","3","4","3","3","3","4","4","59.9","49.8","317","1","0","1","PC","PC","12.8311","0.006","1","qlp-s39-tois","FAINT","244.138351","-41.073966","13.51","0.072","15.456","0.037","2459382.37766","0.00111","2.9866836","0.0000083","2.681","0.24","15.307713","0.009708","14000","8.94169","15.0254","1.15328","282.578","1142","34","353.696","4.0475","4790","128","4.14","0.1","1.24","0.09","","","0.77","0.091347","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"149022647","3446.01","","3","4","4","3","3","4","4","95.5","137.5","317","1","0","1","PC","PC","13.0573","0.006","1","qlp-s38-tois","FAINT","231.184164","-45.380004","-10.498","2.848","9.784","2.848","2459359.702516","0.0010029","1.8528946","0.0000052","2.444","0.124","21.569267","3.299741","19670","3034.56","","","2142.13","1895","47","740.15","","5378.5","424.7","","","","","","","","","12,38","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"363749415","3447.01","","3","4","4","3","3","4","4","18.5","58.1","77.25","4","0","1","PC","PC","12.2152","0.006","1","qlp-s39-tois","FAINT","250.344907","-68.553225","-6.786","0.035","-13.527","0.065","2459382.731966","0.0027056","3.6562554","0.000019","3.853","0.459","5.409563","0.00454","4970","4.18187","10.421","0.615974","1093.63","1602","22","595.56","11.776","5994","130.8","4.12","0.08","1.51","0.07","","","1.1","0.136026","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-09-07"
+"143934343","3448.01","","3","4","3","3","1","4","4","98","150","317","3","0","0","PC","PC","13.2582","0.006","1","qlp-s38-tois","FAINT","232.040061","-52.029676","","","","","2459357.709395","0.0014864","2.1642912","0.0000085","2.818","0.197","25.208027","2.994536","22950","2754.27","","","1248.62","1656","30","768.479","","4907.3","127.8","","","","","","","","","12,38","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"363083571","3449.01","","3","4","3","3","3","4","4","27.2","30.7","317","2","0","1","PC","PC","12.5451","0.006","1","qlp-s39-tois","FAINT","248.021696","-68.24033","8.183","0.031","-5.636","0.054","2459385.434401","0.0014582","3.8249546","0.000014","3.874","0.187","8.315933","0.003029","7630","2.79008","15.0897","0.811209","1068.52","1592","29","841.734","23.0865","6341.2","114.6","4.08","0.09","1.69","0.08","-0.152334","0.0755628","1.26","0.193327","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"126125073","3450.01","","3","4","4","3","1","4","4","33.8","155.4","35.65","1","0","0","PC","PC","10.376","0.018","1","qlp-s38-tois","FAINT","228.035132","-53.313368","","","","","2459353.647517","0.0006746","3.6387748","0.0000063","3.131","0.269","5.016817","0.000424","4610","0.390182","","","","","75","","","5095.6","1241.5","","","","","","","","","12,38","found in faint-star QLP search; no stellar radius","2021-06-16","2024-08-22","2024-08-22"
+"361710792","3451.01","","3","4","3","3","3","4","4","15.6","67.8","79.12","7","0","1","PC","PC","12.5517","0.006","1","qlp-s39-tois","FAINT","243.802887","-68.876216","-10.411","0.017","-19.017","0.026","2459380.11405","0.0016871","8.7234738","0.0000315","2.598","0.283","11.734853","0.009281","10750","8.54821","10.5545","0.637956","54.2067","755","28","404.622","2.7465","5522","130.6","4.42","0.08","1","0.05","","","0.97","0.123092","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"360475034","3452.01","","3","4","3","3","1","4","4","21.1","17.3","317","0","0","0","PC","PC","13.1151","0.006","1","qlp-s39-tois","FAINT","188.770456","-73.129664","-20.449","0.028","2.306","0.028","2459388.622437","0.0052896","2.8372178","0.000021","4.822","1.083","4.417062","0.070733","4060","65.1451","14.7827","","4549.21","2287","19","1024.38","17.56","5604","122","3.73","","2.24","","","","0.99","","11,12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"360473750","3453.01","","3","4","3","3","3","4","4","12.9","32.6","100.2","0","0","1","PC","PC","12.6558","0.006","1","qlp-s38-tois","FAINT","188.912112","-72.681973","-5.777","0.027","-1.729","0.023","2460071.43278","0.0062327944","4.3618031","0.0000355","4.9","0.428","3.403684","0.003612","3130","3.32688","12.1596","0.733814","1248.73","1656","15","966.604","15.126","6126","129.4","3.81","0.08","2.21","0.11","","","1.16","0.163943","11,12,38,64,65","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"359426909","3454.01","","3","4","3","3","3","4","4","23.8","67.4","102.65","1","0","1","PC","PC","12.9585","0.006","1","qlp-s38-tois","FAINT","183.60042","-72.347311","-6.078","0.031","-1.622","0.028","2459357.82988","0.0022619","3.9415006","0.0000149","2.177","0.198","9.75013","0.009072","8940","8.35519","12.3165","0.69727","264.591","1123","25","633.798","7.511","6011","127.3","4.26","0.08","1.3","0.06","","","1.11","0.146533","11,12,38","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"358938714","3455.01","","3","4","3","3","1","4","4","40.2","87.8","56.82","1","0","0","PC","PC","13.3477","0.006","1","qlp-s12-faintsearch","FAINT","180.322203","-76.399578","-12.5","0.031","3.685","0.027","2458651.744921","0.0025826","0.422425","0.0000295","0.68","0.159","4.449767","0.038743","4090","35.6826","8.6772","","1423.41","1711","16","532.33","4.7775","5269","122","4.25","","1.18","","","","0.9","","11,12","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"357661805","3456.01","","3","4","4","3","3","4","4","18.1","97.7","99.4","6","0","1","PC","PC","12.0537","0.006","1","qlp-s39-tois","FAINT","188.666196","-79.358969","8.369","0.041","15.839","0.034","2459361.087389","0.0007509","17.0298529","0.0000248","2.65","0.126","17.446053","0.005271","15940","4.85516","12.0922","0.782579","9.23182","485","59","222.115","1.0265","5022","124.8","4.43","0.09","0.92","0.06","","","0.83","0.101055","11,12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"357312511","3457.01","","3","4","4","3","3","4","4","5.5","39.7","62.21","5","0","2","PC","PC","11.6146","0.006","1","qlp-s39-tois","FAINT","183.208269","-79.757204","-39.492","0.039","14.9","0.035","2459335.587765","0.0627307","32.6012979","0.0029076","4.366","0.462","4.885933","0.006341","4490","5.83981","9.18821","0.577669","17.4858","569","17","370.666","3.0515","6067.8","122.7","4.23","0.08","1.35","0.07","0.124094","0.0835039","1.13","0.151027","11,12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"340228388","3458.01","TIC 340228388.01","3","4","3","3","3","4","4","49.4","137.1","96.91","6","0","1","PC","PC","12.6553","0.006","1","qlp-s38-tois","FAINT","201.340644","-71.012028","18.365","0.021","6.044","0.022","2459354.400233","0.0007801","3.1726875","0.0000042","2.05","0.178","20.816414","0.0133","18990","12.2493","11.911","0.79364","172.9","1010","73","302.055","1.46","5056","126.7","4.48","0.08","0.87","0.05","","","0.84","0.101359","11,12,38","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-16","2024-08-22","2024-08-22"
+"335860261","3459.01","","3","4","3","3","3","4","4","51.8","99.6","317","2","0","1","PC","PC","12.2014","0.006","1","qlp-s38-tois","FAINT","214.500086","-62.35522","","","","","2459354.893919","0.0039814","8.4893234","0.0000603","4.903","0.323","15.329736","2.805004","14020","2580.17","","","357.289","1211","16","595.948","","5030.7","172.3","","","","","","","","","11,12,38","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"39858507","3460.01","","3","4","4","3","3","4","4","123.9","160.3","317","8","1","4","PC","PC","8.82719","0.006","1","qlp-s39-ffi","FAINT","255.920846","-30.770097","-14.578","0.083","-10.538","0.055","2459378.7784","0.0013449","4.6288384","0.0000292","6.264","0.521","5.85703","0.00032","5380","0.294727","17.2704","0.794132","4580.01","2291","110","205.426","2.8765","5978.9","104.1","3.89","0.09","2.22","0.1","","","1.375","0.226955","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"334080358","3461.01","","3","4","3","3","3","4","4","8.5","37.7","78.12","1","0","1","PC","PC","12.9682","0.006","1","qlp-s12-faintsearch","FAINT","192.997679","-71.601209","0.314","0.028","4.797","0.026","2459357.927622","0.0070891","11.4483792","0.0001209","4.824","0.318","7.25519","0.008753","6660","8.06197","10.4552","0.62006","165.825","999","13","695.231","7.4825","6175","135.4","4.29","0.08","1.28","0.06","","","1.18","0.166294","11,12,38","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"324116813","3462.01","","3","4","3","3","3","4","4","9.5","44","45.22","1","0","1","PC","PC","12.8749","0.006","1","qlp-s39-tois","FAINT","148.249271","-78.459771","-6.049","0.025","69.692","0.023","2459379.364186","0.0021314","6.3885628","0.0000333","1.726","0.248","4.798686","0.008204","4410","7.55645","7.62451","0.502363","46.0383","725","15","422.208","2.3115","5474","127.6","4.4","0.08","1.03","0.05","","","0.96","0.120377","11,12,37","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"292889298","3463.01","","3","4","3","3","1","4","4","","","64.93","0","0","0","PC","PC","13.5313","0.006","1","qlp-s12-faintsearch","FAINT","221.842017","-60.544822","0.342","3.531","-26.099","3.531","2458651.559857","0.0114978","2.2538878","0.0008573","3.664","0.592","8.119016","0.022828","7450","21.0249","","","","","9","","","","","","","","","","","","","11,12","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"290504044","3464.01","","3","4","4","3","3","4","4","27.2","76.1","105.3","3","0","1","PC","PC","12.0719","0.006","1","qlp-s38-tois","FAINT","234.483036","-44.789977","3.716","0.082","-11.814","0.061","2459360.318976","0.0013087","3.6515704","0.0000136","1.925","0.125","6.348366","0.003978","5830","3.66374","12.4868","0.680325","290.61","1150","25","597.774","13.406","6353","131.8","4.13","0.08","1.59","0.08","","","1.26","0.187249","12,38","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"454361389","3465.01","","3","4","3","3","3","4","4","18.1","52.9","103.65","0","0","1","PC","PC","12.7896","0.009","1","qlp-s39-tois","FAINT","168.152378","-74.610576","","","","","2460045.054533","0.0035333566","3.9563671","0.0000183","3.396","0.223","4.711445","0.002815","4330","2.59282","","","483.791","1306","23","876.04","","5601","408.9","","","","","","","","","11,12,37,39,64,65","found in faint-star QLP search; no stellar radius","2021-06-16","2024-08-22","2024-08-22"
+"284254253","3466.01","","5","5","5","5","5","5","5","58.7","104.7","126.78","0","0","0","PC","FP","12.8482","0.006","1","qlp-s12-faintsearch","FAINT","233.280288","-57.63528","-9.669","0.033","-5.794","0.036","2458651.973815","0.0136817","1.862908","0.0020072","4.562","0.394","3.719582","1.481857","3420","1363.91","13.9775","5.68226","20675.8","3340","11","527.819","6.746","5626","129.6","4.15","0.08","1.39","0.07","","","1","0.122714","12","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"453289469","3467.01","","5","5","5","5","5","5","5","21","42.7","61.5","0","0","0","PC","FP","12.8492","0.006","1","qlp-s12-faintsearch","FAINT","148.193703","-76.165857","-24.132","0.028","5.231","0.026","2458652.436812","0.0029969","0.7799194","0.000053","1.543","0.196","2.086617","0.003852","1920","3.54741","9.09676","0.647777","2609.72","1991","15","715.534","7.67","5473","128","3.8","0.08","2.04","0.11","","","0.96","0.128204","10,11,12","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"282091493","3468.01","","5","5","5","5","5","5","5","17.7","59.2","54.9","0","0","0","PC","FP","13.5709","0.006","1","qlp-s12-faintsearch","FAINT","135.291964","-75.088195","-29.443","0.037","30.294","0.047","2458647.685514","0.0030665","3.3789946","0.0002786","3.332","0.3","12.173955","0.011879","11150","10.9407","8.56973","","333.667","1190","18","388.495","3.066","4809","122","4.51","","0.82","","","","0.78","","10,11,12","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"447192619","3469.01","","3","4","3","3","3","4","4","43.8","56.9","317","2","0","1","PC","PC","12.5805","0.006","1","qlp-s12-faintsearch","FAINT","250.478927","-62.143614","2.363","0.042","1.481","0.052","2459382.834181","0.0013125","2.6566986","0.0000064","3.865","0.118","11.647053","0.002154","10670","1.98436","17.7901","0.95928","2780.14","2022","29","885.345","25.5515","6823","134.7","4.16","0.1","1.67","0.09","","","1.47","0.259165","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"277538491","3470.01","","3","4","3","3","1","4","4","56.1","68.7","317","2","0","0","PC","PC","13.3259","0.006","1","qlp-s38-tois","FAINT","163.858368","-73.337551","-13.771","0.035","8.581","0.031","2459357.021986","0.0012758","3.2404614","0.0000077","1.642","0.25","16.552728","0.053339","15130","49.1262","18.8972","","321.441","1179","24","782.847","12.492","5823","130","4.2","","1.35","","","","1.05","","10,11,12,37,38","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"407166076","3471.01","","3","4","3","3","3","4","4","20.4","82.5","108.43","3","0","1","PC","PC","12.8852","0.006","1","qlp-s39-tois","FAINT","236.55223","-78.325666","8.846","0.024","-12.987","0.025","2459380.384701","0.0011453","8.7520247","0.0000243","3.602","0.174","19.06915","0.003176","17410","2.92556","12.7543","0.665683","114.611","911","59","454.021","3.4115","5666","131","4.5","0.08","0.94","0.05","","","1.01","0.12999","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"275562670","3472.01","","5","5","5","5","5","5","5","87.3","195.2","126.24","0","0","0","PC","FP","13.5159","0.007","1","qlp-s12-faintsearch","FAINT","240.53688","-52.034811","-10.025","0.063","-10.515","0.045","2458651.449273","0.0028281","1.5810556","0.0003538","2.437","0.197","36.81563","0.041324","33340","38.0604","13.941","","1668.68","1780","21","409.504","4.608","5985","122","4.72","","0.76","","","","1.1","","12","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"406861922","3473.01","","3","4","3","3","1","4","4","32.5","45.4","317","2","0","0","PC","PC","13.0656","0.006","1","qlp-s39-tois","FAINT","226.825037","-79.364112","-6.899","0.026","-7.431","0.031","2459384.816539","0.0012335","4.0358074","0.0000113","2.667","0.123","12.283759","0.013712","11250","12.6294","17.8847","","498.733","1316","33","1014.58","18.1805","6599","122","4.19","","1.56","","","","1.38","","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"274367763","3474.01","","3","4","4","3","3","4","4","46.8","126.2","127.8","3","0","1","PC","PC","11.9672","0.006","1","qlp-s38-tois","FAINT","233.503348","-47.96366","-8.542","0.075","-2.304","0.057","2459358.663246","0.0009064","3.8795023","0.0000101","3.647","0.109","13.393396","0.002881","12260","2.65337","14.0735","0.704073","709.036","1437","50","420.123","7.2595","6048","125.5","4.29","0.08","1.26","0.06","","","1.13","0.150027","12,38","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"403507814","3475.01","TIC 403507814.01","3","4","4","3","3","4","4","46.4","74.5","317","2","0","1","PC","PC","12.2587","0.006","1","qlp-s39-tois","FAINT","230.90908","-76.895744","-4.086","0.036","-4.149","0.039","2459383.8426","0.0006338","2.7812908","0.0000036","3.208","0.125","13.030717","0.002274","11930","2.09485","18.2165","0.770351","2647.01","1998","78","904.833","21.5905","7560","140.3","4.26","0.08","1.63","0.06","","","1.75","0.288807","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-09-01"
+"272983172","3476.01","","3","4","4","3","3","4","4","33.8","47.5","317","3","0","1","PC","PC","12.6718","0.007","1","qlp-s39-tois","FAINT","237.008308","-50.692487","3.782","0.046","3.342","0.032","2459385.89681","0.0014733","4.3205081","0.0000148","2.51","0.216","14.526176","0.010398","13290","9.57715","14.5156","0.652737","706.863","1436","23","644.3","9.5835","7627","146.5","4.51","0.08","1.23","0.04","","","1.78","0.299591","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"402391147","3477.01","","3","4","3","3","1","4","4","23.5","59.4","131.44","0","0","0","PC","PC","13.4138","0.006","1","qlp-s39-tois","FAINT","247.673739","-65.228893","-1.675","0.018","-3.525","0.028","2459387.781424","0.0034689","3.3626798","0.0000261","3.771","0.315","12.009271","0.01401","11000","12.9035","14.2118","","1144.81","1620","12","982.497","19.041","6165","122","4.22","","1.39","","","","1.17","","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"255909950","3478.01","","3","4","4","3","3","4","4","93.3","123.2","317","4","0","1","PC","PC","12.3282","0.006","1","qlp-s39-tois","FAINT","258.660861","-67.302622","6.399","0.028","-14.637","0.04","2459385.423634","0.0005248","1.82856","0.0000023","2.961","0.06","19.444906","0.004072","17750","3.75077","20.4999","1.08989","2034.63","1871","89","657.544","11.782","6078","130.7","4.13","0.09","1.53","0.08","","","1.14","0.156907","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-09-01"
+"402219289","3479.01","","3","4","3","3","1","4","4","23.9","53.2","106.95","1","0","0","PC","PC","13.4326","0.006","1","qlp-s39-tois","FAINT","220.123399","-76.170905","-7.798","0.028","0.291","0.032","2459386.482274","0.0016426","2.1970052","0.0000118","2.966","0.127","8.140894","0.005364","7470","4.94085","12.6118","","1152.76","1623","26","880.221","15.7465","5636","122","4.1","","1.47","","","","1","","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"254909777","3480.01","","3","4","4","3","3","4","4","100.8","181.1","317","3","0","2","PC","PC","12.4119","0.006","1","qlp-s12-faintsearch","FAINT","237.663693","-43.121384","","","","","2458650.197309","0.0014311","2.1301227","0.000263","2.646","0.16","17.655704","0.011991","16130","11.0442","","","1062.41","1590","27","805.466","","5830","166.9","","","","","","","","","12","found in faint-star QLP search","2021-06-16","2024-08-22","2024-09-01"
+"396316939","3481.01","","3","4","3","3","3","4","4","9.3","41.1","40.08","0","0","1","PC","PC","12.8719","0.007","1","qlp-s39-tois","FAINT","212.3461","-73.535099","-23.202","3.014","-11.495","3.014","2459386.301953","0.0039651","4.9214799","0.000038","2.425","0.324","4.035572","0.009183","3710","8.45752","","","110.739","903","15","438.015","","5055","113.1","","","","","","","","","11,12,39","found in faint-star QLP search; no stellar radius","2021-06-16","2024-08-22","2024-08-22"
+"254629854","3482.01","","5","5","5","5","5","5","5","28.8","80.9","57.95","2","0","0","PC","FP","10.7989","0.006","1","qlp-s38-tois-FP","FAINT","236.542661","-43.368223","-14.595","0.093","-18.508","0.065","2459359.54722","0.0013316","0.9714298","0.0000029","1.251","0.224","1.792944","0.003675","1650","3.3845","8.81333","0.626163","2557.87","1981","27","492.34","10.4695","6495","133.9","3.89","0.09","2.18","0.11","","","1.33","0.213055","12","found in faint-star QLP search; TFOP FP; retired as EB","2021-06-16","2024-08-22","2024-08-22"
+"395926728","3483.01","","3","4","3","3","3","4","4","30.5","61.3","112.36","3","0","1","PC","PC","12.8749","0.006","1","qlp-s39-tois","FAINT","210.024916","-77.911571","-18.592","0.024","-4.841","0.026","2459388.853133","0.0014628","1.4466788","0.0000046","1.529","0.31","4.798686","0.00836","4410","7.69981","12.978","0.832526","1386.27","1699","19","884.446","14.0725","5881","126.4","3.95","0.08","1.81","0.09","","","1.07","0.132934","11,12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"221882319","3484.01","","3","4","4","3","3","4","4","37.6","43","317","4","2","2","PC","PC","11.5616","0.006","1","qlp-s39-tois","FAINT","249.488321","-58.780443","8.728","0.052","9.004","0.054","2459386.556413","0.0011774","5.1890769","0.0000162","5.011","0.112","7.419155","0.001005","6810","0.92558","15.2719","0.758092","863.316","1510","26","534.304","11.8385","6195","133.7","4","0.08","1.81","0.09","","","1.19","0.171664","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"394672497","3485.01","","1","4","1","1","3","4","4","2.7","48.6","5.57","5","1","1","PC","PC","9.6181","0.006","1","qlp-s39-tois","FAINT","201.749736","-73.594247","5.529","0.036","8.253","0.034","2459382.714016","0.0025243","11.8413467","0.0000607","2.865","0.183","0.836339","0.000906","770","0.83445","2.20757","0.187216","18.0311","574","16","56.8792","0.08055","4554","122.3","4.52","0.1","0.77","0.06","","","0.72","0.0867862","11,12,38,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"394672497","3485.02","","1","4","1","1","3","4","4","2.3","36.7","2.88","5","1","1","PC","PC","9.6181","0.006","2","qlp-s65-ffi","QLP","201.749736","-73.594247","5.529","0.036","8.253","0.034","2460087.812294","0.00448","6.0379203","0.0000399","2.297","0.702","0.50933","0.042467","469","39.1127","1.49811","0.149393","56.3052","763","11","56.8792","0.08055","4554","122.3","4.52","0.1","0.77","0.06","","","0.72","0.0867862","11,12,38,39,65","potential multi; L1 candidate; near 2:1 resonance","2023-07-20","2023-07-20","2023-08-10"
+"221861843","3486.01","","3","4","4","3","3","4","4","88.6","234.2","77.58","2","3","1","PC","PC","11.4867","0.006","1","qlp-s39-tois","FAINT","249.443203","-59.305108","-25.274","0.049","-73.376","0.052","2459382.517413","0.0003912","2.217782","0.0000021","1.421","0.065","16.464539","0.006082","15050","5.60163","10.4759","0.708659","133.224","946","80","154.715","0.8955","4841","122","4.52","0.09","0.81","0.05","","","0.79","0.0913607","12,39","V-shaped; found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"301160638","3487.01","","3","5","5","3","3","4","4","87.6","226.6","317","2","0","2","PC","APC","10.1862","0.006","1","qlp-s39-tois-FP","FAINT","255.113012","-67.781031","0.095","0.043","-4","0.051","2459378.988034","0.0006137","16.0085751","0.0008264","4.452","0.129","15.682169","0.355898","14340","327.74","19.3218","2.35152","150.886","976","37","173.108","1.2335","5992","192","4.34939","0.286664","1.08","0.05","","","1.09","0.142264","12","found in faint-star QLP search; TFOP APC/BEB","2021-06-16","2024-08-22","2024-08-22"
+"394570569","3488.01","","2","4","2","2","3","4","4","2.3","25.3","9.1","0","0","1","PC","PC","11.7789","0.006","1","qlp-s39-tois","FAINT","201.174749","-72.676459","-9.464","0.041","-7.66","0.04","2459379.699385","0.0098549","6.9625419","0.0000993","4.564","0.623","1.118885","0.002676","1030","2.46467","2.97636","0.2175","360.794","1214","12","278.915","2.0385","5727","131.9","4.5","0.08","0.95","0.05","","","1.02","0.133468","11,12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"221785300","3489.01","","3","4","4","3","3","4","4","55.7","137","118.1","2","0","1","PC","PC","11.7185","0.006","1","qlp-s39-tois","FAINT","248.914759","-54.855257","-8.083","0.067","-27.177","0.053","2459385.904563","0.0009129","3.7833369","0.0000073","3.386","0.109","12.591267","0.003077","11530","2.83408","13.3743","0.813695","370.391","1222","48","297.152","4.842","5266","127.9","4.21","0.08","1.23","0.07","","","0.9","0.111909","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"394492339","3490.01","","3","4","3","3","3","4","4","41.5","73","317","7","0","1","PC","PC","12.5911","0.006","1","qlp-s39-tois","FAINT","155.199044","-78.832021","-19.963","0.028","12.486","0.023","2459374.125286","0.0004769","9.1317488","0.0000096","2.448","0.044","39.21065","0.006155","35470","5.66889","14.7541","1.04377","27.2956","636","77","271.578","1.0595","5198.2","147.1","4.63","0.09","0.75","0.05","0.0178318","0.0859626","0.88","0.10804","11,12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"208719443","3491.01","","3","4","4","3","3","4","4","180.8","274.9","317","2","0","1","PC","PC","11.8844","0.007","1","qlp-s39-tois","FAINT","245.267413","-59.510555","-8.338","1.233","-6.273","1.228","2459383.386266","0.0003742","2.4038651","0.0000024","3.549","0.046","35.771572","0.003017","32410","2.77897","22.3961","","1441.91","","135","377.32","","5961","","","","1.21","","","","","","12,39","found in faint-star QLP search","2021-06-16","2024-08-22","2024-08-22"
+"81077799","3492.01","","3","4","3","3","3","4","4","66.3","80.7","317","2","0","1","PC","PC","8.4504","0.006","1","qlp-s37-ffi","SPOC","166.636671","-53.73198","-8.847","0.049","-2.115","0.047","2460024.649054","0.0024199","9.2224114","0.0000381","5.011","0.126","3.676004","0.000235","3380","0.21621","15.3135","0.659742","311.425","1170","111","201.957","1.274","6332","133.626","3.7075","0.0835077","2.59","0.11","","","1.25","0.186312","36,37,63","large PC","2021-06-21","2023-05-05","2023-05-05"
+"203377303","3493.01","","1","4","1","1","4","4","4","7.7","76.5","11.33","6","3","7","PC","PC","8.7028","0.006","1","spoc-s01-s65-b0A-PC","SPOC","205.799033","-22.585444","43.375","0.077","-72.227","0.073","2459313.043598","0.0015413048","8.1594870267873","0.000024952438","4.3972746987987","0.33997342","0.822416","0.035572","757.1865282387","32.76288","3.3709444250127","0.922109","236.82239379223","1000.5192323591","17.853727","96.7224","0.40065","5860","126.031","4.29672","0.07941","1.2115099430084","0.0594473","","","1.06","0.136557","37,64","period is half of previous (8.16 d)","2021-06-21","2024-02-14","2024-02-17"
+"165827520","3494.01","","2","4","4","2","3","4","4","1.9","76.9","5.56","8","0","6","PC","PC","12.295","0.007","1","spoc-s01-s39-b0A-PC","SPOC","204.391966","-37.183458","-206.489","0.127","-16.674","0.154","2459310.020628","0.0020447692","7.7486119617927","0.000022258037","1.3743368591708","0.34596077","5.578685","0.489279","5124.9808086499","450.5409","2.2168827605839","0.79533786","3.6244475271488","351.90886205388","10.69108","33.7173","0.08385","3230","157","4.91717","0.00480017","0.30782100558281","0.00918622","","","0.285561","0.0201715","11,37","potential L1 candidate","2021-06-21","2022-03-21","2022-12-14"
+"272167060","3495.01","","3","4","4","3","3","4","4","7","48.5","17.65","1","0","1","PC","PC","8.734","0.006","1","spoc-s01-s39-b0A-PC","SPOC","187.429331","-58.24013","-12.4","0.042","9.143","0.042","2459347.161831","0.0027228","8.4130033789891","0.000025307978","2.5601309220684","0.42843422","0.532614","0.039508","490.43504809329","36.387394","4.374160375047","2.483735","752.10827795493","1335.6413065323","11.795451","172.372","1.0055","6529","133.469","3.99995","0.0868846","1.9240900278091","0.0838945","","","1.35","0.217273","11,37,38","Potential centroid shift from S38 in the same direction as (less-significant) S37 shift and is suggestive of NEB","2021-06-21","2022-03-22","2024-09-01"
+"448358913","3496.01","","3","4","3","3","3","4","4","20.6","115","51.56","1","0","2","PC","PC","10.3363","0.007","1","qlp-s64-ffi","SPOC","158.743551","-52.777606","-10.873","0.074","2.478","0.075","2460067.735126","0.0009518","1.5505494","0.0000014","1.356","0.062","1.71247","0.07119","1576","65.566","8.21753","0.357131","7457.95","2588","35","656.87","18.65","","","","","2.02","0.07","","","2.86","0.382517","9,10,36,37,63,64","possible synchronized stellar variability","2021-06-21","2023-06-28","2023-08-10"
+"21113347","3497.01","","5","5","5","5","5","5","5","55.4","67.9","317","0","0","0","PC","KP","11.4007","0.006","1","spoc","SPOC","186.787304","-48.978411","","","","","2459310.816523","0.0014173619","4.2180686760438","0.00044293504","3.4569831425448","0.09439024","8.436261","0.202549","7739.9746816027","186.53735","9.867901168992","0.18708754","382.71119357715","1128.0738729284","32.640713","403.591","","5780","","4.438","","1","","","","","","37","HATS-58 A b; spoc is assuming solar radius","2021-06-21","2021-06-21","2022-12-14"
+"310294189","3498.01","","3","4","3","3","3","4","4","9.3","56.3","20.04","0","0","1","PC","PC","12.0475","0.006","1","qlp-s38-tois","SPOC","185.1383","-62.401609","-4.232","0.04","-30.494","0.038","2459353.243502","0.0040415","4.8768783","0.0000539","4.024","1.015","4.133657","0.011142","3800","10.2625","4.71563","0.438282","295.298","1154","15","165.222","0.724","4562","120.541","4.54562","0.0962475","0.75","0.06","","","0.72","0.0869566","11,37,38","likely blended binary; significant secondary","2021-06-21","2022-03-22","2022-12-14"
+"446370039","3499.01","TIC 446370039.01","3","4","3","3","3","4","4","35.2","38.3","317","0","10","1","PC","PC","11.5226","0.006","1","spoc-s01-s65-b0A-PC","SPOC","155.79732","-52.750212","-3.847","0.058","6.659","0.05","2459307.961687","0.0015033749","4.5992843726769","0.000015521713","8.1684204935019","0.1909436","3.974694","0.092362","3654.1353754015","85.0651","19.056052297118","1.301697","3114.1185901598","1905.2568702562","25.195269","748.181","21.113","5695","132.098","3.45316","0.0824566","3.123300075531","0.176914","","","1.01","0.131985","37,63","Large but could still be inflated; possible EB","2021-06-21","2024-01-16","2024-01-27"
+"443666343","3500.01","","2","4","4","2","3","4","4","5.1","42.6","15.14","6","3","3","PC","PC","10.8298","0.006","1","spoc-s01-s65-b0A-PC","SPOC","186.816884","-29.832996","-58.419","0.069","-38.693","0.062","2459315.357469","0.0050229677","7.34361505602","0.00014435787","3.8475431196665","0.61792135","1.428367","0.126067","1314.709495918","116.10533","3.9965369647012","1.929498","175.45299213862","928.23928415027","11.109794","195.884","1.8155","5406","131.891","4.32992","0.0813821","1.0980900526047","0.060603","","","0.94","0.118007","37,64","potential multi","2021-06-21","2024-08-16","2024-08-17"
+"98957720","3501.01","TIC 98957720.01","3","5","5","3","3","4","4","73","193.6","317","0","8","1","PC","APC","10.7413","0.006","1","qlp-s37-tois","SPOC","181.000805","-28.325347","-42.517","0.061","-3.516","0.031","2459313.471423","0.0002162","15.3502505","0.0000072","2.87","0.068","28.847874","0.090079","26220","82.9622","19.2152","1.34199","52.6633","750","253","206.21","1.916","5782.5","178.7","3.92","0.12","1","0.05","-0.06","0.1","1.099","0.145018","10,37","period could be half (7.676 d); likely EB","2021-06-21","2023-01-24","2023-01-26"
+"452281203","3502.01","","3","4","3","3","3","4","4","18.3","77.9","69.92","2","0","1","PC","PC","11.4712","0.006","1","spoc-s01-s65-b0A-PC","SPOC","174.043143","-56.624175","-14.269","0.044","0.722","0.037","2459307.38881","0.0006764131","3.4468017928537","0.000007776154","1.059593032432","0.35457277","4.07446","0.257455","3745.6837263611","237.0964","9.8310336300063","3.3501568","2682.0062952493","1835.4167797396","14.508668","627.463","11.448","7853","136.501","4.33241","0.079684","1.5443700551987","0.0501257","","","1.87","0.29061","37,64","Gaia DR2 RV error ~5.4 km/s; likely EB","2021-06-21","2024-02-13","2024-02-17"
+"459850897","3503.01","","3","4","3","3","3","4","4","35.4","151.2","60.3","2","0","1","PC","PC","10.2726","0.006","1","qlp-s37-tois","SPOC","163.714472","-58.569285","-14.116","0.049","-1.451","0.041","2459331.415672","0.00206","1.1901816","0.0000053","2.049","0.175","2.717739","0.00363","2500","3.34351","9.02257","0.454531","10290","2805","19","456.891","5.8145","8405","154.635","4.25145","0.0732307","1.79","0.06","","","2.08","0.3131","10,37","possible odd-even; star is a pulsator","2021-06-21","2023-01-24","2023-01-26"
+"117689799","3504.01","","5","5","5","5","5","5","5","94.9","223.7","129.97","0","7","1","PC","FP","11.6006","0.007","1","spoc-s14-s55-b0A-APC","FAINT","300.735006","24.435135","4.563","0.036","-10.646","0.04","2459771.874948","0.0005375496","2.157046173942","0.000036668574","2.3436622477696","0.035997912","19.642084","0.358692","17928.367277256","330.31314","14.594924312375","0.7268147","1041.3249498877","1448.8262904268","58.927864","299.999","2.492","5863","140.7","4.42","0.08","1.0453499555588","0.0500503","","","1.06","0.138061","14,54,55","found in faint-star QLP search; TFOP SB1/APC","2021-06-23","2024-09-06","2024-09-07"
+"390988385","3505.01","","3","4","3","3","4","4","4","21.5","86.9","43.44","7","5","3","PC","PC","10.9372","0.007","1","qlp-s54-tois","FAINT","297.043476","18.698914","2","1.3","1.7","1.3","2459793.534385","0.0020787","2.9151556","0.0000117","2.004","0.21","3.164098","0.213114","2910","196.266","7.4578","","504.746","","19","373.477","","6220","","","","1.34","","","","","","14,41,54","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"102159710","3506.01","","3","4","3","3","2","4","4","24.1","69.7","100.27","1","0","2","PC","PC","12.8624","0.006","1","spoc-s14-s55-b0A-PC","FAINT","299.224223","31.42271","-3.317","0.026","-13.306","0.032","2460313.531349","0.002962765","4.496138682788","0.00057519437","3.5068675129303","0.29254857","11.753875","0.789206","10767.331367807","726.6213","12.798818253715","1.1429387","426.77392589814","1159.2289516365","12.895451","528.922","5.0785","5554","141.2","4.28","0.08","1.1846599578857","0.0600377","","","0.978","0.127123","14,41,54,55,74","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"86451883","3507.01","","5","5","5","5","5","5","5","31","85.4","54.02","0","0","0","PC","FP","13.3911","0.006","1","qlp-s14-faintsearch","FAINT","298.561279","32.425717","-1.004","0.029","-23.111","0.032","2458708.663596","0.0080666","1.7561019","0.001041","2.858","0.536","12.020249","0.052415","11010","48.2745","8.43478","","1012.39","1571","9","378.906","2.7575","4896","122","4.52","","0.81","","","","0.801","","14","low SNR; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"278968371","3508.01","","5","5","5","5","5","5","5","54.7","109.2","122.53","0","0","0","PC","FP","12.4162","0.032","1","qlp-s14-faintsearch","FAINT","290.079022","21.371475","-5.342","0.033","-1.476","0.041","2458707.691822","0.0041384","1.2997811","0.0003363","2.35","0.272","7.779964","0.012731","7140","11.7254","13.6803","0.895715","3036.53","2068","17","535.034","8.240501","6053","247.7","4.08","0.09","1.61","0.08","","","1.13","0.189611","14","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"244912396","3509.01","","3","4","3","3","1","4","4","58.8","124.7","317","4","0","0","PC","PC","13.0815","0.007","1","qlp-s41-tois","FAINT","302.196738","25.453674","-3.948","2.103","-4.584","2.107","2459773.020297","0.003197034","5.1108509","0.0000214","4.36","0.171","17.40192","0.007288","15900","6.71208","","","249.397","1107","21","1017.59","","4916","101.1","","","","","","","","","14,41,54","found in faint-star QLP search; no stellar parameters","2021-06-23","2024-08-22","2024-08-22"
+"57753734","3510.01","","3","4","4","3","4","4","4","40.3","104.4","115.53","3","1","4","PC","PC","12.7595","0.006","1","qlp-s41-tois","FAINT","296.354017","30.779967","9.725","0.026","-1.234","0.026","2459772.035438","0.002093013","2.8724894","0.0000109","2.772","0.165","14.735264","0.009605","13480","8.84634","13.1718","0.741802","614.779","1387","26","518.905","4.477","5752","183.6","4.37","0.08","1.1","0.05","","","1.029","0.13242","14,41,54","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"416368336","3511.01","","3","5","5","3","1","4","4","66.5","116","102.21","7","0","0","PC","APC","13.4539","0.01","1","qlp-s54-tois","FAINT","287.275134","28.362632","-21.586","0.028","-7.008","0.033","2459794.669721","0.0012158","1.0848133","0.0000024","1.074","0.118","15.439859","1.111798","14120","1023.48","12.3151","","289.23","1148","14","427.611","3.8865","4670","122","4.32","","0.99","","","","0.74","","14,40,54","found in faint-star QLP search; slightly v-shaped","2021-06-23","2024-08-22","2024-08-22"
+"40779013","3512.01","","5","5","5","5","5","5","5","72.3","86.4","317","1","4","1","PC","FP","11.8744","0.006","1","qlp-s14-faintsearch","FAINT","293.480154","34.573742","","","","","2458708.891857","0.0021615","1.7113115","0.0002522","1.562","0.339","10.736555","0.024791","9840","22.8329","","","1522.7","1740","19","611.126","","6845.2","270.1","","","","","","","","","14","some odd-even; V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"244487927","3513.01","","3","4","3","3","3","4","4","27.7","33.1","317","2","0","1","PC","PC","12.5001","0.006","1","qlp-s41-tois","FAINT","301.224694","25.009637","9.166","2.099","-26.299","2.168","2459772.815413","0.0028512483","2.9817237","0.0000158","2.919","0.258","5.409563","0.006656","4970","6.13021","15.4413","1.05725","2338.63","1937","19","","","7717.5","20.6","","","2.14","0.12","0.154","0.019","","","14,41,54","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"1870990135","3514.01","","3","4","3","3","3","4","4","123","123.8","317","5","1","2","PC","PC","12.8953","0.006","1","qlp-s41-tois","FAINT","295.556776","32.614099","5.939","0.028","13.712","0.028","2459445.482548","0.000758","1.5039495","0.0000052","1.857","0.336","27.622098","0.782053","25120","720.038","17.3816","3.08744","1141.17","1619","33","413.169","2.803","5623","132.1","4.54","0.08","0.95","0.07","","","1","0.127789","14,40,41","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"198725468","3515.01","","3","4","3","3","2","4","4","25.8","76.8","77.06","3","2","2","PC","PC","12.1831","0.006","1","qlp-s40-tois","FAINT","284.513463","28.93787","0","4.3","-6.3","4.2","2459771.614539","0.0020685424","3.0415724","0.000011","3.602","0.153","6.63235","0.002244","6090","2.06687","10.3727","","1021.58","","32","508.733","","5814.1","","","","1.3","","0.267","0.018","","","14,40,53,54","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-24"
+"30254887","3516.01","","3","4","3","3","4","4","4","135","170","317","2","4","3","PC","PC","11.2292","0.01","1","qlp-s54-tois","FAINT","288.973752","30.609158","-1.072","0.034","-5.028","0.04","2459794.639759","0.0014065","2.501531","0.0000073","1.887","0.139","3.240324","8.686858","2980","7968.97","20.1829","15.5508","2388.65","1947","25","378.28","3.3685","5823","130.4","4.06","0.08","1.58","0.08","","","1.05","0.136074","14,40,41,54","found in faint-star QLP search; v-shaped; large","2021-06-23","2024-08-22","2024-08-22"
+"123007594","3517.01","","3","4","4","3","2","4","4","25.8","67.2","121.54","2","1","1","PC","PC","13.4486","0.007","1","qlp-s41-tois","FAINT","278.705159","44.758806","-14.434","0.025","-21.917","0.029","2459772.477975","0.0022151212","3.3687307","0.0000111","2.645","0.168","14.504169","0.008748","13270","8.05674","13.6378","","403.813","1248","28","775.36","8.4035","5727","122","4.3","","1.18","","","","1.02","","14,41,53,54","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"1712954983","3518.01","","3","4","4","3","1","4","4","","","317","3","0","0","PC","PC","13.3015","0.01","1","qlp-s14-faintsearch","FAINT","288.773993","30.785472","-7.909","0.763","18.966","0.9","2458710.180785","0.0056037","2.9661661","0.0010404","2.068","0.299","21.037787","0.044989","19190","41.4358","16.476","0.849796","263.25","1122","10","7470.05","2918.86","5436","32.5","","","1.17","0.01","","","","","14","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"417129824","3519.01","","3","4","3","3","3","4","4","29.9","73","117.17","1","4","2","PC","PC","12.0676","0.007","1","qlp-s55-tois","FAINT","308.077998","21.34507","2.567","0.052","-5.556","0.055","2459818.762814","0.0013497","3.500869","0.0000073","3.84","0.166","6.785295","0.209175","6230","192.639","13.3258","2.6709","913.394","1531","39","618.938","13.2435","5870","126.7","4.01","0.08","1.69","0.09","","","1.06","0.131351","14,41,55","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"120101789","3520.01","","3","4","3","3","2","4","4","22.7","54.7","123.29","3","0","1","PC","PC","13.3539","0.007","1","qlp-s41-tois","FAINT","284.083969","38.584869","5.765","0.028","9.5","0.028","2459744.308684","0.0024543034","3.0086349","0.0000146","3.034","0.23","9.301055","0.007323","8530","6.74479","13.7329","","831.069","1495","24","966.909","14.4815","5984","122","4.15","","1.46","","","","1.1","","14,40,41,53,54","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-24"
+"429036977","3521.01","","3","4","4","3","2","4","4","","","317","6","0","1","PC","PC","12.561","0.019","1","qlp-s55-tois","FAINT","316.939742","31.780951","0.118","2.202","2.633","2.202","2459819.572515","3.3053443","3.0002348","0.006387","0.496","1.023","9.72822","1.721289","8920","1584.11","","","39.1931","697","19","761.867","","5757.3","175.1","","","","","","","","","15,55","V-shaped; found in faint-star QLP search; high RUWE (~34) in Gaia DR3; no stellar parameters","2021-06-23","2024-08-22","2024-08-22"
+"106224627","3522.01","","3","4","3","3","2","4","4","28.6","100.5","75.5","3","0","2","PC","PC","12.9096","0.006","1","qlp-s55-tois","FAINT","301.079595","34.398801","-5.288","0.023","-6.038","0.026","2459820.543866","0.0019475","3.3412415","0.0000083","1.938","0.166","13.503323","0.869668","12360","800.673","10.2542","2.86905","161.632","993","22","383.487","2.361","5285","149.4","4.48","0.09","0.9","0.05","","","0.907","0.119294","14,15,41,55","found in faint-star QLP search; ~1 sigma odd-even in spoc-s55-b0A","2021-06-23","2024-08-22","2024-08-22"
+"417047499","3523.01","","3","4","4","3","4","4","4","61.5","73.8","317","6","4","4","PC","PC","12.1042","0.022","1","qlp-s41-tois","FAINT","304.283458","42.906534","0.661","0.09","-11.592","0.094","2459444.920543","0.0007293","2.304583","0.0000034","3.457","0.075","11.789731","0.001227","10800","1.13023","16.9661","0.97774","2500.98","1970","59","645.294","24.1695","6562","180.9","4.18","0.1","1.58","0.09","","","1.36","0.23958","14,15,41","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"106224626","3524.01","","5","5","5","5","5","5","5","46.6","152.2","119.59","0","0","0","PC","FP","13.4979","0.006","1","qlp-s15-faintsearch","FAINT","301.078777","34.398008","-5.199","0.028","-5.857","0.032","2458731.298955","0.0034507","3.3418892","0.0004222","2.084","0.209","27.332571","0.045329","24860","41.749","13.4003","","123.578","928","15","380.532","2.779","4874","122","4.53","","0.8","","","","0.795","","14,15","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"373576942","3525.01","","5","5","5","5","5","5","5","53.7","47.5","317","1","0","0","PC","FP","12.8424","0.009","1","qlp-s15-faintsearch","FAINT","320.427977","37.822833","-4.599","0.023","-11.514","0.026","2458731.568477","0.0043856","0.8912218","0.0003058","1.846","0.309","9.991173","0.026276","9160","24.2008","15.1782","1.1299","4445.59","2274","16","891.899","12.153","6245","136.1","4.12","0.09","1.59","0.08","","","1.21","0.173465","15","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"89876424","3526.01","","5","5","5","5","5","5","5","41.4","45.4","317","0","0","0","PC","FP","13.3403","0.013","1","qlp-s15-faintsearch","FAINT","301.520846","34.315352","-1.741","0.032","-5.531","0.031","2458733.088312","0.0069156","1.5380702","0.0003362","2.226","0.32","9.563906","0.02663","8770","24.5268","18.9812","","1996.94","1862","11","1277.4","30.515","6125","122","3.87","","2.06","","","","1.16","","14,15","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"355748785","3527.01","","3","4","3","3","3","4","4","136.6","241.4","317","4","1","2","PC","PC","12.5298","0.015","1","spoc-s14-s55-b0A-PC","FAINT","300.263522","40.577175","-0.86","0.032","-5.666","0.034","2459770.662859","0.0021297853","1.7551150180794","0.000113796","2.3819546790857","0.15112597","8.444133","0.43389","7747.1683435437","399.54776","33.149374534058","33.721294","7316.7400882822","2358.8436544523","21.061407","974.576","19.939","5889","153.7","3.71","0.08","2.4012699127197","0.124875","","","1.07","0.135853","14,15,41,54,55","found in faint-star QLP search; possibly too large; v-shaped","2021-06-23","2024-09-06","2024-09-07"
+"67247610","3528.01","","5","5","5","5","5","5","5","","","317","4","0","2","EB","FP","13.134","0.017","1","spoc-s75-b0A","FAINT","311.862231","37.117833","","","","","2460340.791704","0.0024432575","1.9740613577238","0.00030612832","2.1627229183782","0.13185047","21.493164","1.424984","19601.282964585","1311.5981","","","1053.2751311188","1452.9285260671","13.543823","","","3633.7","351.2","","","","","","","","","15,55,75","V-shaped; found in faint-star QLP search","2021-06-23","2024-09-06","2024-09-06"
+"326203952","3529.01","","3","4","3","3","4","4","4","40.9","101","126.37","3","0","5","PC","PC","12.8771","0.006","1","qlp-s56-tois","FAINT","328.059766","27.60727","5.966","1.006","3.871","0.943","2459851.01373","0.000901","2.5850398","0.0000032","2.39","0.126","14.185118","0.441829","12980","406.857","14.2221","0.361035","568.458","1360","38","603.925","","5770","52.6","","","1.2","0.02","","","","","15,56","found in faint-star QLP search; possible synchronization; no stellar radius in spoc-s56-b0A","2021-06-23","2024-08-22","2024-08-22"
+"64214215","3530.01","","3","5","5","3","2","4","4","","","22.57","0","1","1","PC","APC","11.4204","0.047","1","qlp-s55-tois","FAINT","309.083635","38.916455","-0.582","0.048","-2.352","0.047","2459823.602847","0.0015754","1.3570332","0.0000031","1.161","0.141","2.336846","0.172869","2150","159.206","","","13694.3","3013","23","897.453","24.624","12679","131","","","","","","","","","14,15,41,55","found in faint-star QLP search; TFOP RR/APC; possible composite spectrum","2021-06-23","2024-08-22","2024-08-22"
+"316038054","3531.01","","3","5","5","3","1","4","4","97.8","146.6","317","0","0","0","PC","APC","10.711","0.006","1","spoc-s14-s60-b0A-APC","FAINT","321.377492","55.722936","-17.395","0.1","-15.802","0.065","2459825.332652","0.00033571172","3.8099857623956","0.00004257715","4.3118658000491","0.024513049","14.288389","0.077925","13073.877059814","71.76896","18.605474614598","0.84362674","1563.2751450269","1603.7202214953","157.57878","360.072","6.0195","6674","343.5","4.19","0.1","1.5884200334549","0.0715879","","","1.41","0.256041","15,56,57","found in faint-star QLP search; large; multiple stars in pixel","2021-06-23","2024-09-08","2024-09-08"
+"42484503","3532.01","","3","4","4","3","2","4","4","","","90.1","2","0","1","PC","PC","12.5112","0.006","1","spoc-s14-s55-b0A","FAINT","302.324919","39.120541","5.119","2.106","3.157","2.108","2459770.134703","0.0013862168","2.4563455873874","0.00011156589","2.4372041483262","0.12699465","9.922856","0.392957","9097.6513646749","361.86145","","","786.991548853","1350.8659866078","20.637384","","","4908.5","42.5","","","","","","","","","14,15,54,55","found in faint-star QLP search; no stellar radius","2021-06-23","2024-09-06","2024-09-07"
+"313408643","3533.01","","3","4","3","3","2","4","4","","","71.6","2","1","1","PC","PC","11.9114","0.006","1","qlp-s55-tois","FAINT","308.562722","35.395056","","","","","2459823.894332","0.0009595","4.3167817","0.0000065","2.75","0.071","9.114908","0.24637","8360","226.889","","","192.446","1037","32","","","5276.4","145.8","","","","","","","","","14,15,41,55","found in faint-star QLP search; centroid near TIC 1965256662 with similar brightness (Tmag~11.968) in spoc-s55; multiple stars in pixel; no stellar radius","2021-06-23","2024-08-22","2024-08-22"
+"27916356","3534.01","TIC 27916356.01","3","5","5","3","5","4","5","33.9","82.8","121.31","0","15","2","KP","KP","12.6877","0.007","1","spoc-s14-s60-b0A-KP","FAINT","296.837248","48.239969","0.961","0.025","8.429","0.026","2459421.606981","0.0005330171","3.2346943965423","0.0000060127963","3.5710892980852","0.06467442","11.083728","0.144007","10156.561392831","132.62682","13.316002250676","0.66257846","843.71115062895","1374.5742272156","59.57358","587.039","5.0285","5613","107.7","4.2","0.08","1.3147399425507","0.059593","0.27","0.1","0.99","0.131661","14,15,41,54,55,56","Kepler-6 b; found in faint-star QLP search","2021-06-23","2024-09-06","2024-09-06"
+"304514922","3535.01","","3","4","3","3","1","4","4","60.9","69.8","317","3","0","0","PC","PC","13.4268","0.015","1","qlp-s55-tois","FAINT","315.638041","41.923195","3.343","2.209","4.074","2.209","2459820.907597","0.0020177","1.9115371","0.0000064","2.647","0.215","12.42652","0.755402","11380","695.509","","","","","21","748.729","","","","","","","","","","","","15,55","found in faint-star QLP search; no stellar radius","2021-06-23","2024-08-22","2024-08-22"
+"27844066","3536.01","","5","5","5","5","5","5","5","58","70.6","317","1","0","0","PC","FP","12.5299","0.006","1","qlp-s15-faintsearch","FAINT","296.414319","51.161973","-8.265","2.085","-5.897","2.085","2458732.821053","0.0015932","1.8532983","0.0000998","1.197","0.21","11.778755","0.021269","10790","19.5896","","","480.295","1304","18","777.748","","6292.8","284","","","","","","","","","14,15","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"294599100","3537.01","","5","5","5","5","5","5","5","42.8","54.5","317","1","0","0","EB","FP","12.6275","0.006","1","qlp-s41-tois","FAINT","302.284347","49.154874","18.728","0.029","-12.158","0.029","2459440.870522","0.0014025","5.6133922","0.0000157","1.424","0.38","17.346758","0.558152","15850","513.945","15.2695","2.76607","91.3894","861","27","449.327","3.0325","5848","234.5","4.41","0.09","1.07","0.05","","","1.056","0.146743","14,15,41","V-shaped; found in faint-star QLP search; strong odd/even depth difference in the V-shaped event in qlp-s41-tois","2021-06-23","2024-08-22","2024-08-22"
+"27459498","3538.01","","3","4","3","3","1","4","4","16.6","22.3","317","3","0","0","PC","PC","13.0197","0.007","1","qlp-s56-tois","FAINT","295.328172","48.162655","-2.654","0.026","-12.971","0.027","2459845.016892","0.0018184","7.3105415","0.0000252","3.1","0.586","9.75013","0.547069","8940","503.742","15.0553","","216.462","1068","28","999.475","14.733","6353","122","4.14","","1.58","","","","1.26","","14,15,40,41,54,55,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"294594423","3539.01","","3","4","3","3","1","4","4","24.8","80.1","131.37","2","0","0","PC","PC","13.1383","0.017","1","qlp-s41-tois","FAINT","302.078689","48.198605","-10.675","0.032","-6.284","0.039","2459801.238913","0.0016711627","6.0978165","0.0000173","3.402","0.189","16.65195","0.005962","15220","5.49127","14.2859","","283.742","1143","33","649.212","7.8915","6255","122","4.44","","1.11","","","","1.22","","14,15,41,54,55","found in faint-star QLP search; weak odd-even","2021-06-23","2024-08-22","2024-08-22"
+"17865622","3540.01","","3","5","5","3","4","4","4","76.1","212.5","100.58","2","10","5","CP","CP","10.9541","0.007","1","spoc-s56-b0A","FAINT","328.911371","28.1795","8.41","0.861","2.65","0.859","2459826.736428","0.00060953526","3.1198403898987","0.00012818676","1.7646722903353","0.03779436","8.739208","0.307411","8016.8009530553","283.0963","12.175799974975","1.3005697","728.1777182852","1324.8877847635","52.71582","","","6011.2","41.8","","","1.1347600221634","0.105497","0.201","0.04","","","15,56","TOI-3540 A b; found in faint-star QLP search","2021-06-23","2024-09-06","2024-09-06"
+"291147951","3541.01","","5","5","5","5","5","5","5","96.8","157.2","317","1","0","0","PC","FP","13.3888","0.006","1","qlp-s41-tois","FAINT","310.121327","25.336895","-5.184","0.035","-12.058","0.034","2459444.951847","0.0029031","2.5313956","0.0000136","3.128","0.208","10.517272","3.991687","9640","3669.73","23.2858","","3659.88","2166","20","721.677","12.8675","5854","122","4.36","","1.13","","","","1.057","","14,15,41","found in faint-star QLP search; possible centroid offset in qlp-s41-tois","2021-06-23","2024-08-22","2024-08-22"
+"16187321","3542.01","","5","5","5","5","5","5","5","40.3","116.5","129.18","1","7","0","PC","FP","11.7211","0.022","1","qlp-s55-tois","FAINT","307.376941","36.970694","-11.357","0.036","-23.555","0.038","2459813.403681","0.0007292","4.2021893","0.0000044","2.742","0.076","10.155552","0.21087","9310","194.2","14.1363","2.25235","523.564","1332","69","503.905","6.1525","6702","194","4.29","0.09","1.42","0.06","","","1.42","0.232747","14,15,41,55","found in faint-star QLP search; TFOP SB1/APC","2021-06-23","2024-08-22","2024-08-27"
+"275887811","3543.01","","3","4","3","3","3","4","4","59.4","120","317","3","1","2","PC","PC","11.9344","0.006","1","qlp-s55-tois","FAINT","305.141062","42.89367","-3.339","0.907","-6.856","0.85","2459815.576298","0.0011353","6.481666","0.0000105","3.35","0.421","13.107639","0.775351","12000","713.87","22.7901","","1063.58","","41","755.648","","7849","","","","1.99","","","","","","14,15,41,55","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"15460993","3544.01","","3","4","4","3","4","4","4","52.6","121.9","126.02","4","0","3","PC","PC","12.5531","0.006","1","qlp-s55-tois","FAINT","323.205605","26.846137","-5.87","1.106","-5.367","1.031","2459821.701525","0.0009159","2.2020405","0.0000029","1.675","0.272","12.009271","0.860615","11000","792.342","","","317.569","1176","40","496.773","","5276.4","87.7","","","","","","","","","15,55","V-shaped; found in faint-star QLP search; no stellar radius","2021-06-23","2024-08-22","2024-08-22"
+"274641986","3545.01","","3","4","3","3","1","4","4","104.1","161.1","317","6","5","0","PC","PC","11.5954","0.017","1","spoc-s14-s55-b0A-PC","FAINT","301.314408","37.349804","7.384","0.045","2.215","0.051","2459772.933012","0.00075873244","3.1872086293209","0.00007624064","3.4290537183715","0.049486406","17.053027","0.214752","15583.715525256","197.77478","21.205831100819","0.95399356","2037.6641193349","1713.5741384981","75.66816","567.193","8.5985","6578","161.6","4.14","0.09","1.6415699720383","0.071583","","","1.37","0.23143","14,15,41,54,55","found in faint-star QLP search; multiple stars in pixel","2021-06-23","2024-09-08","2024-09-08"
+"13424053","3546.01","","3","4","3","3","2","4","4","16.6","62.2","67.88","1","2","1","PC","PC","12.1833","0.014","1","qlp-s41-tois","FAINT","305.517342","41.255055","3.976","0.049","-0.278","0.05","2459437.706427","0.0031352","5.2019364","0.0000289","2.994","0.3","6.348366","0.006163","5830","5.67601","9.64178","0.572269","312.039","1170","20","500.216","7.4645","6111","144.1","4.29","0.08","1.27","0.06","","","1.15","0.16073","14,15,41","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"274075364","3547.01","","3","4","3","3","1","4","4","38.9","43","317","4","0","0","PC","PC","13.3673","0.011","1","qlp-s55-tois","FAINT","304.765094","39.595575","-7.194","0.031","3.269","0.036","2459817.867916","0.0016276","4.1632657","0.0000097","1.874","0.144","18.064089","0.956862","16500","880.914","17.3522","","85.347","846","28","644.514","9.4815","5145","122","4.12","","1.34","","","","0.87","","14,15,41,55","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"271167979","3548.01","","5","5","5","5","5","5","5","330.7","218","317","2","0","0","PC","FP","13.0744","0.007","1","qlp-s15-faintsearch","FAINT","294.557985","47.783127","11.27","0.027","20.887","0.028","2458733.079623","0.0010169","0.3093954","0.0000104","0.442","0.083","8.370639","4.391945","7680","4036.96","15.7244","","1703.73","1789","28","287.244","1.251","4769","122","4.59","","0.73","","","","0.77","","14,15","ultra-short orbital period; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"269269740","3549.01","","3","4","3","3","2","4","4","39.2","39.9","317","0","0","1","PC","PC","12.5769","0.013","1","qlp-s41-tois","FAINT","299.872379","45.499591","-5.78","0.041","-1.515","0.043","2459770.360298","0.003840994","1.8639309","0.0000139","3.297","0.245","3.95929","0.921895","3640","848.736","14.7339","5.0846","19428.3","3289","24","769.611","14.0855","6527.4","135.7","4.18","0.09","1.57","0.09","0.097","0.013","1.34","0.213482","14,15,41,54","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"248058363","3550.01","","3","4","3","3","4","4","4","20.1","78.4","52.47","0","2","2","PC","PC","10.813","0.007","1","qlp-s56-tois","FAINT","325.383163","29.91356","-7.121","0.114","-7.345","0.101","2459851.638856","0.0011882","1.1239202","0.0000023","0.824","0.201","1.194967","0.150419","1100","138.531","8.30438","0.535139","1555.17","1749","15","632.507","18.0055","7786.1","105.8","4.08","0.08","2.06","0.08","-0.107","0.011","1.84","0.288338","15,56","found in faint-star QLP search; V-shaped; possible odd-even","2021-06-23","2024-08-22","2024-08-22"
+"247283596","3551.01","","3","4","3","3","3","4","4","24.3","61.1","111.03","2","2","1","PC","PC","11.6084","0.008","1","qlp-s55-tois","FAINT","314.510904","25.540404","-11.743","0.046","-14.022","0.04","2459818.96021","0.0015698","3.1940809","0.0000097","3.706","0.173","3.676004","0.127155","3380","117.107","12.9018","2.74154","1528.03","1741","32","680.464","15.1435","6417","126.9","3.85","0.09","2.24","0.11","","","1.29","0.206014","15,41,55","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"247283054","3552.01","","3","4","3","3","3","4","4","34.3","65.3","115.71","6","7","1","PC","PC","12.2196","0.01","1","qlp-s55-tois","FAINT","314.545327","25.898469","13.579","0.062","4.387","0.059","2459823.79589","0.0015344","0.9277787","0.0000022","0.997","0.166","3.283885","0.28393","3020","261.475","13.2413","4.36256","1195.25","1638","25","885.672","33.0135","6123","131.2","3.74","0.09","2.42","0.14","","","1.16","0.157546","15,41,55","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"239628993","3553.01","","3","4","4","3","4","4","4","54","152.8","95.67","6","19","3","PC","PC","11.0414","0.006","1","spoc-s56-b0A","FAINT","325.603811","29.869375","17.6","2.3","-12.6","2.2","2459825.770794","0.0008088062","1.9410634641013","0.00009892338","1.771526047413","0.04699417","5.275108","0.146552","4846.7705905076","134.97005","11.823122750621","0.22791897","2216.7805559045","1750.0498730963","29.990322","398.925","","6497.2","","","","1.463359951973","","-0.051","0.011","","","15,56","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"239585909","3554.01","","3","4","3","3","1","4","4","","","80.76","3","0","0","PC","PC","13.3219","0.006","1","qlp-s55-tois","FAINT","321.482979","34.424583","0.464","2.099","-1.585","2.099","2459822.431304","0.0029227","1.6127665","0.0000055","1.717","0.327","10.506309","24.996246","9630","22759.4","","","1829.12","1821","8","","","5359.2","192.4","","","","","","","","","15,55,56","found in faint-star QLP search; no stellar parameters","2021-06-23","2024-08-22","2024-08-22"
+"233415701","3555.01","","3","4","3","3","1","4","4","35.8","54.6","317","2","0","0","PC","PC","13.2883","0.006","1","qlp-s55-tois","FAINT","302.24715","56.508168","","","","","2459822.708049","0.0013144","5.271813","0.0000096","4.104","0.154","22.366975","0.762862","20390","702.375","10.3325","3.08475","435.707","1272","49","798.449","","5947.6","654.6","","","0.73","0.16","","","","","14,15,41,55","found in faint-star QLP search; no stellar parameters","2021-06-23","2024-08-22","2024-08-22"
+"230840853","3556.01","","3","5","5","3","1","4","4","40.5","55.8","317","4","0","0","PC","APC","12.7054","0.008","1","qlp-s55-tois","FAINT","312.536937","29.983516","-1.118","0.025","-0.454","0.028","2459823.668611","0.0013482","4.118418","0.0000093","2.232","0.238","14.361134","0.80876","13140","744.618","17.7065","4.58102","320.761","1178","37","795.26","11.066","6374","131.8","4.19","0.08","1.5","0.07","","","1.27","0.193409","15,41,55","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"271042173","3557.01","","5","5","5","5","5","5","5","41","31.4","317","0","0","0","EB","FP","11.857","0.018","1","qlp-s15-faintsearch","FAINT","294.487932","46.002151","-17.71","1.072","-20.804","1.072","2458733.141437","0.0025961","0.476873","0.0000442","1.135","0.229","2.097496","0.008386","1930","7.72333","16.2032","3.79009","5402.97","2388","21","447.387","","5877","697","","","3.57","0.8","-0.382371","0.00707926","","","14,15","known FP from Kepler (KOI 6204.01)","2021-06-23","2024-08-22","2024-08-22"
+"195750008","3558.01","","3","4","3","3","1","4","4","28.2","68.4","114.08","4","1","0","PC","PC","13.2016","0.01","1","qlp-s55-tois","FAINT","314.577184","36.440693","6.816","0.03","-6.981","0.028","2459820.541191","0.0031686","2.5650361","0.0000155","2.273","0.494","10.024047","1.024515","9190","943.168","13.0681","","717.151","1441","15","772.831","11.622","5866","122","4.21","","1.34","","","","1.06","","15,41,55","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"184468386","3559.01","","3","4","4","3","4","4","4","48.3","87","317","4","2","3","PC","PC","11.5948","0.016","1","spoc-s14-s55-b0A-PC","FAINT","296.381383","39.959925","0.331","0.044","0.076","0.045","2459770.25382","0.0012879913","2.5402287108904","0.0000051571938","2.3204774837157","0.032833926","9.019428","0.157678","8272.7904433148","145.21654","16.391719587554","0.57539225","7355.905860448","1939","58.82836","813.322","17.3685","9339","256.5","4.41","0.07","1.5967999696732","0.0536608","","","2.37","0.323462","14,15,41,54,55","found in faint-star QLP search; potential other transit-like events in lightcurve (~1712 and 1728 TBJD)","2021-06-23","2024-09-06","2024-09-07"
+"184295571","3560.01","","3","4","3","3","2","4","4","52.3","163.6","73.51","1","4","2","PC","PC","10.7978","0.006","1","qlp-s41-tois","FAINT","296.063483","40.30857","6.406","0.045","1.632","0.058","2459771.820972","0.0034632557","1.9804293","0.0000091","2.802","0.206","1.988717","0.786197","1830","723.852","10.1264","3.84238","15472.4","3107","17","297.852","2.6245","6381","130.2","4.32","0.09","1.29","0.06","","","1.275","0.195214","14,15,41,54","found in faint-star QLP search; two stars in pixel; v-shaped","2021-06-23","2024-08-22","2024-08-22"
+"172754786","3561.01","","5","5","5","5","5","5","5","40.9","83.9","317","1","0","0","EB","FP","12.8903","0.012","1","qlp-s41-tois","FAINT","299.809982","38.393653","-3.035","0.027","-7.855","0.028","2459771.049138","0.005140771","4.1273472","0.0000234","2.74","0.389","20.650414","0.043973","18840","40.4997","20.1447","1.21618","1041.76","1582","20","1067.6","19.185","7795","149.9","4.39","0.08","1.44","0.05","","","1.85","0.286988","14,15,41,54","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"193708920","3562.01","","5","5","5","5","5","5","5","35.8","140.8","39.45","0","0","0","PC","FP","11.9635","0.006","1","qlp-s15-faintsearch","FAINT","306.256232","46.923098","14.763","0.048","42.064","0.042","2458732.453924","0.0064229","1.3298469","0.0003009","3.007","0.139","2.38037","0.867118","2190","798.326","6.98364","2.55227","32313","3735","18","289.309","2.213","5791.1","52.5","4.69","0.09","0.81","0.04","","","1.177","0.171211","14,15","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"169461816","3563.01","","3","5","5","3","5","4","5","22.7","42.2","317","0","9","5","KP","KP","10.931","0.006","1","spoc-s14-s55-b0A-KP","FAINT","297.45374","41.011019","3.041","0.047","2.598","0.042","2459800.506508","0.0014357478","17.855232163638","0.000034286568","7.5258229708258","0.11007359","9.631459","0.179826","8831.671174385","165.61226","14.597675311923","0.68686056","183.21364269537","938.33777872969","42.920555","399.398","4.3495","6779.2","106.3","4.25","0.09","1.4911400079727","0.0669849","0.0814669","0.00885691","1.454","0.245892","14,15,54,55","found in faint-star QLP search; Kepler-448 b","2021-06-23","2024-09-08","2024-09-08"
+"193482096","3564.01","","3","4","3","3","1","4","4","56.7","98.4","317","5","3","0","PC","PC","12.2617","0.043","1","spoc-s14-s60-b0A-PC","FAINT","305.940369","46.103142","0.446","0.045","1.275","0.046","2459820.105064","0.0007903","4.0875563423058","0.00009474743","4.5504930123763","0.0508558","17.139992","0.171989","15662.562322157","158.39491","19.993264185002","0.8395072","1655.4640287836","1626.8581476453","99.67929","737.575","14.6115","6454","225.6","4.26","0.09","1.55157995224","0.0637588","","","1.6","0.280124","14,15,41,55,56","found in faint-star QLP search; possibly too large for insolation","2021-06-23","2024-09-06","2024-09-07"
+"1965256662","3565.01","","5","5","5","5","5","5","5","56.7","144.7","111.34","0","0","0","O","FP","11.9683","0.008","1","qlp-s15-faintsearch","FAINT","308.561885","35.395204","-7.377","0.038","-13.809","0.041","2458727.428216","0.0015976","4.3170598","0.0002595","2.879","0.148","11.175254","0.005188","10240","4.77829","12.9424","0.684476","361.994","1215","17","440.708","5.2035","6017","147.1","4.29","0.08","1.25","0.06","","","1.113","0.145373","14,15","found in faint-star QLP search; double alert with TIC 313408643/TOI 3533; this one retired as TFOP FP","2021-06-23","2024-08-22","2024-08-22"
+"169187982","3566.01","","5","5","5","5","5","5","5","109.5","189.4","317","2","0","0","EB","FP","13.33","0.011","1","qlp-s41-tois","FAINT","297.295912","38.857228","-1.541","0.026","-2.519","0.029","2459446.399559","0.0013382","1.764534","0.0000048","2.187","0.182","29.851811","2.132089","27120","1961.8","23.84","","3379","2124","43","845.721","10.8265","6479","122","4.4","","1.2","","","","1.32","","14,15,41","found in faint-star QLP search; retired as NEB by TFOP","2021-06-23","2024-08-22","2024-08-22"
+"452658846","3567.01","","3","4","3","3","1","4","4","48.3","115.5","108.48","3","0","0","PC","PC","12.8649","0.009","1","qlp-s55-tois","FAINT","318.104487","29.844788","-15.504","0.093","-10.678","0.092","2459816.833156","0.0009185","1.9990323","0.0000025","1.19","0.157","13.536303","0.881484","12390","811.547","12.7486","3.42818","241.443","1098","29","516.364","16.18","5675","129.4","4.38","0.08","1.07","0.06","","","1.01","0.128087","15,55","found in faint-star QLP search; slightly v-shaped","2021-06-23","2024-08-22","2024-08-22"
+"160390955","3568.01","","3","5","5","3","4","4","4","16.4","78.3","33.72","5","3","5","PC","CP","12.0729","0.006","1","spoc-s14-s60-b0A-PC","QLP","322.602368","34.739581","26.349","0.034","-7.721","0.049","2459799.383297","0.0014936574","4.4178042388848","0.00019706432","2.588143395817","0.13879806","7.397475","0.254778","6790.1682056194","234.63203","6.4020317000258","0.7326464","130.14813539823","861.44833746632","24.302551","197.906","1.2975","4864","135.9","4.55","0.09","0.78579902648926","0.0516809","","","0.792","0.0942297","15,55,56","found in faint-star QLP search","2021-06-23","2023-05-19","2024-09-07"
+"436314778","3569.01","","3","4","4","3","4","4","4","63.1","72.6","317","4","4","3","PC","PC","11.0161","0.006","1","qlp-s55-tois","FAINT","307.013306","26.401654","9.5","2","-11.2","2.1","2459823.59407","0.0005374","4.5956692","0.0000039","3.424","0.112","12.843929","0.311644","11760","286.994","14.2314","","485.021","","101","284.927","","6157","","","","1.3","","","","","","14,15,41,55","found in faint-star QLP search; multiple stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"136122328","3570.01","","3","4","4","3","1","4","4","27.4","110.2","113.72","8","0","0","PC","PC","13.1749","0.04","1","qlp-s55-tois","FAINT","305.46164","34.126027","2.203","0.031","-3.647","0.037","2459823.35262","0.0016471","2.1083693","0.0000055","2.974","0.124","10.089797","0.364891","9250","336.021","13.1161","","17992.5","3226","27","991.273","20.5795","10984","130","4.64","","1.35","","","","2.86","","14,15,41,55","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-23"
+"2010186093","3571.01","","3","4","3","3","1","4","4","52.1","72.5","317","5","1","0","PC","PC","11.5752","0.034","1","qlp-s56-tois","FAINT","328.455439","47.392259","-10.736","0.046","-8.709","0.046","2459847.742507","0.0006911","3.007925","0.000003","3.032","0.138","8.458173","0.211657","7760","194.924","15.3022","1.27075","1401.91","1704","43","654.254","12.4675","7457","287","4.14","0.09","1.68","0.14","","","1.71","0.307413","16,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"1976308113","3572.01","","5","5","5","5","5","5","5","","","317","0","0","0","PC","FP","13.0852","0.6","1","qlp-s16-faintsearch","FAINT","314.895323","52.396406","17.437","0.057","8.666","0.036","2458761.60297","0.0012315","2.7568649","0.0001438","2.312","0.112","20.141504","0.009852","18380","9.07367","","","","","45","425.989","4.317","","","","","","","","","","","15,16","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"407905370","3573.01","","1","4","1","3","2","4","4","22.4","77.4","108.29","13","6","1","PC","PC","11.438","0.007","1","qlp-s16-faintsearch","FAINT","336.998619","38.28595","0.893","0.034","-9.378","0.045","2458747.792229","0.0020602","9.8170028","0.000614","3.341","1.099","7.09125","0.026202","6510","24.1325","12.7271","1.00248","196.707","1043","24","412.387","5.3875","5994.3","116.9","4.13","0.08","1.49","0.07","0.306","0.027","1.1","0.137442","16","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"407694390","3574.01","","3","4","3","3","3","4","4","","","82.6","2","1","2","PC","PC","13.2036","0.007","1","qlp-s56-tois","FAINT","326.599217","41.681578","-8.718","2.165","-22.06","2.165","2459850.561122","0.0025381","3.6691817","0.0000117","2.112","0.31","10.791383","0.77524","9890","713.768","","","104.96","891","17","302.734","","4675.9","234.5","","","","","","","","","15,16,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"407658979","3575.01","","3","4","3","3","2","4","4","32.4","104.8","129.6","3","4","2","PC","PC","12.1357","0.018","1","qlp-s16-faintsearch","FAINT","326.473232","36.247629","11.995","0.123","-30.227","0.184","2459830.439116","0.0035407862","8.084554","0.0017143","1.991","0.362","6.730669","2.520714","6180","2318.97","14.1848","6.136","159.573","990","10","399.524","17.996","5739","160.2","4.33","0.09","1.15","0.07","","","1.03","0.131471","15,16,56","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"405897415","3576.01","","3","4","4","3","1","4","4","25.5","70","113.81","3","3","0","PC","PC","12.9084","0.007","1","qlp-s56-tois","FAINT","300.917036","52.080676","-1.221","0.032","25.518","0.034","2459845.232047","0.0009594","4.6387689","0.0000071","3.569","0.168","12.448485","0.329156","11400","303.118","13.0535","0.656212","340.838","1153.9361567678","56","582.817","5.3075","5543.7","113.4","4.27","0.08","1.2","0.06","0.004","0.038","0.98","0.125655","14,15,16,41,54,55,56","found in faint-star QLP search; multiple stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"396133015","3577.01","","3","4","4","3","2","4","4","15.6","57.4","57.28","2","12","1","PC","PC","11.3209","0.006","1","qlp-s56-tois","FAINT","327.095917","48.334399","5.058","0.056","-33.341","0.053","2459847.67339","0.0027794","5.2667367","0.0000214","2.788","0.375","3.164098","0.227575","2910","209.582","8.71675","0.563045","248.814","1106","16","420.999","6.2935","5938","145.3","4.06","0.08","1.6","0.08","","","1.084","0.139892","16,56","found in faint-star QLP search; slightly v-shaped","2021-06-23","2024-08-22","2024-08-22"
+"358186451","3578.01","","5","5","5","5","5","5","5","6.6","38.3","16.34","0","2","1","EB","FP","10.9683","0.006","1","qlp-s16-faintsearch","FAINT","317.124796","49.112843","-1.389","0.048","-17.23","0.048","2459851.521255","0.0057143","1.3176767","0.0000089","1.692","0.452","0.575593","0.086812","530","79.9536","4.16809","0.392416","3463.78","2137","9","460.849","6.102","7176","503.1","4.16","0.1","1.73","0.07","","","1.604","0.316671","15,16,55,56","low SNR; found in faint-star QLP search; TFOP FP/NEB","2021-06-23","2024-08-22","2024-08-22"
+"316606244","3579.01","","5","5","5","5","5","5","5","","","7.52","2","0","0","PC","FP","10.9511","0.037","1","qlp-s16-faintsearch","FAINT","322.029218","56.823139","-2.689","0.122","-4.252","0.117","2458762.172026","0.0137756","3.310636","0.0014244","3.9","0.807","0.640773","0.002864","590","2.63784","","","126.954","935","10","4982.73","1564.38","3245","122","","","","","","","","","15,16","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"305478010","3580.01","","5","5","5","5","5","5","5","38.2","132.4","61.78","0","0","0","PC","FP","13.2966","0.007","1","qlp-s16-faintsearch","FAINT","330.271302","38.530284","132.913","0.026","85.071","0.038","2458762.231266","0.0016564","3.121339","0.0001901","4.331","0.173","28.937075","0.007128","26300","6.56512","9.21314","0.317389","235.634","1091","38","153.214","0.5745","3858","157","4.69","0.01","0.56","0.02","","","0.5503","0.0203789","15,16","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"295413003","3581.01","","5","5","5","5","5","5","5","","","56.22","0","0","0","PC","FP","12.9875","0.006","1","qlp-s16-faintsearch","FAINT","303.369006","53.276849","-7.091","2.171","-8.315","2.171","2458757.57084","0.0046438","3.0373017","0.0003588","4.664","0.631","6.850849","0.624084","6290","574.637","","","3202.79","2095","21","","","4903","88.6","","","","","","","","","14,15,16","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"290308758","3582.01","","3","4","3","3","1","4","4","31","33.8","317","2","1","0","PC","PC","12.7937","0.006","1","qlp-s55-tois","FAINT","307.292565","50.076925","6.541","0.025","5.431","0.027","2459816.901929","0.0017478","4.4168832","0.0000107","3.659","0.196","12.283759","0.454204","11250","418.25","14.9431","3.25702","495.827","1314","42","624.477","5.2525","5847","145.1","4.16","0.08","1.42","0.07","","","1.055","0.138622","14,15,16,41,55","found in faint-star QLP search; multiple stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"289895191","3583.01","","3","4","3","3","2","4","4","","","71.07","2","0","1","PC","PC","12.066","0.007","1","spoc-s14-s60-b0A-PC","FAINT","315.8822","48.687895","-4.513","2.324","1.772","2.324","2460369.887951","0.0031558436","5.2462501234691","0.00045076237","5.7026620379292","0.14147413","9.033579","0.27722","8285.7164802929","255.29626","","","286.12603058702","1048.9603973227","32.98919","","","3882","201","","","","","","","","","15,16,55,56,76","found in faint-star QLP search; no stellar radius; host is likely red giant due to Gaia plx + Teff / log g","2021-06-23","2024-09-06","2024-09-07"
+"289100911","3584.01","","3","4","4","3","2","4","4","55.8","141.8","108.58","5","0","1","PC","PC","12.4109","0.006","1","qlp-s56-tois","FAINT","314.895418","52.396108","18.217","2.155","-4.542","2.155","2459847.761197","0.0008755","2.7567478","0.0000029","2.167","0.159","10.68173","0.391406","9790","360.433","","","","","46","359.363","","","","","","","","","","","","15,16,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"287591638","3585.01","","3","4","3","3","2","4","4","14.4","76.7","19.44","4","31","2","PC","PC","11.2287","0.006","1","qlp-s56-tois","FAINT","326.807138","34.646627","-24.113","0.049","-21.769","0.059","2459851.89853","0.0012807","3.5410781","0.0000061","2.062","0.243","3.283885","0.141595","3020","130.405","4.63661","0.353564","112.33","906","32","130.802","0.6015","4652","119.7","4.48","0.09","0.82","0.06","","","0.74","0.0863743","15,16,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"286080865","3586.01","","3","4","4","3","1","4","4","26.6","133.9","109.44","5","0","0","PC","PC","12.3944","0.006","1","qlp-s55-tois","FAINT","310.219074","50.922722","-7.465","0.058","15.318","0.061","2459810.521522","0.0008492","11.3201226","0.0000166","3.276","0.141","34.268993","1.156338","31070","1064.46","12.7584","2.80094","28.0204","640","76","232.183","1.764","4971","143","4.61","0.09","0.74","0.05","","","0.821","0.0967767","15,16,41,55,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"267373896","3587.01","","3","4","4","3","1","4","4","56.8","74","317","6","1","0","PC","PC","11.5199","0.006","1","qlp-s55-tois","FAINT","316.834683","49.431813","-9.754","1.412","-7.868","1.412","2459823.921779","0.0009679","4.1584817","0.0000054","3.796","0.116","8.337815","0.200842","7650","184.965","16.4644","","1630.09","","47","497.23","","7486","","","","1.87","","","","","","15,16,55,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"265242905","3588.01","","3","4","3","3","2","4","4","18.4","48.9","128.99","2","3","2","PC","PC","12.3142","0.011","1","qlp-s56-tois","FAINT","308.308351","50.926837","-0.977","0.048","-3.495","0.045","2459849.099143","0.0026836","3.7037478","0.0000133","4.403","0.848","4.580598","0.225367","4210","207.549","14.1169","0.833223","2328.97","1935","29","1023.15","28.674","6688","137.9","3.91","0.09","2.2","0.11","","","1.42","0.22706","15,16,41,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"260761464","3589.01","","3","4","4","3","3","4","4","82.6","148.7","317","4","2","4","PC","PC","11.528","0.016","1","qlp-s56-tois","FAINT","326.392082","39.495055","-0.024","0.035","-1.053","0.04","2459847.255364","0.0003525","3.0827487","0.0000014","3.763","0.051","16.133891","0.173422","14750","159.715","20.1593","0.951259","2957.04","2054","180","574.124","8.962","7658.5","148.8","4.28","0.09","1.61","0.08","0.176","0.011","1.79","0.292587","15,16,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"236638487","3590.01","","3","5","5","3","4","4","4","22.8","25.6","317","0","2","2","PC","APC","12.3705","0.007","1","qlp-s56-tois","FAINT","329.279291","31.452973","-9.4","0.098","-6.053","0.071","2459848.889625","0.0012345","4.4064273","0.0000074","1.422","0.324","5.747875","0.431031","5280","396.915","14.7596","1.05284","155.508","983","23","911.211","36.824","6592","121.6","4.04","0.1","1.86","0.11","","","1.37","0.236342","15,16,56","slightly V-shaped; found in faint-star QLP search; TFOP APC/SB1","2021-06-23","2024-08-22","2024-08-22"
+"190479710","3591.01","","3","4","3","3","3","4","4","13.5","40.4","115.23","0","0","2","PC","PC","12.8224","0.079","1","qlp-s56-tois","FAINT","325.190963","43.529775","-6.591","0.024","3.102","0.026","2459849.845852","0.0070639","8.4843917","0.0000645","4.224","2.395","6.129967","2.319839","5630","2134.37","13.159","3.12315","396.459","1243","13","597.467","6.025","5859.7","131.4","4.03","0.13","1.65","0.2","0.13","0.063","1.06","0.132615","15,16,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"162387333","3592.01","","3","4","3","3","2","4","4","7.1","23.6","54.82","0","0","2","PC","PC","12.231","0.207","1","qlp-s56-tois","FAINT","332.122967","33.349296","","","","","2459851.477825","0.0104756","5.5280331","0.0000576","5.153","1.355","2.010472","0.186782","1850","172.018","9.24388","0.604716","811.914","1487","8","465.275","","","","","","2.11","0.08","","","","","15,16,56","low SNR; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"162289289","3593.01","","3","4","4","3","2","4","4","57.5","169.5","93.81","6","4","1","PC","PC","11.488","0.006","1","spoc-s56-b0A","FAINT","331.506364","34.211658","0.241","0.045","-21.2","0.056","2459826.449559","0.0005990801","3.8212976752283","0.00015573023","2.4584304089237","0.046968658","14.876139","0.233053","13607.992755304","214.6267","11.686949085751","0.67433965","330.73000801704","1087.6474598675","56.215027","226.63","1.69","5342","129.4","4.41","0.08","0.99213701486588","0.0536683","","","0.923","0.113199","15,16,56","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"162179096","3594.01","","3","4","4","3","4","4","4","15.6","53.9","119","5","0","3","PC","PC","13.2319","0.007","1","qlp-s56-tois","FAINT","331.162387","32.537015","-2.34","0.029","-2.654","0.041","2459849.694456","0.0021944","9.3236885","0.0000235","2","0.213","13.910149","0.858946","12730","790.806","13.41","","26.3577","631","18","631.413","8.6205","5505","122","4.3","","1.15","","","","0.97","","15,16,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"440113053","3595.01","","3","5","5","3","5","4","5","65.9","158.8","98.34","1","14","0","KP","KP","12.8416","0.007","1","spoc-s57-b0A","FAINT","4.859275","44.027596","0.985","0.031","-8.866","0.017","2459854.762356","0.0004933231","1.8053759836795","0.000054447555","2.0790248697605","0.045972418","23.798083","0.366017","21680.372499772","337.05713","12.015776626638","0.80621356","535.34228515292","1226.8109302607","50.42036","329.036","2.867","5090","127.7","4.54","0.09","0.82053798437118","0.0519572","","","0.85","0.104342","17,57","found in faint-star QLP search; Qatar-4 b","2021-06-23","2024-09-06","2024-09-07"
+"352690548","3596.01","","3","4","4","3","2","4","4","15.8","64.7","64.69","3","0","1","PC","PC","12.8277","0.008","1","qlp-s57-tois","FAINT","356.128305","36.361717","9.433","0.03","-0.893","0.022","2459876.910435","0.0016011","4.9056578","0.0000142","3.172","0.374","10.336397","0.451123","9475","415.413","9.37482","0.500602","357.504","1211","24","527.73","7.1675","5989.7","100.6","4.47","0.08","1.01","0.05","-0.131","0.026","1.1","0.144856","17,57","found in faint-star QLP search; weak odd-even","2021-06-23","2024-08-22","2024-08-22"
+"267650535","3597.01","","3","5","5","3","5","4","5","58","182.2","91.87","0","1","0","KP","KP","11.9475","0.006","1","spoc-s57-b0A","FAINT","9.516583","34.711402","-26.775","0.056","-32.478","0.058","2459853.969135","0.0004159364","4.0088245035423","0.00009647902","2.7370959388561","0.036535446","23.57989","0.20411","21483.746224315","187.97467","11.544426196776","0.72864586","165.19006099972","914.35686084722","110.65019","202.078","1.461","5007","114.7","4.56","0.08","0.79569602012634","0.0489648","0.32","0.07","0.831","0.0975788","17,57","found in faint-star QLP search; HAT-P-19 b","2021-06-23","2024-09-08","2024-09-08"
+"352469839","3598.01","","3","4","3","3","1","4","4","51.8","76.1","317","5","0","0","PC","PC","12.9723","0.01","1","qlp-s55-tois","FAINT","306.049504","59.27843","8.084","0.039","2.077","0.035","2459822.38349","0.0010124","3.7026941","0.0000055","1.884","0.389","14.350133","3.477171","13130","3197.47","20","9.40308","540.162","1343","39","792.835","11.8745","6282","136.3","4.17","0.09","1.5","0.07","","","1.23","0.189433","16,17,41,55","found in faint-star QLP search; v-shaped; possibly too large","2021-06-23","2024-08-22","2024-08-22"
+"194461202","3599.01","","3","4","3","3","2","4","4","21.5","71.7","68.06","2","1","1","PC","PC","13.2597","0.007","1","qlp-s17-faintsearch","FAINT","4.094988","38.298531","22.135","0.038","-11.169","0.017","2458784.821961","0.0023175","3.2523102","0.0006564","2.711","0.267","12.459467","0.01155","11410","10.6376","9.6972","","382.391","1231","21","481.258","8.5095","5396.4","86","4.5","","0.9","","0.280127","0.0807998","0.94","","17","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"343726435","3600.01","","3","4","3","3","1","4","4","37.2","47","317","1","0","0","PC","PC","12.9025","0.015","1","qlp-s57-tois","FAINT","316.383909","56.504367","-2.244","0.034","-8.813","0.029","2459880.047725","0.0017565","5.016641","0.0000138","3.203","0.249","11.292636","0.449978","10347","414.359","17.7733","0.899605","489.828","1310","23","607.523","5.8605","6616","150.7","4.05","0.09","1.83","0.08","","","1.38","0.243511","15,16,17,56,57","found in faint-star QLP search; likely too large","2021-06-23","2024-08-22","2024-08-22"
+"191202679","3601.01","","3","4","3","3","2","4","4","18.6","58.7","88.31","1","14","2","PC","PC","12.4226","0.007","1","qlp-s57-tois","FAINT","8.701208","45.387414","-4.851","0.063","-6.624","0.069","2459879.372447","0.0013487","4.0517972","0.00001","2.84","0.249","6.813701","0.240389","6256","221.382","11.2646","0.704377","506.135","1321","24","694.069","28.8765","6284","126.6","4.2","0.09","1.45","0.08","","","1.23","0.184501","17,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"331146317","3602.01","TIC 331146317.01","3","4","4","3","1","4","4","73.7","83.8","317","4","4","0","PC","PC","11.7506","0.026","1","spoc-s14-s60-b0A-PC","FAINT","325.972143","54.574269","3.938","0.05","0.358","0.048","2459827.140919","0.00042371417","2.3874730724429","0.000029948598","2.805658807947","0.02773564","15.58627","0.130896","14252.936763921","120.55249","15.942733591127","0.6981905","1799.1007103425","1661.053491145","87.807755","432.426","5.1015","6566","199.1","4.36","0.09","1.2737900018692","0.0550553","","","1.36","0.227334","16,17,56,57","found in faint-star QLP search; CTOI from Olmschenk et al. (2021); two stars in pixel","2021-06-23","2024-09-08","2024-09-08"
+"13961554","3603.01","","3","4","3","3","3","4","4","32.3","88","57.58","2","1","2","PC","PC","13.2666","0.007","1","qlp-s57-tois","FAINT","13.719844","24.724075","-3.106","0.042","-9.365","0.039","2459880.567107","0.001195","1.2678043","0.0000025","0.893","0.295","9.321862","1.400341","8549","1288.93","8.74635","","328.939","1186","16","470.579","5.811","5303","124","4.49","","0.9","","","","0.91","","17,57","V-shaped; found in faint-star QLP search; potentially synchronized","2021-06-23","2024-08-22","2024-08-22"
+"330135981","3604.01","","3","4","4","3","2","4","4","","","317","7","5","2","PC","PC","11.7344","0.007","1","spoc-s14-s60-b0A-PC","FAINT","333.501055","56.918981","","","","","2459825.95299","0.00019171623","1.0666962606745","0.0000064165943","1.716549845248","0.013008746","20.859429","0.132597","19028.86530524","122.11919","","","2393.1412334166","1783.8643731808","158.79784","","","4893.1","28.6","","","","","","","","","16,17,56,57","V-shaped; found in faint-star QLP search; no stellar radius; possible young or evolved K star","2021-06-23","2024-09-06","2024-09-06"
+"329373799","3605.01","","3","4","3","3","3","4","4","47.9","57.3","317","6","13","2","PC","PC","11.789","0.01","1","qlp-s56-tois","FAINT","332.715604","54.481231","9.023","0.054","4.581","0.046","2459851.820734","0.0006303","3.6554335","0.0000033","3.699","0.131","10.561125","0.170997","9680","157.482","15.7486","0.746894","1005.1","1568","40","526.417","7.6465","6321","134","4.15","0.09","1.56","0.07","","","1.25","0.191838","16,17,56,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"315907220","3606.01","","3","4","4","3","1","4","4","","","119.19","1","2","0","PC","PC","12.6864","0.006","1","qlp-s57-tois","FAINT","321.24506","57.666632","-3.988","2.173","-0.37","2.173","2459866.950313","0.0022422","9.312167","0.0000322","4.867","1.017","16.658565","10.815354","15226","9911.86","","","118.249","918","27","","","3979","137.3","","","","","","","","","15,16,17,56,57","found in faint-star QLP search; no stellar radius; Rp likely too large for irradiation","2021-06-23","2024-08-22","2024-08-22"
+"277505161","3607.01","","3","4","3","3","1","4","4","","","60.16","2","0","0","PC","PC","13.1142","0.009","1","qlp-s55-tois","FAINT","310.704952","58.514945","6.001","2.164","-16.685","2.164","2459821.520901","0.0038475","3.5884855","0.0000141","2.481","0.426","7.419155","0.520716","6810","479.482","","","","","19","","","","","","","","","","","","","15,16,17,55","found in faint-star QLP search; multiple stars in pixel; no stellar radius","2021-06-23","2024-08-22","2024-08-22"
+"267867517","3608.01","","5","5","5","5","5","5","5","14.7","36.4","116.03","0","0","0","PC","FP","13.1802","0.016","1","qlp-s17-faintsearch","FAINT","312.456261","56.896568","-5.066","0.032","-4.88","0.03","2458787.3585","0.0114087","2.6816329","0.000715","2.695","0.604","3.37101","0.018669","3100","17.1943","13.2689","","1859.62","1829","9","1162.86","24.665","7047","122","3.89","","2.34","","","","1.56","","15,16,17","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"267861788","3609.01","","3","4","3","3","2","4","4","12.9","48.8","66.46","0","0","2","PC","PC","12.796","0.006","1","qlp-s55-tois","FAINT","312.382517","59.710013","19.886","0.032","-3.236","0.032","2459814.534903","0.0031829","6.3854622","0.0000265","3.682","0.368","7.320773","0.414131","6720","381.356","9.57629","2.55507","213.106","1064","21","474.723","3.64","5519","246.3","4.29","0.09","1.17","0.06","","","0.97","0.128742","15,17,55","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"267484653","3610.01","","5","5","5","5","5","5","5","37.4","74.9","111.48","1","2","2","EB","FP","12.3512","0.008","1","spoc-s14-s60-b0A-APC","FAINT","298.705925","58.301643","-15.839","0.068","1.501","0.079","2459853.828611","0.002738409","1.7384809191822","0.000012609983","2.6777484661274","0.08385708","4.224008","0.163647","3882.8974216992","150.71355","12.935852097824","0.81356364","3182.4341084284","1915.6210676114","28.276943","640.122","15.2775","5540","126.8","3.95","0.08","1.720929980278","0.0970854","","","0.97","0.117673","14,15,16,17,41,47,54,55,56,57","found in faint-star QLP search; weak centroid offset; variable host; retired as TFOP FP/NEB","2021-06-23","2024-09-06","2024-09-07"
+"252549844","3611.01","","3","4","3","3","1","4","4","29.5","32","317","1","1","0","PC","PC","12.9106","0.009","1","qlp-s57-tois","FAINT","344.964568","50.681902","-8.63","0.028","-0.456","0.026","2459879.645338","0.0017091","3.0789699","0.0000063","3.709","0.249","10.577571","0.321587","9695","296.149","15.4449","0.812247","1319.62","1679","31","885.434","15.476","6153","131.7","4.08","0.08","1.64","0.08","","","1.17","0.159405","16,17,57","found in faint-star QLP search; neighboring TIC 252549846  (delta Tmag~ 0.23 and 3.85'' away)","2021-06-23","2024-08-22","2024-08-22"
+"233948455","3612.01","","3","5","5","3","5","4","5","87","172.2","128.67","2","15","1","KP","KP","12.883","0.006","1","qlp-s41-tois","FAINT","305.221945","59.448903","9.112","0.033","30.79","0.027","2459854.418388","0.00039701044","1.4822451","0.0000011","1.595","0.053","24.064054","0.002995","21920","2.75825","14.0641","0.891826","442.993","1278","115","360.313","1.911","5115","101.7","4.45","0.08","0.91","0.06","0.23","0.1","0.86","0.0996368","14,15,17,41,55,57","TrES-5 b; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"233795794","3613.01","","3","4","3","3","1","4","4","40.6","110.7","122.57","3","0","0","PC","PC","13.1431","0.006","1","qlp-s55-tois","FAINT","303.361066","58.799138","1.084","0.03","-25.163","0.028","2459819.325302","0.0008919","3.1493729","0.0000033","2.708","0.073","20.639348","0.455732","18830","419.657","13.6409","","465.25","1293","55","544.531","4.186","5766","122","4.49","","0.96","","","","1.033","","14,15,16,17,41,55","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"233831759","3614.01","","5","5","5","5","5","5","5","30.2","77.2","91.31","0","0","0","PC","FA","11.171","0.225","1","qlp-s17-faintsearch","FAINT","303.777678","59.676573","","","","","2458785.269757","0.0011755","2.9708603","0.0000545","3.122","0.138","4.373456","0.001015","4020","0.93478","","","","","40","","","","","","","","","","","","","14,15,16,17","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"173711153","3615.01","","3","4","3","3","2","4","4","17.6","45.4","88.26","1","0","1","PC","PC","12.7295","0.007","1","qlp-s57-tois","FAINT","349.417344","44.648308","2.2","0.031","-2.501","0.025","2459879.183744","0.0028131","3.1315583","0.0000108","3.737","0.545","5.595076","0.27282","5140","251.245","11.2819","0.693629","1058.47","1589","22","722.103","11.3125","5684","128","3.99","0.08","1.69","0.09","","","1.01","0.122184","16,17,57","found in faint-star QLP search; multiple stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"173298412","3616.01","","3","4","3","3","2","4","4","37.2","57.1","317","4","1","1","PC","PC","12.0526","0.011","1","qlp-s57-tois","FAINT","346.752412","47.044576","2.396","0.046","-1.234","0.044","2459877.451671","0.0012342","2.4188647","0.0000046","2.5","0.348","5.923621","0.26379","5441","242.93","20.8975","1.24817","2177.78","1903","33","1284.85","50.075","7316","141.1","3.73","0.09","2.9","0.15","","","1.66","0.280806","16,17,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"173176491","3617.01","","3","4","3","3","2","4","4","33.3","35.3","317","2","0","2","PC","PC","12.6627","0.007","1","qlp-s57-tois","FAINT","346.125597","45.324754","5.226","0.025","-2.883","0.028","2459879.842983","0.001286","3.2337884","0.0000059","2.102","0.204","10.021855","0.439046","9188","404.295","15.3732","0.858438","366.758","1219","26","749.393","11.4235","6065","125.9","4.06","0.08","1.64","0.08","","","1.13","0.156209","16,17,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"65981892","3618.01","","3","4","4","3","2","4","4","37.6","99.1","128.91","9","0","2","PC","PC","12.7362","0.01","1","qlp-s57-tois","FAINT","340.514856","52.343679","3.852","0.119","-1.19","0.123","2459878.722216","0.0010651","3.4898546","0.0000054","1.567","0.154","15.312117","0.716958","14004","660.125","14.1029","0.943051","169.429","1005","28","588.794","25.9615","6083","130.9","4.34","0.09","1.2","0.07","","","1.14","0.159508","16,17,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"64938667","3619.01","","3","4","3","3","1","4","4","45.7","60.1","317","4","0","0","PC","PC","13.1611","0.009","1","spoc-s77-b0A","FAINT","338.755425","54.07911","-0.456","0.038","-7.7","0.038","2460396.419995","0.0020499495","3.198885849238","0.00043472007","3.4044306031981","0.16995658","13.224758","0.616828","12106.570451189","567.9582","19.420104410266","0.82950974","1852.6103979803","1673.2690337253","16.858534","924.04","20.988","6133","122","4.04","","1.7076499462128","","","","1.16","","16,17,57,76,77","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"620780629","3620.01","","3","4","3","3","2","4","4","","","111.06","1","1","1","PC","PC","12.8069","0.017","1","qlp-s57-tois","FAINT","20.799194","33.24341","-9.743","0.043","-13.651","0.04","2459875.808716","0.0023139","4.8893985","0.0000192","2.848","0.298","7.525198","0.417007","6907","384.004","12.8723","0.859652","227.422","1081","18","763.466","17.014","5639","128.7","4.02","0.08","1.62","0.09","","","1","0.131903","17,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"435861696","3621.01","","5","5","5","5","5","5","5","38.2","45.8","317","3","0","0","PC","FP","12","0.589","1","qlp-s17-faintsearch","FAINT","11.88786","21.938552","","","","","2458779.819452","0.0005466","5.6902814","0.00058","2.344","0.314","23.364936","0.03069","21290","28.266","12.9495","1.18877","121.736","925","74","","","5400.1","39","","","0.86","0.07","0.099","0.037","","","17","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"432761635","3622.01","","3","4","3","3","3","4","4","26.1","64.1","121.43","3","1","2","PC","PC","13.2595","0.008","1","qlp-s57-tois","FAINT","14.164419","39.891611","11.875","0.053","2.457","0.097","2459879.077421","0.0016619","3.2131823","0.000009","3.325","0.408","15.056679","0.620943","13772","571.746","13.6367","","734.312","1450","26","773.542","20.484","5688.6","51.7","4.22","","1.3","","0.225101","0.0488727","1.01","","17,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"422881018","3623.01","","3","4","3","3","1","4","4","13.2","46.6","83.48","1","1","0","PC","PC","13.1948","0.007","1","qlp-s57-tois","FAINT","16.179358","40.614962","5.526","0.042","-2.741","0.048","2459881.183645","0.002601","5.7456862","0.0000212","3.339","0.344","10.299129","0.497092","9441","457.734","10.8845","","258.608","1117","18","736.788","13.9895","5867.3","102.4","4.31","","1.19","","0.327","0.098","1.06","","17,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"414922696","3624.01","","3","4","4","3","3","4","4","9.3","40.7","51.9","2","4","3","PC","PC","11.8728","0.008","1","qlp-s57-tois","FAINT","15.193796","15.166164","15.871","0.07","0.955","0.053","2459872.028059","0.0024027","7.6460931","0.0000346","3.508","0.486","3.405862","0.154508","3132","142.297","8.25522","0.466303","206.451","1056","22","484.093","8.928001","6065","127.9","4.15","0.08","1.49","0.07","","","1.13","0.147841","17,42,43,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"1980725947","3625.01","","3","4","4","3","1","4","4","67","69.7","317","2","1","0","PC","PC","12.373","0.01","1","spoc-s14-s60-b0A-PC","FAINT","303.777268","59.67691","2.114","0.051","-10.989","0.045","2459798.327927","0.001001454","2.9708659450665","0.00006035697","3.429553595043","0.06659876","12.846125","0.251888","11761.99842908","231.97023","14.813561698729","0.72020733","1181.3395539174","1495.2487082933","48.268257","556.008","7.2365","6122","130.4","4.27","0.08","1.3026900291443","0.0597739","","","1.16","0.154142","14,15,16,17,41,55,56,57","found in faint-star QLP search; multiple stars in pixel","2021-06-23","2024-09-08","2024-09-08"
+"398912927","3626.01","","5","5","5","5","5","5","5","20.4","81.4","120.81","0","2","2","PC","FP","10.8154","0.007","1","qlp-s17-faintsearch","FAINT","18.55398","19.470441","-1.346","0.141","10.098","0.106","2458766.790402","0.0025072","19.8875338","0.003569","1.34","0.372","3.283885","1.005337","3020","925.521","13.605","5.27748","17.0243","565","10","318.244","6.5065","5856.2","112.3","4.07","0.08","1.57","0.07","-0.094","0.033","1.06","0.127955","17","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"1979500576","3627.01","","5","5","5","5","5","5","5","16.5","77.6","25.06","0","0","0","PC","FP","12.2546","0.009","1","qlp-s17-faintsearch","FAINT","314.040517","57.708367","2.459","0.079","4.13","0.08","2458784.456622","0.0056474","2.6342729","0.0004907","3.998","0.52","3.469035","0.620962","3190","571.764","","","","","19","272.628","3.1125","","","","","","","","","","","15,16,17","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"238624131","3628.01","","3","4","4","3","1","4","4","38.2","114.2","84.75","7","4","0","PC","PC","11.6203","0.008","1","qlp-s17-faintsearch","FAINT","12.866044","47.662806","37.767","0.088","-12.2","0.063","2459879.231564","0.0007303","3.4945148","0.0000043","2.555","0.192","8.998856","0.309572","8254","285.086","11.03","0.610796","362.88","1215","41","332.852","4.694","5699","127.7","4.29","0.08","1.2","0.06","","","1.01","0.131768","17,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-09-09"
+"455784423","3629.01","","3","5","5","3","4","4","4","29","117.3","50.98","5","2","0","CP","CP","12.7882","0.007","1","qlp-s57-tois","FAINT","359.793385","39.314256","185.747","0.044","1.023","0.03","2459878.618825","0.0009721","3.9365629","0.0000061","2.19","0.384","16.917689","0.89256","15461","821.74","8.09927","0.333912","41.2897","706","32","130.091","0.5465","3689","157","4.64","0.01","0.61","0.02","","","0.600047","0.0202578","17,57","found in faint-star QLP search; TOI-3629 b","2021-06-23","2024-08-22","2024-08-22"
+"189380158","3630.01","","3","5","5","3","5","4","5","39.5","100.4","110.39","1","2","0","PC","KP","13.0942","0.007","1","qlp-s17-faintsearch","FAINT","21.871101","38.968114","-0.176","0.053","-3.236","0.059","2458785.619295","0.0015216","1.9618085","0.0002537","2.749","0.222","15.021451","0.011261","13740","10.3718","12.8959","","1611.53","1765","45","666.802","14.9475","6026","122","4.41","","1.1","","","","1.12","","17","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"429414530","3631.01","","5","5","5","5","5","5","5","10.7","58.5","17.3","0","0","0","PC","FP","11.963","0.019","1","qlp-s17-faintsearch","FAINT","314.040512","57.708379","","","","","2458784.455915","0.0065379","2.6340964","0.0006795","3.477","0.901","2.445659","0.013609","2250","12.5341","4.1106","1.20258","1091.48","1601","16","","","5163.2","714.1","","","0.83","0.23","","","","","15,16,17","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"186292194","3632.01","","3","4","4","3","2","4","4","31","93.5","110.07","4","8","1","PC","PC","12.1665","0.007","1","qlp-s57-tois","FAINT","17.093448","37.700652","-0.487","0.06","-5.809","0.059","2459876.908195","0.0009735","3.2403602","0.0000045","3.216","0.118","10.5688","0.229858","9687","211.685","12.8678","0.743583","1165.99","1627","30","635.54","16.466","6605.4","145.8","4.31","0.1","1.36","0.08","-0.036","0.019","1.38","0.230143","17,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"429218084","3633.01","","3","4","3","3","1","4","4","24.6","29.9","317","1","0","0","PC","PC","12.2391","0.018","1","qlp-s55-tois","FAINT","313.317214","58.094593","-3.761","0.179","-6.199","0.168","2459823.48709","0.0038569","2.5266409","0.0000105","1.502","0.297","2.924566","0.271852","2690","250.354","18.3972","6.65775","761.094","1463","13","1246.16","145.72","7233","169.6","3.54","0.12","3.6","0.44","","","1.62","0.274325","15,16,17,55","found in faint-star QLP search; significant uncertainty on Rp estimates; may be too large","2021-06-23","2024-08-22","2024-08-22"
+"80478272","3634.01","","5","5","5","5","5","5","5","","","126.61","1","12","2","PC","FP","11.224","0.032","1","qlp-s57-tois","FAINT","12.569587","27.568806","","","","","2459878.348748","0.0008868","5.0859432","0.0000072","2.57","0.659","7.726382","1.324929","7091","1219.56","13.8966","","756.586","","40","364.172","","6360.4","","","","1.48","","-0.0950051","0.00899234","","","17,57","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"428003305","3635.01","","3","4","4","3","4","4","4","29.2","24.5","317","2","1","2","PC","PC","12.7382","0.006","1","spoc-s57-b0A","FAINT","349.3018","44.612336","0.507","0.028","0.608","0.022","2459853.65581","0.0024027938","1.8048106359637","0.00026662913","4.3641932093833","0.20256743","4.957882","0.202894","4555.9682538717","186.855","14.802876840922","1.1897252","5932.9885061325","2238.4022119676","14.349284","1013.06","19.3355","5972","123.5","3.81","0.08","2.1619598865509","0.106453","","","1.1","0.140148","16,17,57","found in faint-star QLP search; multiple stars in pixel; ~3 sigma odd-even in SPOC s57","2021-06-23","2024-09-08","2024-09-08"
+"61205803","3636.01","","3","5","5","3","5","4","5","39.1","108.2","122.88","0","1","0","KP","KP","12.7628","0.008","1","spoc-s57-b0A","FAINT","21.065125","32.8107","-9.175","0.054","-16.632","0.077","2459855.36278","0.00097559206","4.2186625028005","0.00025461186","3.2580997761119","0.08111124","20.30483","0.369693","18527.652523218","340.44202","13.69767776833","0.8217431","311.7091966498","1071.6603273925","42.139324","440.089","8.045","5425.9","114.6","4.41","0.08","1.0068900585175","0.0550478","0.290173","0.0409939","0.95","0.118815","17,57","found in faint-star QLP search; HAT-P-51 b","2021-06-23","2024-09-08","2024-09-08"
+"370981403","3637.01","","3","4","3","3","1","4","4","88.8","236.2","317","2","0","0","PC","PC","12.9487","0.006","1","qlp-s56-tois","FAINT","329.231607","53.826531","-1.548","2.26","-4.098","2.26","2459847.572572","0.0016298","3.7330471","0.0000074","5.863","0.382","24.519278","0.781666","22330","719.682","","","1403.06","1705","42","1178.63","","5579.5","226.8","","","","","","","","","16,17,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"47094691","3638.01","","3","4","3","3","4","4","4","23.5","71.2","82.02","8","0","2","PC","PC","12.5931","0.008","1","spoc-01-s72-b0A-PC","FAINT","23.442763","17.826631","7.451","0.061","-0.725","0.042","2459450.529162","0.00066191034","4.9276886088367","0.000008005189","1.7461195201644","0.08430268","14.627269","0.521895","13381.868285124","480.5677","21.667761774347","22.295233","301.36621821627","1062.6576955343","24.949308","425.321","4.757","5263","121.1","4.27","0.08","1.1462800502777","0.0638442","","","0.9","0.113676","42,43,70","found in faint-star QLP search; possible odd-even","2021-06-23","2024-09-09","2024-09-10"
+"365447203","3639.01","","3","4","3","3","1","4","4","28.4","35.1","317","1","1","0","PC","PC","13.201","0.012","1","qlp-s56-tois","FAINT","327.74025","58.840391","8.017","0.032","7.402","0.033","2459851.117615","0.0017197","5.7208592","0.000012","3.034","0.143","17.203349","0.722408","15720","665.141","14.6233","","193.036","1038","23","577.097","5.479","5856","122","4.36","","1.13","","","","1.06","","16,17,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"200917197","3640.01","","3","4","3","3","3","4","4","76.1","188.6","317","3","3","2","PC","PC","12.1395","0.008","1","qlp-s58-tois","FAINT","54.53824","40.475552","1.229","0.147","-0.771","0.104","2459907.629957","0.0015778","1.2205315","0.0000027","1.867","0.682","4.24047","9.734891","3898","8926.09","43.2978","16.8323","38806.5","3910","23","2005.29","318.285","8273","138.2","3.66","0.16","3.49","0.59","","","2.03","0.286553","18,58","found in faint-star QLP search; Rp may be too large; v-shaped","2021-06-23","2024-09-06","2024-09-07"
+"192878624","3641.01","","3","4","3","3","3","4","4","30.1","46.4","317","1","1","2","PC","PC","13.3405","0.006","1","qlp-s58-tois","FAINT","49.858978","44.746406","0.905","2.254","5.73","2.254","2459908.641154","0.0029023","5.7361495","0.000026","4.718","0.387","12.925233","0.576986","11834","531.283","","","443.162","1278","19","938.451","","5668.6","621.2","","","","","","","","","18,58","found in faint-star QLP search; no stellar radius; Teff and plx indicate distant G star","2021-06-23","2024-09-06","2024-09-07"
+"186614891","3642.01","","3","4","3","3","1","4","4","50.4","137.5","129.38","2","1","0","PC","PC","12.5822","0.008","1","qlp-s58-tois","FAINT","45.148251","39.93511","10.431","0.05","-10.109","0.043","2459902.81919","0.0005635","4.084447","0.0000034","1.829","0.086","22.689549","0.646541","20681","595.309","14.1047","0.815883","101.257","883","48","379.963","5.888","5458","131.5","4.45","0.08","0.96","0.05","","","0.95","0.115203","18,58","found in faint-star QLP search; nearby TIC 641579161 (Tmag~16.5)","2021-06-23","2024-08-22","2024-08-22"
+"453230066","3643.01","","5","5","5","5","5","5","5","12.4","64.3","37.45","0","1","1","PC","FP","10.9469","0.008","1","qlp-s18-faintsearch","FAINT","23.992574","54.716441","4.255","0.095","-2.194","0.085","2458813.485731","0.0059801","1.5492212","0.000672","2.287","0.448","1.542841","0.004584","1420","4.2224","6.80431","0.506666","8634.8","2685","11","635.734","20.442","8364","129.8","4.25","0.08","1.78","0.08","","","2.07","0.317261","18","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"445496795","3644.01","","3","4","3","3","3","4","4","16.8","44.9","105.36","0","2","1","PC","PC","12.1497","0.009","1","qlp-s58-tois","FAINT","29.742342","56.85776","5.248","0.06","-2.653","0.078","2459906.75843","0.003475","1.831733","0.0000086","2.006","0.368","2.378194","0.214116","2188","197.189","12.5113","1.00871","2527.3","1975","11","1204.71","54.355","7308","136","3.79","0.09","2.7","0.16","","","1.65","0.283738","18,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"184733148","3645.01","","3","4","4","3","2","4","4","33.8","89.5","106.59","3","1","2","PC","PC","12.851","0.007","1","qlp-s58-tois","FAINT","33.088189","36.332272","3.816","0.046","-2.582","0.049","2459907.47233","0.0008894","2.959842","0.0000056","2.53","0.175","12.281563","0.48574","11248","447.283","12.6502","0.717909","436.937","1273","35","541.244","9.5105","5585","122.3","4.33","0.08","1.13","0.06","","","0.99","0.133004","18,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"445407434","3646.01","","3","4","4","3","1","4","4","75.2","101.8","317","4","1","0","PC","PC","13.3858","0.017","1","qlp-s58-tois","FAINT","14.672609","57.590065","-2.135","0.023","-5.49","0.025","2459908.958083","0.0009468","2.1795448","0.0000027","2.523","0.089","26.497831","0.662026","24110","609.563","21.4131","","875.049","1515","39","813.253","14.155","5840","122","4.15","","1.42","","","","1.05","","17,18,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"149855074","3647.01","","3","4","3","3","1","4","4","10.8","49.6","28.82","0","2","0","PC","PC","12.3524","0.01","1","qlp-s18-faintsearch","FAINT","44.794835","37.635422","","","","","2458813.248651","0.0057158","3.1116107","0.0014249","2.729","0.402","2.815705","0.009446","2590","8.69989","","","","","9","355.329","","","","","","","","","","","","18","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"433144048","3648.01","","3","4","3","3","1","4","4","19.5","17.8","317","1","0","0","PC","PC","13.0449","0.008","1","qlp-s58-tois","FAINT","40.715235","39.578934","3.975","0.047","-6.463","0.04","2459909.262666","0.004222","2.923461","0.0000174","3.379","0.762","5.542692","0.374644","5092","345","15.738","","1209.83","1643","13","1354.64","70.115","5858.5","106.7","3.7","","2.4","","-0.103","0.103","1.06","","18,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"139559780","3649.01","","3","4","3","3","1","4","4","23","58","117.68","1","0","0","PC","PC","13.137","0.008","1","qlp-s18-faintsearch","FAINT","40.216356","36.107789","2.028","0.082","-6.618","0.076","2458814.11323","0.0045908","3.2637419","0.0012015","1.977","0.314","8.885006","0.027383","8150","25.2203","13.3617","","328.681","1186","11","879.147","33.041","6016.1","45.4","4.18","","1.42","","0.196","0.044","1.11","","18","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"139507260","3650.01","","3","4","3","3","1","4","4","40.6","36.9","317","3","0","0","PC","PC","13.321","0.018","1","qlp-s18-faintsearch","FAINT","39.548888","39.278651","5.297","2.124","-18.7","2.124","2458814.194955","0.0022041","1.7556768","0.0002993","2.071","0.174","13.393396","0.011753","12260","10.8247","13.529","2.53357","888.169","1520","13","726.26","","5670.5","552.6","","","1.19","0.22","0.2364","0.0393548","","","18","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"415976665","3651.01","","3","4","3","3","4","4","4","55.9","55","317","0","2","2","PC","PC","11.4822","0.008","1","qlp-s58-tois","FAINT","34.562558","44.087989","9.393","0.07","-9.299","0.072","2459908.081854","0.0033304","1.5244603","0.0000063","1.665","0.731","1.790769","4.44182","1648","4082.71","14.6878","5.83681","13258.6","2356.9493581813","13","626.174","23.0465","6714.1","145.2","4.06","0.1","1.85","0.11","0.172","0.012","1.43","0.229497","18,58","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"116848450","3652.01","","3","4","3","3","3","4","4","25.7","29.7","317","4","1","1","PC","PC","11.7419","0.016","1","qlp-s58-tois","FAINT","46.770809","49.010302","0.029","0.065","-4.544","0.061","2459906.291184","0.0014065","3.4796904","0.0000089","3.691","0.274","4.129297","0.118077","3796","108.747","16.6632","0.976654","1684.37","1784","22","928.908","32.195","6841","164.6","3.66","0.09","2.97","0.16","","","1.48","0.245646","18,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"410552165","3653.01","","3","4","4","3","1","4","4","28.1","83.7","120.96","4","0","0","PC","PC","13.0006","0.008","1","qlp-s58-tois","FAINT","27.528548","49.104842","1.543","0.05","-5.622","0.067","2459909.350822","0.0013902","4.6017262","0.0000098","1.471","0.265","15.486114","1.13459","14162","1044.45","13.5575","","87.4587","851","19","622.117","12.361","5981","122","4.38","","1.12","","","","1.1","","18,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"396556650","3654.01","","3","4","3","3","3","4","4","23.9","86.6","52.06","4","1","1","PC","PC","12.7096","0.007","1","qlp-s18-faintsearch","FAINT","39.357061","42.971222","5.038","0.118","-1.763","0.109","2458814.364165","0.0036592","2.277182","0.0006275","1.675","0.289","5.682387","0.012584","5220","11.5905","8.26117","0.726829","394.584","1241","13","500.459","23.138","5622","127.6","4.34","0.09","1.12","0.08","","","1","0.13264","18","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"94609570","3655.01","","3","5","5","3","3","4","4","115.6","203.2","317","1","0","1","PC","APC","12.1904","0.006","1","qlp-s44-tois","FAINT","59.643577","30.866365","-8.887","2.197","-2.475","2.197","2459519.849061","0.0006599","3.3325651","0.0000064","2.146","0.155","13.767193","1.847366","12600","1700.04","24.4764","","1100.44","","20","535.52","","6229.9","","","","1.5","","-0.002","0.24","","","18,43,44","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"77258279","3656.01","","3","4","3","3","1","4","4","16.7","52.3","92.4","1","0","0","PC","PC","13.1951","0.009","1","qlp-s58-tois","FAINT","40.856559","32.557986","-3.374","0.053","-2.759","0.059","2459906.227504","0.0023261","5.5122277","0.0000199","2.82","0.328","11.773267","0.696951","10785","641.71","12.2781","","165.052","998","17","613.169","10.2325","5587.5","119.3","4.29","","1.18","","0.001","0.115","0.99","","18,58","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"381544766","3657.01","","3","4","3","3","3","4","4","66.7","132.2","317","4","1","1","PC","PC","12.328","0.176","1","qlp-s58-tois","FAINT","30.003263","38.529964","","","","","2459906.54207","0.0008342","4.0898871","0.0000045","2.736","0.184","33.070664","0.520168","30000","478.978","15.4339","1.19358","392.925","1240","35","1136.97","","6191.8","","","","1.11","0.08","-0.293","0.035","","","18,58","found in faint-star QLP search; possibly synchronized","2021-06-23","2024-09-08","2024-09-08"
+"71854732","3658.01","","5","5","5","5","5","5","5","","","317","1","1","4","EB","FP","12.6532","0.006","1","qlp-s58-tois","FAINT","26.29741","54.559653","-19.248","2.01","14.892","2.01","2459909.663353","0.0027931","3.1004285","0.0000238","3.513","1.313","13.969536","24.420889","12784","22241.4","","","17168.8","3188","19","","","8951","338.1","","","","","","","","","18,58","found in faint-star QLP search; strong phase modulations and ~3000 ppm secondary; no stellar radius; Teff ~8000 K; retired as TFOP FP/EB","2021-06-23","2024-09-06","2024-09-07"
+"374778982","3659.01","","5","5","5","5","5","5","5","96.9","115.6","317","0","0","2","PC","FP","13.4977","0.006","1","qlp-s58-tois","FAINT","31.750309","55.178785","2.898","0.045","-8.263","0.049","2459906.847676","0.0026941","2.3882776","0.0000096","3.102","1.07","13.736405","26.616436","12572","24216.6","18.5453","","2401.38","1950","20","441.614","4.7585","5097","122","4.5","","0.87","","","","0.855","","18,58","low SNR; found in faint-star QLP search; significant odd-even; centroid offset towards two other stars","2021-06-23","2024-08-22","2024-08-22"
+"67517533","3660.01","","3","4","4","3","3","4","4","42.5","60.2","317","5","1","3","PC","PC","12.8235","0.007","1","spoc-s58-b0A","FAINT","29.513926","41.220248","8.679","0.047","-0.732","0.039","2459884.206655","0.0020568378","3.9497635476994","0.0005687503","1.9011439175876","0.16756944","9.2443","0.812682","8478.1708440601","748.2278","18.257110815555","14.586028","1096.7458696701","1467.7302712679","16.116407","843.524","18.256","6373","128.6","4.22","0.09","1.4433799982071","0.0674371","","","1.27","0.194538","18,58","found in faint-star QLP search; v-shaped","2021-06-23","2024-09-06","2024-09-07"
+"370123525","3661.01","","3","4","3","3","1","4","4","","","100.45","7","0","0","PC","PC","12.8309","0.007","1","qlp-s58-tois","FAINT","21.792202","58.96064","4.088","4.072","-9.506","4.072","2459906.755964","0.0017482","2.6480838","0.0000071","3.42","0.779","12.108079","0.702849","11090","647.138","","","714.28732044825","1318.52383449","26","","","","","","","","","","","","","18,58","found in faint-star QLP search; nearby neighbor TIC 626333269 ~1'' away(Tmag~14.37); no stellar radius; plx ~0.44 and brightness indicates likely giant host star","2021-06-23","2024-09-08","2024-09-08"
+"65446983","3662.01","","3","4","4","3","3","4","4","23.5","87.6","126.76","5","29","2","PC","PC","10.7043","0.006","1","qlp-s18-faintsearch","FAINT","54.405622","46.84287","1.6","1.7","-0.9","1.6","2458813.713584","0.0030008","9.9908116","0.0020103","3.566","0.256","5.027724","0.002838","4620","2.61376","13.9288","","335.88","","33","545.117","","7934","","","","2.02","","","","","","18","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"354151219","3663.01","","5","5","5","5","5","5","5","12.3","39.7","73.41","0","2","1","PC","FP","11.5917","0.012","1","qlp-s58-tois","FAINT","21.177329","51.671855","-5.113","0.066","-0.221","0.062","2459907.512799","0.0030326","3.5639862","0.0000144","2.135","0.599","2.310732","0.1806","2126","166.325","10.1033","0.83134","737.328","1451","16","774.636","23.2995","6940.9","137.1","3.85","0.1","2.41","0.14","0.14","0.015","1.52","0.257152","17,18,58","found in faint-star QLP search; centroid offset in SPOC s58 centered on TIC 354151220 (Tmag~15)","2021-06-23","2024-08-22","2024-08-22"
+"348437470","3664.01","","3","4","4","3","1","4","4","36.3","89.2","110.53","0","1","0","PC","PC","12.91","0.006","1","qlp-s58-tois","FAINT","35.308494","59.711857","-7.624","0.045","8.731","0.04","2459906.709615","0.0015431","3.2975093","0.0000094","2.511","0.265","14.651624","0.6777","13404","623.99","12.8987","0.778444","349.544","1204","21","464.748","4.821","5556","213.2","4.29","0.09","1.18","0.06","","","0.979","0.131153","18,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-09-04"
+"65440953","3665.01","","1","4","4","1","4","4","4","12.3","60.9","13.34","1","0","5","PC","PC","12.4829","0.006","1","qlp-s18-faintsearch","FAINT","54.214981","44.769846","-23.228","0.12","-14.648","0.106","2458812.783914","0.0064587","0.8746494","0.0004607","1.576","0.307","2.075739","0.009681","1910","8.91633","3.71319","0.355009","1522.95","1740","11","244.03","3.499","4977.4","111.6","4.54","0.09","0.81","0.05","0.162629","0.0510917","0.823","0.098683","18","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"346626688","3666.01","","3","5","5","3","5","4","5","45.9","129.2","105.16","1","2","2","KP","KP","11.4453","0.006","1","spoc-s58-b0A","FAINT","44.470988","30.625597","17.645","0.097","-11.995","0.075","2459886.331856","0.0007477939","4.4085193875209","0.00024606814","3.3016793156115","0.065376036","9.790704","0.14448","8977.0354304381","133.06244","12.498698210408","0.6465426","648.88260095022","1287.2452023789","45.334003","319.031","5.418","5961.2","106.9","4.25","0.07","1.298329949379","0.0614598","0.0796136","0.0150581","1.092","0.140362","18,58","found in faint-star QLP search; HAT-P-48 b","2021-06-23","2024-09-08","2024-09-08"
+"63717709","3667.01","","3","4","3","3","2","4","4","30","38.6","317","1","0","1","PC","PC","13.0772","0.009","1","spoc-s58-b0A","FAINT","33.811901","33.229276","21.975","0.049","-4.795","0.043","2459884.185008","0.0032865517","5.4439775659113","0.001279759","2.9570232769585","0.23192629","10.01206","1.046853","9179.0608474538","963.7226","16.883079239637","5.5288196","518.56611968866","1217.0846477627","16.197239","740.924","14.2435","5717","122","4.14","","1.4198499917984","","","","1.02","","18,58","found in faint-star QLP search; v-shaped","2021-06-23","2024-09-06","2024-09-07"
+"467580267","3668.01","","3","4","3","3","3","4","4","50.4","89.8","120.02","3","2","2","PC","PC","11.2959","0.007","1","qlp-s58-tois","FAINT","48.218476","35.093455","-8.21","0.081","-7.941","0.072","2459908.643175","0.0012656","0.7415247","0.0000012","1.196","0.196","2.545776","0.171526","2342","157.969","13.5277","0.985763","2304.37","1930","25","647.3","26.9945","5921","120.4","3.6","0.08","2.73","0.17","","","1.08","0.133174","18,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"63470437","3669.01","","3","4","3","3","1","4","4","19","55.6","60.05","3","0","0","PC","PC","13.4357","0.006","1","qlp-s58-tois","FAINT","31.602366","33.856295","1.164","2.169","-0.526","2.169","2459909.846648","0.0027307","1.2126653","0.0000048","1.356","0.252","5.586345","0.592167","5132","545.257","10.8168","1.85428","1112.72","1609","11","807.206","","5958.7","505.2","","","1.51","0.24","","","","","18,58","low SNR; found in faint-star QLP search; no stellar radius; Gaia DR2 Rstar = ~1.5 Rsun which would make Rp consistent with a planetary companion","2021-06-23","2024-08-22","2024-08-22"
+"331854794","3670.01","","3","4","3","3","2","4","4","59.1","129.8","124.33","2","0","1","PC","PC","12.8464","0.006","1","spoc-s58-b0A","FAINT","18.669659","57.077693","17.254","0.03","-8.567","0.031","2459882.986355","0.0023332103","2.1947767421086","0.00031727116","2.1045072371593","0.18451542","7.817375","0.569283","7174.2096180349","524.1912","13.792881461716","17.876797","899.18573274676","1396.632363154","17.203392","477.19","4.522","5601.5","121.3","4.39","0.08","1.0523400306702","0.0642663","0.266","0.125","0.99","0.122019","18,58","found in faint-star QLP search; v-shaped","2021-06-23","2024-09-06","2024-09-07"
+"312345863","3671.01","","3","4","3","3","1","4","4","84.4","103","317","7","0","0","PC","PC","12.9892","0.015","1","qlp-s58-tois","FAINT","12.407578","56.001551","-1.936","0.024","-9.655","0.025","2459909.44404","0.0012939","1.7266138","0.0000036","1.067","0.188","13.154893","1.123058","12043","1033.84","16.1222","1.09622","315.053","1836.4094485136","16","749.29","13.224","5972","151.6","4.18","0.08","1.41","0.07","","","1.1","0.140491","17,18,58","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"50943163","3672.01","","5","5","5","5","5","5","5","18.1","62.8","85.72","0","0","0","PC","FP","11.2351","0.013","1","qlp-s18-faintsearch","FAINT","41.904242","61.306342","5.534","0.042","-3.927","0.058","2458810.750472","0.0053429","2.4254068","0.0013362","3.323","0.523","2.075739","0.00554","1910","5.1026","11.0715","0.788839","7043.91","2552","13","812.606","23.9735","8290","167.7","3.95","0.08","2.51","0.11","","","2.04","0.312025","18","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"452964680","3673.01","","3","4","4","3","1","4","4","62.6","70.2","317","2","1","0","PC","PC","13.2514","0.033","1","qlp-s58-tois","FAINT","8.722569","54.743514","1.372","0.029","-2.994","0.028","2459909.495737","0.0008129","2.2390796","0.0000029","2.781","0.082","18.692419","0.44777","17069","412.326","16.4201","","891.034","1522","45","653.952","11.89","5615","122","4.21","","1.29","","","","0.99","","17,18,57,58","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"308613965","3674.01","","3","4","3","3","2","4","4","20.8","57","113.29","2","0","1","PC","PC","13.128","0.012","1","qlp-s58-tois","FAINT","23.877131","50.987801","4.012","0.05","-0.922","0.047","2459909.403907","0.0019377","4.4619426","0.0000145","3.232","0.324","11.339812","0.488799","10390","450.099","13.0569","","399.27","1245","22","727.282","14.4345","5854","122","4.2","","1.36","","","","1.06","","18,58","found in faint-star QLP search; slight depth aperture correlation","2021-06-23","2024-08-22","2024-08-22"
+"34646336","3675.01","","3","4","3","3","1","4","4","18.1","53.5","100.06","2","0","0","PC","PC","13.4326","0.008","1","spoc-s01-s72-b0A-PC","FAINT","45.204618","27.31965","4.426","0.068","-21.125","0.049","2459479.09838","0.0013861889","5.9577768222393","0.000017945888","4.6924078332661","0.1612103","13.568327","0.307212","12419.128788062","282.91254","12.475629451018","0.49234185","218.57985698773","980.66863178379","37.748997","555.939","8.9295","5219","122","4.29","","1.1224900484085","","","","0.89","","18,43,44,58,70,71","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"302470965","3676.01","","3","4","3","3","2","4","4","","","81.51","2","0","2","PC","PC","13.3318","0.007","1","qlp-s58-tois","FAINT","41.946141","49.410435","0.956","2.196","-7.047","2.18","2459906.383384","0.0015432","1.9341469","0.0000041","1.676","0.258","10.325436","0.653727","9465","601.924","","","274.494","1133","18","","","4828.4","56.8","","","","","","","","","18,58","found in faint-star QLP search; no stellar parameters; equally bright neighbor 0.2'' away","2021-06-23","2024-09-08","2024-09-08"
+"458876004","3677.01","","5","5","5","5","5","5","5","61.1","207.3","130.18","2","9","1","PC","FP","11.9814","0.006","1","qlp-s18-faintsearch","FAINT","35.837872","60.889963","7.889","0.031","-2.851","0.05","2458814.425212","0.0007812","3.6923071","0.000229","1.139","0.191","15.450872","0.016989","14130","15.647","14.2002","1.08284","375.352","1226","36","369.583","4.4955","8469","780.2","4.68","0.12","1.1","0.08","","","2.104","0.418174","18","found in faint-star QLP search","2021-06-23","2024-08-22","2024-09-02"
+"34551972","3678.01","","3","4","3","3","4","4","4","70.5","111.5","317","1","2","3","PC","PC","10.5873","0.01","1","spoc-s42-s46-b0A","FAINT","44.233304","28.771475","-6.69","0.12","-1.271","0.13","2459885.446229","0.00070015906","4.8542148025582","0.00005799561","5.5882059913414","0.033899758","8.548249","0.058203","7842.3157995154","53.60526","18.913325597558","0.925474","2370.879412576","1779.7012928935","136.74275","499.255","14.566","7259.3","108.6","4.03","0.09","2.0394399166107","0.0992162","0.476","0.03","1.63","0.27897","18,42,43,44,58","found in faint-star QLP search; strong but shallow secondary of ~700 ppm and likely phase modulations consistent with hot Jupiter","2021-06-23","2024-09-06","2024-09-07"
+"285354178","3679.01","","3","4","3","3","1","4","4","27.1","97.3","99.12","4","1","0","PC","PC","12.8397","0.007","1","qlp-s58-tois","FAINT","36.126714","35.528321","31.857","0.042","-3.112","0.045","2459903.742163","0.0007624","5.9664078","0.0000067","2.816","0.156","22.323751","0.700538","20351","645.011","12.7661","0.702355","111.516","905","55","391.982","3.8365","5418","118.2","4.51","0.08","0.89","0.05","","","0.94","0.121797","18,58","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"311703724","3680.01","","3","5","5","3","3","4","4","46.1","94.4","129.8","0","2","2","PC","APC","11.3584","0.014","1","qlp-s58-tois","FAINT","9.644817","54.567547","-3.393","0.147","-0.77","0.128","2459909.677229","0.0007337","1.7054246","0.0000023","1.021","0.221","4.112949","0.29745","3781","273.924","14.1638","1.39916","437.196","1273","31","604.837","47.5065","6304","146.8","3.83","0.11","2.24","0.2","","","1.24","0.179526","17,18,57,58","V-shaped; found in faint-star QLP search; TFOP ST3/APC","2021-06-23","2024-08-22","2024-08-22"
+"285272237","3681.01","TIC 285272237.01","3","5","5","3","5","4","5","34","112.8","74.94","1","3","3","KP","KP","11.7524","0.006","1","spoc-s58-b0A","FAINT","35.383494","32.246044","47.771","0.061","-21.428","0.063","2459886.284961","0.0008576916","4.6401269220383","0.00027934206","3.032014408878","0.07134514","10.862564","0.194394","9954.9098835482","179.02782","10.240744282018","0.6686679","243.03371563668","1007.0160239513","38.885468","255.206","2.45","5191","131","4.37","0.08","1.0093599557877","0.0602211","","","0.881","0.107369","18,58","found in faint-star QLP search; HAT-P-38 b","2021-06-23","2024-09-08","2024-09-08"
+"28961316","3682.01","","3","4","4","3","3","4","4","35.3","78.2","100.72","2","9","4","PC","PC","11.3186","0.007","1","qlp-s44-tois","FAINT","50.275227","25.297266","34.943","0.079","-18.464","0.059","2459522.002571","0.0008229","3.3462671","0.0000082","3.625","0.142","4.427963","0.000858","4070","0.790036","12.1727","0.686426","711.319","1438","43","404.211","7.8025","5501","124.7","3.86","0.08","1.91","0.1","","","0.96","0.120273","18,42,43,44","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"264912889","3683.01","","3","4","3","3","3","4","4","107.1","152.6","317","9","2","1","PC","PC","11.4374","0.021","1","qlp-s58-tois","FAINT","40.958303","54.780398","-0.574","0.058","-7.291","0.061","2459907.842783","0.0011187","1.3697115","0.0000024","1.951","0.437","4.206681","4.597837","3867","4225.81","20.6045","5.85772","18782","3261","32","685.249","15.721","7321.3","132.5","3.99","0.09","2.15","0.12","0.102","0.017","1.66","0.283867","18,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"28873762","3684.01","","5","5","5","5","5","5","5","40.1","49.6","317","0","0","0","PC","FP","13.3483","0.009","1","qlp-s44-tois","FAINT","49.792323","27.263332","1.47","0.091","-3.399","0.065","2459518.690795","0.0010735","3.105654","0.0000087","1.999","0.381","13.547297","0.027312","12400","25.1553","17.6225","","643.523","1403","34","887.137","32.023","6241","122","4.2","","1.44","","","","1.21","","18,42,43,44","potential weak secondary; V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"252118701","3685.01","","3","4","4","3","1","4","4","20.8","60.7","111.73","2","1","0","PC","PC","13.2757","0.019","1","qlp-s58-tois","FAINT","15.754328","57.879011","-3.77","0.027","0.236","0.03","2459903.636558","0.0025346","4.9777448","0.000015","2.891","0.289","14.635117","0.68292","13389","628.795","12.9782","","238.883","1095","23","651.558","9.596","5785","122","4.29","","1.21","","","","1.04","","17,18,58","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"13533330","3686.01","","1","4","1","3","3","4","4","68.5","77.2","317","10","13","1","PC","PC","11.2381","0.006","1","spoc-s58-b0A","FAINT","36.900563","59.952721","-13.858","0.063","-3.451","0.073","2459884.347294","0.0005558251","5.077806417648","0.00017270983","3.6413963195191","0.044498328","15.824627","0.184196","14469.318201686","169.63617","14.934318366264","0.9164556","340.217758399","1095.3653389457","83.14044","255.803","2.09","5262","159.8","4.2","0.09","1.243469953537","0.0743216","","","0.901","0.116466","18,58","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"250803548","3687.01","","3","4","3","3","3","4","4","47.6","87.3","317","1","1","2","PC","PC","13.3901","0.006","1","qlp-s58-tois","FAINT","34.018303","53.108335","-17.838","2.316","-17.47","2.335","2459907.561404","0.0019755","4.4543921","0.0000128","6.186","0.211","19.998831","0.527017","18251","485.283","","","1324.64","1680","21","907.45","","5854","417.8","","","","","-0.241","0.072","","","18,58","found in faint-star QLP search; no stellar radius; host likely F star; fainter companion ~0.4'' away","2021-06-23","2024-08-22","2024-08-22"
+"245509452","3688.01","","3","5","5","3","4","4","4","47.4","121.7","116.87","5","9","1","PC","CP","11.8433","0.013","1","spoc-s58-b0A","QLP","39.282337","54.851215","18.844","0.067","-11.37","0.069","2459883.864179","0.0008675453","3.2462080089514","0.0001879109","3.4201512941615","0.07177359","10.260757","0.200591","9405.9910445631","184.73451","13.299642895918","0.72298074","1107.8472212575","1471.4303774713","32.70218","396.378","5.9425","6088","151.3","4.24","0.08","1.34547996521","0.0669749","","","1.14","0.149953","18,58","found in faint-star QLP search","2021-06-23","2023-02-27","2023-03-21"
+"241135327","3689.01","","3","4","3","3","3","4","4","29.5","32.2","317","3","0","2","PC","PC","13.1033","0.007","1","qlp-s58-tois","FAINT","30.367906","48.636524","5.583","0.048","-4.824","0.047","2459909.291498","0.0018494","2.4145007","0.0000061","2.272","0.484","8.143707","0.450446","7472.5714593693","414.79016","15.7019","","1150.77","1622","20","1043.15","28.47","6391","122","4.1","","1.67","","","","1.28","","18,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"240989628","3690.01","","3","4","3","3","3","4","4","13.5","67.4","50.78","1","2","1","PC","PC","11.9017","0.006","1","qlp-s58-tois","FAINT","19.670217","52.699436","19.12","0.069","-3.462","0.063","2459896.942964","0.0012064","10.0755592","0.0000173","1.066","0.257","6.337445","0.563287","5820","518.672","8.169","0.756713","4.4805","405","15","219.829","1.9525","4798.6","106.2","4.36","0.1","0.97","0.08","-0.236","0.021","0.775","0.0933018","17,18,58","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"240959810","3691.01","","3","4","3","3","4","4","4","32.8","93","120.13","2","1","2","PC","PC","12.6772","0.006","1","qlp-s58-tois","FAINT","18.773067","53.117687","-1.337","0.04","-5.154","0.043","2459904.568451","0.0009923","3.3411398","0.0000043","3.244","0.13","16.884606","0.309313","15431","284.847","15.9091","0.706385","1126.75","1614","30","607.498","8.9125","6702","155.1","4.36","0.09","1.3","0.06","","","1.422","0.246633","18,58","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"240864953","3692.01","","3","4","3","3","1","4","4","58.5","109.1","317","1","1","0","PC","PC","13.3538","0.006","1","qlp-s58-tois","FAINT","16.813747","53.671781","-0.581","2.187","-1.215","2.187","2459908.609958","0.0026142","3.3210331","0.0000107","4.684","0.335","11.137958","0.322436","10206","296.93","","","947.428","1545","22","1182.39","","5218.2","262.2","","","","","","","","","17,18,58","found in faint-star QLP search; no stellar radius; Teff and plx indicate distant G/K star","2021-06-23","2024-09-06","2024-09-07"
+"240823272","3693.01","","3","5","5","3","4","4","4","47.2","201.3","110.71","2","13","1","CP","CP","11.419","0.006","1","qlp-s18-faintsearch","FAINT","15.654394","51.303892","-6.931","0.064","-21.334","0.071","2459888.212325","0.0004959978","9.0881638","0.0003139","3.402","0.092","27.109911","0.003698","24660","3.40598","12.8974","0.762001","57.0645","765","78","176.436","1.216","5211","134.1","4.58","0.08","0.8","0.05","","","0.887","0.113155","17,18,58","found in faint-star QLP search; TOI-3693 b","2021-06-23","2024-08-22","2024-08-22"
+"470822809","3694.01","","3","4","3","3","3","4","4","12.9","53.4","22.02","0","3","2","PC","PC","12.6639","0.006","1","qlp-s18-faintsearch","FAINT","23.432187","59.425604","-7.019","0.018","-19.99","0.027","2458812.951218","0.0059227","2.5400911","0.0012765","1.668","0.36","4.635116","0.026738","4260","24.6267","5.00683","0.601564","102.529","886","10","188.226","0.6715","4245","140.1","4.49","0.1","0.77","0.07","","","0.664","0.0807417","18","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"203096531","3695.01","","3","5","5","3","1","4","4","96.2","124.9","317","5","0","0","PC","APC","13.3968","0.008","1","qlp-s58-tois","FAINT","38.259928","45.285806","2.233","0.05","-2.712","0.055","2459909.754431","0.0018638","0.6041576","0.0000015","1.426","0.497","5.439025","13.961948","4997","12777.1","28.9099","","23230.2","3439","18","1431.98","73.105","6231","122","3.93","","1.97","","","","1.2","","18,58","found in faint-star QLP search; possible shallow secondary may be consistent with USP hot Jupiter","2021-06-23","2024-09-06","2024-09-07"
+"202872757","3696.01","","3","4","3","3","3","4","4","20.5","51.8","129.04","2","0","1","PC","PC","12.4838","0.008","1","qlp-s58-tois","FAINT","36.719078","45.037963","6.189","0.1","-6.484","0.079","2459907.22551","0.003458","4.4236103","0.0000193","4.356","0.562","6.349458","0.316086","5831","291.084","13.1733","1.05742","1421.6916309187","1549","6","866.835","45.374","6120.1","137.5","3.96","0.09","1.86","0.13","0.30868","0.0148969","1.16","0.163219","18,58","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"470783598","3697.01","","3","5","5","3","3","4","4","93.1","205.4","317","2","2","1","PC","APC","11.7635","0.006","1","qlp-s58-tois","FAINT","23.042846","54.276292","16.814","0.162","-5.48","0.115","2459894.131358","0.0009303","9.9441709","0.0000156","2.698","0.591","16.687231","14.124619","15252","12925","22.7702","6.55707","91.5833","861","41","350.16","10.0015","5252","129.3","4.12","0.09","1.37","0.09","","","0.898","0.115505","18,58","found in faint-star QLP search; TFOP ST3/APC; V-shaped and large; possible secondary","2021-06-23","2024-09-06","2024-09-07"
+"266425782","3698.01","","3","4","3","3","3","4","4","40.6","38.6","317","2","0","1","PC","PC","12.488","0.015","1","spoc-s59-b0A","FAINT","87.883981","36.7873","2.524","0.053","-14.11","0.042","2459911.943119","0.0022736478","2.3467262898087","0.0003721689","4.2923575607684","0.16205618","7.24674","0.257638","6652.2691916933","237.2649","15.212688346403","0.95395523","3021.6682114898","1890.9560870294","14.805672","741.97","15.147","6121.8","106.5","4","0.08","1.7804399728775","0.0931558","0.0729025","0.0272167","1.16","0.155865","19,59","found in faint-star QLP search; two stars in pixel","2021-06-23","2024-09-06","2024-09-07"
+"266401846","3699.01","","3","4","3","3","1","4","4","45.5","63.4","317","1","1","0","PC","PC","12.7775","0.027","1","spoc-s59-b0A","FAINT","60.937413","50.236205","2.378","0.046","-3.838","0.036","2459912.279232","0.0018578091","3.0423931013284","0.00038302035","2.7491504505553","0.13617158","11.684065","0.507927","10703.724621193","467.70886","18.178038534079","1.0154984","2668.9183266115","1833.1734999476","16.963757","770.947","15.8075","7046","223.5","4.19","0.09","1.6576800346375","0.0732965","","","1.56","0.265793","19,59","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"417676091","3700.01","","3","4","3","3","3","4","4","26.2","82.2","104.36","3","1","2","PC","PC","12.8166","0.007","1","spoc-s73-b0A","FAINT","82.250858","68.481405","-2.47","0.019","1.887","0.023","2460286.353547","0.001994263","4.4184428762716","0.0006177753","3.2423131659466","0.12918812","13.474072","0.605811","12333.39146207","557.8172","12.832487681351","0.7691362","526.28682561252","1221.5897336467","21.943687","600.806","5.86","6166","129","4.41","0.09","1.119989991188","0.0528769","","","1.17","0.170811","19,59,73","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"266213232","3701.01","","3","4","3","3","1","4","4","38.6","44","317","2","0","0","PC","PC","13.4313","0.029","1","spoc-s59-b0A","FAINT","60.362935","49.265249","1.666","0.049","-10.599","0.041","2459911.332792","0.0024191716","4.2605739157182","0.00071744085","2.5821706445603","0.17129934","22.011554","1.142622","20069.266628911","1051.8398","15.322056757339","0.9476163","359.35002407182","1110.4504108948","17.94201","514.526","7.0715","5457","122","4.35","","1.0758999586105","","","","0.95","","19,59","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"385400633","3702.01","","3","4","3","3","3","4","4","","","73.89","4","0","2","PC","PC","12.4434","0.006","1","qlp-s58-tois","FAINT","49.102399","58.287744","-3.756","2.235","-4.25","2.227","2459907.09847","0.0009994","2.2842184","0.0000026","1.07","0.303","9.459853","0.81295","8675","748.474","","","108.395","898","21","","","4930.6","220.1","","","","","","","","","18,19,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"260962960","3703.01","","3","4","3","3","3","4","4","40.4","54.1","317","2","0","1","PC","PC","12.3653","0.017","1","spoc-s73-b0A","FAINT","76.092396","44.334107","1.876","0.08","-5.63","0.066","2460286.817556","0.0021926183","3.8901335481223","0.0005857799","4.0827714736601","0.14268677","7.547806","0.324049","6927.6783584926","298.41602","19.049473631987","1.2613474","2845.1375926876","1862.7113809677","18.282343","786.966","26.313","6530","157","3.87","0.09","2.2370600700378","0.11803","","","1.35","0.214604","19,59,73","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"367616146","3704.01","","3","4","3","3","1","4","4","125.3","127.3","317","2","0","0","PC","PC","13.3088","0.013","1","spoc-s59-b0A","FAINT","72.247199","44.419431","13.283","0.057","-2.515","0.048","2459911.348741","0.0017997448","1.3944879488539","0.00015729578","1.8149061626062","0.1281982","13.918449","0.636765","12737.547032972","586.3105","18.099863636633","29.871353","1298.172490778","1530.9212454309","19.410505","475.206","8.107","5483.9","145.7","4.45","","0.96505898237228","","0.189","0.135","0.96","","19,59","found in faint-star QLP search; 7 sigma odd-even in SPOC s59","2021-06-23","2024-09-09","2024-09-10"
+"259506033","3705.01","","3","5","5","3","5","4","5","62.6","148.1","103.63","1","18","1","KP","KP","12.3824","0.006","1","spoc-s73-b0A","FAINT","75.480167","50.131178","-11.021","0.067","-21.44","0.063","2460286.170903","0.00091334846","1.9025031829152","0.00011595365","1.6652986337917","0.05865258","11.699615","0.354153","10717.893183588","326.13382","11.373243926622","0.7500005","959.03161290675","1419.3123454791","27.14494","338.84","4.1","5464.2","124.5","4.4","0.09","1.0259200334549","0.0609447","0.38","0.061","0.955","0.120544","19,59,73","found in faint-star QLP search; HAT-P-61 b","2021-06-23","2024-09-08","2024-09-08"
+"252430813","3706.01","","3","4","3","3","1","4","4","33.1","41.6","317","1","1","0","PC","PC","13.4223","0.05","1","spoc-s59-b0A","FAINT","76.825224","59.729551","-1.981","0.035","-6.361","0.036","2460286.769995","0.0040799365","4.3701795176972","0.00083902024","3.7808821882295","0.18684071","16.410926","0.666906","15001.36321542","614.05493","15.452326479688","0.6119335","772.64939017176","1344.6689174576","20.9724","740.11","16.2615","6647.1","112","4.4","","1.2306699752808","","-0.286","0.107","1.4","","19,59,73","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"366311757","3707.01","","3","4","3","3","1","4","4","23.1","24.8","317","0","0","0","PC","PC","13.2097","0.02","1","qlp-s44-tois","FAINT","75.952392","31.657874","0.203","0.058","-4.93","0.034","2459914.257661","0.0036777516","4.9107194","0.0000392","4.445","0.334","8.98353","0.006592","8240","6.07132","14.9335","","838.921","1499","20","755.552","20.654","6302","122","4.09","","1.66","","","","1.24","","19,43,44,59","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"251652214","3708.01","","3","4","3","3","3","4","4","34.8","109.8","117.77","1","14","3","PC","PC","11.9786","0.006","1","qlp-s58-tois","FAINT","46.155455","59.356926","22.477","0.042","-6.954","0.074","2459902.98183","0.0009321","7.27299","0.0000088","4.323","0.15","15.109523","0.292561","13820","269.422","13.3662","0.77572","178.298","1018","60","313.908","3.178","5400","277.5","4.3","0.09","1.13","0.06","","","0.938","0.137379","18,19,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"356322454","3709.01","","3","4","3","3","3","4","4","","","89.39","1","0","2","PC","PC","13.3033","0.009","1","spoc-s59-b0A","FAINT","67.795335","59.159564","2.89","2.197","-5.533","2.197","2460288.729263","0.0035005808","3.250984610538","0.0006394532","2.2931884585587","0.14046411","11.847212","0.772648","10852.369209038","711.3822","","","","","17.250647","","","","","","","","","","","","","19,59,73","found in faint-star QLP search; no stellar parameters","2021-06-23","2024-09-08","2024-09-08"
+"174826170","3710.01","","3","4","3","3","1","4","4","26.4","27.7","317","2","0","0","PC","PC","13.3727","0.01","1","qlp-s19-faintsearch","FAINT","90.808637","41.649461","-0.463","0.041","-7.643","0.034","2458838.338784","0.0034774","2.4802272","0.0008213","3.51","0.253","9.180604","0.009808","8420","9.03318","15.7506","","2003.04","1863","15","1137.19","29.575","6267","122","4.06","","1.72","","","","1.22","","19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"355008856","3711.01","","3","4","3","3","1","4","4","30.8","35.8","317","1","1","0","PC","PC","13.3125","0.007","1","qlp-s19-faintsearch","FAINT","77.163736","66.52611","-4.688","0.024","-7.986","0.028","2458836.56062","0.0034103","3.0108217","0.0008003","1.723","0.21","9.640582","0.017982","8840","16.562","18.2459","","273.596","1133","17","1158.64","27.88","5983","122","3.93","","1.89","","","","1.1","","19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"354442783","3712.01","","3","4","3","3","1","4","4","30.4","74","55.88","2","0","0","PC","PC","13.4418","0.006","1","spoc-s59-b0A","FAINT","89.243696","36.358115","13.03","0.052","-15.882","0.043","2459910.690161","0.002090114","1.5224705912633","0.00019723285","1.3423331404837","0.1562934","9.317979","0.679427","8545.4542713038","625.58","7.53174","0.842854","633.32719194771","1279.4602070635","12.84168","360.509","4.3335","4654.3","230","","","0.8","0.08","-0.273","0.115","","","19,59","found in faint-star QLP search; potential secondary","2021-06-23","2024-09-06","2024-09-07"
+"171160885","3713.01","","3","4","3","3","4","4","4","20.2","86.2","87.99","2","1","4","PC","PC","12.5021","0.006","1","qlp-s44-tois","FAINT","67.998759","32.869383","30.815","0.073","-11.286","0.047","2459918.987409","0.00143673","10.4401778","0.0000321","2.783","0.468","15.439859","0.01937","14120","17.8405","11.2253","1.26344","27.7794","639","42","224.513","1.482","4571.1","148.6","4.4","0.12","0.89","0.09","0.406","0.146","0.722","0.0888869","19,43,44,59","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"155867025","3714.01","","3","5","5","3","4","4","4","99.9","253","92.76","5","2","0","CP","CP","13.1751","0.007","1","spoc-s59-b0A","FAINT","69.552342","39.458003","19.7","0.087","-70.764","0.049","2459911.46982","0.0004218115","2.1547472219598","0.00006124756","1.6582238091276","0.028715586","55.179305","0.620486","49552.182343736","571.32574","11.610248607622","0.36717308","53.532199850355","689.87994842305","96.48067","112.71","0.5825","3538","157","4.73","0.01","0.50843000411987","0.0150691","","","0.506325","0.0202631","19,59","found in faint-star QLP search; TOI-3714 b","2021-06-23","2024-09-09","2024-09-10"
+"354293303","3715.01","","3","4","4","3","1","4","4","53.2","67","317","3","0","0","PC","PC","12.9238","0.006","1","spoc-s59-b0A","FAINT","88.890851","39.126519","1.507","2.173","-6.689","2.174","2459912.37098","0.0025417607","2.4713542816086","0.0004766716","2.3649813499806","0.15161632","8.956286","0.618676","8215.1143339445","569.6593","21.020311108259","0.97019506","1837.1071465951","1669.7573784177","13.153746","348.661","","6351.8","","","","2.0498199462891","","-0.0687475","0.0545383","","","19,59","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"155351556","3716.01","","3","4","4","3","3","4","4","184.4","855","317","2","2","4","PC","PC","12.3186","0.006","1","qlp-s19-faintsearch","FAINT","68.005803","36.012476","-0.466","2.233","-3.482","2.231","2458832.542018","0.0009343","6.0985856","0.0006831","6.711","0.262","32.153213","0.003328","29180","3.06544","","","486.603","1308","93","197.528","","4740","272","","","","","","","","","19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"348099535","3717.01","","3","4","4","3","3","4","4","12.2","49.7","77.98","0","1","1","PC","APC","11.5813","0.015","1","qlp-s19-faintsearch","FAINT","69.965956","46.669445","0.712","0.096","0.494","0.087","2458823.030985","0.0066603","10.1182835","0.0055293","2.645","0.604","3.392792","0.014491","3120","13.3462","10.4862","0.880676","147.401","970","10","505.231","15.077","7253","164.5","4.13","0.09","1.82","0.09","","","1.63","0.280087","19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"417942201","3718.01","TIC 417942201.01","3","4","3","3","3","4","4","18.4","50.1","100.73","0","5","3","PC","PC","12.1578","0.011","1","qlp-s19-faintsearch","FAINT","65.713648","41.125315","0.428","0.109","-0.373","0.06","2458834.649331","0.0049156","4.230596","0.0020719","4.263","0.526","4.100961","0.007861","3770","7.23992","12.1709","0.919293","1263.61","1661","14","767.821","30.4245","6455.1","100.8","3.94","0.1","2.02","0.12","0.0238195","0.0225942","1.31","0.219462","19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"150074121","3719.01","","3","4","4","3","3","4","4","51.5","112.2","117.78","3","1","1","PC","PC","12.8297","0.021","1","spoc-s59-b0A","FAINT","63.286661","54.572095","8.47","0.036","-10.702","0.028","2459911.031517","0.00097241305","1.2222265024135","0.00008106388","1.5952612951301","0.12201892","8.477268","0.292628","7777.4504416265","269.48367","13.361241186225","1.2535077","6057.9111479352","2250.093029983","20.915714","583.038","8.4205","6629.1","124.4","4.24","0.1","1.4781600236893","0.0862311","0.035","0.075","1.39","0.224804","19,59","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"347051112","3720.01","","3","4","3","3","3","4","4","63.2","84.9","317","1","24","1","PC","PC","11.4343","0.006","1","spoc-s59-b0A","FAINT","60.696633","39.041323","6.948","0.116","-6.337","0.074","2459913.32114","0.002721827","4.7378265328828","0.0010818044","1.7442136289416","0.20832393","3.623387","0.516046","3331.6999760485","475.18338","20.938698897626","18.860388","3058.6451321927","1896.7147550115","12.03024","487.904","13.944","6533","181.7","3.72","0.09","2.6408801078796","0.126449","","","1.347","0.210971","19,59","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"143687316","3721.01","","3","4","3","3","3","4","4","22.6","68.1","71.41","1","0","1","PC","PC","12.6975","0.006","1","spoc-s73-b0A","FAINT","80.611594","40.425991","3.046","0.048","-16.249","0.034","2460287.522921","0.002018839","3.5411234641854","0.0004451842","3.0771407309822","0.1407287","9.526909","0.44357","8736.2229728104","408.45926","10.215035756242","0.906281","401.21473411439","1141.4685966465","18.235584","416.005","5.075","5151","168.9","4.3","0.09","1.0953199863434","0.0682236","","","0.87","0.11543","19,59,73","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"346015394","3722.01","","3","4","4","3","1","4","4","73.2","153","117.99","5","2","0","PC","PC","13.186","0.018","1","spoc-s59-b0A","FAINT","50.324844","63.732522","","","","","2459910.394452","0.0011147114","1.0788649240337","0.00007404691","1.9801943094286","0.078500666","35.532693","0.938982","32197.091618076","864.46094","18.456149376029","0.5065747","2357.2189752149","1777.1321824576","22.308197","783.568","","4920","66.1","","","1.31","0.03","","","","","18,19,59","found in faint-star QLP search; TIC 648288748 very close neighbor with nearly identical Tmag","2021-06-23","2024-09-06","2024-09-07"
+"3027681","3723.01","","3","4","3","3","1","4","4","30","36.4","317","3","0","0","PC","PC","13.3025","0.009","1","qlp-s45-tois","FAINT","82.215093","30.227473","1.154","0.057","-1.072","0.039","2459544.669393","0.0011574","3.9442027","0.0000124","3.269","0.141","14.856334","0.005613","13590","5.16944","14.6517","","741.79","1453","39","787.446","20.9985","6518.1","61.2","4.39","","1.22","","-0.008","0.059","1.34","","19,43,44,45","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"143642240","3724.01","","3","5","5","3","3","4","4","","","120.45","1","3","1","PC","PC","11.7012","0.006","1","qlp-s19-faintsearch","FAINT","80.425878","36.274635","6.777","0.075","-18.27","0.052","2458838.121011","0.0018673","","","6.092","1.006","9.574859","0.008624","8780","7.94329","13.5121","0.762777","549.591","1348","33","438.246","8.6785","6523","167.7","4.28","0.09","1.39","0.06","","","1.342","0.225289","19","single transit; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"339250695","3725.01","","5","5","5","5","5","5","5","55.7","87.6","317","1","0","0","EB","FP","13.135","0.011","1","spoc-s73-b0A","FAINT","84.789937","60.424358","5.46","0.041","-13.931","0.041","2460287.858395","0.0044848407","4.7262208452231","0.0013113392","3.2344044084771","0.22060676","10.377959","0.757284","9512.916561914","697.2413","12.40342041376","0.6293656","454.4461913187","1177.5798523789","11.16766","587.219","10.8755","5947","122","4.36","","1.1428699493408","","","","1.09","","19,59,73","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"122695048","3726.01","","3","4","3","3","1","4","4","55.1","82.4","317","1","0","0","PC","PC","13.0789","0.011","1","spoc-s73-b0A","SPOC","77.298277","38.228572","-14.073","0.042","-5.099","0.029","2460290.432392","0.0009914031","4.8404430882223","0.00041199886","2.616604472201","0.091213174","29.759608","0.914214","27037.37712243","841.66766","17.700332013286","0.45132837","366.57367042669","1115.9893923323","29.719658","491.622","6.515","5925.1","131.8","4.43","","1.0474200248718","","-0.377","0.126","1.08","","19,59,73","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"339207847","3727.01","","3","4","3","3","3","4","4","16.6","68.3","109.53","1","2","1","PC","PC","11.6439","0.01","1","spoc-s59-b0A","FAINT","84.479701","64.545457","0.403","0.04","1.74","0.041","2459919.63975","0.001966043","13.398863405178","0.0027077086","4.3926223357752","0.16669339","7.211567","0.264687","6620.0882527314","243.75635","12.801937738089","0.70575696","230.62637375035","993.90984436772","24.359953","461.037","8.8075","6475","134.9","4.23","0.09","1.4663699865341","0.0684875","","","1.32","0.209119","19,59","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"116257066","3728.01","","5","5","5","5","5","5","5","","","317","0","2","2","PC","FP","11.1843","0.153","1","qlp-s45-tois","FAINT","85.151086","34.796663","1.163","0.086","-5.145","0.067","2459545.961039","0.0017094","6.5019596","0.0000376","3.078","0.682","7.769029","0.02048","7130","18.863","","","9344.79","2739","34","1686.41","141.275","13253","143","","","","","","","","","19,43,44,45","V-shaped; found in faint-star QLP search; no stellar radius;  stellar radius from Gaia DR2 is ~5.1 Rsun which would make candidate Rp~50 Re; very likely EB","2021-06-23","2024-08-22","2024-08-22"
+"322160664","3729.01","","3","4","3","3","1","4","4","","","317","1","1","0","PC","PC","12.9676","0.006","1","spoc-s59-b0A","FAINT","86.594255","59.521666","-3.87","2.251","-1.887","2.252","2460290.926859","0.0017757891","8.1744382153094","0.00097445585","2.6721444747015","0.11000509","24.8513","1.185673","22628.929503375","1091.449","","","158.39646036775","904.80734546515","29.345083","","","5051.3","431.6","","","","","","","","","19,59,73","V-shaped; found in faint-star QLP search; no stellar radius","2021-06-23","2024-09-06","2024-09-06"
+"417844678","3730.01","","3","4","3","3","3","4","4","77.4","124.4","317","3","0","1","PC","PC","13.1507","0.006","1","spoc-s59-b0A","FAINT","64.230918","36.924112","-1.942","2.277","-2.508","2.276","2459910.634543","0.0036670575","2.5404528628326","0.00058305194","4.8434159326229","0.24514727","17.017142","1.12365","15551.179379317","1034.3845","","","1605.1782552506","1614.3606627538","19.558947","960.168","","4837","78.3","","","","","-0.253055","0.077043","","","19,59","found in faint-star QLP search; pulsating host; no stellar radius; v-shaped","2021-06-23","2024-09-06","2024-09-07"
+"115457180","3731.01","","3","5","5","3","3","4","4","32.8","115.7","78.68","0","1","2","PC","APC","11.0131","0.009","1","qlp-s45-tois","FAINT","83.891112","31.164547","5.4","3.7","-12.4","3.7","2459911.966229","0.0021599715","5.6619072","0.0000159","2.149","0.39","4.733255","0.072486","4350","66.76","10.5138","","518.945","","48","300.021","","6294","","","","1.37","","","","","","19,43,44,45,59","found in faint-star QLP search; TFOP SM/APC following observation of a double or triple lined spectrum; possibly synchronized","2021-06-23","2024-08-22","2024-08-22"
+"321894059","3732.01","","3","4","3","3","3","4","4","32.7","38.1","317","0","0","1","PC","PC","12.4096","0.007","1","qlp-s19-faintsearch","FAINT","84.613821","57.031425","3.465","0.053","-3.54","0.048","2458837.443197","0.0076882","2.9594651","0.0021098","3.84","0.927","2.674202","0.849886","2460","782.468","17.5182","7.27343","11520.9","2886","11","1033.68","29.015","6633.2","117.8","3.84","0.09","2.35","0.12","-0.281","0.051","1.39","0.227657","19,59","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"321436679","3733.01","","5","5","5","5","5","5","5","110.4","187.3","317","5","1","0","EB","FP","12.6396","0.013","1","spoc-s73-b0A","FAINT","83.140649","57.623092","0.18","0.035","-3.739","0.033","2460286.361991","0.0028435343","2.1263167228569","0.0003576335","2.6213684345","0.14268938","7.975132","0.504216","7318.456778886","464.2924","22.107536694266","1.4044659","6216.4494670749","2264.6722132616","15.246422","881.379","16.3","6361.4","114.5","3.83","0.09","2.2823700904846","0.11112","-0.152302","0.0259762","1.27","0.193918","19,59,73","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"105135774","3734.01","","3","4","4","3","1","4","4","47.1","46.1","317","1","0","0","PC","PC","13.3835","0.006","1","spoc-s73-b0A","FAINT","79.285641","53.723458","-5.374","2.344","-11.381","2.332","2460287.307924","0.0019776677","2.1411860354706","0.0002916828","2.7636092017388","0.13958237","10.969868","0.664223","10052.751592414","611.5845","","","1027.1214105953","1443.860365905","14.073614","","","4880.9","76.5","","","","","0.029","0.133","","","19,59,73","found in faint-star QLP search; no stellar radius; variable host","2021-06-23","2024-09-06","2024-09-07"
+"317252733","3735.01","TIC 317252733.01","3","4","3","3","3","4","4","56.8","189.1","86.07","2","15","1","PC","PC","11.3032","0.006","1","spoc-s59-b0A","FAINT","55.590143","58.295332","-7.014","0.039","-10.691","0.041","2459912.078486","0.00076804176","3.3526843331224","0.00016611945","3.9579057637134","0.05016674","12.480416","0.174049","11429.073893485","160.2925","11.110220663224","1.1268069","643.21443615324","1284.4248381114","71.605354","278.597","2.086","6245","106.5","4.51","0.11","1.0157599449158","0.102229","0.037","0.017","1.211","0.172903","19,59","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"98620619","3736.01","","3","4","3","3","1","4","4","35.7","48.5","317","1","0","0","PC","PC","13.3273","0.012","1","spoc-s73-b0A","FAINT","79.703512","43.815936","2.428","0.044","-1.95","0.034","2460286.244876","0.002522237","2.2091186004752","0.00037397025","3.2100501818104","0.15099671","12.926611","0.70904","11835.254258012","652.8365","20.045641842086","0.8796826","4482.4184345176","2086.881785237","15.141719","1280.39","48.49","6876","122","4.1","","1.7947100400925","","","","1.49","","19,59,73","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"96074951","3737.01","","3","4","4","3","3","4","4","52.6","58","317","3","3","1","PC","PC","11.4963","0.006","1","qlp-s44-tois","FAINT","72.427173","35.301657","-0.108","0.1","-1.196","0.055","2459912.415649","0.0009893118","5.5609997","0.0000143","4.204","0.19","10.002131","0.00222","9170","2.04433","15.2954","0.892006","424.633","1264","29","324.005","4.981","5863","357.4","4.07","0.1","1.58","0.09","","","1.06","0.174382","19,44,59","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"312689217","3738.01","","3","4","4","3","3","4","4","36.3","49.3","317","3","2","1","PC","PC","12.1502","0.018","1","spoc-s01-s72-b0A-PC","FAINT","88.985589","34.265809","-0.447","0.089","-9.313","0.076","2459474.306264","0.00046829277","4.3847593708494","0.0000047952667","4.710472710777","0.053249683","9.57908","0.088127","8783.8532254237","81.16471","17.231699444223","1.3136953","1666.4153310848","1629.5420157106","100.99528","715.956","32.655","6806.6","143.8","4.12","0.11","1.7557699680328","0.132995","-0.116271","0.0145516","1.47","0.245244","19,43,44,45,59,71,72","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"311441461","3739.01","","3","4","4","3","1","4","4","30.5","34.3","317","4","1","0","PC","PC","13.1072","0.007","1","spoc-s59-b0A","FAINT","86.635927","51.242599","2.007","0.071","-4.867","0.061","2459911.354239","0.0027325558","3.447155884682","0.0006087896","3.7435576830706","0.1853471","10.36134","0.442228","9497.7556385129","407.22427","16.619457401554","0.85376054","1585.8100689675","1609.4687264103","17.343328","962.115","41.823","6083","122","4.05","","1.6782799959183","","","","1.14","","19,59","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"87597187","3740.01","","5","5","5","5","5","5","5","99.1","108.4","317","0","0","0","PC","FA","12.878","0.019","1","qlp-s19-faintsearch","FAINT","81.57825","47.073781","8.075","2.105","1.177","2.105","2458838.028588","0.0007675","2.0449361","0.0001222","2.732","0.087","32.555901","0.007194","29540","6.62592","21.3235","2.17037","1476.47","1726","82","","","6247.6","44.7","","","1.22","0.12","-0.096","0.043","","","19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"701926762","3741.01","","3","4","3","3","1","4","4","124","151.7","317","5","0","0","PC","PC","13.1002","0.006","1","qlp-s19-faintsearch","FAINT","81.578251","47.07378","-0.555","0.278","-0.381","0.225","2458838.028865","0.0007492","2.0449545","0.0001213","2.763","0.079","39.874994","0.007311","36060","6.73362","18.9624","0.874119","638.907","1400","83","452.15","42.478","5086.8","110.8","","","0.97","0.04","","","","","19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"286696848","3742.01","","5","5","5","5","5","5","5","39.6","72.2","317","1","0","1","O","FP","12.8814","0.008","1","qlp-s19-faintsearch","FAINT","72.799655","50.096898","40.626","0.046","-29.917","0.044","2458835.622721","0.0013832","8.9279009","0.0009795","3.278","0.243","55.188236","0.041871","49560","38.564","15.0384","0.639276","17.5959","570","60","166.818","0.751","3916","157","4.59","0.01","0.67","0.02","","","0.641063","0.0202899","19","found in faint-star QLP search; signal coming from brighter neighbor TIC 286696848; TOI 3742 retired as FP/NPC by TFOP","2021-06-23","2024-08-22","2024-08-22"
+"87091417","3743.01","","3","4","3","3","1","4","4","","","39.89","1","2","0","PC","PC","12.7508","0.007","1","qlp-s19-faintsearch","FAINT","58.490945","58.748105","-1.38","2.211","3.165","2.21","2458840.233156","0.0046288","2.1186344","0.0009396","2.553","0.358","4.569695","0.011901","4200","10.9611","","","236.176","1092","12","","","3898","347.1","","","","","","","","","19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"86075481","3744.01","","3","4","3","3","3","4","4","20.1","19","317","0","0","1","PC","PC","12.4084","0.017","1","spoc-s59-b0A","FAINT","60.273843","67.507635","1.643","0.025","-4.418","0.042","2459911.429374","0.005191954","3.9010508662393","0.0013503924","4.274380256658","0.3956558","3.281222","0.254688","3017.5555288976","234.5487","15.376090449213","2.3441672","3848.7247292297","2008.8567199239","9.604012","938.939","24.714","6257","157.3","3.65","0.08","2.744950056076","0.13852","","","1.22","0.182492","19,59","found in faint-star QLP search; evolved host","2021-06-23","2024-09-08","2024-09-08"
+"666567477","3745.01","","3","4","3","3","3","4","4","30.1","92.4","45.07","0","0","1","PC","PC","13.1464","0.012","1","qlp-s19-faintsearch","FAINT","65.615413","46.536011","6.438","0.096","-19.836","0.066","2458838.180464","0.0052216","1.6883103","0.0007907","2.674","0.355","8.064323","0.018215","7400","16.7765","7.5805","","941.489","1543","11","343.885","5.783","4830","132","4.42","","0.9","","","","0.783","","19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"284747017","3746.01","","5","5","5","5","5","5","5","9.8","60.4","10.44","0","0","0","PC","FP","11.7603","0.006","1","qlp-s19-faintsearch","FAINT","78.040149","34.750032","19.705","0.077","-86.141","0.054","2458839.923433","0.005575","1.8012697","0.000928","3.182","0.426","1.956086","0.00395","1800","3.63809","3.19942","0.294622","1024.77","1576","12","145.759","0.864","4570","126.3","4.54","0.1","0.75","0.06","","","0.721","0.0901328","19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"647636934","3747.01","","3","4","3","3","3","4","4","","","317","3","0","3","PC","PC","12.5715","0.023","1","spoc-s59-b0A","FAINT","58.983683","57.834123","-0.287","0.033","2.225","0.034","2459911.552961","0.0035180547","1.5503071689468","0.00034876473","2.3242494594282","0.16815567","5.007896","0.451261","4601.8213120444","415.5405","15.625641992192","1.0999545","12362.172636033","2689.3260001927","12.168515","937.29","21.296","7747","208.7","4.1","0.08","1.9856799840927","0.073329","","","1.83","0.29781","19,59","V-shaped; low SNR; found in faint-star QLP search","2021-06-23","2024-09-06","2024-09-06"
+"82622707","3748.01","","3","4","3","3","1","4","4","34.2","33.5","317","6","0","0","PC","PC","13.2064","0.027","1","spoc-s59-b0A","FAINT","51.761032","61.189331","6.083","0.035","-4.266","0.035","2459911.985168","0.0024798384","2.3753009288122","0.00038258807","1.5021940437751","0.20190848","10.565386","0.772972","9683.8865565383","711.67993","14.751070819604","1.5344483","1905.0724424296","1684.9911464617","12.88492","796.177","15.2345","6087","122","4.18","","1.4331699609757","","","","1.14","","19,59","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"284174392","3749.01","","3","4","3","3","1","4","4","40.1","71.3","128.73","3","1","0","PC","PC","13.2474","0.012","1","qlp-s44-tois","FAINT","68.539495","32.806951","6.403","0.069","-11.73","0.047","2459911.346754","0.0026411146","1.8751894","0.000008","2.798","0.172","10.035005","0.004833","9200","4.45089","14.0349","","1205.51","1641","32","639.641","13.618","5410","122","4.06","","1.5","","","","0.94","","19,43,44,59","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"468777766","3750.01","","3","4","3","3","1","4","4","8.3","71.4","54.49","6","0","0","PC","PC","12.9865","0.007","1","qlp-s19-faintsearch","FAINT","76.423773","67.820318","8.267","0.023","-20.118","0.034","2458826.425862","0.001625","12.4844641","0.0014759","2.827","0.499","18.759802","0.023167","17130","21.3373","8.49489","0.407563","7.652","463","27","156.504","0.568","3815","157","4.63","0.01","0.63","0.02","","","0.611615","0.0202846","19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"284173938","3751.01","TIC 284173938.01","3","4","3","3","1","4","4","42.9","109.9","124.53","1","1","0","PC","PC","12.8826","0.01","1","qlp-s44-tois","FAINT","68.629023","32.476637","-1.022","0.091","-5.825","0.05","2459910.877562","0.0020387338","2.9157041","0.0000074","3.375","0.13","13.800181","0.002302","12630","2.12034","13.8344","0.708049","1361.85","1692","49","613.765","11.9225","6400.6","119.9","4.39","0.09","1.2","0.06","0.158","0.079","1.28","0.201972","19,43,44,59","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"81597356","3752.01","","3","4","3","3","1","4","4","47.5","91.9","317","2","0","0","PC","PC","12.8963","0.006","1","spoc-s14-s60-b0A-PC","FAINT","46.811835","64.395362","","","","","2459883.538733","0.0025330905","2.8054221114563","0.00024573054","3.6911464171213","0.20174909","8.141207","0.355483","7470.2865034937","327.3584","","","659.21195126439","1292.3377117017","22.591478","1310.21","","4879","58.5","","","","","","","","","18,19,58,59","found in faint-star QLP search; no stellar radius","2021-06-23","2024-09-06","2024-09-07"
+"467783290","3753.01","","5","5","5","5","5","5","5","54.6","83.7","317","1","0","1","PC","FP","12.4332","0.008","1","qlp-s44-tois","FAINT","62.618611","32.306767","2.412","0.085","-5.995","0.036","2459521.512909","0.0010055","3.6502527","0.0000112","2.506","0.376","9.815864","0.056758","9000","52.2744","21.323","1.87409","1462.84","1722","44","884.571","27.1445","6630.3","102.6","4","0.09","1.95","0.1","0.051122","0.0437287","1.39","0.222216","19,43,44","found in faint-star QLP search; odd-even in S43 and s44; likely EB","2021-06-23","2024-08-22","2024-08-22"
+"81593515","3754.01","","3","4","3","3","3","4","4","16.5","36","94.9","0","3","3","PC","PC","11.8974","0.046","1","qlp-s19-faintsearch","FAINT","46.934208","62.39968","6.068","0.046","-4.071","0.051","2458839.285714","0.0124352","2.5312823","0.0009511","4.428","2.154","1.434119","0.047269","1320","43.5352","11.7709","2.26008","9149.72","2724","11","812.367","23.513","6170","337.6","3.56","0.11","2.98","0.17","","","1.18","0.198548","18,19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"281196902","3755.01","","3","4","4","3","3","4","4","19.6","74.4","63.38","3","9","1","PC","PC","12.079","0.006","1","spoc-s73-b0A","FAINT","69.747261","66.671209","-11.435","0.029","11.512","0.054","2460291.216212","0.0018303948","5.5455797734997","0.0009982702","3.1170996014824","0.15016639","8.76491","0.396216","8040.2832674015","364.86206","10.335381349782","0.75834155","238.40898289999","1002.1907807439","20.1026","322.356","2.953","5354","315.4","4.34","0.11","1.0760699510574","0.06451","","","0.926","0.156061","19,59,73","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"67300566","3756.01","","3","5","5","3","3","4","4","52.9","165.3","106.98","1","2","1","PC","APC","11.5552","0.006","1","spoc-s59-b0A","FAINT","83.653007","36.939626","-1.752","0.079","-14.559","0.059","2459912.449974","0.0009780568","4.4236731891143","0.00029572935","1.4711492233063","0.0549609","11.660391","0.502754","10682.153177197","462.94644","12.626298557257","0.7520286","457.58944834739","1179.6108266494","25.42691","327.13","4.8355","6096","108.2","4.44","0.08","1.0616300106049","0.0532262","0.051","0.019","1.145","0.149481","19,59","found in faint-star QLP search; multiple stars in pixel","2021-06-23","2024-09-08","2024-09-08"
+"445751830","3757.01","","3","5","5","3","4","4","4","59.3","159.2","104.29","7","0","0","CP","CP","13.1858","0.007","1","spoc-s59-b0A","FAINT","91.003642","55.019979","-9.036","0.057","-43.154","0.052","2459911.667339","0.0006712113","3.4391954254631","0.00015717234","1.6681096478181","0.04471736","36.337718","0.78512","32914.408735838","722.86084","12.437730886341","0.4391133","58.432215663281","705.15215611998","42.049465","181.139","1.1865","3902","157","4.62","0.01","0.6372230052948","0.0189888","","","0.617459","0.0203105","19,59","found in faint-star QLP search; TOI-3757 b","2021-06-23","2024-09-06","2024-09-07"
+"280254984","3758.01","","3","4","3","3","1","4","4","47.5","45.9","317","3","1","0","PC","PC","12.5489","0.015","1","qlp-s52-tois","FAINT","41.323613","69.106259","0.371","0.02","-6.774","0.027","2459736.687477","0.0017102","3.4177514","0.0000071","3.415","0.155","11.0875","0.002688","10160","2.47595","15.3577","0.790461","734.21","1450","43","477.787","4.2165","5868","158.2","4.1","0.08","1.52","0.07","","","1.06","0.142387","18,19,52","found in faint-star QLP search; closer neighbor TIC 64929795 with Tmag ~16","2021-06-23","2024-08-22","2024-08-22"
+"27244707","3759.01","","5","5","5","5","5","5","5","26.1","84.3","40.02","0","0","0","PC","FP","12.816","0.019","1","qlp-s19-faintsearch","FAINT","65.615413","46.536013","-17.959","2.183","-9.363","2.182","2458838.180194","0.0055464","1.6882863","0.0008722","2.636","0.329","5.649644","0.014345","5190","13.212","","","","","10","420.132","","","","","","","","","","","","19","low SNR; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"440186528","3760.01","","3","5","5","3","1","4","4","","","123.61","2","0","0","PC","APC","13.0123","0.007","1","qlp-s19-faintsearch","FAINT","87.645924","44.687214","","","","","2458840.868452","0.0022909","0.5318566","0.0000845","0.955","0.321","17.390888","1.453133","15890","1337.49","","","2027.68","1869","21","","","4852","249.9","","","","","","","","","19,59","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"275703182","3761.01","","3","4","3","3","1","4","4","16.8","74.1","317","1","0","0","PC","PC","12.8508","0.006","1","qlp-s19-faintsearch","FAINT","48.669955","66.920775","17.163","0.018","-26.454","0.027","2458812.228444","0.0010311","25.8944827","0.0005207","2.136","0.162","30.39879","1.77587","27610","1634.3","17.6301","3.59975","2.69966","357","25","215.482","0.7835","4375","121.1","4.53","0.1","0.74","0.06","","","0.684","0.0821297","18,19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"9833284","3762.01","","3","4","3","3","4","4","4","21.1","72.9","37.61","1","2","3","PC","PC","10.6872","0.033","1","qlp-s19-faintsearch","FAINT","70.325641","55.933254","1.596","0.06","-14.041","0.055","2458839.718032","0.0022744","0.6843601","0.0001334","0.762","0.186","0.782012","0.006437","720","5.92887","6.83269","0.751495","2045.89","1873","12","476.182","9.745","6779","102.4","3.93","0.1","2.17","0.15","-0.077396","0.00696562","1.45","0.246493","19","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"432114158","3763.01","","3","4","4","3","3","4","4","47.9","62.6","317","1","1","1","PC","PC","12.5159","0.018","1","spoc-s59-b0A","FAINT","57.947685","47.149894","-1.574","0.064","-0.937","0.047","2459910.768255","0.001348855","2.0042660706181","0.00018148088","3.2004170704794","0.09674073","9.489305","0.265918","8701.8905063264","244.88925","17.467985637552","0.93619144","6165.181106624","2259.9883961231","24.669828","855.352","21.954","7284","174.8","4.14","0.09","1.8149000406265","0.0837362","","","1.64","0.27439","19,59","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"275702126","3764.01","","3","4","3","3","1","4","4","29.6","32","317","3","0","0","PC","PC","12.5944","0.023","1","spoc-s59-b0A","FAINT","48.791209","66.597657","-0.733","0.017","-6.036","0.029","2459911.460385","0.0038305798","6.5718533815631","0.001704039","2.4724721675758","0.32847497","9.279557","0.730157","8510.3680527277","672.27374","17.237429174886","3.663783","150.79383579412","893.74916019665","11.58479","502.731","4.433","4773","122","","","1.8933700323105","","","","","","18,19,59","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"432078760","3765.01","","3","4","3","3","3","4","4","57.4","85.7","317","3","7","3","PC","PC","11.7734","0.025","1","spoc-s59-b0A","FAINT","57.511805","46.681042","0.96","0.07","-0.742","0.05","2459913.047807","0.0008024096","3.1479531973865","0.00019238282","3.3502554277788","0.057989888","11.516016","0.195267","10550.590878334","179.83112","17.745577015829","0.7244649","2765.4837197536","1849.5348804413","37.107487","620.461","12.775","7298","220.4","4.23","0.08","1.6394300460815","0.0635301","","","1.65","0.288671","19,59","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"9830791","3766.01","","3","4","3","3","2","4","4","13.1","50.4","46.94","2","0","2","PC","PC","13.1021","0.006","1","qlp-s19-faintsearch","FAINT","70.242045","57.507726","-1.667","0.035","-2.829","0.033","2458835.348947","0.0038818","3.5414573","0.0015465","2.83","0.425","6.457581","0.017612","5930","16.2215","7.74182","","333.084","1190","10","451.666","4.96","5244","122","4.4","","0.99","","","","0.896","","19","low SNR; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"274545328","3767.01","","3","4","3","3","1","4","4","65.6","68.7","317","1","0","0","PC","PC","13.4784","0.043","1","spoc-s73-b0A","FAINT","69.488129","52.71623","1.887","0.047","-3.2","0.037","2460287.763305","0.0038253032","2.3907751394513","0.00058886694","4.1827898031876","0.25361767","11.799985","1.171365","10809.34255751","1078.2849","21.860664126808","1.8332431","2835.6275007808","1861.1528619288","8.64282","760.803","23.4885","5382","123","3.76","","2.0989000797272","","","","0.93","","19,59,73","found in faint-star QLP search; not quite synchronized","2021-06-23","2024-09-06","2024-09-07"
+"268172361","3768.01","","3","4","3","3","3","4","4","33.6","46.1","317","2","0","1","PC","PC","12.9859","0.009","1","spoc-s59-b0A","FAINT","83.379462","45.081717","2.476","0.038","-1.383","0.03","2460286.372607","0.0018283526","2.1803153673561","0.0002644617","2.6629308075248","0.14304818","8.738361","0.299972","8016.0263872304","276.24652","18.377015374033","1.2707536","6330.1622487931","2274.9584022439","22.006554","1309.84","41.05","7166","134.8","4.04","0.09","1.9932999610901","0.100849","","","1.6","0.275706","19,59,73","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"428251130","3769.01","","3","4","3","3","3","4","4","38.1","125.8","127.66","3","2","4","PC","PC","10.5375","0.006","1","qlp-s19-faintsearch","FAINT","54.82405","52.824649","-9.531","0.075","1.281","0.066","2458821.027915","0.001379","10.3380912","0.0008853","3.972","0.164","7.353566","0.002029","6750","1.86915","14.0125","0.645523","183.03","1024","42","276.632","2.659","6650","181.1","4.12","0.09","1.7","0.07","","","1.4","0.23079","18,19","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"8621049","3770.01","","3","4","3","3","3","4","4","27.6","76","46.66","2","0","1","PC","PC","13.4706","0.006","1","qlp-s19-faintsearch","FAINT","66.381511","57.806118","-3.925","0.04","-3.269","0.034","2458840.119677","0.0054225","0.9183768","0.000376","1.009","0.361","7.058465","0.119047","6480","109.64","7.7093","","660.579","1412","9","462.312","6.36","5176","122","4.47","","0.9","","","","0.877","","19","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"3364732","3771.01","","3","4","3","3","1","4","4","33.2","41.8","317","2","1","0","PC","PC","13.1454","0.013","1","spoc-s01-s72-b0A","FAINT","82.560259","31.181746","2.837","0.047","-8.143","0.033","2459476.041428","0.00083059585","3.6238661570863","0.000010082306","2.7231079535815","0.09014523","12.885801","0.341629","11798.111433687","314.60223","16.456340401679","0.32991183","1310.9028216707","1534.66070849","35.9334","810.882","18.4005","6717.3","33.1","4.3","","1.3952699899673","","0.032","0.031","1.43","","19,43,44,45,59,71","found in faint-star QLP search; check neighboring TIC 3364733; possible odd-even","2021-06-23","2024-09-08","2024-09-08"
+"426319499","3772.01","","3","4","3","3","3","4","4","15.1","64.5","42.31","1","0","1","PC","PC","12.6409","0.006","1","spoc-s59-b0A","QLP","86.04348","36.080653","7.481","0.047","-17.234","0.04","2460287.542966","0.0036704694","4.1689144528728","0.00059127534","2.1905198044152","0.24199954","7.715906","0.44141","7081.4201520601","406.47116","7.3156426090308","1.3284963","201.89006483549","961.38753393256","14.92673","309.143","2.5255","5119","167.1","4.49","0.09","0.87411898374557","0.05399","","","0.861","0.110088","19,59,73","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"266772500","3773.01","","3","4","3","3","3","4","4","72.9","82.1","317","1","1","1","PC","PC","12.5517","0.006","1","spoc-s59-b0A","FAINT","61.496952","51.724323","10.045","0.043","-6.391","0.032","2459912.938613","0.001748727","2.950809747031","0.00035781667","2.169979300369","0.12058646","9.682432","0.789262","8878.2030994184","726.67267","19.443514214978","3.9033902","1793.3967876272","1659.7353595464","17.066338","683.852","9.6975","5823.8","199.6","3.99","0.14","1.7074400186539","0.211269","0.145","0.189","1.049","0.142824","19,59","found in faint-star QLP search; possibly synchronized; possible secondary","2021-06-23","2024-09-06","2024-09-07"
+"704012376","3774.01","","3","4","4","3","1","4","4","69.7","62","317","1","0","0","PC","PC","13.3678","0.031","1","qlp-s20-faintsearch","FAINT","95.160582","43.165306","7.925","0.732","0.82","0.738","2458865.318987","0.0026813","1.5970752","0.0003327","1.313","0.233","16.971727","3.72893","15510","3428.58","","","","","14","609.487","289.925","","","","","","","","","","","20","found in faint-star QLP search","2021-06-23","2024-08-22","2024-09-01"
+"68850908","3775.01","","3","4","3","3","1","4","4","31.6","42.7","317","3","0","0","PC","PC","13.1657","0.007","1","qlp-s47-tois","FAINT","107.082369","34.674445","-2.022","0.046","-5.049","0.04","2459598.37887","0.000841","5.3868381","0.0000126","3.225","0.153","20.539761","0.005502","18740","5.06728","15.8461","","255.316","1113","47","696.257","11.8145","5915","122","4.37","","1.13","","","","1.08","","20,44,45,47","found in faint-star QLP search; large Rp","2021-06-23","2024-08-22","2024-08-22"
+"68388114","3776.01","","3","5","5","3","1","4","4","115.3","265.7","105.89","2","0","0","PC","APC","12.9076","0.014","1","qlp-s45-tois","FAINT","102.827625","33.545577","-7.694","2.245","-14.871","2.251","2459548.392348","0.0009239","1.3312309","0.0000036","1.396","0.121","7.7909","3.880333","7150","3567.54","12.5661","4.4707","1975.12","1857","26","","","5247.2","44.8","","","0.66","0.06","-0.072","0.043","","","20,44,45","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"802227190","3777.01","","3","4","3","3","1","4","4","13.4","45.9","66.49","2","0","0","PC","PC","13.1961","0.016","1","qlp-s20-faintsearch","FAINT","126.818692","50.75782","-6.388","0.047","-3.121","0.04","2458867.780707","0.0043475","2.3365744","0.0009253","2.53","0.368","4.984094","0.012738","4580","11.7318","9.51324","","1516.77","1738","12","1028.89","34.1755","6545","139","4.27","","1.41","","","","1.35","","20","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"53307409","3778.01","","3","4","4","3","1","4","4","11.5","51","50.5","5","0","0","PC","PC","13.0221","0.009","1","spoc-s14-s60-b0A-PC","FAINT","116.767003","56.783436","-5.608","0.032","-1.574","0.026","2459596.981243","0.003146","5.6089885813847","0.000039753715","2.7514799487193","0.21970844","8.168113","0.393615","7494.882016162","362.46667","8.1185589201008","0.8302718","173.82549733644","926.07917822726","16.296915","429.268","3.9375","5353.3","33.6","4.47","","0.92739099264145","","0.186","0.032","0.93","","20,47,60","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"742648307","3779.01","","3","4","3","3","1","4","4","31.9","152.9","43.05","5","0","0","PC","PC","13.4167","0.019","1","spoc-s14-s60-b0A-PC","FAINT","104.733224","49.968735","2.713","0.845","3.354","0.95","2459937.958248","0.0023175636","1.618057759707","0.000007728931","1.8204968854311","0.11863005","18.89767","1.402225","17254.798093481","1290.6636","","","1373.0847144628","1552.5445916725","18.332323","366.254","126.379","","","","","","","","","","","20,47,60","found in faint-star QLP search; visual binary; large; v-shaped; nearby neighbor TIC 252910840; no stellar parameters","2021-06-23","2024-09-06","2024-09-07"
+"468832904","3780.01","TIC 468832904.01","3","4","4","3","1","4","4","68.6","67.8","317","2","1","0","PC","PC","13.4718","0.009","1","spoc-s14-s60-b0A-PC","FAINT","92.609716","71.412134","-1.718","0.023","-1.962","0.03","2459391.613431","0.00024063248","1.4005308210119","0.0000013949202","2.1755276349081","0.032350745","23.618338","0.272095","21518.396912558","250.57712","15.995242246559","0.17901555","1816.6738365127","1665.0948974881","81.14618","610.587","7.5935","5765","122","4.4","","1.0605900287628","","","","1.03","","19,20,40,53,59,60","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-09-08","2024-09-08"
+"470974162","3781.01","","5","5","5","5","5","5","5","15.5","62.6","32.93","0","0","1","EB","FP","12.3794","0.006","1","qlp-s47-tois","FAINT","110.878729","50.349524","-11.496","0.035","-22.191","0.025","2459603.239373","0.0018286","3.2583798","0.0000124","2.196","0.267","5.224082","0.005373","4800","4.94853","6.27906","0.489746","197.102","1043","30","270.518","1.725","4992.1","131.4","4.44","0.09","0.9","0.06","0.155","0.135","0.827","0.10103","20,47","found in faint-star QLP search; slight depth aperture correlation in QLP; centroid offset on TIC 470974160 (Tmag ~15.334) in spoc-s47; retired as NEB","2021-06-23","2024-08-22","2024-08-22"
+"396813816","3782.01","","3","5","5","3","3","4","4","14.3","53","112.98","0","4","1","PC","APC","12.0149","0.009","1","qlp-s20-faintsearch","FAINT","98.538646","66.634664","-0.026","0.031","4.019","0.038","2458864.19712","0.0021797","10.3918699","0.0008908","1.167","0.283","5.224082","0.015035","4800","13.8478","13.0244","0.93108","20.6991","594","17","707.148","14.087","6683","129.9","4.13","0.09","1.69","0.08","","","1.41","0.224297","19,20","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"459755750","3783.01","","3","4","3","3","3","4","4","15.4","48.4","110.83","1","1","1","PC","PC","12.8426","0.008","1","qlp-s47-tois","FAINT","133.705669","55.134127","-4.157","0.036","-5.871","0.028","2459604.198616","0.0020827","6.1080224","0.0000286","4.68","0.2","8.545715","0.004215","7840","3.88211","12.8902","0.695123","544.723","1345","30","854.987","16.3255","6204","125.9","4.17","0.08","1.48","0.07","","","1.19","0.168927","20,47","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"339503267","3784.01","","3","4","3","3","1","4","4","16.3","18.2","317","1","0","0","PC","PC","13.2906","0.007","1","spoc-s14-s60-b0A-PC","FAINT","92.846314","65.762376","1.679","0.081","-5.707","0.109","2459912.026871","0.0033771936","4.9386675677157","0.0006581164","3.2881257308711","0.37069285","5.311641","0.389899","4880.2549783874","359.04538","21.284239103132","3.4790454","2578.0960496171","1817.3748885237","12.192144","1702.46","249.255","5646","122","3.48","","3.0218698978424","","","","1","","19,20,59,60","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"458419328","3785.01","","3","5","5","3","4","4","4","10.8","84.9","20.04","3","3","1","PC","CP","12.4963","0.007","1","qlp-s47-tois","FAINT","130.900226","63.078077","-42.903","0.04","-17.033","0.049","2459604.77275","0.0011793","4.6747218","0.0000112","1.61","0.15","8.93974","0.008169","8200","7.52428","4.73219","0.206202","11.5347","513","20","79.7634","0.22365","3502","157","4.74","0.01","0.5","0.01","","","0.496104","0.0203333","20,47","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"321250206","3786.01","","3","4","3","3","3","4","4","48.8","46.3","317","1","2","1","PC","PC","12.3433","0.007","1","qlp-s20-faintsearch","FAINT","95.121127","58.094196","7.746","0.055","-12.047","0.05","2458865.144467","0.0033983","2.1040634","0.0005391","1.38","0.313","3.479927","1.568708","3200","1443.79","14.9729","6.49591","1713.13","1792","12","632.756","18.3765","5973.3","117.6","4.1","0.08","1.54","0.08","0.031","0.067","1.1","0.138609","20","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"457104362","3787.01","TIC 457104362.01","3","4","3","3","1","4","4","27.5","29.5","317","0","1","0","PC","PC","13.398","0.008","1","spoc-s14-s60-b0A-PC","FAINT","133.072602","61.972124","4.12","0.031","-19.734","0.031","2459604.335042","0.0014782","4.8163162107724","0.000020960075","3.5830778883367","0.122569986","17.301601","0.389145","15809.067684291","358.35138","14.751756026958","0.51857543","330.36981517217","1087.3512039159","42.313972","620.413","7.878","5290","122","4.26","","1.174299955368","","","","0.91","","20,47,60","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-09-08","2024-09-08"
+"312811620","3788.01","","3","4","3","3","3","4","4","50.7","55.1","317","5","17","1","PC","PC","11.3321","0.007","1","qlp-s20-faintsearch","FAINT","94.432577","54.381306","11.45","0.061","-11.436","0.065","2458863.845509","0.0010921","3.0923729","0.0003416","3.061","0.492","7.845579","0.011201","7200","10.3167","15.1739","1.07166","1605.66","1763","62","516.643","13.352","6510.2","150.8","4.07","0.1","1.76","0.1","-0.0290486","0.0158244","1.34","0.209588","20","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"453410966","3789.01","","3","4","4","3","1","4","4","22.7","77.6","77.23","2","0","0","PC","PC","13.1351","0.009","1","spoc-s14-s60-b0A-PC","FAINT","115.084361","49.078607","-1.246","0.035","-15.766","0.027","2459602.973528","0.0010853","4.1200039979965","0.000012851746","1.9086349021183","0.10831241","14.574885","0.476502","13334.265135938","438.7785","10.423614331537","0.6563313","270.68761121925","1034.5151246398","26.319288","475.616","4.844","5497.6","32.2","4.51","","0.90284198522568","","0.382946","0.0309026","0.96","","20,47,60","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"29117085","3790.01","","5","5","5","5","5","5","5","28.3","149","94.74","0","2","1","PC","FP","11.2119","0.006","1","qlp-s20-faintsearch","FAINT","118.426692","46.47193","-15.033","0.072","-17.056","0.064","2458846.993395","0.0008768","13.247777","0.000244","3.301","0.217","14.669232","0.025898","13420","23.8528","11.7716","0.754998","74.203","817","48","188.294","1.873","5373.8","107.5","4.51","0.08","0.89","0.04","-0.0224923","0.0124495","0.931","0.116936","20","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"400432230","3791.01","TIC 400432230.01","3","4","4","3","1","4","4","46.3","130","124.77","2","31","0","PC","PC","11.5787","0.008","1","qlp-s50-tois","FAINT","295.387706","56.217805","-4.611","0.034","-14.841","0.035","2459827.042109","0.0008477215","3.1833919","0.0000023","2.017","0.088","10.74752","0.003105","9850","2.85947","13.8362","0.682889","430.956","1269","129","476.831","3.8595","6405","201.7","4.27","0.09","1.39","0.06","","","1.31","0.208233","14,15,16,20,40,41,50,54,55,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"453348525","3792.01","","3","5","5","3","3","4","4","16.7","58.9","34.64","6","0","1","PC","APC","12.7859","0.009","1","qlp-s20-faintsearch","FAINT","102.599479","48.944982","-4.148","0.107","-7.422","0.099","2458867.809578","0.0043767","0.7729066","0.0002411","1.109","0.239","3.098766","0.017546","2850","16.1603","6.51984","0.67556","2135.77","1893","11","640.574","27.8615","6125","131.8","4.35","0.09","1.19","0.08","","","1.16","0.166856","20","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"29105766","3793.01","","3","4","4","3","1","4","4","41","58.2","317","5","0","0","PC","PC","13.1701","0.01","1","spoc-s14-s60-b0A-PC","FAINT","118.16493","42.786497","-2.739","0.044","-5.616","0.032","2459606.578007","0.001155","3.2551315303068","0.00001294869","2.3440734891416","0.075017855","15.7421","0.482434","14394.405536406","444.23987","17.886806725431","0.3908472","1237.4249188337","1512.6883560779","33.467148","930.864","25.6305","6433","122","4.3","","1.3329900503159","","","","1.3","","20,47,60","found in faint-star QLP search; v-shaped","2021-06-23","2024-09-06","2024-09-07"
+"416539317","3794.01","","5","5","5","5","5","5","5","3.7","24.2","15.07","8","2","3","PC","FA","12.4091","0.009","1","qlp-s47-tois","FAINT","126.849751","64.765253","0.908","0.033","-37.02","0.045","2459604.715425","0.0131178","2.2019606","0.0000468","4.326","0.856","1.042807","0.005789","960","5.33176","3.97533","0.397716","4911.26","2332","8","645.718","12.776","6269","130.6","4.26","0.09","1.35","0.07","","","1.22","0.178969","20,47","low SNR; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"253030300","3795.01","","5","5","5","5","5","5","5","13.3","61.5","34.25","3","10","1","PC","FP","12.2361","0.008","1","qlp-s20-faintsearch","FAINT","98.732441","49.676574","-1.05","0.062","-1.028","0.059","2458865.943138","0.0044721","2.8300213","0.0009204","1.646","0.556","4.122758","0.030253","3790","27.864","6.47417","0.65248","462.811","1292","12","439.841","8.537","6205","109.5","4.51","0.08","1.01","0.04","-0.059","0.042","1.19","0.169474","20","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"393251073","3796.01","","5","5","5","5","5","5","5","13.8","91.8","65.34","1","3","1","EB","FP","11.6387","0.006","1","qlp-s20-faintsearch","FAINT","115.508868","61.574659","-9.876","0.037","-34.38","0.035","2458849.115258","0.0015202","14.9857436","0.0009352","5.8","0.529","10.89008","0.008801","9980","8.10638","9.39924","0.614637","155.741","984","49","216.16","1.317","5279","129.2","4.52","0.09","0.86","0.05","","","0.906","0.114988","20","period may be half; found in faint-star QLP search; retired as  EB/SB1","2021-06-23","2024-08-22","2024-08-22"
+"252912175","3797.01","","3","4","3","3","3","4","4","12.2","62.6","88.4","2","2","2","PC","PC","11.7983","0.007","1","qlp-s47-tois","FAINT","104.840901","48.30288","-7.83","0.063","-6.964","0.059","2459586.242515","0.0013793","17.6229161","0.0000506","2.976","0.253","9.191553","0.006112","8430","5.62915","11.2819","0.69765","23.6888","614","41","400.069","6.804","5973.8","142.2","4.31","0.09","1.21","0.07","0.207091","0.00936478","1.1","0.143633","20,47","period may be half; found in faint-star QLP search; weak centroid offset","2021-06-23","2024-08-22","2024-08-22"
+"22683951","3798.01","","3","4","3","3","3","4","4","37.1","98.1","101.27","4","1","1","PC","PC","12.7739","0.007","1","spoc-s14-s60-b0A-PC","FAINT","124.114906","47.021989","6.239","0.035","-27.378","0.023","2459604.436695","0.0011554","2.6797435635326","0.000010089056","2.0292672160766","0.07561851","10.756209","0.380075","9857.9233830641","350.00034","12.225040182128","0.7423229","709.98495973384","1316.5338706964","31.311481","488.429","5.18","5573","131.6","4.37","0.08","1.0755200386047","0.0583945","","","0.98","0.130499","20,47,60","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"373614579","3799.01","","3","4","3","3","1","4","4","36.3","58.4","317","3","0","0","PC","PC","12.7085","0.007","1","spoc-s14-s60-b0A-PC","FAINT","114.188526","44.051536","18.799","0.035","-29.059","0.024","2459605.774678","0.0005362","8.2064866611967","0.000016614476","2.9678542121881","0.046809055","32.266427","0.37561","29281.225956865","345.89005","14.669318145728","0.8646077","77.97252766143","757.88821310535","92.820114","328.06","2.192","5236.1","124.7","4.55","0.09","0.8245689868927","0.0476683","-0.25839","0.0139051","0.89","0.111256","20,47,60","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"21291176","3800.01","","3","4","3","3","3","4","4","9.6","49.6","28.12","0","1","1","PC","PC","11.7248","0.007","1","qlp-s20-faintsearch","FAINT","103.276084","39.132278","1.676","0.081","-1.262","0.074","2458866.227324","0.0051757","1.6667559","0.000626","2.35","0.384","1.87995","0.005108","1730","4.70509","5.73913","0.429375","3970.53","2211","13","598.894","17.984","7189.4","107.2","4.35","0.09","1.4","0.07","-0.214","0.032","1.61","0.265924","20","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"373612558","3801.01","","3","4","3","3","1","4","4","25.7","81.7","110.01","4","1","0","PC","PC","12.9395","0.007","1","spoc-s14-s60-b0A-PC","FAINT","114.010809","47.258131","-5.563","0.04","-14.066","0.026","2459606.426277","0.001438","5.8677921403326","0.000024075267","3.4005119892137","0.09948347","15.399689","0.318593","14083.524242762","293.39172","12.835472713359","0.713846","233.71792423696","997.22407495945","46.6177","488.069","6.459","5565.6","106.7","4.39","0.08","1.0433299541473","0.0518216","0.323563","0.0286259","0.98","0.122445","20,47,60","found in faint-star QLP search; two stars in pixel","2021-06-23","2024-09-06","2024-09-07"
+"190250689","3802.01","","3","4","4","3","3","4","4","49.1","102","110.91","3","0","1","PC","PC","12.5548","0.008","1","qlp-s20-faintsearch","FAINT","98.781576","45.027682","25.651","0.045","-6.665","0.043","2458866.749372","0.0015738","1.4658218","0.0001651","1.294","0.112","9.487235","0.008384","8700","7.72178","12.9122","0.819436","491.415","1311","29","550.393","11.364","5586","129.2","4.17","0.08","1.36","0.07","","","0.99","0.127467","20","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"353498819","3803.01","","3","4","3","3","3","4","4","21.1","56.2","115.77","2","2","1","PC","PC","12.1957","0.007","1","qlp-s47-tois","FAINT","107.173813","38.18106","2.058","0.072","-8.012","0.067","2459603.238059","0.001792","2.5492773","0.0000089","2.301","0.226","4.318952","0.004176","3970","3.84637","13.2377","0.858582","1223.62","1647","25","1039.33","40.895","6862.4","119.6","3.98","0.09","2.07","0.11","0.093","0.066","1.49","0.254943","20,47","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"312991501","3804.01","","3","4","4","3","1","4","4","40.6","44.5","317","5","0","0","PC","PC","13.1225","0.007","1","spoc-s14-s60-b0A-PC","FAINT","134.655352","74.459183","-4.858","0.038","-1.266","0.042","2460313.036448","0.0010332041","3.290568324431","0.000018977984","2.7899266498043","0.07953478","19.809318","0.461983","18079.622641965","425.41132","14.608797082996","0.3460885","560.33165781204","1240.8835851174","40.06762","601.602","9.9105","5689","122","4.39","","1.0620299577713","","","","1.01","","14,20,40,47,53,60,74","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"189852832","3805.01","","3","4","3","3","3","4","4","33.4","94.5","100.3","2","0","1","PC","PC","12.7251","0.009","1","qlp-s20-faintsearch","FAINT","94.899684","42.313594","11.954","0.04","-4.229","0.034","2458860.700619","0.0020474","3.8960447","0.000934","2.15","0.186","14.581195","0.017071","13340","15.7225","12.1478","0.835696","151.232","976","25","406.497","4.2145","5295","131.8","4.38","0.09","1.02","0.06","","","0.91","0.118697","20","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"16076354","3806.01","","3","5","5","3","3","4","4","27.6","71.2","128.99","1","1","1","PC","APC","11.9181","0.008","1","qlp-s47-tois","FAINT","113.67495","38.986526","0.172","0.069","-2.636","0.044","2459601.456963","0.0013888","2.9859012","0.0000075","1.205","0.331","4.515181","0.013634","4150","12.5577","14.0883","1.12879","339.369","1195","22","806.325","28.6895","6709.5","140.9","4.02","0.1","1.94","0.12","-0.128763","0.00945373","1.43","0.243227","20,47","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"289661991","3807.01","","3","5","5","3","4","4","4","27.7","82.4","73.04","5","3","1","PC","CP","11.5817","0.008","1","qlp-s47-tois","FAINT","139.112565","69.074128","-0.55","0.032","-1.354","0.037","2459937.078969","0.0023032378","2.8989758","0.000005","1.307","0.371","4.002879","0.019996","3680","18.4165","10.0928","0.857036","401.9","1247","39","421.745","4.611","5908","133.4","4.13","0.08","1.47","0.07","","","1.07","0.137427","14,20,40,47,60","found in faint-star QLP search; v-shaped","2021-06-23","2024-08-22","2024-08-22"
+"138497780","3808.01","","5","5","5","5","5","5","5","87.8","146","317","4","3","1","EB","FP","12.2337","0.021","1","spoc-s14-s60-b0A-PC","FAINT","96.250314","33.032134","2.306","0.072","-5.376","0.06","2459549.76003","0.0007071","3.6754815288342","0.000009702745","2.3005774669225","0.068785824","10.739991","0.27248","9843.1330115403","250.93195","22.348703560265","10.045133","1252.5773444682","1517.2980079485","54.45087","595.137","15.5305","6305","178.2","4.18","0.09","1.4902100563049","0.0791005","","","1.24","0.187775","20,43,44,45,60","found in faint-star QLP search; ~4 sigma odd-even in spoc-s14-s60 multisector","2021-06-23","2024-09-09","2024-09-10"
+"252876117","3809.01","","3","4","4","3","1","4","4","48.4","128.5","121.46","3","0","0","PC","PC","13.0456","0.008","1","qlp-s20-faintsearch","FAINT","100.288738","48.861378","-7.578","0.043","-21.135","0.044","2458867.346917","0.0010798","3.6346303","0.0003175","2.728","0.184","27.733475","0.01514","25220","13.9448","13.6402","","215.456","1067","59","359.948","3.65","5058","123","4.51","","0.85","","","","0.84","","20","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"239136269","3810.01","","5","5","5","5","5","5","5","15.9","65","80.26","1","0","1","EB","FP","13.286","0.008","1","spoc-s14-s50-b0A-PC","FAINT","112.325562","33.591361","-0.852","0.063","-2.591","0.058","2459501.092732","0.0005550786","1.0590993635815","0.000012269761","0.98534020019089","0.16574793","5.611771","0.255285","5155.2973107935","235.09889","10.661656457144","1.6141707","18843.61904588","2988.2080301814","19.535135","1696.26","114.425","9332","126","4.5","","1.4284800291061","","","","2.37","","20,44,45,46,47","no offset in s44/45/46; offset in spoc-s47 likely due to scattered light; low MES; found in faint-star QLP search; 10-sigma odd-even in spoc-s42-s46-b0A; retired as EB","2021-06-23","2024-09-06","2024-09-06"
+"138475192","3811.01","","3","4","3","3","3","4","4","23.1","83.1","46.61","1","2","2","PC","PC","11.4102","0.006","1","qlp-s52-tois","FAINT","95.549232","83.861194","32.72","0.039","-23.382","0.046","2459912.976233","0.001599108","2.9594596","0.0000053","0.706","0.242","2.325965","0.028563","2140","26.307","7.75397","0.77082","94.5522","868","21","294.652","2.002","5560","123.6","4.28","0.08","1.19","0.06","","","0.98","0.123858","19,20,40,47,52,59","apparent odd-even and v-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"239134248","3812.01","","3","4","3","3","3","4","4","42.7","129.5","100.4","5","2","2","PC","PC","12.4679","0.006","1","spoc-s14-s60-b0A-PC","FAINT","112.194386","34.185355","-0.545","0.07","-6.959","0.065","2459602.230996","0.0003665","3.8850000507306","0.000005297377","2.8815405057619","0.0334155","19.834285","0.158508","18102.202403","145.98099","12.162717365078","0.6193916","268.03769096649","1031.9739071954","130.12819","339.069","5.553","5382.2","108.6","4.51","0.08","0.89314997196197","0.0444924","0.248819","0.0518549","0.934","0.114513","20,44,45,46,47,60","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"4605846","3813.01","","3","4","4","3","1","4","4","22.3","62.6","125.02","2","0","0","PC","PC","13.4461","0.008","1","spoc-s01-s72-b0A-PC","FAINT","118.060044","31.64694","0.134","0.038","-2.917","0.024","2459500.95423","0.00071290723","3.7178656374171","0.00000953637","3.2262533574373","0.09309087","12.310768","0.262496","11274.59590983","241.7387","13.675445201753","0.30471337","837.70050460999","1372.1195234945","40.598377","940.296","22.102","6268","122","4.34","","1.2358599901199","","","","1.22","","20,44,45,46,47,60,72","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"155873992","3814.01","TIC 155873992.01","3","4","3","3","3","4","4","27.6","73.7","127.58","3","1","1","PC","PC","12.4988","0.008","1","spoc-s14-s60-b0A-PC","FAINT","139.838463","66.803273","-15.112","0.024","-22.286","0.033","2459606.149028","0.0012061","4.9513106240777","0.00001503676","4.1704262457714","0.08379923","9.403669","0.165437","8623.7001528322","152.36186","14.004007689856","0.71640325","663.75806255293","1294.5600539332","49.04616","595.141","7.743","5914","126.5","4.16","0.08","1.4362499713898","0.0691508","","","1.08","0.131638","14,20,40,41,47,60","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-09-08","2024-09-08"
+"149995163","3815.01","","3","4","3","3","3","4","4","49.4","71.9","317","1","0","1","PC","PC","12.3972","0.008","1","qlp-s47-tois","FAINT","109.358531","49.840082","-7.801","0.056","-9.077","0.039","2459604.923601","0.0009296","4.8709815","0.0000108","4.437","0.174","13.52531","0.002233","12380","2.05649","21.2108","1.15046","611.598","1385","70","790.338","23.8535","5908","130.9","3.92","0.08","1.87","0.1","","","1.07","0.134629","20,47","found in faint-star QLP search; Rp potentially too large for insolation","2021-06-23","2024-08-22","2024-08-22"
+"102848207","3816.01","","3","4","3","3","1","4","4","26.8","72.5","73.46","2","0","0","PC","PC","13.4768","0.007","1","qlp-s47-tois","FAINT","128.861632","67.128369","1.366","0.023","-6.584","0.034","2459744.766228","0.0034205783","1.0358225","0.0000038","1.191","0.348","7.20054","0.050809","6610","46.7955","10.1292","","1819.34","1819","19","868.355","16.097","6180","122","4.4","","1.14","","","","1.18","","20,47,53","V-shaped; found in faint-star QLP search; two stars in pixel (target and TIC 802543384 Tmag~20)","2021-06-23","2024-08-22","2024-08-22"
+"99572130","3817.01","","3","4","3","3","1","4","4","19","24.8","317","1","0","0","PC","PC","13.147","0.009","1","spoc-s14-s60-b0A-PC","FAINT","107.504711","70.976379","-1.076","0.022","-2.102","0.028","2460287.706913","0.010527704","4.8504818586815","0.000050810577","4.9957058265216","0.21481718","7.465435","0.269652","6852.3350468747","248.3279","17.441308592021","0.8009589","1660.3166024422","1628.0490201057","21.261015","1386.95","32.895","6313","122","3.9","","2.0589900016785","","","","1.24","","20,40,47,53,60,73","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"99097200","3818.01","","3","4","4","3","1","4","4","25.6","63","125.28","2","0","0","PC","PC","13.2237","0.007","1","spoc-s14-s60-b0A-PC","FAINT","121.591887","42.19247","-4.286","0.038","-4.391","0.027","2459601.148849","0.002034","3.2371501358064","0.000016084563","3.351131547988","0.12712586","11.072894","0.314357","10146.683706316","289.49194","13.85486375867","0.53713727","984.90412543386","1428.7894629211","27.33125","814.386","15.9915","5800.1","112.8","4.19","","1.3530199527741","","0.251884","0.107907","1.04","","20,47,60","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"95660472","3819.01","","3","5","5","3","4","4","4","32.2","82.6","111.35","5","8","1","CP","CP","11.9824","0.009","1","spoc-s01-s72-b0A-CP","FAINT","121.863257","29.388645","-6.039","0.069","-22.792","0.051","2459502.744728","0.0004311955","3.2442989759921","0.000004410558","2.6887498133144","0.051892232","6.197671","0.09094","5692.0048308766","83.75496","12.927305652834","0.68552405","1427.7989563533","1567.7850348448","59.23447","558.141","12.759","5999","132.1","4.1","0.08","1.558590054512","0.0800503","","","1.11","0.141519","20,44,45,46,47,71,72","TOI-3819 b; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"95234976","3820.01","","3","4","3","3","3","4","4","43.7","62.8","317","2","2","1","PC","PC","11.5562","0.006","1","qlp-s47-tois","FAINT","115.641632","28.807132","-12.928","0.084","-7.74","0.068","2459606.24439","0.0008156","5.4290881","0.0000121","2.615","0.249","7.637813","0.027157","7010","25.0125","17.9089","1.41302","748.398","1457","55","629.284","21.1485","6403","125.9","4.01","0.09","1.87","0.1","","","1.29","0.20696","20,44,45,46,47","found in faint-star QLP search; some sectors contaminated by nearby stars; large; v-shaped","2021-06-23","2024-08-22","2024-08-22"
+"88485645","3821.01","","3","4","3","3","1","4","4","44.7","79","317","4","0","0","PC","PC","13.0367","0.008","1","spoc-s14-s60-b0A-PC","FAINT","105.868408","60.852551","1.396","0.034","2.194","0.031","2459602.180529","0.002561","2.5972550737043","0.000019770421","2.740345784916","0.18363607","10.810553","0.651614","9907.4814266633","599.9783","23.734819064195","1.0927039","5351.1817868835","2181.384263269","19.642706","1555.25","60.905","7054","122","3.98","","2.1075301170349","","","","1.56","","20,47,60","found in faint-star QLP search; v-shaped; possibly too large for insolation","2021-06-23","2024-09-06","2024-09-07"
+"88385463","3822.01","TIC 88385463.01","3","4","4","3","3","4","4","52.1","132.3","116.74","3","2","1","PC","PC","12.3381","0.01","1","spoc-s14-s60-b0A-PC","FAINT","104.603337","59.972981","-1.556","0.041","-46.481","0.038","2459601.358946","0.0005792","3.1235179016341","0.0000056377144","2.714523496888","0.04757137","16.916369","0.19424","15459.802757597","178.88608","13.291496611216","0.7370533","489.47067904097","1199.6413306184","82.980156","359.079","4.42","5376","118.6","4.37","0.08","1.0444699525833","0.0556356","0.277","0.064","0.93","0.115453","20,47,60","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-09-08","2024-09-08"
+"81212289","3823.01","","3","5","5","3","1","4","4","16.1","76.7","18.34","2","0","0","PC","APC","11.4534","0.007","1","qlp-s47-tois","FAINT","127.033706","56.431077","-9.415","0.099","-11.516","0.086","2459605.942792","0.0016507","0.6848358","0.0000022","0.88","0.186","1.553714","0.006134","1430","5.6494","4.49427","0.353297","2198.68","1907","17","353.355","8.014","6385.1","111.2","4.47","0.08","1.1","0.05","0.045","0.013","1.28","0.186141","20,47","V-shaped; found in faint-star QLP search; bad shape; significant centroid offset; likely EB","2021-06-23","2024-08-22","2024-08-22"
+"71134735","3824.01","","5","5","5","5","5","5","5","11.5","41.6","58.38","0","0","0","O","FA","13.041","0.019","1","spoc-s14-s60-b0A-PC","FAINT","126.818693","50.757821","-13.911","2.185","-8.999","2.185","2459580.850929","0.0020068127","2.3378944719094","0.000023341934","2.5247351651633","0.19807182","5.410858","0.351847","4971.1871391638","324.01068","8.31293","1.41815","1340.5004828162","1543.2507377452","13.84058","896.974","","6666.8","541.3","","","1.33","0.21","-0.058","0.028","","","20,47,60","found in faint-star QLP search; Same signal as TOI-3777.01 but this star is a phantom; retired as TFOP FA","2021-06-23","2024-09-06","2024-09-07"
+"39077574","3825.01","","5","5","5","5","5","5","5","11.1","44.6","79.11","1","0","0","EB","FP","13.2971","0.007","1","qlp-s21-faintsearch","FAINT","151.255619","40.341064","-10.015","0.03","-7.317","0.034","2459629.957296","0.0045395","7.1404043","0.0000551","1.719","0.404","9.049217","0.040766","8300","37.5463","10.5731","","53.052","751","10","715.593","12.76","5886.6","137.9","4.38","","1.11","","-0.267","0.129","1.07","","21,48","V-shaped; found in faint-star QLP search; eccentric EB","2021-06-23","2024-08-22","2024-08-22"
+"9346507","3826.01","","3","4","4","3","3","4","4","55.9","79.6","317","4","1","1","PC","PC","12.6865","0.007","1","qlp-s48-tois","FAINT","149.876935","36.99245","-18.704","0.038","-6.469","0.035","2459632.217096","0.0006042","4.9807125","0.0000063","3.333","0.074","29.550533","0.004688","26850","4.31756","17.2544","0.814786","231.2","1086","94","470.353","6.998","5545.7","100.5","4.39","0.07","1.04","0.05","0.397938","0.0250808","0.98","0.120833","21,48","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"8677530","3827.01","","5","5","5","5","5","5","5","38.6","106.7","84.51","0","0","0","PC","FA","12.033","0.018","1","qlp-s21-faintsearch","FAINT","137.42133","31.292481","","","","","2458897.512084","0.0012903","2.91463","0.0003169","2.977","0.199","10.868146","0.005431","9960","5.00221","9.96391","","588.827","","48","335.744","","5484.8","","","","0.99","","0.35684","0.0184713","","","21","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"841226526","3828.01","","3","4","3","3","3","4","4","12.4","54.3","76.31","0","1","3","PC","PC","11.227","0.007","1","qlp-s47-tois","FAINT","150.892504","67.990037","-11.82","0.034","-36.584","0.043","2459585.919343","0.0033758","19.5105608","0.0001253","4.471","0.334","3.588854","1.319308","3300","1214.39","","","","","23","341.6","2.999","","","","","","","","","","","14,20,21,40,41,47","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"801354155","3829.01","","3","4","3","3","4","4","4","53.8","132.5","112.14","3","0","4","PC","PC","12.3722","0.007","1","qlp-s48-tois","FAINT","137.421232","31.292423","8.181","0.067","-23.264","0.058","2459632.099977","0.000766","2.9150294","0.0000047","2.819","0.103","14.790294","0.003621","13530","3.33548","12.8379","1.56876","464.816","1293","67","397.985","7.386","5385","137.3","4.33","0.09","1.08","0.13","","","0.93","0.119455","21,48","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"445807396","3830.01","","3","4","3","3","4","4","4","20.4","62","76.34","6","5","3","PC","PC","13.239","0.007","1","qlp-s48-tois","FAINT","167.29495","49.955757","-7.94","0.026","-15.179","0.025","2459631.561236","0.0018683","3.2493152","0.0000104","1.849","0.179","10.100756","0.007985","9260","7.35397","10.3587","","173.46","1011","23","563.928","6.7675","5371.2","71.3","4.37","","1.04","","0.427398","0.0686213","0.93","","21,48","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"393853275","3831.01","","3","4","4","3","1","4","4","35.8","84.9","89.42","4","0","0","PC","PC","13.1894","0.006","1","qlp-s48-tois","FAINT","146.820422","44.63893","-1.928","2.184","-6.073","2.185","2459635.338271","0.0011279","1.7088305","0.0000045","1.871","0.144","10.60498","0.006964","9720","6.41451","","","564.614","1358","31","","","5253.2","416.3","","","","","0.371","0.176","","","21,48","found in faint-star QLP search; no stellar radius","2021-06-23","2024-08-22","2024-08-22"
+"356736743","3832.01","","3","4","3","3","3","4","4","4.9","38.1","65.29","1","0","1","PC","PC","12.6635","0.012","1","qlp-s48-tois","FAINT","177.702227","75.20337","2.502","0.036","4.528","0.029","2459604.064414","0.002061","24.0819851","0.0000971","4.032","0.289","8.534772","0.003952","7830","3.63989","9.42632","0.500343","22.9814","609","29","505.207","4.4385","5952","138.2","4.43","0.08","1.05","0.05","","","1.09","0.139828","14,20,21,40,41,47,48,60","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"356539624","3833.01","","3","5","5","3","1","4","4","235.7","154.4","317","4","0","0","PC","APC","13.3585","0.007","1","qlp-s48-tois","FAINT","153.155451","62.32946","2.805","0.029","-15.2","0.04","2459635.915521","0.0005213","0.4399856","7e-7","0.603","0.13","7.441018","3.44077","6830","3164.05","18.9074","","1456.36","1721","40","412.034","4.014","4423","122","4.19","","1.1","","","","0.69","","21,41,47,48","V-shaped; found in faint-star QLP search; significant odd-even (~3 sigma)","2021-06-23","2024-08-22","2024-08-22"
+"355953198","3834.01","","3","4","4","3","1","4","4","19","59.2","78.7","3","1","0","PC","PC","13.2742","0.006","1","qlp-s48-tois","FAINT","179.9069","72.301518","0.171","2.269","-7.937","2.267","2459631.909611","0.001151","3.3952015","0.0000089","2.368","0.131","9.005425","0.003336","8260","3.07278","","","321.993","1180","36","627.829","","5673.6","360.3","","","","","","","","","20,21,40,41,47,48","found in faint-star QLP search; no stellar radius; likely planetary in size due to distance and magnitude of host star","2021-06-23","2024-08-22","2024-08-22"
+"330795142","3835.01","","3","4","4","3","4","4","4","75.1","67.1","317","5","0","2","PC","PC","12.5984","0.007","1","qlp-s48-tois","FAINT","144.395927","28.24536","6.049","0.091","-1.121","0.112","2459633.636146","0.0005154","1.3460633","0.0000014","1.829","0.078","17.269535","0.002797","15780","2.57595","14.2662","0.694023","1231.36","1650","57","504.711","8.3885","5788.7","114.3","4.38","0.07","1.09","0.05","0.317263","0.0483472","1.04","0.125604","21,48","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"900240532","3836.01","","3","4","3","3","1","4","4","35.4","33.5","317","4","0","0","PC","PC","12.9621","0.007","1","qlp-s48-tois","FAINT","166.238945","43.464381","-10.935","0.096","2.286","0.098","2459633.448417","0.0023714","2.5733766","0.0000117","2.457","0.257","7.309842","0.008314","6710","7.65736","","","","","22","916.981","87.9135","","","","","","","","","","","21,48","found in faint-star QLP search; multiple stars in pixel; no stellar parameters; possibly synchronized","2021-06-23","2024-08-22","2024-08-22"
+"308073360","3837.01","TIC 308073360.01","3","4","4","3","4","4","4","19.7","85.5","85.52","1","3","4","PC","PC","11.366","0.007","1","qlp-s48-tois","FAINT","152.666283","24.273121","50.376","0.077","-37.026","0.078","2459613.379817","0.0009589","11.8886495","0.0000273","4.803","0.504","8.501943","0.003156","7800","2.90688","11.0233","0.6475","138.065","954","66","311.705","4.3435","5773.9","138.7","4.28","0.08","1.21","0.07","-0.241","0.086","1.03","0.125834","21,45,46,48","found in faint-star QLP search","2021-06-23","2024-08-22","2024-09-04"
+"307915084","3838.01","","3","5","5","3","3","4","4","24.9","71","53.67","1","0","1","PC","APC","12.7477","0.006","1","qlp-s48-tois","FAINT","141.480521","33.41274","-1.083","2.242","2.342","2.233","2459635.460006","0.0015941","0.8275646","0.0000025","1.056","0.131","3.991982","0.008579","3670","7.90116","8.41789","0.993163","1716.01","1793","17","","","6203.3","47","","","1.32","0.14","-0.587","0.045","","","21,48","V-shaped; found in faint-star QLP search; possible odd-even; TFOP APC/BEB","2021-06-23","2024-08-22","2024-08-22"
+"298074043","3839.01","","3","4","3","3","3","4","4","28.8","31.1","317","2","0","2","PC","PC","12.8957","0.006","1","qlp-s48-tois","FAINT","201.510769","74.758859","0.003","0.031","0.726","0.025","2459632.828449","0.0028873","3.0193545","0.0000141","1.345","0.276","2.565366","1.656305","2360","1524.35","14.357","6.13047","1252.3","1657","14","872.986","11.559","6341","120.2","4.23","0.09","1.42","0.06","","","1.26","0.191329","14,15,20,21,40,41,47,48,60","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"287231664","3840.01","","3","4","4","3","1","4","4","13.8","43.7","73.69","3","0","0","PC","PC","13.1697","0.006","1","qlp-s48-tois","FAINT","151.293494","60.352093","0.503","0.019","-3.506","0.025","2459633.530048","0.0019532","3.6217624","0.0000176","2.963","0.241","6.68697","0.005444","6140","5.01437","10.1723","","493.866","1313","24","765.939","11.654","5788","122","4.24","","1.28","","","","1.04","","21,47,48","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"252474634","3841.01","","3","4","4","3","4","4","4","14.4","39.6","104.32","6","1","3","PC","PC","13.0933","0.006","1","spoc-s48-b0A","FAINT","154.883363","48.353555","0.431","0.036","-8.808","0.043","2459629.928738","0.0032367","4.1124956","0.000023","1.907114473955","0.37309387","6.028781","0.583099","5537.3250771367","536.91016","12.439612532858","3.012068","1230.1400953085","1510.4570935834","10.857759","1059.16","47.475","6145","122","4.07","","1.6436400413513","","","","1.17","","21,48,98","V-shaped; found in faint-star QLP search; centroid offset not centered on anything in spoc-s48 likely due to scattered light","2021-06-23","2024-09-06","2024-09-06"
+"165985431","3842.01","","3","4","3","3","3","4","4","56.6","130.7","121.14","5","3","1","PC","PC","12.6496","0.006","1","qlp-s21-faintsearch","FAINT","133.977629","30.990348","-6.315","0.044","-14.161","0.034","2458895.099104","0.0009479","3.6566206","0.0002678","2.557","0.114","23.853161","0.00909","21730","8.37261","13.587","0.997221","113.212","908","62","253.701","1.95","4489.2","107.4","4.37","0.09","0.91","0.06","0.186","0.032","0.7","0.0810957","21","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"841226527","3843.01","","5","5","5","5","5","5","5","13.3","64.9","72.49","0","0","0","PC","FP","11.4794","0.006","1","qlp-s21-faintsearch","FAINT","150.891937","67.990378","-11.332","0.053","-35.591","0.05","2458883.544637","0.0039125","19.5112506","0.0006207","3.896","0.81","4.438865","0.123019","4080","113.298","","","","","20","345.366","3.565","","","","","","","","","","","14,20,21","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"165885558","3844.01","","3","5","5","3","1","4","4","66.3","127.1","126.04","2","0","0","PC","APC","12.9959","0.007","1","qlp-s47-tois","FAINT","131.366244","35.617167","-24.597","0.047","-23.164","0.034","2459606.766668","0.000549","0.896271","0.0000013","0.996","0.078","13.646245","0.00964","12490","8.87913","13.8677","0.905114","818.614","1490","57","655.503","13.262","5726","136.7","4.27","0.08","1.22","0.07","-0.403452","0.0391912","1.02","0.126348","21,47","found in faint-star QLP search; TFOP APC previously retired as BEB; ~6 sigma offset in spoc-s47","2021-06-23","2024-08-22","2024-08-22"
+"156816238","3845.01","","5","5","5","5","5","5","5","57.8","63.8","317","2","1","2","EB","FP","12.7553","0.007","1","qlp-s48-tois","FAINT","140.462178","38.618961","14.231","0.038","-3.961","0.035","2459632.687208","0.0007264","2.1461672","0.0000034","1.942","0.122","15.428846","0.006889","14110","6.34512","16.91","0.920368","663.959","1414","56","749.892","15.0685","6046","121","4.19","0.08","1.41","0.07","","","1.12","0.14631","21,48","found in faint-star QLP search; 2000 ppm secondary; centered on TIC 840790978; retired as TFOP FP","2021-06-23","2024-08-22","2024-08-22"
+"149918151","3846.01","","3","5","5","3","5","4","5","112","200.4","117.71","1","10","0","KP","KP","12.9178","0.006","1","qlp-s48-tois","FAINT","160.748095","60.964119","-23.741","0.024","-21.274","0.031","2459632.94338","0.0002608","1.540776","7e-7","1.705","0.026","30.063872","0.001194","27310","1.09942","13.3674","1.1963","210.669","1061","161","213.771","0.837","4234","120.1","4.49","0.1","0.77","0.07","","","0.662","0.0763878","14,21,41,48","Qatar-9 b; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"149917086","3847.01","","3","4","4","3","3","4","4","13.7","63.8","74.51","3","2","1","PC","PC","12.228","0.008","1","qlp-s48-tois","FAINT","160.404554","63.888592","12.469","0.038","2.209","0.042","2459616.654357","0.0009776","11.0783748","0.0000228","2.673","0.153","9.881602","0.00422","9060","3.88634","10.2336","0.577323","36.8868","686","48","387.635","3.885","5623","127.5","4.39","0.08","1.06","0.05","","","1","0.124231","14,21,41,47,48","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"147994863","3848.01","","3","4","4","3","1","4","4","7","46.7","69.84","2","0","0","PC","PC","13.3104","0.007","1","qlp-s48-tois","FAINT","170.68965","70.832276","-16.029","0.029","1.668","0.029","2459592.007861","0.0023271","15.9544918","0.0000684","3.742","0.41","13.63525","0.013308","12480","12.2575","9.88117","","19.3942","584","22","362.075","2.3445","4798","122","4.51","","0.82","","","","0.78","","14,20,21,40,41,47,48","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"147890655","3849.01","","3","4","4","3","1","4","4","81.8","66","317","6","1","0","PC","PC","13.2705","0.007","1","qlp-s47-tois","FAINT","142.086945","66.950156","-0.126","0.023","-26.746","0.036","2459938.035061","0.0007310224","1.2220437","9e-7","1.871","0.063","22.056686","0.00141","20110","1.29855","14.8723","","973.648","1556","115","489.128","4.6715","5196","122","4.38","","1","","","","0.88","","14,20,21,40,41,47,60","found in faint-star QLP search; weak depth aperture correlation","2021-06-23","2024-08-22","2024-08-22"
+"143008050","3850.01","","3","4","3","3","3","4","4","15.6","76.9","114.58","13","2","1","PC","PC","12.4645","0.006","1","qlp-s48-tois","FAINT","182.709445","66.952158","-10.237","0.035","-0.643","0.032","2459614.177984","0.0017826","14.4832964","0.0000541","4.696","0.355","11.866565","0.227717","10870","209.713","13.2087","1.72858","232.655","1088","49","474.448","5.3275","6039","125.5","4.47","0.08","1.02","0.05","","","1.12","0.147017","15,21,41,48","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"142739544","3851.01","","3","4","3","3","3","4","4","7.9","43.1","19.82","5","2","2","PC","PC","11.1774","0.007","1","qlp-s53-tois","FAINT","150.380403","75.211897","-10.942","0.041","-19.695","0.043","2459762.517731","0.0021827","3.383466","0.000011","2.746","0.33","1.521096","0.06874","1400","63.3101","4.68953","0.256576","559.625","1355","25","298.349","2.474","5838","126.8","4.28","0.08","1.23","0.06","","","1.05","0.125437","14,20,21,40,41,53","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"142635225","3852.01","","3","4","3","3","1","4","4","13.5","70.6","127.56","1","1","0","PC","PC","13.191","0.007","1","qlp-s48-tois","FAINT","171.789723","74.465349","-23.455","0.033","-7.196","0.027","2459945.476803","0.0014398295","16.1020097","0.0000323","3.871","0.133","24.819163","0.00586","22600","5.39687","13.9974","","42.3341","710","62","578.344","6.139","6010","122","4.56","","0.92","","","","1.11","","14,20,21,40,41,47,48,60","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"142618165","3853.01","","3","4","3","3","4","4","4","4.1","26.6","19.07","1","2","3","PC","PC","12.1726","0.011","1","qlp-s48-tois","FAINT","170.673731","73.507923","-6.806","0.046","9.726","0.042","2459633.20849","0.0041096","5.6922342","0.0000374","2.975","0.418","1.684197","0.002612","1550","2.40604","4.57552","0.302114","215.174","1067","14","396.697","3.776","5648","139.1","4.34","0.08","1.12","0.06","","","1","0.123993","14,20,21,40,41,47,48,60","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"142562395","3854.01","","3","4","3","3","1","4","4","21.1","73.1","71.81","6","1","0","PC","PC","13.2278","0.007","1","qlp-s48-tois","FAINT","165.273412","73.068232","-3.166","0.035","-0.709","0.03","2459940.223533","0.0023366606","3.2693612","0.0000052","2.029","0.165","11.778755","0.006194","10790","5.7045","9.96136","","281.839","1141","44","559.867","5.9005","5814","122","4.52","","0.93","","","","1.05","","14,20,21,41,47,48,60","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"126325149","3855.01","","3","4","4","3","2","4","4","35.9","84.1","106.56","3","0","1","PC","PC","13.4791","0.007","1","qlp-s46-tois","FAINT","135.496464","27.474953","-6.529","0.063","-16.84","0.041","2459574.053318","0.0007184","3.4952497","0.0000081","1.745","0.125","21.104208","0.011771","19250","10.8417","12.6528","","50.504","742","46","321.733","4.8225","4304.8","171.6","4.36","","0.9","","0.096","0.164","0.67","","21,44,45,46","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"125552076","3856.01","","3","4","4","3","4","4","4","80.1","184.8","117.53","6","6","4","PC","PC","11.655","0.007","1","qlp-s48-tois","FAINT","145.222922","27.950158","-20.972","0.064","-5.579","0.052","2459631.884549","0.0003401","2.0436029","0.0000013","1.513","0.077","14.185118","0.004147","12980","3.81919","13.3605","0.771249","321.632","1179","110","314.443","4.617","5568","129.4","4.32","0.08","1.13","0.06","","","0.98","0.12984","21,48","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"105379013","3857.01","TIC 105379013.01","3","4","3","3","4","4","4","41.8","104.9","105.27","4","0","3","PC","PC","13.167","0.006","1","qlp-s21-faintsearch","FAINT","141.921026","46.214342","5.119","0.038","-20.955","0.033","2458894.492951","0.0023054","3.2956376","0.0004862","2.487","0.16","22.26723","0.014831","20300","13.6595","12.4635","","155.029","983","41","330.706","2.8745","4646.6","59","4.44","","0.86","","0.24","0.057","0.74","","21","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"86273567","3858.01","","3","4","3","3","4","4","4","3","29.3","21.09","2","2","3","PC","PC","11.1971","0.009","1","qlp-s47-tois","FAINT","141.048951","64.318347","-20.769","0.029","-21.023","0.039","2459606.486129","0.0040191","16.5968329","0.0001088","4.395","0.256","1.901703","0.001539","1750","1.41731","4.85367","0.277502","77.8158","827","17","312.302","2.7985","6329","136","4.41","0.08","1.16","0.06","","","1.25","0.176429","20,21,47,60","found in faint-star QLP search; variable host","2021-06-23","2024-08-22","2024-08-22"
+"1122079","3859.01","","3","5","5","3","3","4","4","52.5","57.5","317","5","0","1","PC","APC","12.7134","0.007","1","qlp-s22-faintsearch","FAINT","168.926158","28.781025","-32.571","0.081","-0.874","0.155","2458924.770085","0.0045802","1.8460997","0.0005517","1.706","0.407","4.068266","2.418683","3740","2225.21","16.4485","7.76609","3553.44","2150","14","784.669","33.213","6123.9","108.7","4.16","0.09","1.48","0.09","-0.614177","0.0424947","1.16","0.156994","22","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"416542079","3860.01","","3","4","4","3","4","4","4","28.2","31.9","317","7","0","3","PC","PC","13.3887","0.007","1","qlp-s49-tois","FAINT","188.736692","49.994859","1.853","0.023","5.327","0.029","2459661.296287","0.0014631","3.0012386","0.0000067","3.164","0.218","14.933385","0.007352","13660","6.77102","14.4673","","1099.61","1604","41","926.538","16.374","6331","122","4.37","","1.21","","","","1.25","","15,22,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"396950329","3861.01","","3","4","3","3","3","4","4","65.1","161.7","82.42","2","1","4","PC","PC","12.3903","0.006","1","qlp-s49-tois","FAINT","179.957207","11.864677","-58.894","0.064","6.916","0.05","2459663.904525","0.0006032","1.7763987","0.0000027","0.638","0.135","6.173643","1.243706","5670","1144.84","10.8531","3.18461","137.995","954","31","256.022","2.97","4899.3","105.6","4.5","0.08","0.84","0.05","0.31","0.032","0.802","0.0885437","22,45,46,49","V-shaped; found in faint-star QLP search; possible weak secondary","2021-06-23","2024-08-22","2024-08-22"
+"141205978","3862.01","","3","4","4","3","4","4","4","25.7","95.4","31.7","9","3","3","PC","PC","11.7201","0.007","1","qlp-s49-tois","FAINT","185.900563","50.544625","41.305","0.032","-11.352","0.037","2459662.738608","0.0006192","1.5574603","0.0000019","1.272","0.068","4.24265","0.001824","3900","1.67963","6.15317","0.363828","358.839","1212","41","249.02","1.6675","5564.4","378.8","4.46","0.08","0.93","0.05","","","0.92","0.11391","15,22,48,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"383531543","3863.01","","3","4","4","3","4","4","4","8.7","46.6","61.07","2","0","4","PC","PC","12.8385","0.007","1","qlp-s22-faintsearch","FAINT","187.273217","31.654807","3.986","0.033","-13.26","0.021","2459633.270394","0.0038325","10.9543562","0.0000711","4.737","0.35","9.563906","0.006343","8770","5.84212","9.03653","0.52125","113.516","909","21","450.577","5.0425","5542.4","117.5","4.46","0.08","0.96","0.05","0.106","0.056","0.98","0.125258","22,49","found in faint-star QLP search; possible depth-aperture correlation","2021-06-23","2024-08-22","2024-08-22"
+"1001477809","3864.01","","5","5","5","5","5","5","5","","","47.91","0","0","0","PC","FP","13.0949","0.6","1","qlp-s22-faintsearch","FAINT","213.806242","67.760539","11.652","0.047","-13.172","0.033","2458904.350933","0.0044987","7.6605425","0.0002271","4.425","0.388","5.671473","0.005184","5210","4.77456","","","","","19","673.984","10.164","","","","","","","","","","","14,15,16,21,22","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"376688393","3865.01","","3","4","4","3","1","4","4","21.2","75.2","57.43","6","1","0","PC","PC","12.5759","0.006","1","qlp-s49-tois","FAINT","187.434324","39.760801","","","","","2459662.921724","0.0019333","3.011593","0.0000103","1.894","0.269","7.342635","0.008381","6740","7.71903","","","266.454","1125","23","405.395","","5542.1","129.7","","","","","","","","","22,49","found in faint-star QLP search; two stars in pixel; close neighbor is TIC 376688395; no stellar radius","2021-06-23","2024-08-22","2024-08-22"
+"376632626","3866.01","","3","4","4","3","4","4","4","41.8","101.4","115.69","3","1","3","PC","PC","13.2252","0.007","1","qlp-s49-tois","FAINT","192.736417","30.685937","-18.337","0.033","-3.751","0.026","2459660.52553","0.0008761","2.1371195","0.0000034","2.38","0.084","17.093046","0.003355","15620","3.08977","13.2766","","697.213","1431","48","587.858","8.4215","5570","83.2","4.41","","1.03","","0.306091","0.0785602","0.98","","22,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"320208949","3867.01","","3","4","4","3","2","4","4","23","75.4","96.21","3","1","2","PC","PC","12.7251","0.007","1","qlp-s49-tois","FAINT","193.655288","47.066242","-30.226","0.02","-8.145","0.02","2459653.142376","0.0016906","5.7310859","0.0000128","1.693","0.266","11.866565","0.011077","10870","10.2019","11.8502","0.915913","60.3278","776","28","488.695","3.573","5552.1","173.2","4.37","0.1","1.07","0.08","0.126","0.158","0.98","0.126531","15,16,22,49","found in faint-star QLP search; v-shaped","2021-06-23","2024-08-22","2024-08-22"
+"310994622","3868.01","","3","4","3","3","3","4","4","6","54.6","47.84","0","1","1","PC","PC","12.3572","0.006","1","qlp-s49-tois","FAINT","203.567211","65.128389","29.457","0.039","-35.915","0.029","2459660.902382","0.0018023","18.565813","0.0000479","3.82","0.356","10.276112","0.005378","9420","4.95343","7.83236","0.590228","13.8526","537","46","215.045","0.973","4671","120.5","4.51","0.09","0.79","0.06","","","0.744","0.0858924","14,15,21,22,41,48,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"253044312","3869.01","","3","5","5","3","3","4","4","21.9","30.1","317","0","1","1","PC","APC","12.0089","0.007","1","qlp-s49-tois","FAINT","176.611941","43.863572","-6.753","0.039","-10.076","0.043","2459648.92653","0.0010223","11.2005651","0.000026","1.367","0.312","7.626879","0.018786","7000","17.3024","15.4812","1.17919","13.6838","535","29","539.007","9.4395","5682.2","140.6","4.02","0.09","1.63","0.1","-0.455145","0.00952632","1.01","0.134503","22,48,49","V-shaped; found in faint-star QLP search; likely EB based on follow-up","2021-06-23","2024-08-22","2024-08-22"
+"165989915","3870.01","","3","4","3","3","2","4","4","14.6","49.3","54.2","4","1","2","PC","PC","12.565","0.006","1","qlp-s49-tois","FAINT","210.951072","64.270888","-17.102","0.035","-8.399","0.031","2459662.837468","0.0015838","2.6292572","0.000006","1.582","0.372","4.122758","0.006362","3790","5.85926","8.44711","0.540215","469.737","1296","36","642.727","7.5785","5933","117","4.21","0.07","1.35","0.06","","","1.08","0.129471","14,15,16,21,22,41,48,49","found in faint-star QLP search; two stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"165468291","3871.01","","3","4","4","3","4","4","4","31.9","107.9","90.56","4","3","4","PC","PC","12.3591","0.007","1","qlp-s49-tois","FAINT","175.145084","28.549579","-22.65","0.071","1.667","0.073","2459662.673642","0.0008742","4.754432","0.0000076","2.147","0.346","14.350133","0.011771","13130","10.8417","11.4372","0.656093","158.463","988","49","353.347","8.288","5491.7","97.5","4.47","0.07","0.94","0.05","0.232599","0.0225256","0.96","0.123651","22,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"165431806","3872.01","","3","4","3","3","4","4","4","17.3","72.6","50.09","4","3","3","PC","PC","12.3882","0.007","1","qlp-s48-tois","FAINT","162.38823","27.190538","12.226","0.068","-27.413","0.075","2459635.328178","0.0017996","4.4100654","0.0000179","2.362","0.384","7.025681","0.008315","6450","7.65801","8.08157","0.5234","232.658","1088","27","409.36","7.027","5726","126.1","4.46","0.08","0.99","0.05","","","1.02","0.125712","22,48","2 stars in pixel; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"154126149","3873.01","","3","4","3","3","3","4","4","30.7","32.7","317","3","1","1","PC","PC","12.6262","0.007","1","qlp-s49-tois","FAINT","212.493524","70.06552","-26.963","0.032","7.79","0.025","2459657.89795","0.0007789","3.8951475","0.0000051","1.386","0.303","9.782996","0.047194","8970","43.4662","14.6884","1.28399","256.108","1114","58","749.176","8.9915","6071","130.8","4.15","0.08","1.48","0.07","","","1.13","0.157395","14,15,21,22,41,47,48,49","V-shaped; found in faint-star QLP search; potentially synchronized","2021-06-23","2024-08-22","2024-08-22"
+"154105890","3874.01","","3","4","3","3","1","4","4","14.9","50.3","93.21","2","1","0","PC","PC","13.0635","0.006","1","qlp-s49-tois","FAINT","210.513462","71.32676","-9.542","0.026","-0.315","0.021","2459659.349904","0.0010862","5.5822739","0.0000099","1.463","0.235","8.053385","0.007451","7390","6.86305","11.6541","","64.0979","788","28","756.221","7.2605","5997","122","4.29","","1.25","","","","1.11","","14,15,20,21,22,40,41,47,48,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"153978165","3875.01","","3","4","3","3","3","4","4","29.9","93.5","98.96","2","3","1","PC","PC","12.0165","0.007","1","qlp-s49-tois","FAINT","204.080277","68.517361","6.187","0.049","-24.091","0.044","2459662.383448","0.0009475","6.0835972","0.000008","2.133","0.328","9.224403","0.010167","8460","9.3645","12.0351","0.747527","102.465","886","62","404.598","3.777","5579","126.1","4.25","0.08","1.22","0.06","","","0.98","0.126055","14,15,22,41,49","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"150388393","3876.01","","3","4","4","3","4","4","4","33","47.4","317","2","1","4","PC","PC","12.76","0.007","1","qlp-s49-tois","FAINT","193.898669","57.141015","-36.424","0.023","-0.33","0.02","2459659.91131","0.000751","6.5846694","0.0000103","2.572","0.199","24.663657","0.012955","22460","11.9318","14.5999","0.802001","107.766","897","71","493.754","3.525","5852","128.4","4.49","0.08","0.97","0.05","","","1.06","0.129325","15,22,48,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"144310492","3877.01","","3","4","4","3","4","4","4","26.7","70.2","99.04","8","5","4","PC","PC","11.9123","0.007","1","qlp-s22-faintsearch","FAINT","170.454473","33.991382","-19.997","0.075","-3.795","0.073","2458920.968885","0.0014894","4.1225477","0.0006274","2.206","0.475","6.271921","0.012277","5760","11.3078","12.0574","0.97052","257.46","1115","30","493.77","13","5662.2","141.6","4.06","0.09","1.55","0.1","0.202","0.019","1.01","0.129029","22","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"141275395","3878.01","","3","4","4","3","4","4","4","20.5","71","36.55","4","3","4","PC","PC","11.3616","0.008","1","qlp-s49-tois","FAINT","184.351375","29.633535","11.169","0.079","-17.829","0.077","2459662.612281","0.0016942","0.8377576","0.0000026","1.074","0.19","1.531968","0.004026","1410","3.70762","6.706","0.502356","2114.06","1889","16","482.566","11.1335","6322.5","140.8","4.13","0.09","1.6","0.09","-0.214","0.013","1.25","0.189568","22,49","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"139086171","3879.01","","3","4","3","3","4","4","4","7.2","49.1","16.5","2","2","3","PC","PC","11.3093","0.006","1","qlp-s49-tois","FAINT","184.624586","34.897976","-86.021","0.064","-34.209","0.059","2459656.345154","0.0029665","4.8104679","0.00003","2.547","0.339","2.108374","0.003982","1940","3.66771","4.19665","0.335083","167.688","1002","14","200.724","1.771","5332.3","143.9","4.47","0.09","0.92","0.06","-0.094","0.014","0.92","0.113963","22,49","found in faint-star QLP search; slight depth aperture correlation","2021-06-23","2024-08-22","2024-08-22"
+"138973825","3880.01","","3","4","3","3","4","4","4","27.1","75.2","50.36","3","1","3","PC","PC","13.0673","0.006","1","qlp-s22-faintsearch","FAINT","188.180754","34.49481","-55.043","0.045","-12.371","0.038","2458925.516992","0.0026033","2.1614819","0.0004185","1.076","0.372","6.905481","0.189879","6340","174.87","8.10367","","108.567","899","14","300.232","2.809","4501","37","4.41","","0.87","","-0.00125564","0.0353741","0.707","","22","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"136998882","3881.01","","3","4","4","3","4","4","4","18.4","65.9","51.27","4","3","4","PC","PC","12.131","0.008","1","qlp-s49-tois","FAINT","196.844286","44.377372","-41.081","0.027","-6.375","0.034","2459658.750228","0.0015566","3.3401814","0.0000097","2.452","0.169","5.398651","0.003585","4960","3.30162","8.19874","0.453485","332.424","1189","29","384.153","3.801","5508.5","110.7","4.31","0.08","1.14","0.05","0.374","0.032","0.97","0.122535","22,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"101643582","3882.01","","3","5","5","3","4","4","4","11.4","44.8","33.26","0","4","4","PC","APC","11.8825","0.007","1","qlp-s22-faintsearch","FAINT","183.961977","47.427994","-11.293","0.031","-3.667","0.042","2458924.543804","0.0057355","2.071333","0.0008772","2.282","0.41","2.086617","0.006428","1920","5.92043","6.35115","0.505465","1179.85","1632","13","509.299","8.689","6004","128.1","4.17","0.08","1.44","0.07","","","1.11","0.138963","22,49","found in faint-star QLP search; secondary; check neighbor","2021-06-23","2024-08-22","2024-08-22"
+"99330090","3883.01","","5","5","5","5","5","5","5","45.3","170.5","115.83","0","9","1","EB","FP","11.1693","0.007","1","qlp-s41-tois","FAINT","189.828966","59.703485","-14.752","0.04","3.149","0.034","2459443.719241","0.0004304","7.0080817","0.0000059","3.179","0.052","16.299202","0.000919","14900","0.846507","13.1807","0.56908","189.492","1033","169","295.431","1.838","6307","121.6","4.48","0.09","1.06","0.05","","","1.24","0.183974","15,21,22,41","found in faint-star QLP search; Retired as SEB1 by TFOP","2021-06-23","2024-08-22","2024-08-22"
+"86263325","3884.01","","3","4","4","3","4","4","4","20.9","232.9","28.33","7","0","1","PC","CP","12.9113","0.007","1","qlp-s49-tois","FAINT","181.571834","12.507026","-186.01","0.15","26.251","0.108","2459656.499824","0.0007065","4.5445569","0.0000072","1.462","0.06","33.899274","0.011435","30740","10.5317","5.7177","0.201745","5.65747","429","36","43.1448","0.1684","3192","157","4.92","0.01","0.3","0.01","","","0.2802","0.0201542","22,46,49","found in faint-star QLP search; possible in transit ramp","2021-06-23","2024-08-22","2024-08-22"
+"55748194","3885.01","","5","5","5","5","5","5","5","63.1","172.1","93.26","0","0","0","PC","FA","12.293","0.019","1","qlp-s22-faintsearch","FAINT","180.258942","55.846206","-22.179","2.349","-37.628","2.349","2458923.581192","0.0003694","2.5227786","0.0000072","2.177","0.114","20.694678","0.003257","18880","2.9995","10.9418","0.967064","344.846","1200","49","","","5268.7","42","","","0.78","0.07","-0.124736","0.0403927","","","15,21,22","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"48220826","3886.01","","3","4","4","3","1","4","4","","","118.44","2","3","0","PC","PC","13.4971","0.006","1","spoc-s14-s60-b0A-PC","FAINT","283.003442","52.4328","-3.611","2.138","2.431","2.139","2460454.788418","0.0021795977","3.0215428474858","0.000027567317","3.0888900393325","0.06361163","16.532567","0.315572","15111.711454211","290.60995","","","597.10542492364","1260.7602387707","41.924004","","","5622.1","384.3","","","","","","","","","14,15,19,22,40,41,53,54,55,56,59,79","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"21549805","3887.01","","3","4","3","3","4","4","4","23.1","59.1","128.26","1","1","4","PC","PC","12.7279","0.007","1","qlp-s49-tois","FAINT","181.518741","41.471434","-15.202","0.026","-6.255","0.031","2459658.34288","0.0018806","4.2441117","0.0000153","3.771","0.224","8.21747","0.003029","7540","2.78993","14.06","0.782265","671.867","1418","26","823.577","15.986","6034","127","4.1","0.08","1.57","0.08","","","1.12","0.15094","22,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"18067025","3888.01","","3","4","3","3","4","4","4","13.4","58.4","48.95","3","1","3","PC","PC","13.0874","0.006","1","qlp-s49-tois","FAINT","184.759891","36.609641","-17.123","0.036","-5.73","0.023","2459661.932316","0.0021803","5.3298577","0.0000205","1.95","0.223","10.177471","0.012397","9330","11.4177","8.01139","","46.3832","727","18","318.317","2.2475","4773","122","4.52","","0.8","","","","0.77","","22,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"950525831","3889.01","","3","4","3","3","3","4","4","75.8","193.7","108.9","8","0","2","PC","PC","12.4244","0.007","1","qlp-s48-tois","FAINT","180.258934","55.846201","-28.883","0.037","-36.671","0.039","2459635.025563","0.0002882","2.5228506","0.0000011","2.15","0.04","23.376029","0.000622","21300","0.573301","12.9082","0.775932","307.773","1166","107","301.63","2.2145","5294","119.8","4.56","0.08","0.84","0.05","","","0.91","0.109277","15,21,22,41,48","found in faint-star QLP search; 2 stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"18017227","3890.01","","5","5","5","5","5","5","5","21.8","63.4","47.27","10","16","7","PC","FP","11.9245","0.006","1","qlp-s48-tois","FAINT","171.711327","37.705235","6.551","0.093","-2.248","0.173","2459634.770884","0.0017386","0.6203033","0.0000023","1.031","0.502","1.510223","0.143098","1390","131.789","7.82821","2.30594","10295.4","2806","16","695.137","35.9215","6294","122.5","4.03","0.1","1.78","0.12","","","1.23","0.18306","22,48","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"459215281","3891.01","","2","4","2","2","4","4","4","3.3","24.9","9.46","1","0","2","PC","PC","12.387","0.007","1","qlp-s49-tois","FAINT","197.145209","55.051338","-19.503","0.03","-2.706","0.027","2459659.435404","0.005922","2.7694074","0.0000322","2.692","0.498","1.097148","0.003988","1010","3.67328","3.02805","0.253264","551.573","1350","10","331.96","2.2645","5269.6","111","4.44","0.08","0.94","0.05","0.19","0.036","0.9","0.111878","15,16,22,48,49","low SNR; found in faint-star QLP search; depth-aperture correlation","2021-06-23","2024-08-22","2024-08-22"
+"3896759","3892.01","","3","4","4","3","4","4","4","37.1","107.8","104.34","7","15","3","PC","PC","11.9956","0.007","1","qlp-s49-tois","FAINT","171.432632","18.118831","-27.29","0.081","-3.665","0.094","2459663.101417","0.0008382","4.5808535","0.0000076","3.488","0.116","12.536349","0.002421","11480","2.22956","12.4319","0.781719","328.68","1186","54","366.405","6.126","5528.7","134","4.31","0.09","1.14","0.07","0.168","0.021","0.97","0.127197","22,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"458424950","3893.01","","3","4","3","3","4","4","4","3.2","28.8","17.05","0","1","3","PC","PC","12.852","0.006","1","qlp-s49-tois","FAINT","177.581251","37.916071","-2.73","0.053","-86.344","0.041","2459655.552232","0.0056114","9.0576962","0.00004","2.37","0.343","3.730477","0.012459","3430","11.4748","4.28974","0.443613","79.0884","830","11","222.228","1.6215","4485","127.1","4.57","0.1","0.72","0.06","","","0.704","0.0843683","22,49","low SNR; found in faint-star QLP search; period could be half (~4.5 days)","2021-06-23","2024-08-22","2024-08-22"
+"165464482","3894.01","TIC 165464482.01","3","4","4","3","4","4","4","49.5","56.4","317","3","15","2","PC","PC","11.323","0.007","1","qlp-s49-tois","FAINT","201.374827","52.768104","-8.943","0.036","8.538","0.031","2459657.9546","0.000572","4.3345378","0.0000037","3.336","0.094","10.912014","0.001586","10000","1.46059","14.3572","0.704475","546.903","1347","127","417.365","3.983","6314.8","303","4.21","0.09","1.43","0.07","","","1.21","0.180111","15,16,22,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"3808740","3895.01","","3","4","3","3","4","4","4","12.6","50.1","67.24","1","0","4","PC","PC","12.7533","0.007","1","qlp-s49-tois","FAINT","169.689872","21.617204","-24.899","0.044","-11.904","0.036","2459664.070543","0.0035406","6.6713748","0.0000376","3.299","0.318","8.151833","0.008804","7480","8.10901","9.63035","0.765534","162.655","994","16","525.225","7.0235","5614.5","174.7","4.35","0.09","1.11","0.08","0.305","0.171","0.99","0.126717","22,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"445837596","3896.01","","1","4","1","1","4","4","4","4.2","41.4","9.11","3","2","3","PC","PC","11.6832","0.006","1","qlp-s48-tois","FAINT","187.93024","63.908546","-108.479","0.037","-5.138","0.036","2459634.322384","0.0030419","4.3773113","0.0000208","2.329","0.238","1.553714","0.002066","1430","1.90317","2.97425","0.205637","144.988","966","16","181.653","0.713","5127","120.1","4.63","0.09","0.75","0.04","","","0.86","0.103238","15,21,22,41,48","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"154181821","3897.01","","3","4","3","3","3","4","4","4.7","32","23.19","0","3","3","PC","PC","11.9937","0.006","1","qlp-s49-tois","FAINT","213.806552","67.760917","11.371","1.347","-6.588","1.347","2459655.100154","0.0040238","7.6607094","0.0000444","4.261","0.466","2.02135","0.00196","1860","1.8048","5.12716","","278.513","","23","405.176","","5911.7","690.4","","","1.19","","","","","","14,15,16,21,22,41,48,49","found in faint-star QLP search; two stars in pixel; close neighbor is TIC 1001477809","2021-06-23","2024-08-22","2024-08-22"
+"450337675","3898.01","","3","4","3","3","2","4","4","10.2","40.8","86.38","3","0","1","PC","PC","13.4312","0.006","1","qlp-s23-faintsearch","FAINT","199.816742","18.914216","-1.233","0.05","-7.574","0.04","2459678.057054","0.0034601","8.6789911","0.0000528","3.865","0.342","10.583052","0.012223","9700","11.2579","11.1545","","135.622","950","16","733.953","14.705","5693.8","151.5","4.35","","1.12","","0.166","0.144","1.01","","23,50","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"441697509","3899.01","","1","4","1","1","4","4","4","3","32.4","7.61","4","2","6","PC","PC","11.0866","0.006","1","qlp-s23-faintsearch","FAINT","213.902139","57.821472","-68.036","0.04","-28.259","0.041","2458951.991759","0.004714","5.2077671","0.0001814","2.369","0.324","0.923268","0.001919","850","1.76769","2.66176","0.209219","144.63","966","12","194.548","1.0355","5522.5","144.8","4.5","0.08","0.92","0.06","-0.0212663","0.0157205","0.97","0.125084","15,16,22,23","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"366755319","3900.01","","3","4","3","3","3","4","4","8.9","52.2","60.66","0","2","6","PC","PC","11.9689","0.006","1","qlp-s23-faintsearch","FAINT","188.528058","4.187824","-15.652","2.312","-1.572","2.312","2458932.910253","0.003157","14.7802661","0.0030347","3.497","0.373","7.45195","0.009487","6840","8.73781","9.06559","","38.1314","","18","364.747","","5659","","","","1.09","","","","","","23","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"357373216","3901.01","","3","4","3","3","4","4","4","14.9","65.5","104.07","2","0","3","PC","PC","13.3215","0.007","1","qlp-s49-tois","FAINT","218.336542","52.385972","14.751","0.027","-25.029","0.03","2459681.957257","0.0014656","9.546972","0.0000218","2.112","0.174","18.94761","0.017138","17300","15.7849","12.4743","","33.8682","672","30","593.676","5.9975","5834","122","4.54","","0.91","","","","1.05","","16,22,23,49,50","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"310094771","3902.01","","3","4","4","3","4","4","4","24.9","75.7","82.78","2","0","4","PC","PC","13.3819","0.006","1","qlp-s50-tois","FAINT","216.757304","28.495762","-28.43","0.038","-6.254","0.049","2459690.091621","0.0023916","2.9406027","0.0000131","1.167","0.432","10.714625","0.662475","9820","609.976","10.835","","168.01","1003","14","580.009","7.6415","5464.2","26.9","4.44","","0.97","","0.144816","0.0255287","0.96","","23,50","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"288434231","3903.01","","3","4","3","3","4","4","4","5.5","33.9","64.11","2","0","3","PC","PC","13.403","0.007","1","qlp-s49-tois","FAINT","202.906801","45.622497","-23.323","0.024","-19.114","0.026","2459660.241436","0.0049876","14.8496574","0.0001249","4.287","1.01","9.498187","0.026488","8710","24.3964","9.3235","","70.8112","808","20","545.646","5.498","5296.6","30.6","4.43","","0.96","","0.214005","0.0293333","0.91","","16,22,23,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"233462817","3904.01","","3","5","5","3","3","4","4","9.5","54.1","45.98","0","2","1","PC","APC","11.3815","0.007","1","qlp-s50-tois","FAINT","211.700645","51.992007","-28.449","0.032","26.473","0.033","2459675.336571","0.0015477","10.1614815","0.0000241","1.259","0.319","3.512604","0.008301","3230","7.64581","7.66646","0.50052","23.4406","612","22","379.347","3.4","6297","120.2","4.34","0.08","1.24","0.05","","","1.23","0.179718","15,16,22,23,49,50","V-shaped; found in faint-star QLP search; one transit close to momentum dump","2021-06-23","2024-08-22","2024-08-22"
+"180672438","3905.01","","3","4","3","3","4","4","4","18.7","67","88.28","2","1","3","PC","PC","13.0187","0.007","1","qlp-s49-tois","FAINT","200.484638","40.26846","-14.9","0.017","13.077","0.022","2459664.128775","0.0018367","5.3599361","0.0000182","3.407","0.189","12.393573","0.005387","11350","4.96144","11.2314","","306.956","1166","27","609.296","6.937","5933","122","4.43","","1.04","","","","1.08","","22,23,49","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"180607846","3906.01","","3","5","5","3","1","4","4","34.3","102.9","37.48","2","0","0","PC","APC","12.773","0.007","1","qlp-s49-tois","FAINT","198.244403","39.866992","-9.721","0.015","4.909","0.016","2459662.977476","0.0011051","0.6451059","0.0000013","0.573","0.178","3.730477","0.050276","3430","46.3044","6.79091","0.733549","800.418","1481","19","387.358","2.336","5436.3","106.2","4.52","0.08","0.88","0.04","-0.262615","0.0228271","0.95","0.121894","22,23,49","V-shaped; found in faint-star QLP search; TFOP BEB/APC","2021-06-23","2024-08-22","2024-08-22"
+"165723070","3907.01","","3","4","4","3","4","4","4","43.5","108","79.75","3","1","3","PC","PC","12.8532","0.007","1","qlp-s51-tois","FAINT","231.249864","57.815109","-22.67","0.031","8.112","0.03","2459714.521101","0.0005552","1.7213564","0.0000014","2.035","0.073","12.986764","0.002115","11890","1.94778","10.674","0.698094","559.726","1355","73","381.744","2.581","5072","129.8","4.42","0.09","0.95","0.06","","","0.85","0.102205","15,16,22,23,49,50,51","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"165412561","3908.01","","3","5","5","3","4","4","4","400.5","551.7","317","1","4","4","PC","APC","11.4582","0.007","1","spoc-s14-s50-b0A","FAINT","206.782929","42.736035","-4.159","0.082","4.65","0.08","2459637.989586","0.00028584455","1.4680991696156","0.0000139622425","2.0456597998221","0.022439051","20.281393","0.155358","18506.466214358","143.07999","25.168221389394","7.67699","1531.1554281424","1595.4182996196","118.84754","267.999","5.1785","5433","122.3","4.33","0.08","1.1012200117111","0.0613568","","","0.95","0.114729","16,23,49,50","V-shaped; found in faint-star QLP search; large","2021-06-23","2024-09-06","2024-09-06"
+"161003569","3909.01","TIC 161003569.01","3","4","3","3","4","4","4","31.4","79.6","109.63","2","3","4","PC","PC","12.3758","0.007","1","qlp-s50-tois","FAINT","222.163355","53.834829","-31.538","0.031","-6.787","0.034","2459688.544439","0.000895","3.5115357","0.0000046","3.527","0.096","10.133633","0.002204","9290","2.02994","12.81","0.766814","569.545","1360","77","511.363","5.098","5490.8","134.8","4.16","0.08","1.35","0.08","0.434316","0.0144855","0.96","0.119534","16,22,23,49,50","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-08-22","2024-08-22"
+"158617175","3910.01","","3","4","4","3","4","4","4","44.3","155.2","101.95","8","3","4","PC","PC","12.0581","0.007","1","qlp-s50-tois","FAINT","223.609501","59.101988","-81.615","0.042","21.755","0.04","2459686.227148","0.000325","5.7158895","0.0000029","2.437","0.063","24.208372","0.00272","22050","2.50481","12.3206","0.743769","76.4949","823","172","245.248","1.3605","5224","126.5","4.56","0.09","0.82","0.05","","","0.89","0.109117","15,16,22,23,49,50","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"158497525","3911.01","","3","4","3","3","4","4","4","3","34","12.36","1","3","3","PC","PC","11.6301","0.006","1","qlp-s50-tois","FAINT","220.037779","54.137281","15.206","0.035","-69.782","0.042","2459677.077572","0.0043005","9.3517097","0.0000601","2.682","0.356","1.727694","0.003396","1590","3.12779","3.52814","0.251677","47.221","730","16","219.72","1.0925","5298.6","116.8","4.52","0.08","0.86","0.05","0.158385","0.0216333","0.91","0.113017","16,22,23,49,50","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"156648452","3912.01","","3","5","5","3","4","4","4","45.2","45.2","317","6","4","3","PC","CP","11.8747","0.007","1","qlp-s50-tois","FAINT","215.801496","24.076564","7.744","0.057","-0.526","0.06","2459687.370442","0.0007173","3.4936188","0.0000049","3.355","0.109","10.615944","0.0021","9730","1.93405","14.2355","0.688538","628.664","1394","69","465.992","6.497","5779.5","111.8","4.15","0.07","1.42","0.07","0.167","0.026","1.04","0.124395","23,50","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"155898758","3913.01","","3","4","3","3","4","4","4","21.9","76.2","48.64","2","1","3","PC","PC","12.5764","0.006","1","qlp-s50-tois","FAINT","218.874035","48.083929","-43.727","0.021","29.065","0.021","2459687.087393","0.0008082","4.0384773","0.0000054","1.185","0.104","8.84122","0.00678","8110","6.24488","7.98387","0.775449","17.0069","565","31","186.628","0.494","4180.4","124","4.42","0.11","0.83","0.08","0.137","0.11","0.654","0.0813179","16,23,49,50","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"139118482","3914.01","","5","5","5","5","5","5","5","38.8","138.1","105.86","0","10","2","PC","FP","11.3366","0.007","1","qlp-s23-faintsearch","FAINT","193.595291","30.214364","-6.057","0.05","-8.215","0.043","2458946.965104","0.0005884","6.7136512","0.000476","3.541","0.103","12.547332","0.001841","11490","1.69591","12.5036","0.710705","244.013","1101","72","332.565","4.8205","6179.1","146.5","4.39","0.09","1.15","0.06","-0.076","0.019","1.18","0.171932","23","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"81247877","3915.01","","3","4","4","3","4","4","4","95.6","224.1","122.25","6","0","6","PC","PC","12.3655","0.006","1","qlp-s50-tois","FAINT","205.488716","17.300066","-36.877","0.046","35.234","0.038","2459688.491692","0.0003973","2.2012625","0.0000016","2.175","0.069","28.2571","0.003007","25690","2.76973","13.6145","0.715826","387.574","1236","122","275.019","1.946","5177.8","106.9","4.56","0.08","0.81","0.04","0.134422","0.0128951","0.878","0.109381","23,50","found in faint-star QLP search; two stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"68074302","3916.01","","3","4","4","3","4","4","4","16.9","60.6","63.75","3","1","3","PC","PC","12.9339","0.007","1","qlp-s23-faintsearch","FAINT","220.726649","41.368472","6.379","0.021","-1.318","0.026","2459685.744404","0.0024343","3.4014954","0.0000111","1.959","0.288","8.031508","0.007719","7370","7.10966","9.32202","0.543263","313.317","1172","23","610.654","6.593","6005","128.9","4.43","0.08","1.06","0.05","","","1.11","0.14024","16,23,50","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"68035558","3917.01","","5","5","5","5","5","5","5","18.9","111.7","44.37","0","0","0","PC","FA","11.483","0","1","qlp-s23-faintsearch","FAINT","219.734394","37.027878","","","","","2458953.314052","0.0024586","8.3289771","0.0018843","2.984","0.771","6.544962","0.028926","6010","26.6416","","","","","20","","","","","","","","","","","","","23","found in faint-star QLP search; demoted as artifact in TICv8.2","2021-06-23","2024-08-22","2024-08-22"
+"23815847","3918.01","","3","4","4","3","4","4","4","15.6","40.1","80","2","0","3","PC","PC","13.4565","0.007","1","qlp-s50-tois","FAINT","210.205727","39.300051","9.415","0.021","-14.695","0.028","2459691.328329","0.0026688","3.0654283","0.0000126","2.194","0.26","6.370208","0.010006","5850","9.21559","10.6174","","264.883","1123","15","769.96","10.8015","5236","122","4.12","","1.35","","","","0.89","","16,23,49,50","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"23769326","3919.01","","3","4","4","3","4","4","4","12.4","49.9","74.46","4","22","4","PC","PC","12.3342","0.007","1","qlp-s50-tois","FAINT","208.944753","40.391806","2.188","0.026","0.91","0.031","2459682.83197","0.002229","7.4332642","0.0000235","3.051","0.325","6.534039","0.00502","6000","4.62312","10.213","0.57938","184.322","1026","31","604.591","8.895001","6227","123.1","4.28","0.09","1.32","0.06","","","1.2","0.175555","16,23,49,50","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"2016376984","3920.01","","5","5","5","5","5","5","5","69.7","68.4","317","3","1","0","PC","FA","12.7509","0.031","1","qlp-s24-faintsearch","FAINT","336.69079","57.434162","10.182","0.027","6.19","0.025","2458981.334869","0.0012392","2.317939","0.0000165","1.676","0.411","14.361134","0.2104","13140","193.767","15.7376","2.07011","719.636","1442","41","490.701","3.8525","5770","231","4.25","0.09","1.25","0.06","","","1.03","0.147407","16,17,24","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"1101909431","3921.01","","5","5","5","5","5","5","5","25.2","85.6","317","0","0","0","PC","FP","12.5638","0.007","1","qlp-s24-faintsearch","FAINT","231.127427","46.695076","19.353","0.023","-58.486","0.029","2458935.789582","0.0014397","23.2556119","0.0003044","7.878","0.256","39.492102","0.00732","35720","6.74157","14.4434","1.11532","51.103","744","90","222.95","0.6855","4742","131.7","4.6","0.1","0.73","0.06","","","0.76","0.0879534","16,23,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"1101855081","3922.01","","3","4","3","3","4","4","4","78.9","256.3","99.95","4","1","6","PC","PC","12.251","0.008","1","qlp-s51-tois","FAINT","228.833287","40.267196","40.126","0.033","-35.793","0.044","2459715.758828","0.0003489","3.8960617","0.0000026","1.734","0.067","24.830272","0.00565","22610","5.20339","12.1401","0.760153","84.8919","845","115","262.531","1.5885","5247","129.7","4.59","0.09","0.8","0.05","","","0.9","0.103591","23,24,50,51","V-shaped; found in faint-star QLP search; 2 stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"467265105","3923.01","","3","4","4","3","2","4","4","42","61.4","317","5","1","2","PC","PC","13.0743","0.006","1","spoc-s14-s60-b0A-PC","FAINT","308.849988","61.140932","-3.501","2.204","-4.5","2.204","2460397.501635","0.0017404493","4.1377886238416","0.000116386655","2.2969036517562","0.08053983","12.547536","0.72169","11490.185760308","664.4802","","","392.64339078429","1135.3227028475","30.881489","880.411","","4964.3","78.6","","","","","","","","","15,17,24,55,56,57,77","found in faint-star QLP search; v-shaped; host is likely distant (plx =1.3) G star; no stellar radius","2021-06-23","2024-09-06","2024-09-07"
+"456042145","3924.01","","5","5","5","5","5","5","5","47.8","51.7","317","0","0","0","PC","FP","13.4802","0.065","1","qlp-s24-faintsearch","FAINT","340.628454","64.754725","-3.062","0.03","-5.603","0.024","2458980.246552","0.0047183","2.0474832","0.0000637","3.159","0.3","7.397291","2.63946","6790","2428.08","14.3474","","12096.5","2921","14","620.264","6.713","6791","122","4.57","","1.04","","","","1.46","","17,18,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"435167167","3925.01","","5","5","5","5","5","5","5","7.8","31.5","43.16","0","0","0","PC","FP","12.1474","0.059","1","qlp-s24-faintsearch","FAINT","346.403126","63.453418","-7.046","0.062","-12.754","0.047","2458979.233689","0.0087695","3.0330919","0.0001788","4.043","0.659","1.390633","0.003871","1280","3.56566","7.40327","0.548203","4283.51","2253","11","773.332","19.1705","7471","395.3","4.01","0.1","2.14","0.09","","","1.72","0.323354","17,18,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"434171145","3926.01","","3","4","4","3","3","4","4","29.2","86.6","79.95","1","2","2","PC","PC","12.089","0.011","1","qlp-s57-tois","FAINT","342.630375","61.159585","0.122","2.182","-13.052","2.182","2459877.813437","0.0017816","2.7873223","0.0000063","3.671","0.289","6.040436","0.206054","5548","189.765","10.6299","","2023.22","","34","495.95","","6466","","","","1.46","","","","","","17,24,57,58","found in faint-star QLP search; see observing notes re: very near companion","2021-06-23","2024-08-22","2024-08-22"
+"434171113","3927.01","","3","4","4","3","3","4","4","43.7","49.1","317","3","1","2","PC","PC","12.7594","0.028","1","qlp-s58-tois","FAINT","342.661461","60.770111","-6.566","0.023","-22.515","0.022","2459902.273403","0.0006147","4.4921154","0.0000039","3.108","0.086","21.449662","0.528446","19562","486.598","14.9094","0.850558","223.672","1077","66","426.94","2.5875","5353","202.7","4.34","0.09","1.08","0.06","","","0.93","0.122937","17,24,57,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-09-02"
+"427153307","3928.01","","3","4","3","3","1","4","4","31.8","73.9","118.32","2","1","0","PC","PC","12.9774","0.02","1","qlp-s56-tois","FAINT","321.386565","61.812493","1.438","0.033","-2.275","0.032","2459851.197608","0.0017906","2.2035349","0.0000049","2.573","0.248","8.25029","0.363171","7570","334.437","13.3861","0.73349","1272.37","1663","23","710.588","9.4765","6141","182.4","4.14","0.09","1.52","0.07","","","1.16","0.165885","16,17,24,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"422554579","3929.01","","3","4","3","3","1","4","4","47.3","58.4","317","2","0","0","PC","PC","13.2363","0.048","1","qlp-s58-tois","FAINT","346.474955","67.188469","-9.573","0.03","-0.703","0.026","2459909.656029","0.0009168","3.4608812","0.0000043","3.608","0.11","18.079545","0.386234","16514","355.671","19.0253","","672.096","1418","45","684.911","8.1175","5695","122","4.08","","1.52","","","","1.01","","17,18,24,57,58","found in faint-star QLP search; multiple stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"422514153","3930.01","","3","4","3","3","2","4","4","30.9","77.1","129.79","1","0","2","PC","PC","12.6265","0.006","1","qlp-s57-tois","FAINT","319.547187","66.161198","-4.374","2.209","-7.829","2.212","2459876.498062","0.0017345","2.9284231","0.0000067","3.835","0.226","5.615812","0.165427","5159","152.352","","","638.648","1400","32","749.11","","4885.4","54.2","","","","","","","","","16,17,18,24,56,57","found in faint-star QLP search; no stellar radius","2021-06-23","2024-08-22","2024-08-22"
+"421336001","3931.01","","3","4","3","3","1","4","4","9.3","40.6","70.87","2","0","0","PC","PC","13.4428","0.007","1","spoc-s14-s60-b0A-PC","FAINT","296.833901","59.640713","-0.068","0.039","-5.551","0.034","2460396.485355","0.0040979497","7.6644000404884","0.00007396419","4.1888923010707","0.15177888","9.306053","0.289205","8534.5638356996","266.33255","9.9098801287311","0.36544695","175.36543556363","928.12345730516","27.020561","684.857","9.858","5694","122","4.41","","1.0421500205994","","","","1.01","","14,15,16,17,20,24,40,41,47,50,54,55,56,57,58,60,77","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"408094424","3932.01","","3","5","5","3","3","4","4","37.3","34.7","317","1","1","1","PC","APC","11.3258","0.032","1","qlp-s24-faintsearch","FAINT","326.267189","64.067347","-8.796","0.04","-1.341","0.037","2459849.877536","0.0019442","2.4892754","0.0000059","1.513","0.568","2.989888","0.280061","2750","257.912","15.5724","1.07544","660.426","1412","20","672.679","9.228","6285","229.2","3.65","0.1","2.76","0.13","","","1.23","0.196196","16,17,18,24,56,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"388393034","3933.01","","3","4","3","3","1","4","4","20.7","31.6","317","2","0","0","PC","PC","13.2345","0.018","1","qlp-s57-tois","FAINT","347.967961","56.862096","-3.224","0.027","-2.585","0.024","2459881.419784","0.003135","1.97549","0.0000081","2.409","0.401","5.941088","0.381826","5457","351.613","17.6764","","5560.11","2405","14","1898.68","67.975","8523","123","3.98","","2.46","","","","2.12","","17,24,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"375981105","3934.01","","3","4","3","3","3","4","4","21.6","35","317","3","0","1","PC","PC","12.7091","0.012","1","qlp-s57-tois","FAINT","336.858934","67.769354","-1.072","0.029","4.424","0.025","2459885.575468","0.00317312","11.7512673","0.000041","2.143","0.812","8.373921","2.188714","7683","2013.85","17.4049","2.12732","86.313","849","14","710.669","8.987001","6571","144.7","4.12","0.09","1.68","0.08","","","1.36","0.214951","17,18,24,57,58","found in faint-star QLP search; v-shaped; large Rp for insolation","2021-06-23","2024-08-22","2024-08-22"
+"372207084","3935.01","","3","4","3","3","1","4","4","29.2","40.9","317","1","1","0","PC","PC","13.4234","0.006","1","qlp-s58-tois","FAINT","330.755072","67.623397","0.393","4.152","7.477","4.152","2459908.987824","0.0025782","1.2257683","0.0000033","1.874","0.497","6.001132","0.520198","5512","479.005","","","2802.16","2026","20","1872.2","","6205.8","451.2","","","","","","","","","16,17,18,24,58","found in faint-star QLP search; v-shaped; unknown radius; Gaia distance is ~1.9 kpc; host is giant; likely too large to be planetary","2021-06-23","2024-08-22","2024-08-22"
+"371676181","3936.01","","3","4","3","3","3","4","4","58.9","79.8","317","2","1","4","PC","PC","12.5722","0.007","1","qlp-s57-tois","FAINT","344.322032","59.201372","0.377","2.205","17.307","2.33","2459881.848754","0.0011601","1.4858906","0.0000027","1.697","0.237","7.915572","0.407079","7264","374.863","","","648.608","1405","25","922.432","","5196.8","134.2","","","","","","","","","17,24,57","V-shaped; found in faint-star QLP search; check neighboring TIC 371676187 (delta Tmag ~ 1 and 5.64'' away); no stellar radius","2021-06-23","2024-08-22","2024-08-22"
+"367425982","3937.01","","3","4","4","3","1","4","4","68","155","109.06","6","1","0","PC","PC","12.9577","0.006","1","spoc-s14-s60-b0A-PC","FAINT","334.133015","66.860571","-17.095","0.025","-11.956","0.027","2460435.855669","0.00066114566","1.6923572851589","0.000020640513","1.9912432706095","0.033312723","22.126418","0.222748","20172.932396761","205.1378","12.769670243622","0.7357958","762.59797358961","1340.274211426","93.663895","367.428","2.0775","5287","138.7","4.5","0.08","0.88875997066498","0.0495226","","","0.908","0.115122","16,18,24,57,58,78","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"367333043","3938.01","","5","5","5","5","5","5","5","10.6","44.4","42.41","1","0","0","PC","FP","13.2875","0.006","1","qlp-s24-faintsearch","FAINT","333.663387","68.685313","5.923","0.027","0.588","0.024","2458979.960331","0.0055953","2.8778095","0.0001002","2.824","0.524","5.256811","0.013293","4830","12.2433","7.35828","","1005.2","1568","15","617.366","5.6955","6131","122","4.46","","1.05","","","","1.16","","17,18,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"366115856","3939.01","","3","4","4","3","1","4","4","63.6","146","101.42","3","1","0","PC","PC","13.2129","0.006","1","qlp-s58-tois","FAINT","356.708389","66.860805","13.19","0.029","-5.307","0.029","2459908.695489","0.000456","2.3466472","0.0000015","1.957","0.067","27.798079","0.777485","25278","715.834","12.2268","","153.353","980","80","262.301","1.224","4477","122","4.53","","0.75","","","","0.702","","17,18,24,57,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"346081845","3940.01","","3","4","4","3","3","4","4","52.5","131.1","110.72","3","0","2","PC","PC","13.4454","0.006","1","qlp-s57-tois","FAINT","356.886316","54.178308","22.224","0.032","12.145","0.027","2459879.893471","0.0010316","3.4895723","0.000007","2.378","0.161","35.9399","1.516627","32560","1395.89","12.9484","","87.9248","853","38","250.357","1.483","4315","122","4.57","","0.71","","","","0.674","","24,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"345697569","3941.01","","3","4","4","3","3","4","4","36.4","37.5","317","3","1","2","PC","PC","12.9307","0.01","1","qlp-s57-tois","FAINT","356.407097","55.225972","-6.47","0.029","-8.78","0.023","2459880.907454","0.0014109","2.8817718","0.0000057","2.842","0.177","14.572392","0.511122","13332","470.65","14.8764","0.788703","854.357","1506","32","707.03","9.3015","6137","133.7","4.23","0.08","1.38","0.06","","","1.16","0.158935","17,24,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"345329200","3942.01","","3","4","3","3","3","4","4","66.4","96.7","317","3","1","2","PC","PC","12.8967","0.016","1","spoc-s14-s60-b0A-PC","FAINT","355.725774","58.452426","-13.571","0.027","-10.064","0.031","2459854.068815","0.002116477","3.1082514456864","0.00022855995","1.5649451093457","0.12725078","6.162144","0.935674","5659.4686877216","861.41675","13.76080109448","1.7861685","1763.4216574821","1652.7561890701","11.586684","691.327","9.443","6413","155.6","4.17","0.09","1.5486799478531","0.0699498","","","1.29","0.203565","17,24,57,58","found in faint-star QLP search; potential odd-even","2021-06-23","2024-09-06","2024-09-07"
+"343330330","3943.01","","3","4","3","3","3","4","4","9.7","24.6","77.82","0","0","1","PC","PC","12.5714","0.022","1","qlp-s56-tois","FAINT","309.768437","61.459062","-1.106","0.029","2.516","0.028","2459850.550846","0.0051661","5.5613023","0.0000393","5.64","0.557","2.391251","0.152818","2200","140.741","10.4506","0.703996","713.503","1439","15","766.246","8.523","5607","191.5","3.72","0.09","2.27","0.12","","","0.99","0.130408","15,16,17,24,55,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"338065029","3944.01","","3","4","3","3","1","4","4","44.3","61.6","317","2","1","0","PC","PC","12.5871","0.006","1","qlp-s57-tois","FAINT","337.785484","61.643001","-0.272","2.171","2.13","2.171","2459879.299141","0.0022404","2.3151015","0.0000067","2.084","0.258","5.721679","0.332931","5256","306.594","","","285.103","1144","16","969.298","","4746.7","204.9","","","","","","","","","16,17,24,57","found in faint-star QLP search; scattered light in s57 SPOC report caused difference image to fail; variable host star; no stellar radius","2021-06-23","2024-08-22","2024-08-22"
+"336824844","3945.01","","3","4","3","3","3","4","4","14.9","46.1","67.32","1","0","1","PC","PC","12.5917","0.027","1","qlp-s57-tois","FAINT","334.990313","62.656666","23.599","0.03","9.87","0.026","2459885.028959","0.0062837726","4.4638411","0.0000181","1.556","0.323","4.123848","0.432624","3791","398.382","9.59744","0.732904","78.9834","830","9","515.394","4.704","5472","201.8","4.11","0.09","1.42","0.08","","","0.96","0.131606","16,17,24,57,58","found in faint-star QLP search; low SNR; crowded field; possible odd-even","2021-06-23","2024-08-22","2024-08-22"
+"336399144","3946.01","TIC 336399144.01","3","4","4","3","3","4","4","36.8","45.7","317","2","1","1","PC","PC","12.475","0.019","1","qlp-s24-faintsearch","FAINT","334.013781","61.05756","4.407","0.046","-1.347","0.048","2458972.76106","0.0010286","5.7033411","0.0000384","3.039","0.208","16.111852","0.00708","14730","6.52083","15.2151","0.791465","217.888","1070","59","519.917","6.3385","5933","164.4","4.28","0.08","1.24","0.06","","","1.08","0.147587","16,17,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"336092760","3947.01","","3","4","3","3","1","4","4","15.3","16.3","317","0","1","0","PC","PC","12.933","0.014","1","qlp-s58-tois","FAINT","333.725864","62.858737","-0.039","0.032","-4.333","0.029","2459905.727594","0.0039435","6.7716021","0.0000367","6.279","0.595","4.984094","0.244493","4580","225.161","16.5311","0.982021","831.07","1495","18","1125.06","20.66","6136","152.2","3.67","0.09","2.62","0.13","","","1.16","0.164761","16,17,24,57,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"335489455","3948.01","","5","5","5","5","5","5","5","11","55.3","23.45","1","0","1","PC","FP","12.5455","0.006","1","qlp-s24-faintsearch","FAINT","332.633491","61.82941","-32.736","0.03","-21.987","0.026","2458978.435452","0.0064887","2.1176601","0.0000764","3.591","0.841","2.173647","0.308877","2000","284.446","5.16544","1.67143","12280.2","2932","14","359.83","1.891","5814","152.2","4.56","0.08","0.89","0.04","","","1.046","0.127685","16,17,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"334493051","3949.01","","3","4","3","3","1","4","4","21.8","61","79.25","1","0","0","PC","PC","13.4743","0.028","1","qlp-s57-tois","FAINT","331.227588","64.463751","-0.478","0.03","6.024","0.031","2459881.384085","0.0023864","2.2297524","0.0000059","2.498","0.301","9.594576","0.427938","8798","394.068","10.5562","","970.705","1555","24","682.99","9.5155","5846","123","4.32","","1.17","","","","1.06","","16,17,18,24,57","found in faint-star QLP search; transits possibly synchronized with underlying variability","2021-06-23","2024-08-22","2024-08-22"
+"334394274","3950.01","","3","4","3","3","1","4","4","36.5","41.4","317","2","0","0","PC","PC","13.3364","0.016","1","qlp-s56-tois","FAINT","331.078789","61.627934","1.132","0.046","-4.801","0.047","2459851.55939","0.0016393","3.4488281","0.0000072","3.091","0.177","15.781311","0.604829","14430","556.913","15.6361","","617.246","1388","34","701.783","11.479","5994","123","4.27","","1.27","","","","1.1","","16,17,24,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"334385701","3951.01","","3","4","3","3","1","4","4","29.6","65.2","91.68","2","0","0","PC","PC","13.3788","0.015","1","qlp-s56-tois","FAINT","330.715324","60.211838","12.576","0.04","7.638","0.039","2459849.974225","0.00215","2.1861455","0.0000058","2.42","0.155","9.574859","0.493215","8780","454.165","11.5599","","612.53","1385","22","558.58","7.182","5342","123","4.22","","1.24","","","","0.92","","16,17,24,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"321861405","3952.01","","3","4","3","3","3","4","4","59.8","81.1","317","4","3","1","PC","PC","11.9401","0.006","1","qlp-s58-tois","FAINT","323.15288","67.911948","0.769","0.041","-2.096","0.038","2459907.76999","0.0004485","2.9897732","0.000002","3.06","0.065","14.089421","0.18212","12893","167.725","17.6166","0.761057","1317.93","1678","63","591.367","7.296","6786","332.8","4.21","0.1","1.57","0.07","","","1.457","0.277104","16,17,18,24,57,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"320503729","3953.01","","3","4","4","3","1","4","4","16.1","51.6","71.48","3","0","0","PC","PC","13.3171","0.007","1","qlp-s51-tois","FAINT","264.503061","59.643473","-4.662","2.208","-6.315","2.208","2459711.899052","0.0012258","2.9873441","0.0000054","1.668","0.147","6.63235","1.361041","6090","1252.78","","","790.978","1477","37","729.966","","5734.9","264.3","","","","","","","","","14,15,16,17,18,19,20,21,22,23,24,40,41,47,48,49,50,51","V-shaped; found in faint-star QLP search; no stellar radius; plx and distance and V-K indicate ~1.2 Rsun host which would make companion consistent with hot Jupiter at 3 day period","2021-06-23","2024-08-22","2024-08-22"
+"316453500","3954.01","","3","4","3","3","1","4","4","88.4","130.8","317","4","0","0","PC","PC","13.3356","0.016","1","qlp-s57-tois","FAINT","323.985128","61.209107","-5.532","0.031","-8.597","0.03","2459878.252241","0.0018717","3.4043154","0.0000071","0.805","0.357","10.163223","28.044834","9317","25499.5","20.3568","","113.665","909","13","499.795","3.98","5833","123","4.46","","1","","","","1.05","","16,17,24,57","V-shaped; found in faint-star QLP search; possibly synchronized; variable host; possible ~2000 ppm secondary at half phase","2021-06-23","2024-08-22","2024-08-22"
+"314375831","3955.01","","3","4","4","3","3","4","4","57.3","74.2","317","3","1","1","PC","PC","12.402","0.019","1","spoc-s77-b0A","FAINT","346.156393","56.731648","-0.849","0.041","-1.084","0.037","2460396.977733","0.0012494402","3.1274950672318","0.0002642667","2.5639391296946","0.09192032","14.904674","0.562664","13633.916728085","518.0987","17.698530331604","0.9503285","1481.4610493225","1582.3126821136","22.738808","591.045","9.4085","6457","173.2","4.25","0.09","1.4132100343704","0.0663317","","","1.31","0.2125","16,17,24,57,77","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"309849817","3956.01","","3","4","3","3","2","4","4","46.7","117.2","110.45","2","1","2","PC","PC","13.0795","0.006","1","qlp-s51-tois","FAINT","229.220096","51.397855","-9.649","0.025","-0.18","0.032","2459716.708724","0.0013383","2.6686464","0.0000055","1.249","0.171","8.031508","2.701173","7370","2484.78","12.9106","","332.941","1190","14","428.906","2.9675","5227","122","4.48","","0.9","","","","0.89","","16,23,24,49,50,51","V-shaped; found in faint-star QLP search; possibly synchronized; weak depth aperture correlation","2021-06-23","2024-08-22","2024-08-22"
+"305550963","3957.01","","5","5","5","5","5","5","5","22.8","47.2","106.65","2","0","0","EB","FP","13.2445","0.05","1","qlp-s56-tois","FAINT","315.263903","63.424275","-23.138","0.118","-11.834","0.093","2459850.65687","0.0031291","1.5891628","0.0000062","1.576","0.821","3.861221","0.728451","3550","670.703","12.5934","","1679.03","1783","13","928.965","48.253","6227","122","3.91","","2","","","","1.2","","15,16,17,24,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"279383896","3958.01","TIC 279383896.01","3","4","3","3","3","4","4","14.1","62.9","82.7","3","2","1","PC","PC","11.5687","0.006","1","spoc-s14-s60-b0A-PC","FAINT","349.685957","63.250498","5.784","0.047","-1.417","0.042","2459864.071397","0.004349388","12.003164550489","0.0020470957","5.214552801201","0.22861783","5.985084","0.23762","5497.300195794","218.8319","10.92650633501","0.68261355","234.57680307421","998.13897790426","24.09464","436.306","6.095","6362","193.3","4.25","0.09","1.4038800001144","0.0664824","","","1.266","0.207823","17,18,24,57,58","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-09-08","2024-09-08"
+"275421144","3959.01","","3","4","3","3","1","4","4","18.1","51.8","108.83","1","0","0","PC","PC","13.0367","0.025","1","qlp-s56-tois","FAINT","319.7272","65.329264","2.773","0.03","0.592","0.028","2459848.264998","0.0023725","3.8426038","0.0000122","2.022","0.267","6.402972","0.420806","5880","387.502","12.7873","","453.87","1285","19","868.492","11.478","7032","122","4.19","","1.66","","","","1.55","","16,17,18,24,56","found in faint-star QLP search; possible slight depth aperture correlation","2021-06-23","2024-08-22","2024-08-22"
+"272785423","3960.01","TIC 272785423.01","3","4","4","3","1","4","4","37.6","99.9","121.25","5","1","0","PC","PC","13.2091","0.007","1","qlp-s51-tois","FAINT","238.857937","67.042986","-14.363","0.029","19.541","0.037","2459716.189621","0.000393","3.2399875","0.000002","2.749","0.055","20.20787","0.001296","18440","1.19405","13.613","","380.139","1230","146","541.735","5.269","5521","122","4.45","","0.97","","","","0.97","","14,15,16,17,18,20,21,23,24,41,47,48,49,50,51","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-08-22","2024-08-22"
+"272219353","3961.01","","3","4","4","3","4","4","4","","","317","5","0","5","PC","PC","12.8669","0.069","1","qlp-s57-tois","FAINT","355.744456","62.290124","-3.074","0.078","-1.97","0.06","2459880.628277","0.001072","3.5434689","0.0000052","1.849","0.326","22.228442","1.01231","20265","931.937","","","1741.244318541","1647.5351070129","32","9842","2286.46","5354","153.8","","","","","","","","","17,18,24,57","found in faint-star QLP search; v-shaped; no radius; likely too large; weak odd-even","2021-06-23","2024-08-22","2024-08-22"
+"271761420","3962.01","","3","4","3","3","3","4","4","32.3","33.1","317","1","0","1","PC","PC","12.4615","0.035","1","qlp-s57-tois","FAINT","355.081093","62.136748","-2.564","0.029","-3.162","0.029","2459879.600582","0.0023919","3.3501179","0.0000097","1.651","0.338","4.423603","0.385625","4066","355.111","17.5987","1.15662","279.334","1138","15","836.639","14.7315","6238","259.6","3.7","0.09","2.57","0.12","","","1.21","0.193842","17,18,24,57,58","found in faint-star QLP search; slightly v-shaped transit","2021-06-23","2024-08-22","2024-08-22"
+"271439193","3963.01","","3","4","3","3","3","4","4","28.4","31.3","317","0","0","1","PC","PC","12.2996","0.037","1","qlp-s57-tois","FAINT","354.138342","60.526208","-2.69","0.033","-11.485","0.032","2459876.941322","0.0065253","6.2329571","0.0000443","3.043","1.003","2.572984","5.135116","2367","4718.45","14.2956","4.83828","1245.8","1655","9","488.547","4.733","6016","275.6","4.1","0.09","1.55","0.07","","","1.11","0.176516","17,18,24,57","found in faint-star QLP search; possible depth aperture correlation; asymmetric transit shape","2021-06-23","2024-08-22","2024-08-22"
+"270435047","3964.01","","5","5","5","5","5","5","5","10.3","36.3","61.72","0","0","1","PC","FA","12.8114","0.023","1","qlp-s24-faintsearch","FAINT","351.796938","60.231831","1.701","0.026","-2.624","0.022","2458979.203279","0.013274","1.8011961","0.0001854","3.23","0.861","2.478305","0.015488","2280","14.2653","9.1446","0.892622","8355.02","2663","10","1153.23","21.515","7588","212","4.09","0.09","1.99","0.07","","","1.76","0.298672","17,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"269043098","3965.01","","3","4","3","3","1","4","4","35.6","52.8","317","1","1","0","PC","PC","12.8051","0.014","1","qlp-s58-tois","FAINT","349.095834","64.72187","-0.507","0.027","-0.348","0.026","2459903.350719","0.0017822","4.7253516","0.0000122","5.123","0.266","8.520546","0.190886","7817","175.797","17.6483","0.751411","2045.04","1873","33","870.816","12.102","7220","152.6","3.98","0.08","2.15","0.09","","","1.62","0.267531","17,18,24,57,58","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"262880826","3966.01","","3","5","5","3","1","4","4","40.8","123.6","88.03","0","0","0","PC","APC","12.0753","0.006","1","qlp-s50-tois","FAINT","225.380859","38.533274","","","","","2459684.28561","0.0010929","3.9967263","0.0000069","2.886","0.201","13.173576","0.004635","12060","4.26926","11.278","1.23484","265.248","1124","73","","","5313.6","49.6","","","1","0.11","0.416","0.047","","","23,24,50","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"256867493","3967.01","","3","4","3","3","4","4","4","47.3","89.1","317","0","1","3","PC","PC","12.1661","0.007","1","qlp-s55-tois","FAINT","301.673149","61.169351","0.967","0.053","-4.032","0.04","2459817.727215","0.0040409","4.6709424","0.0000137","0.101","0.007","0.945002","11.218256","870","10279.2","21.2461","20.0333","2.26831","341","6","920.632","22.887","7211","123.1","4.14","0.09","1.79","0.08","","","1.62","0.263063","14,15,16,17,21,24,41,51,55","low SNR found in faint-star QLP search; uncertain radius","2021-06-23","2024-08-22","2024-08-22"
+"252071095","3968.01","","3","5","5","3","2","4","4","","","30.06","0","1","2","PC","APC","11.7345","0.006","1","qlp-s57-tois","FAINT","354.146668","58.133654","","","","","2459879.247689","0.0018105","2.2171904","0.0000057","1.639","0.199","3.272994","0.188616","3010","173.707","","","180.255","1020","20","","","4656","227.3","","","","","","","","","17,24,57","found in faint-star QLP search; no stellar radius; v-shaped","2021-06-23","2024-08-22","2024-08-22"
+"252049912","3969.01","","3","4","4","3","4","4","4","65.9","99.6","317","3","0","6","PC","PC","12.5806","0.006","1","qlp-s57-tois","FAINT","353.643525","54.541652","-2.926","2.146","3.814","2.146","2459876.29526","0.0012173","3.8522402","0.0000082","4.195","0.156","18.776372","0.471111","17145","433.815","","","577.199","1365","29","608.077","","5371.2","266.3","","","","","","","","","17,24,57","found in faint-star QLP search; no radius; distance of 1.4 kpc from Gaia DR3; likely too large","2021-06-23","2024-08-22","2024-08-22"
+"237221436","3970.01","","3","4","3","3","1","4","4","6.3","24","79.57","1","0","0","PC","PC","13.3604","0.008","1","qlp-s58-tois","FAINT","296.066251","77.23545","-1.088","0.026","7.764","0.029","2459894.325894","0.0041296","10.6001229","0.0000641","5.375","1.332","6.65966","0.372059","6115","342.62","10.601","","240.751","1097","24","878.69","12.865","5647","122","4.08","","1.51","","","","1","","14,17,18,19,20,23,24,40,47,50,52,53,54,57,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"237077180","3971.01","","3","4","3","3","1","4","4","","","84.3","1","1","0","PC","PC","13.4642","0.015","1","qlp-s55-tois","FAINT","307.0945","61.93367","","","","","2459823.782533","0.0028575","3.2292942","0.0000117","2.47","0.299","11.054594","0.730741","10130","672.811","","","","","21","","","","","","","","","","","","","15,17,24,55","found in faint-star QLP search; two stars in pixel; no stellar parameters","2021-06-23","2024-08-22","2024-08-22"
+"284206913","3972.01","TIC 284206913.01","3","4","4","3","4","4","4","41.5","194.6","90.25","7","23","3","PC","PC","10.7486","0.006","1","qlp-s58-tois","FAINT","9.305074","61.205097","147.833","0.038","-20.892","0.038","2459903.238824","0.0003858","10.511362","0.0000049","3.112","0.063","17.644669","0.239593","16120","220.649","11.935","0.608141","61.3806","779","125","162.569","0.702","5908","284.9","4.54","0.09","0.92","0.05","","","1.074","0.153089","17,18,24,58","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-09-08","2024-09-08"
+"233654042","3973.01","","3","5","5","3","3","4","4","16.6","55.5","58.22","2","1","1","PC","PC","13.0646","0.008","1","qlp-s51-tois","FAINT","229.67991","44.456204","-2.353","2.186","-10.91","2.186","2459716.388509","0.0024726","2.0615575","0.0000091","1.694","0.256","4.96228","0.009455","4560","8.70865","","","723.916","1445","14","701.76","","6213","415.5","","","","","-0.154","0.064","","","23,24,50,51","found in faint-star QLP search; no stellar radius","2021-06-23","2024-08-22","2024-08-22"
+"156007004","3974.01","","3","4","4","3","4","4","4","51.4","116.2","107","6","1","3","PC","PC","13.3926","0.006","1","qlp-s51-tois","FAINT","236.236361","45.627745","-25.992","0.028","22.655","0.034","2459715.060453","0.0005753","1.7922888","0.0000019","1.622","0.077","20.694678","0.004257","18880","3.92121","12.6983","","318.713","1177","62","467.428","3.5335","5095.7","92.4","4.47","","0.89","","0.424","0.09","0.85","","23,24,50,51","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"155947004","3975.01","","5","5","5","5","5","5","5","25.1","143.1","67.4","1","3","2","PC","FP","11.8993","0.006","1","qlp-s24-faintsearch","FAINT","227.305873","44.700876","15.141","0.032","-26.11","0.049","2458973.711868","0.0018493","9.4258906","0.0001267","2.406","0.19","4.842308","1.537677","4450","1415.25","9.65497","2.8658","76.541","824","16","135","0.3895","4507","123.7","4.64","0.1","0.67","0.05","","","0.708","0.0847465","16,23,24","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"154293917","3976.01","","3","5","5","3","4","4","4","20.2","68.6","100.16","1","5","2","PC","CP","11.8136","0.007","1","qlp-s24-faintsearch","FAINT","224.356008","44.274322","-19.913","0.032","9.882","0.046","2458978.133817","0.0009736","6.6080989","0.000057","3.928","0.183","7.342635","0.001269","6740","1.16844","12.1125","0.538039","298.497","1157","24","516.087","5.8525","5993","102.9","4.12","0.07","1.5","0.06","0.094","0.017","1.1","0.139154","16,23,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"116382006","3977.01","","3","4","3","3","4","4","4","16.2","120.7","81.97","2","2","4","PC","PC","11.379","0.007","1","qlp-s51-tois","FAINT","231.126555","46.694516","19.527","0.034","-59.225","0.044","2459679.942181","0.0024894","23.2547644","0.0000941","7.935","0.318","10.265151","0.005994","9410","5.52072","10.7553","0.583982","172.212","1009","44","221.536","0.9935","5627","124.1","4.55","0.08","0.88","0.04","","","1","0.125324","16,23,24,50,51","found in faint-star QLP search; two stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"468329664","3978.01","","3","4","3","3","1","4","4","22.8","21.3","317","1","1","0","PC","PC","13.4497","0.008","1","qlp-s52-tois","FAINT","11.370172","78.447722","5.559","0.031","1.634","0.033","2459736.354717","0.0045428","3.5472157","0.00002","4.503","0.271","7.134965","0.004116","6550","3.79051","16.293","","992.177","1563","19","987.539","21.2415","5548","122","3.82","","2.02","","","","0.98","","18,19,24,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"444523623","3979.01","","5","5","5","5","5","5","5","12.5","42.9","59.02","0","0","0","PC","FP","12.9447","0.019","1","qlp-s24-faintsearch","FAINT","14.558693","61.099519","-0.492","0.026","-4.173","0.025","2458979.93011","0.0068908","2.041659","0.0001213","3.521","0.95","3.512604","0.0189","3230","17.4073","8.90978","0.818121","5195.14","2365","13","871.833","14.29","6806","179.2","4.22","0.09","1.56","0.07","","","1.46","0.249219","17,18,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"312548829","3980.01","","3","4","4","3","3","4","4","58.8","67","317","1","9","3","PC","PC","11.863","0.006","1","qlp-s58-tois","FAINT","12.841937","59.575861","17.157","0.04","3.013","0.041","2459907.83037","0.001638","3.6089193","0.0000078","2.255","0.628","5.789353","6.707651","5318","6158.93","17.0677","5.86311","1247","1655","27","486.721","7.9765","5854","169.2","4.04","0.08","1.63","0.08","","","1.057","0.137496","17,18,24,58","found in faint-star QLP search; slightly v-shaped; multiple stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"312548415","3981.01","","3","4","3","3","3","4","4","11.1","36.6","72.87","0","0","1","PC","PC","12.9165","0.013","1","qlp-s24-faintsearch","FAINT","12.855316","59.409908","1.598","0.023","-2.099","0.025","2458981.5001","0.0079034","2.2437501","0.0001412","3.821","0.638","3.131432","0.009451","2880","8.70425","10.0826","0.775679","5651.55","2415","10","1172.52","27.93","7209","146.3","4.06","0.09","1.96","0.09","","","1.62","0.271239","17,18,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"25773352","3982.01","","3","4","3","3","3","4","4","14.5","21.7","317","1","0","1","PC","PC","12.9324","0.011","1","qlp-s24-faintsearch","FAINT","352.556471","53.156351","-3.06","0.025","-2.821","0.022","2459881.803399","0.0033045","5.3438948","0.0000231","4.139","0.368","7.057372","0.315681","6479","290.711","16.9428","0.920814","1248.08","1655","18","1619.19","48.09","7469","143.4","3.95","0.08","2.3","0.1","","","1.72","0.28037","17,24,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"20303110","3983.01","","5","5","5","5","5","5","5","37.7","142.7","60.01","0","0","0","PC","FA","11.208","0.018","1","qlp-s24-faintsearch","FAINT","228.83295","40.266956","-7.83","2","-74.56","2","2458975.507347","0.0007941","3.8961515","0.0001082","1.742","0.257","9.399617","0.005572","8620","5.13169","8.40446","0.509456","152.54","979","64","","","5477.2","22.6","","","0.87","0.05","0.104","0.021","","","23,24","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"20182780","3984.01","","3","5","5","3","4","4","4","19","113.6","41.6","5","0","1","PC","CP","13.4609","0.007","1","qlp-s51-tois","FAINT","226.337147","36.786975","-48.936","0.051","42.685","0.055","2459715.022491","0.0011495","4.3533211","0.0000086","1.894","0.137","23.86426","0.01137","21740","10.4724","7.17236","0.270225","14.9972","548","35","108.883","0.4305","3422","157","4.77","0.01","0.46","0.01","","","0.461976","0.0203091","23,24,50,51","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"604863428","3985.01","","5","5","5","5","5","5","5","21.7","26.8","317","0","0","0","PC","FP","13.2638","0.006","1","qlp-s24-faintsearch","FAINT","8.762537","58.13642","-9.27","0.405","3.321","0.435","2458981.690526","0.0074765","3.2358535","0.0001731","3.777","0.598","5.944363","0.017442","5460","16.0641","","","656.917","1410","11","1432.74","829.62","5095.6","1222.5","","","","","","","","","17,18,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"470911286","3986.01","","3","4","3","3","1","4","4","16.9","26.3","75.99","0","1","0","PC","PC","12.5225","0.121","1","qlp-s24-faintsearch","FAINT","1.129367","66.403045","-24.456","0.031","5.743","0.029","2458981.484997","0.0078905","1.6212474","0.0000863","3.262","0.477","1.194967","0.003855","1100","3.55088","10.3122","","1846.95","1826","10","614.539","7.1835","4949","122","","","3.11","","","","","","17,18,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"452972453","3987.01","","5","5","5","5","5","5","5","13","40.8","95.95","0","0","0","PC","FA","12.753","0.019","1","qlp-s24-faintsearch","FAINT","8.762379","58.136446","","","","","2458981.689588","0.0072832","3.2358247","0.0001465","3.629","0.682","3.545282","0.011948","3260","11.0042","","","","","11","1308.27","","","","","","","","","","","","17,18,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"452938965","3988.01","","3","4","3","3","3","4","4","36.4","38.3","317","5","21","1","PC","PC","12.2454","0.063","1","qlp-s58-tois","FAINT","8.508428","58.844293","2.964","0.038","-6.464","0.036","2459904.651667","0.0020452","2.8744227","0.000007","4.081","0.33","5.444481","0.168033","5002","154.752","13.3953","0.748783","2213.89","1910","30","773.366","17.554","6334","394.2","3.86","0.11","2.17","0.11","","","1.25","0.260763","17,18,24,58","found in faint-star QLP search; multiple stars in pixel","2021-06-23","2024-09-08","2024-09-08"
+"444413256","3989.01","","5","5","5","5","5","5","5","","","317","4","1","2","PC","FP","11.9551","0.026","1","qlp-s58-tois","FAINT","6.386516","63.040637","-3.39","0.039","-0.993","0.037","2459905.714944","0.0018957","4.0104917","0.0000095","2.293","0.311","6.589747","0.302157","6051","278.258","","","5306.6","2377","30","2949.29","247.26","12373","141","","","","","","","","","17,18,24,58","found in faint-star QLP search; no stellar radius in TIC but Gaia DR2 stellar radius is 5.86 Rsun","2021-06-23","2024-08-22","2024-08-22"
+"420446142","3990.01","","5","5","5","5","5","5","5","15.3","26.7","317","0","0","0","PC","FP","11.6697","0.011","1","qlp-s24-faintsearch","FAINT","5.117344","63.031396","-3.36","0.042","-1.62","0.033","2458980.604616","0.0060477","5.8423636","0.0002217","2.416","0.419","2.478305","0.007578","2280","6.97953","18.7395","1.43879","716.73","1441","10","1552.26","58.935","8648","158.4","3.6","0.08","3.85","0.19","","","2.16","0.333123","17,18,24","V-shaped found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"418133917","3991.01","","3","4","3","3","4","4","4","22.3","15.4","317","0","0","4","PC","PC","12.1197","0.016","1","qlp-s24-faintsearch","FAINT","0.202398","62.803046","6.569","0.044","-2.549","0.042","2458981.868452","0.0070242","2.2774846","0.0001184","3.756","0.592","1.651575","0.004339","1520","3.99662","17.7506","","1146.77","1621","12","1089.93","37.43","4827","122","","","4.7","","","","","","17,18,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"403347341","3992.01","","3","4","3","3","3","4","4","33.5","47.9","317","1","1","4","PC","PC","12.4316","0.006","1","qlp-s58-tois","FAINT","5.625421","57.873275","-9.079","2.091","-7.725","2.091","2459906.078021","0.0011654","6.397886","0.0000105","2.296","0.823","10.683923","26.032546","9792","23691.7","","","229.482","1084","31","673.065","","5324","314","","","","","","","","","17,18,24,57,58","V-shaped; found in faint-star QLP search; no stellar radius; Teff and plx indicate likely G star","2021-06-23","2024-08-22","2024-08-22"
+"403340402","3993.01","","3","4","4","3","3","4","4","29.9","94.7","68.15","5","2","4","PC","PC","11.5625","0.006","1","spoc-s14-s60-b0A-PC","FAINT","5.438019","59.105755","-2.415","1.319","-1.114","1.319","2459853.946215","0.0027847928","2.2237066530678","0.0001775203","2.733794602955","0.1867326","5.049592","0.295479","4640.0476893454","272.10956","16.20269572509","20.064247","1748.4439071419","1649.235504165","15.425734","457.461","","6424","","","","1.4399000406265","","","","","","17,18,24,57,58","V-shaped; found in faint-star QLP search; ~4 sigma odd-even in SPOC s57 TEC plots","2021-06-23","2024-09-06","2024-09-06"
+"372505528","3994.01","","5","5","5","5","5","5","5","12.2","57.3","38.14","1","0","1","PC","FP","11.0986","0.006","1","qlp-s24-faintsearch","FAINT","6.140224","62.235631","-8.743","0.043","0.395","0.042","2458977.165523","0.0028761","3.8974136","0.0000779","2.061","0.378","2.162768","0.003493","1990","3.21743","6.8757","0.423689","504.623","1320","19","400.234","5.4845","6827","188.2","4.25","0.09","1.51","0.07","","","1.473","0.251343","17,18,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"347210614","3995.01","","3","5","5","3","3","4","4","82.5","204.8","317","0","2","2","PC","APC","12.1602","0.006","1","qlp-s57-tois","FAINT","1.595472","56.192444","2.398","1.677","-5.272","1.677","2459870.688806","0.0009887","6.4219775","0.0000081","4.211","0.276","24.157304","3.023606","22004","2780.97","","","803.471","1483","53","741.884","","6197","487.1","","","","","","","","","17,24,57","found in faint-star QLP search; TFOP APC/SB1; no stellar radius; host is likely evolved F star","2021-06-23","2024-08-22","2024-08-22"
+"347011522","3996.01","","5","5","5","5","5","5","5","28.1","64","317","2","3","1","PC","FP","12.0205","0.013","1","qlp-s57-tois","FAINT","1.186715","54.196681","-5.079","0.049","-8.636","0.041","2458973.929734","0.0068966","17.2045725","0.0008618","4.987","0.656","4.100961","2.14002","3770","1969.09","21.5086","8.69046","434.974","1272","11","659.762","14.4015","6278","139","4.03","0.09","1.77","0.08","","","1.23","0.171578","17,24","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"327004130","3997.01","","3","4","4","3","1","4","4","49.6","61.9","317","2","1","0","PC","PC","12.9854","0.022","1","qlp-s58-tois","FAINT","3.392818","59.896534","-6.894","0.03","-2.069","0.024","2459908.19918","0.001638","3.4600026","0.0000071","1.827","0.566","8.955066","9.614599","8214","8816.28","17.6761","5.73074","744.569","1455","19","654.004","8.166","5997","191.2","4.21","0.08","1.37","0.07","","","1.11","0.151736","17,18,24,57,58","found in faint-star QLP search; slightly v-shaped","2021-06-23","2024-08-22","2024-08-22"
+"320281287","3998.01","","3","4","3","3","3","4","4","71.8","159","117.72","8","13","1","PC","PC","12.1134","0.006","1","qlp-s57-tois","FAINT","7.636991","56.331467","40.387","0.042","-3.846","0.041","2459880.386105","0.0005449","1.81451","0.0000012","1.746","0.129","14.057524","0.530416","12864","488.412","13.3431","0.755071","609.008","1383","64","399.813","5.5985","5696","148.9","4.31","0.08","1.17","0.06","","","1.014","0.12664","17,18,24,57","found in faint-star QLP search; multiple stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"284528889","3999.01","","5","5","5","5","5","5","5","15.2","39.2","67.63","1","2","2","PC","FP","11.6437","0.042","1","qlp-s24-faintsearch","FAINT","9.945507","62.393358","33.535","0.045","-8.554","0.042","2458981.890738","0.0046321","4.112385","0.0001344","3.474","0.666","2.293324","0.005233","2110","4.81944","9.65749","0.752702","570.966","1361","16","525.173","8.3505","5659","262.1","3.78","0.09","2.14","0.12","","","1","0.143718","17,18,24","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"283015592","4000.01","","3","4","3","3","3","4","4","49.8","86.1","317","1","1","1","PC","PC","12.5696","0.024","1","qlp-s57-tois","FAINT","0.974631","64.77632","-2.869","0.033","-1.98","0.028","2459879.948933","0.0012595","3.7027104","0.0000058","3.572","0.205","14.001431","0.407737","12813","375.469","21.058","0.868727","1803.49","1815","37","878.067","15.691","7493","216.7","4.12","0.08","1.9","0.07","","","1.73","0.284007","17,18,24,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"83148519","4001.01","","3","4","3","3","4","4","4","6.5","39.3","20.97","0","2","4","PC","PC","11.7194","0.006","1","qlp-s58-tois","FAINT","2.528952","64.572568","38.466","0.046","-7.044","0.039","2459904.236518","0.0036001","4.8982659","0.00002","2.874","0.59","2.233484","0.136007","2055","125.259","4.84123","0.315159","293.004","1152","14","315.572","2.672","5696","459.4","4.37","0.13","1.09","0.06","","","1.014","0.234312","17,18,24,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"83053699","4002.01","","5","5","5","5","5","5","5","32.5","40.4","317","0","0","0","EB","FP","12.9214","0.009","1","qlp-s57-tois","FAINT","2.335558","60.159078","0.806","0.024","-4.529","0.024","2459876.382409","0.0037281","3.3378852","0.0000163","3.261","1.312","6.057905","1.353682","5564","1246.01","19.0038","2.06249","1878.15","1834","15","1083.39","21.485","6274","135","3.86","0.09","2.15","0.11","","","1.22","0.179127","17,18,24,57","found in faint-star QLP search; TFOP FP/NEB","2021-06-23","2024-08-22","2024-08-22"
+"399346877","4003.01","TIC 399346877.01","3","4","3","3","1","4","4","16.7","53.6","81.12","0","1","0","PC","PC","12.9762","0.014","1","qlp-s52-tois","FAINT","26.462243","63.924718","6.212","0.02","4.976","0.025","2459718.824292","0.002454498","3.9606593","0.0000212","3.442","0.244","6.326524","0.004358","5810","4.01372","10.7218","0.560209","970.247","1554","18","626.396","6.7525","6647","146.7","4.29","0.1","1.4","0.06","","","1.4","0.249422","18,24,25,52,58","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-08-22","2024-08-22"
+"397924314","4004.01","","3","4","3","3","1","4","4","21","66.1","93.18","3","1","0","PC","PC","12.849","0.006","1","qlp-s52-tois","FAINT","22.973494","66.819333","-7.573","2.232","8.172","2.232","2459882.88297","0.002050122","5.3798996","0.0000222","2.85","0.199","9.322957","0.006819","8550","6.28051","7.09264","0.429372","104.667","891","22","515.607","","4930.3","133.5","","","0.76","0.04","","","","","18,24,25,52,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"395773226","4005.01","","5","5","5","5","5","5","5","13.5","41.4","44.16","0","0","0","PC","FP","11.7899","0.006","1","qlp-s25-faintsearch","FAINT","34.119911","76.253181","8.866","0.043","-49.591","0.062","2459008.270987","0.0056147","3.8471662","0.0001144","2.214","0.422","1.923456","0.006966","1770","6.4163","7.48475","0.678934","173.747","1011","11","329.268","3.4895","5115","159.8","3.91","0.09","1.69","0.11","","","0.86","0.102923","18,25","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"390048041","4006.01","","5","5","5","5","5","5","5","113.9","332.9","317","0","0","0","O","FA","12.715","0.018","1","spoc-s52-b0A","QLP","23.9436","65.638786","-10.022","2.187","3.159","2.187","2459720.303663","0.0029281348","3.0491667174086","0.00068440975","4.0262835484805","0.24105516","7.234479","0.375678","6641.0515420452","345.95218","","","589.90371651274","1256.9414051478","13.925139","","","4579.5","433.4","","","","","","","","","18,24,25,52","found in faint-star QLP search; TOI4006.01:Same signal as TOI-4075.01 but this star is reported as a phantom so has been retired as an FA.","2021-06-23","2022-12-12","2022-12-16"
+"389910188","4007.01","","3","4","4","3","3","4","4","32.6","120.7","113.45","2","1","1","PC","PC","12.4705","0.006","1","qlp-s58-tois","FAINT","23.655685","62.325517","5.9","0.027","-2.89","0.032","2459901.436833","0.0012932","4.5432349","0.0000072","3.609","0.153","13.367015","0.330914","12236","304.737","12.5868","0.495154","1563.16","1751","38","511.571","6.42","7998","592.7","4.6","0.1","1.16","0.04","","","1.929","0.390565","18,24,25,58","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"379629854","4008.01","","5","5","5","5","5","5","5","6.6","37.3","16.72","0","2","1","PC","FP","10.702","0.006","1","qlp-s52-tois","FAINT","34.293884","70.39598","13.076","0.038","-7.418","0.045","2459008.075403","0.0074598","2.8278059","0.0000235","2.174","0.347","0.705958","0.001834","650","1.68872","4.22619","0.307616","885.332","1519","10","311.774","2.6125","6603","501.3","4.16","0.12","1.62","0.08","","","1.379","0.292712","18,19,25,52,58","found in faint-star QLP search; centroid offset on TIC 379629860 in SPOC s58","2021-06-23","2024-08-22","2024-08-22"
+"368734712","4009.01","","3","4","3","3","3","4","4","27.2","27","317","3","24","1","PC","PC","12.1693","0.014","1","qlp-s52-tois","FAINT","12.779931","70.94581","8.988","0.039","-3.905","0.035","2459882.41759","0.0021567023","4.3271416","0.0000167","2.382","0.493","5.813367","0.009018","5340","8.30595","14.5369","0.932703","400.919","1246","28","670.801","10.726","5994","151.8","3.92","0.08","1.91","0.09","","","1.1","0.147008","18,24,25,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"352682207","4010.01","","3","5","5","3","4","4","4","14.5","76.4","31.73","20","2","4","CP","CP","11.5163","0.006","1","spoc-s01-s60-b0A-PC","FAINT","20.21482","66.072201","38.616","0.038","-20.377","0.045","2459720.20187","0.0014042589","5.4146234927772","0.00005508056","2.9417260920654","0.1140096","5.423831","0.174172","4983.0756289233","160.40565","6.6139475868389","0.5147521","126.23424887255","872","25.607063","177.504","0.988","4888","137.7","4.45","0.09","0.88021302223206","0.0571608","","","0.799","0.0969893","24,25,52,58","found in faint-star QLP search; TOI-4010 c/.01","2021-06-23","2024-09-06","2024-09-07"
+"352682207","4010.02","","3","5","5","3","4","4","4","7.1","59.1","35.03","20","2","4","CP","CP","11.5163","0.006","2","spoc-s14-s60-b0A-PC","FAINT","20.21482","66.072201","38.616","0.038","-20.377","0.045","2459721.424279","0.0020009635","14.709166240056","0.00023405314","3.6278151760963","0.18418574","5.494603","0.219267","5047.9326310788","201.932","6.5471787118441","0.5916236","33.303060228561","612.68999040527","18.941128","177.504","0.988","4888","137.7","4.45","0.09","0.88021302223206","0.0571608","","","0.799","0.0969893","24,25,52,58","found in faint-star QLP search; TOI-4010 c/.02","2021-06-23","2024-09-06","2024-09-07"
+"352682207","4010.03","","2","5","5","2","4","4","4","9.5","57.4","10.35","20","2","4","CP","CP","11.5163","0.006","3","spoc-s14-s60-b0A-PC","FAINT","20.21482","66.072201","38.616","0.038","-20.377","0.045","2459741.038966","0.0037803","1.3483075021192","0.000020848162","1.7568330820809","0.33433175","1.310572","0.097113","1206.3535883925","89.4403","3.194987571736","1.4817452","805.77962802024","1358.8572016016","11.874824","177.504","0.988","4888","137.7","4.45","0.09","0.88021302223206","0.0571608","","","0.799","0.0969893","24,25,52,58","Found independently by A. Vanderburg + QLP faint-star search; TOI-4010 b/.03","2021-07-08","2024-09-06","2024-09-07"
+"289264348","4011.01","","3","4","3","3","1","4","4","21.8","53.2","126.59","1","0","0","PC","PC","13.2395","0.013","1","qlp-s52-tois","FAINT","24.601013","72.993169","-15.533","0.029","3.866","0.032","2459740.018427","0.0051811","4.3359117","0.0000301","3.461","0.365","9.301055","0.010446","8530","9.62132","13.9797","","485.004","1307","20","764.591","11.5355","5815","122","4.1","","1.51","","","","1.05","","18,19,25,52,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"280315875","4012.01","","3","4","4","3","1","4","4","69.7","139.2","95.45","5","1","0","PC","PC","13.3507","0.006","1","qlp-s52-tois","FAINT","41.39883","66.359231","-16.957","0.022","-22.559","0.033","2459883.126997","0.0007991784","1.82544","0.0000023","1.744","0.091","23.764377","0.008188","21650","7.54176","11.7503","","181.783","1022","55","245.737","1.357","4324","122","4.49","","0.77","","","","0.676","","18,19,25,52,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"279265701","4013.01","","3","4","3","3","1","4","4","24.1","18.4","317","0","0","0","PC","PC","13.0217","0.009","1","qlp-s52-tois","FAINT","25.79114","70.914425","3.42","0.028","-5.921","0.029","2459740.947451","0.0059775","2.6325313","0.0000189","4.167","0.342","4.591502","0.004137","4220","3.80991","15.2766","","1493.24","1731","17","851.105","12.5925","5407","122","3.64","","2.42","","","","0.94","","18,19,24,25,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"85791385","4014.01","","3","4","3","3","1","4","4","39.9","104.1","119.32","2","0","0","PC","PC","13.4891","0.02","1","qlp-s52-tois","FAINT","58.204664","68.777467","-3.418","0.022","1.313","0.029","2459738.792333","0.0015166","2.8067423","0.0000062","1.997","0.17","19.312272","0.012591","17630","11.597","13.4381","","361.087","1214","30","562.401","5.8965","5863","122","4.48","","0.98","","","","1.06","","19,25,52","found in faint-star QLP search; two stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"85429139","4015.01","TIC 85429139.01","3","4","4","3","3","4","4","89.7","120.5","317","4","3","1","PC","PC","10.767","0.006","1","qlp-s52-tois","FAINT","53.419992","68.612667","24.156","0.036","-18.145","0.044","2459738.474297","0.0004105","4.7427131","0.000003","3.115","0.082","14.823314","0.001104","13560","1.01718","17.876","0.87203","320.783","1179","156","309.161","2.854","5947","150.8","4.12","0.08","1.51","0.07","","","1.087","0.144013","19,25,52","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-08-22","2024-08-22"
+"461491274","4016.01","","3","4","3","3","1","4","4","","","35.19","1","0","0","PC","PC","13.1216","0.006","1","qlp-s58-tois","FAINT","5.277959","66.832344","2.496","2.183","-0.106","2.183","2459909.097876","0.0037285","1.8137851","0.0000082","1.29","0.239","3.942945","0.389503","3625","358.681","","","95.2905","870","11","","","4032.5","113","","","","","","","","","17,18,24,25,58","found in faint-star QLP search; no stellar radius; Gaia astrometry indicates host is likely part of binary","2021-06-23","2024-08-22","2024-08-22"
+"407313319","4017.01","","3","4","3","3","2","4","4","20.1","18.9","317","1","1","2","PC","PC","12.636","0.025","1","qlp-s52-tois","FAINT","7.739571","68.455108","-2.673","0.029","-1.635","0.024","2459741.999561","0.0037639","7.0423707","0.0000365","2.687","0.266","6.413894","0.007712","5890","7.10255","14.7821","","56.09","762","20","558.336","5.8795","4892","122","","","1.88","","","","","","18,24,25,52","found in faint-star QLP search; two stars in pixel; neighbor TIC 608401644 with Tmag ~16.8","2021-06-23","2024-08-22","2024-08-22"
+"407243316","4018.01","","3","4","3","3","1","4","4","","","48.2","2","1","0","PC","PC","13.4612","0.006","1","qlp-s58-tois","FAINT","7.213948","66.468189","-1.383","2.223","-0.584","2.223","2459905.413879","0.0030445","3.0755983","0.0000105","1.617","0.723","7.06065","20.85017","6482","19020.5","","","242.553","1099","10","","","4355.4","177.7","","","","","","","","","17,18,24,25,58","found in faint-star QLP search; some ramp-like transits; low SNR","2021-06-23","2024-09-06","2024-09-07"
+"284305328","4019.01","","3","4","3","3","1","4","4","76.5","100","317","2","0","0","PC","PC","12.6967","0.006","1","qlp-s25-faintsearch","FAINT","9.170845","65.937486","-2.717","0.028","-2.005","0.028","2459883.460104","0.0024420777","2.2963814","0.0000219","2.649","0.248","8.666096","0.28633","7950","263.685","20.9239","6.70331","5163.1","2361","49","554.728","5.6135","6620","1539.9","4.04","","1.87","0.52","","","1.387","","17,18,24,25,58","V-shaped; found in faint-star QLP search; Gaia DR2 Rstar ~2.04 slightly larger than TIC value;  nearby TIC 284305330 (delta Tmag 3.2  separation 4.52'')","2021-06-23","2024-08-22","2024-08-22"
+"10974783","4020.01","","5","5","5","5","5","5","5","57.8","98.1","317","0","0","0","O","FA","11.852","0.201","1","spoc-s14-s60-b0A-PC","FAINT","29.423058","63.904389","","","","","2459719.596851","0.0014266477","3.2174445625679","0.000036903588","3.8917348135879","0.098516256","12.618182","0.331648","11554.503178954","305.41287","","","1947.5744337046","1694.3115280218","30.41614","1245.57","","","","","","","","","","","","18,24,25,52,58,90","found in faint-star QLP search; TFOP FA/Phantom","2021-06-23","2024-09-06","2024-09-07"
+"10507330","4021.01","","3","4","3","3","3","4","4","26","72.5","106.43","3","14","1","PC","PC","11.08","0.006","1","qlp-s25-faintsearch","FAINT","28.657722","64.569849","13.144","0.034","-4.132","0.04","2459737.995607","0.0023506","5.1175439","0.0000178","1.483","0.394","3.360119","0.009596","3090","8.83789","12.6029","0.867576","131.814","943","19","488.31","6.394","6429","195.1","3.92","0.09","2.07","0.09","","","1.298","0.220097","18,24,25,52","found in faint-star QLP search; slight odd-even","2021-06-23","2024-08-22","2024-08-22"
+"1271152446","4022.01","","3","5","5","3","1","4","4","8.3","45.7","42.45","2","1","0","PC","PC","13.3972","0.006","1","qlp-s52-tois","FAINT","255.128886","59.62566","-12.584","0.457","9.774","0.506","2459652.598161","0.0020883","7.2089041","0.0000235","3.445","0.155","6.68697","0.003038","6140","2.79796","","","","","31","506.754","63.5655","","","","","","","","","","","14,15,16,17,18,19,20,21,22,23,25,40,41,47,48,49","found in faint-star QLP search; no stellar parameters and a Gaia DR3 RUWE of 6.422635; Rp/R* of 8%","2021-06-23","2024-08-22","2024-08-22"
+"470678283","4023.01","","3","4","3","3","1","4","4","","","77.54","2","0","0","PC","PC","13.4975","0.006","1","qlp-s52-tois","FAINT","297.032884","85.076052","-3.171","2.248","-1.11","2.249","2459768.045481","0.0012044","2.7991658","0.0000055","2.157","0.101","10.013089","0.003915","9180","3.60598","","","201.078","1049","38","","","4841.6","165.3","","","","","","","","","18,19,20,25,40,47,52","found in faint-star QLP search; no stellar radius","2021-06-23","2024-08-22","2024-08-22"
+"470169396","4024.01","","3","4","3","3","1","4","4","11.3","30.2","105.49","0","0","0","PC","PC","13.2309","0.008","1","qlp-s58-tois","FAINT","335.627605","78.262333","-0.965","0.099","-2.444","0.103","2459909.262917","0.0037756","6.3262148","0.0000297","5.353","0.399","5.363735","0.219624","4928","202.261","12.5231","","558.3","1354","20","958.682","59.929","5842","122","3.9","","1.9","","","","1.05","","17,18,19,24,25,52,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"441730540","4025.01","","3","4","3","3","1","4","4","3.3","20.9","49.24","1","0","0","PC","PC","13.3177","0.007","1","qlp-s56-tois","FAINT","257.448863","77.485328","-1.806","0.023","-2.549","0.031","2459826.494303","0.0045364","16.2840915","0.0001063","6.45","0.81","5.005909","0.254021","4600","233.935","7.99273","","121.312","924","27","769.204","8.56","5770","122","4.29","","1.2","","","","1.03","","14,16,17,18,19,20,21,22,24,25,40,41,47,48,49,50,51,52,53,54,55,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"428963229","4026.01","","3","4","3","3","1","4","4","18","57.8","58.74","1","0","0","PC","PC","13.1759","0.006","1","spoc-s14-s60-b0A-PC","FAINT","345.405443","73.609894","19.403","2.211","2.667","2.21","2459719.845178","0.0016250496","3.1239770760851","0.000036321195","2.736960038023","0.22712544","4.871905","0.230185","4477.1379466003","211.98544","","","571.14394296595","1246.8268423346","19.247345","497.594","","4861","317.5","","","","","","","","","17,18,19,24,25,52,58,59","found in faint-star QLP search; no stellar radius","2021-06-23","2024-09-06","2024-09-07"
+"427866520","4027.01","","2","4","2","2","4","4","4","3.7","35.5","7.7","1","2","6","PC","PC","11.3099","0.006","1","qlp-s58-tois","FAINT","353.15863","69.422141","14.375","0.051","17.256","0.044","2459907.148211","0.0053857","3.6074546","0.0000248","2.197","0.549","1.268881","0.102181","1168","94.108","2.69934","0.222211","297.468","1156","10","207.243","1.0755","5593","202.1","4.52","0.08","0.91","0.05","","","0.988","0.130939","17,18,24,25,57,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"406634633","4028.01","","3","4","3","3","1","4","4","36.2","40.7","317","3","1","0","PC","PC","13.0911","0.021","1","qlp-s52-tois","FAINT","355.230606","69.974452","6.993","0.029","-1.151","0.023","2459884.285896","0.0017758795","3.9589142","0.0000088","2.42","0.192","17.688811","0.010454","16160","9.62841","15.2242","","301.848","1161","40","610.074","6.276","5963","122","4.3","","1.22","","","","1.09","","17,18,24,25,52,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"393633044","4029.01","","3","4","3","3","4","4","4","12.2","61.9","35.57","2","3","7","PC","PC","11.1718","0.006","1","qlp-s51-tois","FAINT","239.233719","16.980285","-8.656","0.045","13.937","0.039","2459711.649348","0.0062249","5.8850401","0.0000522","3.622","0.276","3.294775","0.002541","3030","2.34006","6.61503","0.355533","282.509","1142","11","274.436","3.3085","5712.4","108.5","4.3","0.07","1.18","0.05","0.10068","0.0461715","1.018","0.127225","24,25,51","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"390021939","4030.01","","3","4","4","3","2","4","4","6.9","31.8","25.85","1","1","1","PC","PC","13.2338","0.007","1","qlp-s52-tois","FAINT","277.622837","56.770452","-3.878","0.029","-12.609","0.029","2459764.28652","0.0027977","2.5089892","0.0000092","2.341","0.234","3.229435","0.002408","2970","2.21766","5.46523","","609.961","1384","22","571.615","4.45","5574","122","4.44","","0.99","","","","0.98","","14,15,16,17,18,19,20,21,22,23,24,25,40,41,48,49,50,51,52,54,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"389968080","4031.01","","3","4","3","3","1","4","4","26.7","47.8","317","3","1","0","PC","PC","13.2687","0.007","1","spoc-s14-s60-b0A-PC","QLP","277.325439","55.320525","5.591","0.153","-0.539","0.165","2459588.254771","0.0009495001","10.046259551348","0.000041081104","2.1788711750409","0.06008189","19.958187","0.574694","18214.247878266","529.1728","16.447282141392","3.1947503","97.290086990469","801.00801183708","53.002144","565.437","22.707","5637.9","89.8","4.49","","0.9451590180397","","-0.044","0.087","1","","14,15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49,51,52,53,54,55,56,57,58,59,60","possible odd-even; found in faint-star QLP search; slightly v-shaped; possible secondary not at half phase","2021-06-23","2024-09-06","2024-09-06"
+"387603144","4032.01","","5","5","5","5","5","5","5","4.4","37","9.59","1","2","3","PC","FP","11.0498","0.006","1","qlp-s25-faintsearch","FAINT","313.098531","66.599315","-6.345","0.044","-28.165","0.043","2459007.401949","0.0067776","2.4567112","0.0000792","1.716","0.886","0.575593","0.013343","530","12.2897","3.05136","0.467354","614.383","1387","9","296.012","2.1815","6223","125.1","4.39","0.08","1.16","0.05","","","1.201","0.170375","15,16,17,18,24,25","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"387330895","4033.01","","3","4","3","3","1","4","4","","","112.47","4","1","0","PC","PC","13.2787","0.01","1","qlp-s58-tois","FAINT","310.100457","67.533801","-1.142","2.175","-5.368","2.177","2459905.03388","0.000774","3.6142971","0.0000036","2.016","0.518","15.548892","25.97472","14219","23639.7","","","","","44","","","","","","","","","","","","","15,16,17,18,24,25,52,56,57,58","V-shaped; found in faint-star QLP search; no stellar radius; Teff indicates K star; Gaia DR3 RV error is ~16 km/s","2021-06-23","2024-08-22","2024-08-22"
+"375654303","4034.01","","3","4","4","3","3","4","4","53.3","52.9","317","5","1","1","PC","PC","12.5798","0.016","1","qlp-s52-tois","FAINT","335.146984","71.767346","-0.177","0.027","3.442","0.024","2459853.880406","0.0011028479","1.8020923","0.0000028","2.949","0.143","9.344859","0.002013","8570","1.85406","17.3634","0.917806","1870.78","1832","67","745.145","8.8605","5760","151.8","3.92","0.08","1.85","0.09","","","1.03","0.127993","17,18,24,25,52,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-09-04"
+"372392226","4035.01","","3","4","3","3","1","4","4","45.6","110.7","126.79","5","1","0","PC","PC","13.0874","0.006","1","qlp-s58-tois","FAINT","332.124123","68.904553","11.138","2.233","8.564","2.233","2459907.065594","0.001277","3.0295916","0.0000046","2.473","0.131","15.674458","0.452298","14333","416.495","","","267.84","1127","37","506.315","","5081.3","223.8","","","","","","","","","17,18,24,25,58","found in faint-star QLP search; no stellar parameters","2021-06-23","2024-09-08","2024-09-08"
+"367913453","4036.01","","5","5","5","5","5","5","5","7.3","26.2","35.53","0","0","0","PC","FP","12.3618","0.011","1","qlp-s25-faintsearch","FAINT","355.51293","76.918784","10.359","0.042","3.955","0.031","2459008.757118","0.0059721","2.7761628","0.0001338","2.139","0.503","1.455862","0.007369","1340","6.78709","6.58454","0.625656","538.633","1342","8","644.55","8.563","5778","147.9","3.92","0.08","1.84","0.09","","","1.04","0.129783","18,19,24,25","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"367287018","4037.01","","5","5","5","5","5","5","5","13.5","38.1","78.84","1","2","2","PC","FP","11.3896","0.009","1","qlp-s52-tois","FAINT","342.552349","75.860399","3.052","0.039","-3.596","0.037","2459740.358181","0.0048842","4.7257129","0.0000286","2.701","0.381","1.890826","0.002702","1740","2.48875","10.5468","0.660109","350.147","1205","19","653.395","9.3585","6139","130","3.71","0.09","2.48","0.12","","","1.16","0.169674","17,18,19,24,25,52,58,59","found in faint-star QLP search; possible offset in spoc-s14-s60","2021-06-23","2024-08-22","2024-08-22"
+"366580825","4038.01","","3","4","3","3","1","4","4","14","41","70.95","2","0","0","PC","PC","13.0885","0.015","1","qlp-s52-tois","FAINT","305.02027","73.277764","-0.62","0.024","8.799","0.024","2459765.009444","0.003084","4.2989288","0.0000163","3.022","0.341","4.995001","0.003997","4590","3.68139","9.94472","","371.547","1223","30","562.818","3.934","5671","122","4.12","","1.45","","","","1.01","","16,17,18,19,20,22,23,24,25,40,49,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"366120401","4039.01","","3","4","3","3","3","4","4","15.7","59.6","69.92","2","1","1","PC","PC","12.9186","0.007","1","qlp-s52-tois","FAINT","273.734478","49.761588","2.733","0.026","17.311","0.028","2459733.900505","0.0022012","4.7308142","0.0000167","3.062","0.204","9.574859","0.005257","8780","4.84153","9.85689","0.530334","295.429","1154","27","548.908","4.295","5777","122.1","4.42","0.07","1.05","0.05","","","1.04","0.123822","14,25,41,52","found in faint-star QLP search; one TCE in s52 on momentum dump; scattered light in s54","2021-06-23","2024-08-22","2024-08-22"
+"356786657","4040.01","","3","4","3","3","4","4","4","1.7","20.6","8.19","0","0","2","PC","PC","12.3407","0.006","1","spoc-s14-s60-b0A-PC","FAINT","268.614463","77.48831","-0.491","0.035","18.935","0.046","2459658.460639","0.0056308","7.1357258861282","0.00012047496","2.5094893376482","0.53124684","1.137818","0.136552","1047.4205922788","125.76148","2.7853041864928","1.548157","108.11003290422","822.4059608362","8.318972","297.107","2.2425","5446","132.8","4.57","0.08","0.83562701940536","0.0471859","","","0.95","0.120621","14,15,16,17,18,19,20,21,22,23,25,40,41,47,48,49,50,51,52,53,54,55,57,58,59,60","found in faint-star QLP search; variable host","2021-06-23","2024-09-06","2024-09-07"
+"345645749","4041.01","","3","4","4","3","4","4","4","22.2","85.9","74.53","6","6","7","PC","PC","10.9342","0.006","1","qlp-s25-faintsearch","FAINT","246.855462","21.616792","-24.382","0.042","6.134","0.043","2459731.3788","0.001373","7.8808589","0.0000193","4.788","0.133","5.573249","0.001063","5120","0.97874","10.2354","0.503941","289.546","1149","32","311.111","3.2365","5914.8","118.2","4.17","0.08","1.41","0.07","0.28","0.031","1.077","0.135366","25,51,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"332393279","4042.01","","3","4","3","3","4","4","4","30.4","71","125.36","3","0","3","PC","PC","13.1659","0.008","1","qlp-s25-faintsearch","FAINT","255.364082","28.988524","3.595","0.025","-3.263","0.025","2459008.333798","0.0030167","2.3238426","0.0005122","2.391","0.222","10.670766","0.012223","9780","11.2573","13.8867","","870.497","1513","16","869.366","11.3755","5983.9","81.1","4.2","","1.38","","0.301","0.079","1.1","","25","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"322262448","4043.01","","3","4","3","3","3","4","4","21.5","58","113.66","1","4","1","PC","PC","12.2319","0.006","1","qlp-s58-tois","FAINT","325.554628","69.504808","6.764","0.034","1.025","0.036","2459906.072719","0.0012097","5.1191172","0.0000085","5.563","0.237","6.88035","0.135917","6317","125.176","13.0806","0.652824","939.766","1542","38","636.467","7.898","5926","207.4","4.01","0.09","1.7","0.08","","","1.08","0.152476","17,18,24,25,57,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"307956396","4044.01","","5","5","5","5","5","5","5","19","72.3","52.42","0","0","0","PC","FP","13.2653","0.006","1","qlp-s25-faintsearch","FAINT","256.664332","63.778535","-17.339","0.034","13.465","0.04","2459001.28404","0.0009478","4.1508803","0.0000206","2.256","0.099","13.426373","0.004399","12290","4.05162","8.31799","","70.6022","807","55","268.508","1.1725","4460","122","4.56","","0.73","","","","0.699","","14,15,16,17,18,19,20,21,22,23,24,25","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"298264260","4045.01","","3","4","3","3","1","4","4","31.6","54.9","317","2","1","0","PC","PC","13.2155","0.007","1","qlp-s49-tois","FAINT","241.364506","55.186006","1.584","2.326","-17.191","2.328","2459672.862005","0.0028737148","7.9927894","0.0000223","3.884","0.424","18.108248","0.009125","16540","8.40402","","","147.635","971","48","598.385","","5530.9","337.7","","","","","-0.264535","0.0575043","","","16,17,23,25,49,50","found in faint-star QLP search; no radius; potentially large but substellar","2021-06-23","2024-08-22","2024-08-22"
+"284760740","4046.01","","3","4","3","3","4","4","4","20.5","80.9","25.33","4","5","7","PC","PC","10.6525","0.006","1","qlp-s51-tois","FAINT","238.686827","25.01394","-5.671","0.093","-8.051","0.125","2459716.464024","0.001747","0.7583741","0.0000022","0.748","0.191","0.923268","0.004462","850","4.10971","5.4111","0.443729","1262","1660","17","328.581","7.7425","6209","128.5","4.13","0.09","1.56","0.08","","","1.194","0.166753","24,25,51","found in faint-star QLP search; slight depth aperture correlation","2021-06-23","2024-08-22","2024-08-22"
+"279769094","4047.01","","3","4","3","3","1","4","4","8.8","36.3","65.11","0","0","0","PC","PC","13.028","0.03","1","qlp-s25-faintsearch","FAINT","351.605114","68.03607","-4.452","0.03","-1.239","0.027","2459003.440869","0.0064399","4.5029619","0.0001865","4.169","0.631","3.14232","0.007604","2890","7.00385","9.44788","","2710.22","2010","11","817.383","14.1255","8103","122","4.24","","1.77","","","","1.97","","17,18,24,25","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"279605855","4048.01","","5","5","5","5","5","5","5","30.7","29.2","317","0","0","0","PC","FP","13.1947","0.01","1","qlp-s25-faintsearch","FAINT","346.577907","71.21333","-4.948","0.032","2.178","0.027","2459007.051404","0.0021957","1.972401","0.00003","2.435","0.621","8.129955","0.021181","7460","19.5085","14.7348","","2239.66","1916","24","974.435","16.6795","6184","122","4.1","","1.6","","","","1.18","","17,18,24,25","potential weak secondary; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"259274960","4049.01","","3","4","3","3","1","4","4","3.8","42.8","75.01","2","0","0","PC","PC","13.2588","0.01","1","spoc-s14-s60-b0A-PC","FAINT","293.764805","66.25505","3.834","0.042","1.798","0.033","2459590.894466","0.0030381","31.400118929225","0.00026086133","2.5454960482287","0.1317232","16.51642","0.647065","15097.064096581","595.7911","10.245609078816","0.44985664","10.1567540435","455.31135728864","24.799442","353.826","2.15","4953","122","4.55","","0.79171299934387","","","","0.82","","14,15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"255865833","4050.01","","3","4","3","3","1","4","4","15.7","42.4","108.96","0","0","0","PC","PC","13.2838","0.007","1","qlp-s49-tois","FAINT","306.85268","68.231866","-8.515","0.037","-15.538","0.028","2459662.394947","0.0044995","4.6546139","0.0000259","1.365","0.343","6.031702","0.026213","5540","24.143","12.7473","","91.4646","861","16","903.312","14.8625","5966","122","4.08","","1.58","","","","1.09","","15,16,17,18,19,22,24,25,49","found in faint-star QLP search; v-shaped; 2 stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"237101326","4051.01","","3","4","3","3","1","4","4","12.5","44.2","28.36","2","1","0","PC","PC","13.0273","0.007","1","qlp-s56-tois","FAINT","240.691824","71.224288","-1.49","0.055","-6.695","0.059","2459849.641184","0.0015648","1.5373948","0.000003","1.194","0.459","2.946339","0.316535","2710","291.497","5.76435","","621.715","1391","22","441.274","6.1995","5091","122","4.36","","1","","","","0.85","","14,15,16,17,19,20,21,22,23,24,25,40,41,47,49,50,51,52,53,54,55,56","V-shaped; found in faint-star QLP search; period could be 2x","2021-06-23","2024-08-22","2024-08-22"
+"236775063","4052.01","","5","5","5","5","5","5","5","12.5","51.3","19.01","0","0","0","PC","FP","13.0109","0.006","1","qlp-s25-faintsearch","FAINT","282.663177","55.801405","-13.82","0.023","-19.819","0.025","2459008.383184","0.0018954","0.7409429","0.000007","1.084","0.251","2.674202","0.007622","2460","7.01997","4.58442","","1523.27","1740","14","427.299","2.282","5406","122","4.53","","0.87","","","","0.94","","14,15,16,18,19,20,22,23,25","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"235684392","4053.01","","5","5","5","5","5","5","5","9.7","20","317","1","0","0","EB","FP","13.0309","0.006","1","spoc-s14-s60-b0A-PC","FAINT","288.092884","77.922621","8.115","1.429","-2.767","1.429","2459743.50843","0.0023253","21.789449065746","0.0002604486","6.8044292464572","0.22370733","13.411866","0.406595","12276.802840909","374.41772","","","42.857584875523","652.56935170366","41.871796","681.888","","6118.5","458","","","","","","","","","17,18,19,20,21,23,24,25,40,41,47,48,50,51,52,53,54,55,57,58,60,90","found in faint-star QLP search; V-shaped; no stellar radius; centroid offset towards TIC 235684390; ~1500 ppm secondary at 0.58 phase; retired as TFOP FP/NEB","2021-06-23","2024-09-06","2024-09-07"
+"233719215","4054.01","","3","4","3","3","2","4","4","7.3","57.2","68.4","3","1","1","PC","PC","13.0533","0.006","1","spoc-s14-s60-b0A-PC","FAINT","276.291469","60.773296","-2.092","0.025","19.771","0.029","2459657.554147","0.0013891","17.356719044793","0.00009450355","2.5707102184569","0.07602446","13.910448","0.356379","12730.271711559","328.183","9.7053860021151","0.22605944","17.737765523454","523.41296622174","42.786495","287.646","1.113","4697","122","4.55","","0.76062899827957","","","","0.75","","14,15,16,18,19,20,21,22,23,24,25,40,41,47,48,49,50,51,52,53,55,56,57,58,59,60","V-shaped; found in faint-star QLP search","2021-06-23","2024-09-06","2024-09-06"
+"233053554","4055.01","","3","4","4","3","2","4","4","30.5","86.3","130.82","4","1","1","PC","PC","13.1755","0.007","1","qlp-s51-tois","FAINT","269.179221","64.766624","-9.964","0.025","-26.592","0.027","2459853.406756","0.0012983318","4.567925","0.0000061","3.047","0.102","20.20787","0.00464","18440","4.27367","14.2306","","266.468","1125","73","602.399","4.803","5675","122","4.41","","1.04","","","","1.01","","14,15,16,17,18,20,21,23,24,25,40,41,47,48,50,51,53,54,55,56,57","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"232567319","4056.01","","3","4","4","3","4","4","4","19","68","74.62","1","3","3","PC","PC","11.4354","0.007","1","qlp-s52-tois","FAINT","247.549643","49.895791","-3.958","0.039","14.412","0.047","2459741.743989","0.0015396","5.0518907","0.0000132","3.743","0.156","3.599748","0.001123","3310","1.03427","9.11036","0.480293","588.998","1372","35","484.852","5.0905","6328.9","138.5","4.15","0.09","1.55","0.08","0.0778","0.0143108","1.25","0.192877","23,24,25,50,52","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"230388132","4057.01","","3","4","3","3","2","4","4","13.2","49.7","40.8","1","1","2","PC","PC","13.2611","0.007","1","qlp-s52-tois","FAINT","286.186545","64.153145","-3.556","0.025","-8.293","0.023","2459854.89776","0.0030405747","2.4076941","0.0000046","1.438","0.131","5.234991","0.004134","4810","3.80744","7.15781","","255.63","1113","29","590.913","4.3775","5702","122","4.46","","0.98","","","","1.02","","14,15,16,17,18,20,21,22,23,24,25,40,41,47,48,49,50,51,52,55,57,58","V-shaped; multiple stars in pixel; found in faint-star QLP search; nearby TIC 1718010948 (TMag~15) less than 3'' away; v-shaped","2021-06-23","2024-08-22","2024-08-22"
+"229639351","4058.01","","3","4","3","3","1","4","4","","","63.66","1","0","0","PC","PC","13.4062","0.008","1","qlp-s51-tois","FAINT","278.804934","73.599493","-7.915","2.205","4.579","2.207","2459716.280498","0.0011307","2.8668029","0.0000044","1.879","0.106","7.933071","0.0033","7280","3.03975","","","155.045","983","26","","","4871.9","163.9","","","","","","","","","14,15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49,50,51","found in faint-star QLP search; no stellar radius","2021-06-23","2024-08-22","2024-08-22"
+"229605891","4059.01","","3","4","4","3","1","4","4","67","148.9","111.56","7","1","0","PC","PC","13.084","0.008","1","qlp-s52-tois","FAINT","274.182772","76.890911","4.892","0.026","25.079","0.028","2459768.585993","0.0002417","2.0381761","6e-7","1.988","0.037","25.285817","0.000808","23020","0.744239","13.0071","","310.835","1169","216","339.185","1.659","4928","122","4.52","","0.82","","","","0.81","","14,15,16,17,18,19,20,21,22,23,24,25,40,47,48,49,50,51,52,53,54,55","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"229508727","4060.01","","3","4","3","3","1","4","4","","","75.88","2","0","0","PC","PC","13.1135","0.006","1","qlp-s52-tois","FAINT","297.06168","64.426043","-6.753","2.174","-9.555","2.174","2459755.068432","0.0027328","23.1315739","0.0000885","2.293","0.626","9.761085","0.033128","8950","30.512","","","5.53336","427","19","","","4952.3","137.4","","","","","","","","","14,15,17,18,19,20,21,22,23,24,25,40,41,47,48,49,50,51,52,53,54,55","V-shaped; found in faint-star QLP search; parallax (0.4) and Teff indicated host is most likely a giant and candidate is likely too large to be a planet; no stellar radius","2021-06-23","2024-08-22","2024-08-22"
+"224601047","4061.01","","5","5","5","5","5","5","5","6.4","38.3","33.76","0","0","0","O","FA","13.109","0.018","1","qlp-s25-faintsearch","FAINT","255.12889","59.625658","-25.681","2.234","3.513","2.234","2459003.792406","0.0033052","7.2087245","0.0001288","3.506","0.272","5.104081","0.003533","4690","3.25444","","","110.913","904","22","431.258","","5144.9","1191.6","","","","","","","","","14,15,16,17,18,19,20,21,22,23,25,47,48,50","found in faint-star QLP search; same signal as TOI  4022; this one retired as TFOP FA","2021-06-23","2024-08-22","2024-08-22"
+"219866209","4062.01","","3","4","4","3","1","4","4","19","59.9","114.33","2","1","0","PC","PC","13.4167","0.007","1","qlp-s52-tois","FAINT","259.098604","67.566607","-10.549","0.032","21.952","0.035","2459857.967075","0.0014879387","6.7473822","0.0000072","2.112","0.099","16.200013","0.006979","14810","6.4281","13.1026","","47.3055","730","68","611.532","6.0055","5332","122","4.35","","1.06","","","","0.92","","14,15,16,17,18,19,20,21,23,24,25,40,41,47,48,49,50,51,52,57,59","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"219499488","4063.01","","3","5","5","3","1","4","4","101.8","92.6","317","1","0","0","PC","APC","13.0444","0.007","1","spoc-s14-s55-b0A-APC","FAINT","244.369594","46.648021","3.308","0.077","-7.453","0.098","2459666.271065","0.0009816404","1.6323061577","0.00003480675","1.8908720068474","0.09117632","13.579384","0.544333","12429.186221743","501.2238","15.854342654229","16.080006","757.4076888071","1337.9878723136","27.263409","408.646","7.3845","5099.9","120.1","4.45","","0.91257500648499","","0.143464","0.113611","0.86","","24,25,50,52","V-shaped; found in faint-star QLP search","2021-06-23","2024-09-06","2024-09-06"
+"219489550","4064.01","","3","4","3","3","4","4","4","12.7","36.5","71.43","2","0","5","PC","PC","12.6555","0.007","1","spoc-s14-s55-b0A-PC","FAINT","243.370371","42.885503","-14.026","0.023","-2.956","0.023","2459667.343435","0.0032574437","3.8823511404217","0.0002693961","2.6909832942307","0.86932385","3.45525","0.3308","3177.3446529915","304.6319","9.5364227518455","5.6189537","1088.6638396264","1465.0188040154","10.280736","756.022","7.278","5622.4","110.3","3.98","0.07","1.6866799592972","0.0778292","0.329","0.038","1","0.12679","24,25,50,52","found in faint-star QLP search; possible centroid offset towards nearby TIC 1200879399 (Tmag ~14.3); multiple stars in pixel","2021-06-23","2024-09-06","2024-09-07"
+"219485050","4065.01","","3","4","4","3","4","4","4","16.9","56.1","69.94","1","0","4","PC","PC","12.8377","0.007","1","qlp-s52-tois","FAINT","242.83196","47.712652","-27.614","0.025","10.681","0.033","2459740.847953","0.0013284","3.5908038","0.0000101","3.027","0.143","7.287981","0.002381","6690","2.19339","9.85407","0.599621","462.467","1291","32","579.364","5.5635","5657","143.4","4.3","0.09","1.18","0.07","0.264","0.132","1","0.126893","23,25,50,51,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"193556520","4066.01","","3","4","3","3","4","4","4","19.1","69.7","91.92","2","1","3","PC","PC","13.3925","0.006","1","qlp-s52-tois","FAINT","245.992526","45.261098","5.55","0.029","-32.971","0.035","2459736.642282","0.0010835","6.7201811","0.0000143","3.187","0.126","19.75445","0.006227","18030","5.7357","11.5271","","76.4183","823","46","415.005","2.7545","4914","122","4.49","","0.85","","","","0.81","","24,25,50,51,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"162577466","4067.01","","5","5","5","5","5","5","5","27.6","75.9","116.12","1","0","0","O","FP","13.1815","0.006","1","spoc-s50-b0A","FAINT","243.935867","48.325503","-12.953","0.028","15.384","0.028","2459666.709157","0.003393905","3.6772391205478","0.0008793376","4.2517063725934","0.2176457","15.047004","0.884439","13763.21163653","814.2667","13.249618921156","0.7206731","567.60665728375","1244.891838439","14.919447","679.411","6.8585","5801","122","4.36","","1.1179200410843","","","","1.04","","23,24,25,50","found in faint-star QLP search; actual source is TIC 162577468 / TOI 5669.01","2021-06-23","2024-09-09","2024-09-10"
+"159334269","4068.01","","5","5","5","5","5","5","5","29.1","78.3","88.3","0","0","0","PC","FP","13.3675","0.007","1","qlp-s25-faintsearch","FAINT","233.694873","79.449837","1.98","0.027","7.924","0.03","2459008.761746","0.0013991","1.1578392","0.0000072","1.363","0.333","10.539198","0.025892","9660","23.8474","11.2362","","2519.45","1973","45","915.093","11.8025","6409","122","4.4","","1.18","","","","1.29","","14,15,19,20,21,25","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"143009290","4069.01","","3","4","4","3","4","4","4","32","92.9","83.92","5","1","2","PC","PC","13.0531","0.007","1","qlp-s52-tois","FAINT","252.593952","16.982718","-18.621","0.023","0.405","0.028","2459739.127083","0.0015164","2.7240303","0.0000081","1.649","0.192","13.767193","0.014683","12600","13.5237","10.9383","","193.03","1038","22","437.789","4.213","5366","122","4.47","","0.93","","","","0.93","","25,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"115270627","4070.01","","3","4","3","3","4","4","4","37.4","119.3","72.15","5","1","5","PC","PC","13.0022","0.006","1","qlp-s52-tois","FAINT","250.276118","42.436314","8.728","0.022","-18.502","0.034","2459739.132188","0.001332","3.1504798","0.0000074","1.096","0.332","10.045963","0.195136","9210","179.711","10.0008","","98.0783","876","22","411.289","2.43","5229","122","4.49","","0.89","","","","0.89","","24,25,51,52","found in faint-star QLP search; contamination from evolved bright star (TIC 115270644 w/ Tmag ~ 6.62) with high proper motion causing apparent centroid offset in s52 but not in other sectors","2021-06-23","2024-08-22","2024-08-22"
+"115182469","4071.01","","2","4","2","2","4","4","4","3.1","43","5.8","1","2","3","PC","PC","10.7133","0.006","1","qlp-s25-faintsearch","FAINT","249.291448","43.344761","-36.022","0.049","-31.743","0.058","2459001.307881","0.0041097","6.5169955","0.0012892","2.416","0.374","1.010204","0.003081","930","2.838","2.26174","0.19634","62.6073","783","10","104.24","0.307","4937.5","123.2","4.64","0.09","0.71","0.05","0.141959","0.00922547","0.812","0.0971188","24,25","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"85459171","4072.01","","3","4","4","3","3","4","4","57.9","75.6","317","3","1","2","PC","PC","13.3802","0.006","1","qlp-s25-faintsearch","FAINT","257.735006","36.452877","-11.665","2.163","2.44","2.163","2459005.303452","0.0023844","2.1390271","0.0003762","3.556","0.368","20.927095","0.017909","19090","16.4947","","","2105.59","1887","31","860.437","","5869.6","427.7","","","","","","","","","25","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"648958344","4073.01","","3","4","3","3","3","4","4","8.9","80.6","5.8","0","2","2","PC","PC","11.7332","0.015","1","qlp-s25-faintsearch","FAINT","46.566185","70.214692","-43.298","0.627","-79.102","0.83","2459004.435589","0.0044744","2.3079651","0.0000663","2.064","0.359","1.792944","0.00513","1650","4.72511","","","","","9","59.7061","2.22575","","","","","","","","","","","18,25","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"628103717","4074.01","","3","4","3","3","3","4","4","43.3","63.7","317","2","1","1","PC","PC","12.6844","0.015","1","qlp-s58-tois","FAINT","29.423373","63.90459","-0.196","0.024","-0.939","0.028","2459906.211599","0.0013633","3.2175013","0.0000067","3.2","0.235","12.965887","0.492245","11871","453.272","16.011","2.13317","1034.94","1580","42","885.18","14.837","7932","169.3","4.32","0.08","1.56","0.2","","","1.9","0.300458","18,24,25,52,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"627323667","4075.01","","3","4","3","3","1","4","4","127.3","393.6","317","1","0","0","PC","PC","13.0731","0.012","1","qlp-s58-tois","FAINT","23.9436","65.638786","0.264","0.884","8.684","1.146","2459909.355739","0.0023241","3.0492435","0.0000095","3.627","0.283","8.091669","0.278788","7425","256.74","","","","","27","1965.77","1886.52","","","","","","","","","","","18,24,25,52,58","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"57193198","4076.01","","3","4","4","3","4","4","4","15.6","55.8","68.39","4","0","5","PC","PC","12.5834","0.008","1","qlp-s25-faintsearch","FAINT","250.907053","36.141365","-6.37","0.031","-2.523","0.043","2459003.614842","0.0040278","4.3965758","0.0007443","2.827","0.326","6.807146","0.009436","6250","8.69091","9.71601","0.618219","350.289","1205","13","587.551","7.7445","5957","131.6","4.3","0.08","1.23","0.06","","","1.09","0.137269","24,25","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"57159675","4077.01","","3","4","3","3","4","4","4","19.9","80.7","65.42","3","1","3","PC","PC","12.8682","0.006","1","spoc-s14-s55-b0A-PC","FAINT","250.298493","38.961556","14.449","0.021","-5.1","0.029","2459694.838172","0.0017443409","5.5679110886125","0.00034302156","2.4294367778459","0.11654162","14.061314","0.492611","12867.445684736","453.60904","9.5108394587248","0.73813343","100.84999468664","808.23698419258","27.428925","302.435","1.193","4887","121.1","4.53","0.09","0.80152499675751","0.0517186","","","0.798","0.100081","24,25,51,52","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"444724127","4078.01","","3","4","3","3","3","4","4","","","38.92","1","2","1","PC","PC","12.2305","0.035","1","qlp-s52-tois","FAINT","25.092991","65.203879","-0.903","0.039","-0.093","0.043","2459736.714045","0.0025325","3.1639309","0.0000118","3.143","0.265","4.438865","0.00288","4080","2.65239","","","1083.96","1598","23","5406.92","920.775","6323","503.7","","","","","","","","","18,24,25,52,58","found in faint-star QLP search; Radius unknown; 5.4 kpc; ~1300 K; host is likely giant; likely too large to be a planet","2021-06-23","2024-08-22","2024-08-22"
+"444558604","4079.01","","3","4","3","3","3","4","4","101.5","110.8","317","4","23","1","PC","PC","12.1484","0.03","1","qlp-s25-faintsearch","FAINT","19.980843","64.538054","18.093","0.038","0.909","0.041","2459882.628132","0.00056089193","1.9872259","0.0000073","2.486","0.071","21.32564","0.002736","19450","2.51995","15.6112","0.765135","1292.25","1670","109","360.76","3.578","6178","242.9","4.44","0.09","1.08","0.05","","","1.18","0.181098","18,24,25,58","found in faint-star QLP search; multiple stars in pixel; variable host","2021-06-23","2024-08-22","2024-08-22"
+"428892437","4080.01","TIC 428892437.01","3","4","3","3","1","4","4","30.2","83.7","112.35","2","1","0","PC","PC","13.3593","0.007","1","qlp-s52-tois","FAINT","84.865203","81.54345","3.818","0.029","-14.204","0.033","2459764.98286","0.0012208","3.7519831","0.0000062","2.891","0.168","18.881321","0.007128","17240","6.56554","12.9516","","297.501","1157","51","543.607","5.462","5389","122","4.43","","0.97","","","","0.94","","19,20,25,40,52,53","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-08-22","2024-08-22"
+"421973253","4081.01","","3","5","5","3","4","4","4","16.6","47.2","94.08","0","2","4","PC","PC","10.6675","0.006","1","spoc-s14-s60-b0A-PC","FAINT","21.572736","64.840007","14.468","0.042","-11.787","0.048","2460439.965544","0.0024997303","9.2584054604667","0.00016080604","3.8583323028521","0.29587907","2.216968","0.111433","2039.8195588888","102.628235","11.7073432919","1.8273736","811.04327189363","1361.070922787","18.851496","439.932","6.5115","5707","154.6","3.64","0.07","2.5363199710846","0.128081","","","1.017","0.123073","24,25,52,58,78","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"400899926","4082.01","","3","4","3","3","1","4","4","26.3","71.8","115.5","1","1","0","PC","PC","12.804","0.036","1","qlp-s52-tois","FAINT","17.399896","69.732043","8.292","0.045","-2.186","0.039","2459884.621763","0.0024375601","4.625568","0.000017","3.645","0.202","10.70366","0.005016","9810","4.62029","13.2242","0.745804","493.442","1313","29","568.171","9.063","5972","276.8","4.23","0.09","1.34","0.07","","","1.1","0.166184","18,24,25,52,58","found in faint-star QLP search; inconsistent centroid offset","2021-06-23","2024-08-22","2024-08-22"
+"399444057","4083.01","","5","5","5","5","5","5","5","14.6","45.4","69.11","0","0","0","PC","FP","11.6433","0.021","1","qlp-s25-faintsearch","FAINT","26.687843","63.612237","-2.054","0.031","-4.869","0.039","2459008.356209","0.0035037","2.0714803","0.0000563","3.108","0.46","1.80382","0.002449","1660","2.25536","9.7546","0.584532","4440.11","2274","21","732.131","14.4435","7047","184.4","3.85","0.09","2.46","0.11","","","1.56","0.258149","18,24,25","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"346673534","4084.01","","3","4","4","3","3","4","4","10.3","57.7","87.04","5","0","1","PC","PC","12.8934","0.006","1","qlp-s40-tois","FAINT","280.779456","20.21884","8.798","0.031","-31.273","0.035","2459751.832931","0.0027957158","15.634183","0.0001548","2.888","0.274","14.185118","0.01507","12980","13.8802","11.238","0.674562","23.2536","611","15","453.772","4.387","5725","131.9","4.49","0.08","0.96","0.05","","","1.022","0.128692","26,40,53","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"336840314","4085.01","","3","4","4","3","4","4","4","41","117.2","75.38","3","3","3","PC","PC","11.9705","0.006","1","spoc-s14-s55-b0A-PC","FAINT","281.83562","26.417834","11.812","0.032","-23.847","0.04","2459744.048457","0.0009659699","2.8285323452636","0.00009108564","2.7144158057661","0.06770881","10.57864","0.221243","9695.9755102802","203.75189","10.377977221634","0.6638843","504.0504139473","1208.4765944812","40.663517","290.594","2.1615","5257","131.4","4.37","0.09","1.025859951973","0.0596382","","","0.899","0.114961","26,53,54","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"328814605","4086.01","TIC 328814605.01","3","4","3","3","3","4","4","20.6","56.2","105.64","0","5","1","PC","PC","12.111","0.007","1","spoc-s14-s60-b0A-PC","FAINT","138.280617","85.271029","2.95","0.042","-10.787","0.041","2459392.549508","0.0011322005","5.6917578575939","0.000018672983","5.3459619015074","0.09767088","5.856123","0.097223","5379.1683802459","89.54175","12.689420437727","0.6639973","694.63158669614","1309.3579261622","44.39955","592.872","7.663","5783","123.1","4.01","0.08","1.6651300191879","0.0806784","","","1.04","0.124523","19,20,26,40,47,53,59,60","found in faint-star QLP search; CTOI from Olmschenk et al. (2021); apparent depth-aperture correlation likely due to systematics","2021-06-23","2024-09-08","2024-09-08"
+"310002617","4087.01","TIC 310002617.01","3","5","5","3","4","4","4","74.4","203.3","125.51","5","9","2","PC","CP","11.2961","0.027","1","qlp-s52-tois","FAINT","217.925779","83.372706","-16.728","0.038","10.376","0.039","2459765.673618","0.0001942","3.1774814","9e-7","2.824","0.037","15.516952","0.000196","14190","0.18035","13.9016","0.65223","625.157","1393","338","301.676","2.209","6071","205.3","4.39","0.09","1.12","0.05","","","1.13","0.173434","14,19,21,26,40,41,47,52","found in faint-star QLP search; CTOI from Olmschenk et al. (2021); variable host","2021-06-23","2024-08-22","2024-08-22"
+"302381397","4088.01","TIC 302381397.01","3","4","4","3","3","4","4","44.2","109.9","108.31","6","21","1","PC","PC","12.2523","0.009","1","qlp-s47-tois","FAINT","100.081046","76.553069","-11.629","0.037","-14.986","0.045","2459912.553706","0.0009832642","2.7284428","0.0000036","2.201","0.139","11.416614","0.003462","10460","3.18854","12.71","0.677451","427.584","1266","75","439.803","5.3535","5686","130.8","4.28","0.08","1.21","0.06","","","1.01","0.123658","19,20,26,40,47,59","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-08-22","2024-08-22"
+"298752252","4089.01","","3","4","4","3","4","4","4","138.4","195.3","317","5","4","7","PC","PC","11.6421","0.006","1","qlp-s52-tois","FAINT","267.851204","22.661333","-15.6","1.8","-22.5","1.7","2459765.985547","0.0008529","3.2462849","0.0000072","1.513","0.122","10.045963","3.112975","9210","2863.05","18.4686","","610.063","","47","321.956","","5895.5","","","","1.06","","0.172","0.025","","","26,52","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"289373041","4090.01","","3","4","4","3","4","4","4","10","49.1","22.9","2","1","2","PC","PC","12.5509","0.007","1","qlp-s40-tois","FAINT","278.232233","39.637997","5.365","0.022","2.269","0.022","2459771.717799","0.0025428587","3.177514","0.000018","2.043","0.234","3.95929","0.00423","3640","3.89601","5.10272","0.395537","150.032","975","18","250.984","0.812","4740","124.5","4.49","0.1","0.82","0.06","","","0.76","0.0908891","14,26,40,53,54","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"289316336","4091.01","","5","5","5","5","5","5","5","4.4","34.9","11.82","3","2","4","PC","FP","11.2834","0.007","1","qlp-s26-faintsearch","FAINT","277.979234","39.669309","0.669","0.039","-17.995","0.045","2459033.693724","0.0071535","3.0038696","0.0001132","3.24","0.711","0.825473","0.003491","760","3.21494","3.44576","0.285666","1394.39","1702","9","337.362","2.514","6171","130","4.35","0.08","1.2","0.06","","","1.18","0.154908","14,26","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"288242606","4092.01","","3","4","3","3","1","4","4","15.9","47.3","107.27","1","1","0","PC","PC","12.8687","0.008","1","qlp-s52-tois","FAINT","258.431157","81.004051","1.225","0.078","12.619","0.094","2459739.321322","0.0013012","7.495973","0.0000155","5.366","0.138","8.491001","0.001068","7790","0.983328","12.6471","0.758967","328.532","1186","22","686.613","19.3835","5667","132.5","4.14","0.08","1.41","0.08","","","1.01","0.130233","14,18,19,20,21,25,26,40,41,47,48,51,52","found in faint-star QLP search; possible depth-aperture correlation","2021-06-23","2024-08-22","2024-08-22"
+"284454822","4093.01","","1","4","1","1","4","4","4","1.9","25.6","10.49","1","3","4","PC","PC","12.1517","0.006","1","qlp-s58-tois","FAINT","290.738474","59.431202","-37.264","0.042","-53.613","0.042","2459902.906585","0.0025943","10.4722034","0.0000428","3.282","0.343","1.922368","0.089247","1769","82.1965","3.13882","0.200697","59.5148","773","18","261.191","1.3755","5388","129.8","4.61","0.08","0.79","0.04","","","0.935","0.121174","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"284454822","4093.02","","2","4","2","2","4","4","4","0.9","18.4","8.56","1","3","4","PC","PC","12.1517","0.006","2","spoc-s14-s60-b0A-PC","SPOC","290.738474","59.431202","-37.264","0.042","-53.613","0.042","2459580.625318","0.0052074064","17.70461553007","0.00044091206","4.2555427440375","0.55132586","1.394661","0.124706","1283.7058316187","114.85193","2.8587598710137","1.112972","27.963636999898","586.50019862432","10.565542","261.191","1.3755","5388","129.8","4.61","0.08","0.79153597354889","0.0439874","","","0.935","0.121174","47,48,49,50,51,52,53,54,55,56,57,58,59,60","low SNR; potential multi","2023-03-02","2023-05-19","2023-06-16"
+"280035202","4094.01","","1","4","1","1","4","4","4","3.4","30.5","11.73","2","2","3","PC","PC","11.1004","0.048","1","spoc-s14-s60-b0A-PC","FAINT","297.678176","68.167662","6.596","0.047","19.065","0.05","2459715.956315","0.0043739","4.9111786327916","0.000055656386","2.6459244215475","0.1985484","0.658587","0.03897","606.39682982063","35.89207","3.4399600578148","0.29145503","561.87174414487","1241.7353580108","18","312.41","2.847","6186","325.3","4.33","0.11","1.2372299432755","0.0571608","","","1.18","0.233717","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,53,54,55,56,57,58,59,60","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"274974693","4095.01","","3","4","4","3","4","4","4","14.8","55","62.27","4","1","3","PC","PC","12.9287","0.008","1","qlp-s52-tois","FAINT","257.899648","47.257065","9.467","0.024","-13.573","0.025","2459762.415394","0.0014734","4.1539244","0.000012","1.41","0.192","8.173711","0.012883","7500","11.8653","9.73932","0.596034","86.6756","850","20","559.648","4.364","5737","105","4.37","0.07","1.09","0.05","-0.0828207","0.0209318","1.02","0.123219","24,26,51,52","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"272782321","4096.01","","1","4","1","1","4","4","4","1.6","18.9","11.33","3","0","3","PC","PC","12.4983","0.007","1","qlp-s56-tois","FAINT","237.986823","67.039685","-22.247","0.028","22.007","0.024","2459836.287468","0.004249","10.1045108","0.0000624","3.23","0.375","1.618953","0.106469","1490","98.0566","3.3818","0.251105","47.9649","733","15","306.261","1.2275","5053","125.6","4.46","0.09","0.9","0.06","","","0.84","0.108057","14,15,16,17,18,20,21,23,24,26,41,47,48,49,50,51,53,54,55,56","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"264295655","4097.01","","1","4","1","1","3","4","4","5.4","41.1","12.92","4","0","1","PC","PC","12.4222","0.008","1","qlp-s52-tois","FAINT","320.233103","83.022778","24.599","0.042","-21.36","0.036","2459768.767188","0.0028047","2.7741864","0.0000111","2.005","0.245","2.075739","0.002204","1910","2.02996","3.6487","0.224433","393.387","1240","20","317.929","1.9595","5636","127.9","4.61","0.08","0.82","0.04","","","1","0.124063","18,19,20,24,25,26,40,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"264223828","4098.01","","3","4","3","3","3","4","4","10.5","40.9","22.29","0","2","1","PC","PC","12.0216","0.008","1","qlp-s52-tois","FAINT","319.351026","79.6107","3.167","0.046","18.734","0.054","2459766.922193","0.0023922","1.1789842","0.0000035","0.856","0.121","1.260185","0.003395","1160","3.12678","5.02454","0.368092","403.61","1248","15","425.694","4.237","5650","128.5","4.17","0.08","1.37","0.07","","","1","0.124646","17,18,19,24,25,26,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"264173803","4099.01","","1","4","1","1","4","4","4","1.9","22.8","4.8","4","2","2","PC","PC","11.9512","0.006","1","qlp-s26-faintsearch","FAINT","294.561939","71.574534","18.269","0.03","4.065","0.038","2459663.677409","0.005683","4.3954123","0.0000333","2.306","0.364","0.923268","0.00181","850","1.66672","2.02986","0.168567","119.282","920","12","177.305","0.5505","4836","120.5","4.6","0.09","0.73","0.05","","","0.785","0.0921557","14,15,16,17,18,19,20,21,22,23,25,26,40,41,47,48,49","found in faint-star QLP search; variable host","2021-06-23","2024-08-22","2024-08-22"
+"243297296","4100.01","","3","4","3","3","4","4","4","12","50.3","43.06","1","5","3","PC","PC","12.1308","0.006","1","qlp-s52-tois","FAINT","288.578982","59.895802","10.756","2.203","-9.603","2.203","2459766.756399","0.0010994","3.585982","0.000006","2.384","0.144","3.174987","0.001038","2920","0.955803","","","442.89","1278","48","489.834","","6195","399.3","","","","","","","","","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,54","found in faint-star QLP search; no stellar radius; host is F star indicating that companion is likely planetary in radius","2021-06-23","2024-08-22","2024-08-22"
+"243280335","4101.01","","3","4","3","3","4","4","4","9.2","38.2","50.67","3","0","2","PC","PC","12.7584","0.006","1","qlp-s50-tois","FAINT","288.518301","56.626003","-0.62","2.154","-12.455","2.154","2459689.642764","0.0021614","4.3202706","0.0000142","1.211","0.187","3.697793","0.008921","3400","8.21653","","","88.2086","853","14","691.697","","6287","260.4","","","","","","","","","14,15,16,19,20,23,26,40,41,47,49,50","V-shaped; found in faint-star QLP search; no stellar radius; some odd-even in spoc multisector","2021-06-23","2024-08-22","2024-08-22"
+"237235093","4102.01","","5","5","5","5","5","5","5","3.7","34.9","6.12","1","1","0","PC","FP","11.812","0.006","1","qlp-s26-faintsearch","FAINT","297.484569","73.086464","9.247","0.074","-9.643","0.084","2459034.03138","0.0034078","2.6834113","0.0000448","1.146","0.423","0.825473","0.00471","760","4.33852","2.33576","0.220728","168.322","1003","13","185.25","1.4125","5221","152.1","4.62","0.09","0.76","0.04","","","0.89","0.115533","14,15,16,17,18,19,20,21,22,23,24,25,26","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"235902467","4103.01","","3","4","4","3","3","4","4","30.2","132.2","108.03","7","2","1","PC","PC","11.2056","0.006","1","qlp-s52-tois","FAINT","289.751203","82.875584","14.219","0.044","74.947","0.054","2459754.903759","0.0003786","12.2740928","0.0000066","3.532","0.04","15.803344","0.000443","14450","0.40822","12.7514","0.642275","50.0141","740","205","243.002","1.43","5674","129.2","4.4","0.08","1.05","0.05","","","1.009","0.120724","18,19,20,24,25,26,40,47,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"235664497","4104.01","","3","4","3","3","3","4","4","32.4","41.5","317","2","0","1","PC","PC","12.9978","0.009","1","qlp-s53-tois","FAINT","277.717657","19.796009","0.862","0.037","-4.438","0.048","2459766.722246","0.0023836","2.3757662","0.0000105","3.323","0.298","8.173711","0.346303","7500","318.906","19.1019","1.19183","2544.85","1978","28","1367.43","50.615","6676","132.2","3.9","0.09","2.2","0.13","","","1.41","0.234962","26,40,53","found in faint-star QLP search; large but consistent with insolation","2021-06-23","2024-08-22","2024-08-22"
+"233576159","4105.01","","3","4","3","3","3","4","4","8.2","23.1","77.82","1","0","1","PC","PC","12.5452","0.008","1","qlp-s49-tois","FAINT","282.204034","65.941643","1.094","0.035","-4.958","0.034","2459658.130221","0.0036716","5.7152049","0.0000309","2.783","0.329","2.260683","0.001993","2080","1.83577","10.4523","0.62062","213.024","1064","24","1010.35","18.324","5845","128.4","3.75","0.08","2.25","0.11","","","1.05","0.128916","14,15,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"233535738","4106.01","","1","5","5","1","4","4","4","1.8","26.2","11.93","0","2","3","PC","APC","11.2452","0.006","1","qlp-s52-tois","FAINT","280.745794","62.818388","5.271","0.048","33.104","0.044","2459738.567408","0.0033421","16.3558787","0.0000766","4.674","0.474","1.325407","0.000973","1220","0.89658","3.48406","0.205206","68.1566","800","26","243.519","1.395","5740","130.5","4.45","0.08","1","0.05","","","1.026","0.13129","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52","found in faint-star QLP search; TFOP SB1/APC","2021-06-23","2024-08-22","2024-08-22"
+"232632239","4107.01","","1","4","1","1","4","4","4","5.1","38","11.63","3","4","3","PC","PC","12.8398","0.006","1","qlp-s49-tois","FAINT","269.240718","58.882622","-13.792","0.033","6.097","0.031","2459660.461464","0.0026791","3.5322939","0.0000138","1.901","0.325","2.663318","0.003647","2450","3.35884","3.40196","0.369568","64.0026","787","19","153.899","0.365","4003","124.1","4.59","0.12","0.66","0.07","","","0.625","0.086269","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49","found in faint-star QLP search; two stars in pixel; match to TIC 232632236","2021-06-23","2024-08-22","2024-08-22"
+"232603560","4108.01","","3","4","3","3","4","4","4","4.2","19.7","50.3","0","2","3","PC","PC","11.9824","0.008","1","qlp-s52-tois","FAINT","257.667388","60.028468","-2.199","0.037","10.935","0.039","2459762.974572","0.0039618","14.4348737","0.0000814","6.023","1.268","1.782069","0.003568","1640","3.28599","8.117","0.555657","220.777","1073","28","665.929","8.4895","5834","131.8","3.89","0.08","1.93","0.1","","","1.05","0.133722","14,15,16,17,18,19,20,22,23,24,25,26,40,41,47,48,49,50,52,54","found in faint-star QLP search; possible odd-even; two stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"230084146","4109.01","","3","4","3","3","1","4","4","3.6","40.8","23.12","2","3","0","PC","PC","12.73","0.006","1","qlp-s52-tois","FAINT","246.36791","66.351585","8.926","0.02","57.646","0.023","2459746.880654","0.0017121","12.320331","0.0000313","2.327","0.341","6.304682","0.003998","5790","3.68205","5.10721","0.499507","7.71974","464","29","153.444","0.2955","4103","122.6","4.62","0.11","0.65","0.06","","","0.642","0.0821173","15,16,17,18,20,21,22,23,24,25,26,40,41,47,48,50,51,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"230075120","4110.01","","5","5","5","5","5","5","5","4.9","33.7","9.2","2","2","4","EB","FP","11.1315","0.007","1","qlp-s49-tois","FAINT","244.441282","69.447713","-3.663","0.058","10.34","0.054","2459663.9541","0.0026544","0.7676706","0.0000031","1.057","0.211","0.369213","0.001051","340","0.968097","2.98877","0.211164","2825.39","2031","15","417.852","5.1525","6377","122.5","4.17","0.09","1.53","0.07","","","1.27","0.194578","14,15,16,17,18,19,20,21,22,23,24,25,26,41,47,48,49","found in faint-star QLP search; retired as NEB on TIC 230075121","2021-06-23","2024-08-22","2024-08-22"
+"230006888","4111.01","","3","4","3","3","3","4","4","6.1","27.1","67.55","1","0","1","PC","PC","12.955","0.008","1","qlp-s52-tois","FAINT","290.980736","63.557271","2.27","0.031","14.627","0.025","2459768.205231","0.0036137","12.2788421","0.0000595","4.387","0.373","5.398651","0.003598","4960","3.31378","9.64521","0.585322","84.8171","845","22","705.399","7.9485","5596","129.8","4.15","0.08","1.39","0.07","","","0.99","0.125525","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,50,51,52,53,54,55","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"229976631","4112.01","","5","5","5","5","5","5","5","2","31.5","6.63","0","2","0","O","FA","11.024","0.018","1","spoc-s14-s60-b0A-PC","FAINT","290.108847","61.085434","20.21","2","98.83","2","2459390.813098","0.0033472453","10.716624867631","0.000099493656","3.8540185806001","0.17245468","1.421498","0.06329","1308.3913665117","58.290516","2.16171","0.238129","27.060642542397","581.70698092509","20.816416","","","4235.5","225.9","","","0.65","0.07","","","","","40,41,47,48,49,50,51,52,53,54,55,56,57,58,60","found in faint-star QLP search; TOI4112.01:Same signal as TOI-1697.01 but this star is a phantom; retired as an FA","2021-06-23","2024-09-06","2024-09-07"
+"229786610","4113.01","","3","4","3","3","4","4","4","0.7","19.1","5.4","0","2","2","PC","PC","11.101","0.006","1","qlp-s57-tois","FAINT","283.889684","71.400671","11.849","0.039","66.741","0.043","2459839.07625","0.0049233","22.1575175","0.0001375","3.374","0.516","0.909142","0.063334","837","58.3308","2.17495","0.166484","12.4497","523","12","148.616","0.4655","5174","132.1","4.58","0.09","0.79","0.05","","","0.877","0.10954","14,15,16,17,19,20,21,22,23,25,26,40,41,47,49,50,51,52,53,54,55,56,57","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"229408913","4114.01","","1","4","1","1","4","4","4","7","46.5","15.8","3","5","3","PC","PC","12.3109","0.006","1","spoc-s14-s60-b0A-PC","FAINT","292.965281","61.882054","-9.498","0.031","-20.765","0.031","2459657.535697","0.0046864","4.8038539102885","0.00009018577","2.7824258610562","0.20454367","2.587526","0.201013","2380.3621290263","185.12244","4.0981388360845","0.47212625","51.627552398612","683.65994164276","12.4434395","132.393","0.281","4080","126.3","4.56","0.12","0.69207602739334","0.0688216","","","0.638","0.0806373","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","found in faint-star QLP search; bad transit shape","2021-06-23","2024-09-09","2024-09-10"
+"199610140","4115.01","","3","4","4","3","4","4","4","37.1","105","71.48","3","1","3","PC","PC","12.8076","0.006","1","qlp-s52-tois","FAINT","249.121348","57.150009","-9.154","0.028","34.592","0.032","2459912.623191","0.0013771902","2.9855843","0.0000026","1.184","0.144","10.901047","0.052278","9990","48.1483","10.0005","0.974955","100.984","883","41","264.995","1.0135","4602","123.8","4.48","0.1","0.82","0.06","","","0.728","0.0831325","16,17,19,22,23,24,25,26,49,50,51,52,59","V-shaped; variable host; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"198616607","4116.01","","5","5","5","5","5","5","5","33.3","36.6","317","5","4","2","PC","FP","12.4627","0.006","1","qlp-s40-tois","FAINT","271.403617","47.550327","-3.927","2.107","-8.035","2.107","2459417.473162","0.0018373","3.6311186","0.0000157","2.416","0.527","6.861775","0.328093","6300","302.139","15.6552","","1145.48","","30","504.87","","5979.9","","","","1.63","","-0.082","0.013","","","14,26,40","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"198189972","4117.01","","3","4","3","3","4","4","4","4.7","28.3","75.75","1","1","2","PC","PC","12.6541","0.007","1","spoc-s14-s60-b0A-PC","FAINT","246.202805","60.965502","-0.46","0.026","2.061","0.028","2459602.5846","0.0020371312","25.093001085091","0.0002710362","5.5344286048491","0.15898317","6.338467","0.157953","5820.9357477765","145.4691","10.305836346027","0.6422571","62.033191755409","715.77377335214","33.518875","632.646","4.7565","5775","126.6","4.2","0.08","1.3372800350189","0.0655326","","","1.03","0.130337","14,15,16,17,18,19,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"193773468","4118.01","","3","4","4","3","3","4","4","40.4","99.5","120.99","6","1","3","PC","PC","12.7376","0.007","1","qlp-s52-tois","FAINT","268.37328","46.34641","-6.419","0.023","-3.643","0.022","2459767.000877","0.0006546","2.5551882","0.0000033","2.356","0.07","12.701113","0.002101","11630","1.93545","13.5962","0.685276","595.9","1376","66","594.975","4.3695","5855","129.3","4.3","0.07","1.21","0.06","","","1.06","0.127161","25,26,40,52","found in faint-star QLP search; possible odd-even","2021-06-23","2024-08-22","2024-08-22"
+"160618074","4119.01","","3","4","3","3","1","4","4","13.7","43.8","61.81","2","0","0","PC","PC","12.9267","0.007","1","qlp-s49-tois","FAINT","246.270436","73.283495","-18.873","0.03","16.767","0.035","2459911.749689","0.0045934897","5.201975","0.000011","1.175","0.315","5.431386","0.010795","4990","9.94253","9.15316","0.734403","30.1871","653","25","468.817","3.5465","4950","126.7","4.21","0.09","1.18","0.08","","","0.82","0.0974547","15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,59","found in faint-star QLP search; close to but not synchronized with underlying variability; v-shaped","2021-06-23","2024-08-22","2024-08-22"
+"159438097","4120.01","","3","4","3","3","3","4","4","18.3","44.6","128.64","3","0","1","PC","PC","12.8777","0.008","1","qlp-s52-tois","FAINT","241.928706","82.072535","-15.067","0.027","12.1","0.027","2459914.077004","0.0031176987","4.8952783","0.000012","5.325","0.231","5.147716","0.001212","4730","1.11667","14.0672","0.74192","883.882","1519","53","912.594","12.508","5828","129.6","3.96","0.08","1.77","0.09","","","1.05","0.133444","14,19,20,21,25,26,40,41,47,48,52,59","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"157218656","4121.01","","3","4","3","3","3","4","4","73.7","111.1","317","4","3","3","PC","PC","11.6881","0.009","1","qlp-s53-tois","FAINT","267.707093","16.774858","-0.033","0.088","-4.656","0.08","2459768.021818","0.0004815","2.8622679","0.000003","2.646","0.363","15.792328","0.534309","14440","491.996","18.4047","0.966393","1757.24","1803","98","605.874","18.2665","7167","131.4","4.3","0.09","1.49","0.07","","","1.6","0.264024","26,53","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"156215204","4122.01","","3","5","5","3","3","4","4","13.2","27.5","103.65","0","2","1","PC","APC","12.0844","0.014","1","qlp-s41-tois","FAINT","184.968065","83.235697","-1.07","0.042","-0.947","0.032","2459443.029994","0.0043527","2.4307782","0.0000199","1.708","0.292","1.423247","0.003454","1310","3.18166","12.4035","0.925828","506.486","1321","13","1212.25","27.185","6015","146.7","3.45","0.09","3.3","0.18","","","1.11","0.153902","14,19,21,26,41,47","found in faint-star QLP search; phase modulations in phase with transits","2021-06-23","2024-08-22","2024-08-22"
+"153896150","4123.01","","3","4","3","3","3","4","4","29.2","114.1","44.99","4","2","1","PC","PC","11.8522","0.007","1","spoc-s14-s60-b0A-PC","FAINT","131.233555","75.105679","-20.333","0.034","-44.632","0.04","2460314.561034","0.0031412086","2.7879450462002","0.000016583763","1.5084757161698","0.12160534","3.492417","0.239959","3211.4673559502","220.98615","7.5851475231506","8.170832","374.47634888045","1121.9560583488","18.005358","242.624","1.4315","5375","122.2","4.55","0.08","0.84724098443985","0.0460552","","","0.93","0.118677","20,26,47,53,60,74","V-shaped; found in faint-star QLP search; nearby TIC 802691143","2021-06-23","2024-09-06","2024-09-06"
+"150761163","4124.01","","3","4","3","3","3","4","4","77.9","105","317","3","3","3","PC","PC","11.436","0.018","1","qlp-s53-tois","FAINT","279.258065","14.206599","0.443","1.395","-3.523","1.303","2459762.989003","0.0007998","3.4138019","0.0000062","2.877","0.161","10.74752","0.338245","9850","311.487","22.5559","1.98218","309.683","1168","87","512.0308","68.7932","5150","218.2","","","2.24","0.19","","","","","26,40,53","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"147761049","4125.01","","3","4","4","3","3","4","4","39.5","53.1","317","3","0","1","PC","PC","12.72","0.008","1","spoc-s14-s60-b0A-PC","FAINT","109.305384","70.780189","-7.673","0.023","-3.163","0.031","2460316.849484","0.0035504294","4.7155974356619","0.000023848033","3.4748078333178","0.08424255","12.275451","0.311098","11242.433967137","286.49048","18.36014888041","0.9564092","821.37642210797","1365.3855664615","32.91128","766.601","12.394","5873","124","4.08","0.08","1.5585099458695","0.0763267","","","1.06","0.132959","20,26,40,47,53,60,74","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"141616639","4126.01","","5","5","5","5","5","5","5","3.5","35","5.91","0","0","0","PC","FP","12.3454","0.006","1","qlp-s26-faintsearch","FAINT","108.818021","81.220983","2.306","0.024","-107.544","0.029","2459032.680649","0.0069174","3.2428744","0.0001546","2.417","0.494","1.597206","0.007156","1470","6.59101","2.3171","0.28819","113.659","909","9","107.33","0.1835","4016","126.2","4.72","0.11","0.58","0.06","","","0.628","0.0795975","19,20,26","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"141488193","4127.01","","3","5","5","3","4","4","4","7.1","66.2","105.62","1","4","4","PC","CP","11.0383","0.006","1","qlp-s26-faintsearch","FAINT","105.404552","72.41493","3.353","0.042","-3.195","0.058","2459031.931632","0.0009318","56.4043748","0.0002054","4.069","0.512","9.881602","0.002794","9060","2.5734","12.5447","0.610691","0.909373","272","47","319.632","3.317","6433","138.4","4.36","0.09","1.25","0.06","","","1.3","0.202365","20,26,53","found in faint-star QLP search; alerted period of 169 days no longer possible with additional TCE in s53 (~2765.11 TBJD); period updated to new maximum period of ~56 days (1/3 of previously alerted period)","2021-06-23","2024-08-22","2024-08-22"
+"137420801","4128.01","","3","4","3","3","3","4","4","10.8","50","20.59","4","2","1","PC","PC","12.2769","0.006","1","qlp-s47-tois","FAINT","128.261476","82.024762","-13.015","0.046","-28.979","0.044","2459911.959304","0.002526657","1.9795413","0.0000071","2.088","0.182","2.870134","0.001893","2640","1.74308","4.77367","0.316145","604.981","1381","22","308.87","2.633","5275","130.6","4.46","0.09","0.92","0.06","","","0.904","0.112261","19,20,26,40,47,59","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"123357034","4129.01","","3","4","4","3","4","4","4","19.9","87","27.66","3","17","4","PC","PC","11.8417","0.006","1","qlp-s41-tois","FAINT","281.527275","46.248566","10.703","0.045","12.602","0.043","2459744.308725","0.0014036067","3.2724973","0.0000065","1.459","0.108","5.791536","0.002745","5320","2.52861","5.6778","0.460887","44.1281","718","35","130.284","0.435","4279","107.4","4.51","0.09","0.75","0.06","-0.004","0.033","0.669","0.0845173","14,26,40,41,53","found in faint-star QLP search; epoch only from spoc-s53","2021-06-23","2024-08-22","2024-08-22"
+"71396541","4130.01","","5","5","5","5","5","5","5","6.3","45.1","14.24","1","0","5","PC","FP","10.7386","0.006","1","qlp-s26-faintsearch","FAINT","116.069722","68.826258","10.168","0.077","14.425","0.111","2459031.311744","0.0058646","6.269716","0.0002671","3.696","0.762","1.347148","0.003547","1240","3.26674","3.86288","0.340606","154.408","982","12","148.525","1.349","4812","125.3","4.26","0.09","1.08","0.07","","","0.779","0.0933317","20,26","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"47937361","4131.01","","3","4","4","3","4","4","4","40.6","109.2","85.81","3","1","2","PC","PC","12.8667","0.007","1","qlp-s41-tois","FAINT","280.9612","48.134073","-14.056","0.023","-7.825","0.024","2459797.858796","0.0009343292","2.3382502","0.0000039","2.289","0.072","14.306126","0.001938","13090","1.78478","11.123","0.665334","438.011","1274","59","411.113","2.0835","5263","129.6","4.45","0.08","0.94","0.05","","","0.9","0.111664","14,26,40,41,53,54,55","found in faint-star QLP search; 2 stars in pixel","2021-06-23","2024-08-22","2024-08-24"
+"335655755","4132.01","","3","4","3","3","3","4","4","11.9","43.8","91.6","1","4","3","PC","PC","11.8921","0.007","1","spoc-s14-s60-b0A-PC","FAINT","216.765629","78.762732","14.536","0.075","-29.754","0.051","2459395.937372","0.0012257394","11.764792565356","0.000050148403","4.4338184406132","0.12236312","4.819362","0.108419","4428.9591948295","99.853004","11.524096315996","0.7157869","287.70820310628","1050.4074920926","42.101948","578.129","8.731","5801","106.5","4.01","0.08","1.6939699649811","0.0847436","","","1.07","0.132882","14,15,20,21,26,40,41,47,48,53,60","found in faint-star QLP search; check nearby TIC 1001601963 (Tmag~ 15.7)","2021-06-23","2024-09-08","2024-09-08"
+"468396217","4133.01","","3","4","3","3","3","4","4","23.1","67.1","110.17","1","1","2","PC","PC","12.9532","0.006","1","qlp-s52-tois","FAINT","75.104595","69.82074","-4.048","2.22","-0.031","2.22","2459768.396961","0.002595","4.1571604","0.0000147","4.348","0.285","8.7646","0.004286","8040","3.9475","","","773.464","1469","30","708.626","","5766.9","283.8","","","","","","","","","19,25,26,52,59","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"420803693","4134.01","","5","5","5","5","5","5","5","5","44.1","5.36","0","0","0","PC","FP","11.2063","0.006","1","qlp-s26-faintsearch","FAINT","70.506153","79.987529","-36.416","0.034","-3.64","0.054","2459033.325227","0.0039978","0.9135968","0.0000236","1.247","0.326","0.586456","0.003498","540","3.22189","2.17077","0.20325","2079.14","1881","11","228.59","1.121","5987","131.7","4.58","0.08","0.89","0.04","","","1.102","0.14026","19,20,25,26","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"288471040","4135.01","","5","5","5","5","5","5","5","6.8","32.1","21.52","0","1","2","EB","FP","10.5893","0.009","1","qlp-s52-tois","FAINT","271.493129","78.049292","1.263","0.044","28.005","0.062","2459766.355421","0.0020393","2.5139764","0.000007","2.36","0.278","0.608183","0.000463","560","0.426529","4.90303","0.26506","1043.42","1583","31","421.5","4.582","6150","200.2","3.9","0.09","2.05","0.09","","","1.22","0.172811","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52","found in faint-star QLP search; significant centroid offset and depth aperture correlation; likely NEB","2021-06-23","2024-08-22","2024-08-22"
+"420680343","4136.01","","3","4","3","3","3","4","4","5.8","28","29.8","0","0","1","PC","PC","12.1943","0.011","1","qlp-s52-tois","FAINT","20.407409","82.168783","11.096","0.039","-3.657","0.033","2459763.053546","0.0034023","3.7630305","0.0000201","3.503","0.421","1.71682","0.002178","1580","2.00578","5.96705","0.365984","1050.55","1586","17","608.697","7.403","6357","144.5","4.19","0.09","1.5","0.07","","","1.26","0.193829","18,19,25,26,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"417646390","4137.01","TIC 417646390.01","3","5","5","3","4","4","4","57.3","154.7","121.48","2","9","3","PC","CP","10.8557","0.009","1","qlp-s52-tois","FAINT","77.612879","70.391079","19.859","0.035","-2.936","0.043","2459762.195685","0.0004234","3.8016217","0.0000026","3.223","0.061","9.060165","0.000709","8310","0.652961","13.6371","0.640087","672.585","1418","120","334.993","3.2815","6244","129.2","4.19","0.09","1.47","0.07","","","1.21","0.180656","19,26,52","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-08-22","2024-08-22"
+"257060897","4138.01","TIC 257060897.01","3","5","5","3","4","4","4","60.8","72.6","317","1","29","1","CP","CP","11.2633","0.007","1","spoc-s14-s60-b0A-CP","FAINT","227.532153","72.710313","13.268","0.039","-7.813","0.035","2459660.607824","0.0003275","3.6600319544359","0.0000044342687","4.7853013723993","0.027072828","8.446925","0.039915","7749.7203264829","36.76219","17.556556780949","0.81297934","1804.5548718883","1662.3109767207","209.37764","505.703","5.0755","5988","140","3.93","0.08","1.8862600326538","0.0869244","","","1.11","0.147552","14,15,16,20,21,22,26,40,41,47,48,49,53,56,60","found in faint-star QLP search; TESS CP (Montalto et al. 2021)","2021-06-23","2024-09-06","2024-09-07"
+"408729765","4139.01","","5","5","5","5","5","5","5","7.4","35.2","39.54","0","0","0","PC","FP","12.9551","0.008","1","qlp-s26-faintsearch","FAINT","24.670602","80.433347","-9.382","0.03","2.243","0.025","2459026.64911","0.0034724","4.6200781","0.0001123","2.149","0.351","3.784952","0.009819","3480","9.0439","7.04607","0.51119","216.021","1068","12","610.592","5.668","5999","128.9","4.36","0.08","1.16","0.06","","","1.11","0.14784","18,19,25,26","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"400103802","4140.01","TIC 400103802.01","3","4","4","3","3","4","4","37.1","123.2","87.57","2","18","1","PC","PC","12.1311","0.006","1","qlp-s40-tois","FAINT","96.977875","74.00813","6.91","0.04","-2.301","0.039","2459910.467019","0.0009411711","4.2511214","0.0000057","2.823","0.1","15.120533","0.002176","13830","2.00381","11.2617","0.607523","240.568","1097","107","311.002","2.5875","5501","128.5","4.48","0.08","0.94","0.05","","","0.965","0.121235","19,20,26,40,53,59","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-06-23","2024-08-22","2024-09-01"
+"400093775","4141.01","","3","4","4","3","3","4","4","31.8","34.8","317","4","0","3","PC","PC","12.5401","0.008","1","qlp-s53-tois","FAINT","87.952472","71.290609","1.881","0.032","-4.556","0.037","2459763.847708","0.0016072","3.6022715","0.0000081","2.752","0.157","10.583052","0.389867","9700","359.016","14.4799","0.736902","582.883","1368","38","702.211","12.61","6338","126.7","4.21","0.09","1.45","0.07","","","1.25","0.201965","19,20,26,53","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"39573090","4142.01","","3","4","3","3","4","4","4","16.1","40.4","100.1","2","0","4","PC","PC","12.6521","0.007","1","qlp-s52-tois","FAINT","263.891395","35.276512","-4.332","0.023","0.38","0.025","2459767.777771","0.0032779","3.6593967","0.0000242","3.917","0.429","4.602405","0.005168","4230","4.76007","12.1105","0.715638","1001.69","1567","21","890.805","10.984","5875","120.1","3.92","0.08","1.86","0.09","","","1.06","0.135656","25,26,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"371711170","4143.01","","5","5","5","5","5","5","5","7.9","19.5","125.31","0","0","0","PC","FP","12.1158","0.007","1","qlp-s26-faintsearch","FAINT","70.100556","81.077272","10.058","0.064","-4.504","0.099","2459015.247898","0.0086838","9.8482192","0.0007348","4.24","0.814","1.814695","0.006716","1670","6.18557","13.8742","1.27637","206.691","1056","9","1283.53","58.315","6126","126.4","3.46","0.09","3.31","0.21","","","1.16","0.156119","17,18,19,23,24,25,26","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"313194972","4144.01","","3","4","3","3","3","4","4","15.8","93.6","90.26","4","16","1","PC","PC","11.9039","0.006","1","qlp-s52-tois","FAINT","86.617798","75.045539","-1.746","0.034","-14.478","0.042","2459744.991419","0.000946","16.9020565","0.0000231","5.729","0.229","16.288181","0.002168","14890","1.99691","11.3763","0.641715","62.5724","783","104","260.002","1.603","5442","129.4","4.49","0.08","0.91","0.05","","","0.949","0.126866","19,20,26,40,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"279947414","4145.01","TIC 279947414.01","3","5","5","3","4","4","4","69.1","214.5","100.78","2","11","3","PC","CP","11.5241","0.006","1","qlp-s52-tois","FAINT","39.429743","80.267384","11.766","0.04","-13.413","0.044","2459767.636557","0.000225","4.0664446","0.0000013","1.712","0.075","21.646797","0.004075","19740","3.7531","12.1827","0.685761","89.3911","856","235","205.387","1.1905","5421","155.1","4.54","0.08","0.86","0.05","","","0.944","0.124549","18,19,25,26,52,53","V-shaped; found in faint-star QLP search; CTOI from Olmschenk et al. (2021); multiple stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"23124038","4146.01","","3","5","5","3","3","4","4","94.7","187.7","116.72","3","0","1","PC","APC","11.5765","0.007","1","qlp-s53-tois","FAINT","274.417782","34.091383","-48.834","0.103","-28.03","0.105","2459768.295468","0.0005156","0.7011578","9e-7","0.932","0.177","6.413894","1.205837","5890","1110","13.2816","1.3563","4863.59","2326","81","464.611","12.306","6036","128.7","4.13","0.08","1.51","0.08","","","1.12","0.146413","26,40,53","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"138329479","4147.01","","3","4","3","3","3","4","4","39.5","91.3","121.83","3","1","1","PC","PC","12.7833","0.009","1","qlp-s52-tois","FAINT","83.088172","79.809132","8.892","0.019","1.009","0.022","2459767.712267","0.000859","2.3745416","0.0000032","3.17","0.13","11.559261","0.002596","10590","2.39068","13.6144","0.703471","1303.71","1674","57","631.739","5.0715","5865","129.4","4.23","0.08","1.3","0.06","","","1.06","0.13825","19,20,25,26,40,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"137157546","4148.01","","5","5","5","5","5","5","5","6.3","46.1","13.55","1","2","4","EB","FP","12.0672","0.006","1","qlp-s26-faintsearch","FAINT","30.021663","77.369001","-3.332","0.051","-5.546","0.049","2459721.117312","0.0057037505","3.6841446","0.0000721","2.967","0.382","2.456541","0.002937","2260","2.70526","3.74263","0.281723","286.262","1145","21","204.639","1.293","4939","201.8","4.55","0.1","0.79","0.05","","","0.812","0.110491","18,19,25,26,52","found in faint-star QLP search; TFOP FP/NEB","2021-06-23","2024-08-22","2024-08-22"
+"103096524","4149.01","","3","4","3","3","1","4","4","42.7","114.3","97.77","3","2","0","PC","PC","12.8508","0.014","1","qlp-s52-tois","FAINT","61.055097","75.496655","3.733","0.056","-4.069","0.06","2459768.675673","0.0008009","3.2928068","0.0000054","2.107","0.154","18.019932","0.007743","16460","7.13136","11.9432","0.803304","159.842","990","55","331.43","3.9135","5037","143.4","4.44","0.09","0.91","0.06","","","0.84","0.102786","25,26,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"102719996","4150.01","","3","4","3","3","3","4","4","14.8","47.4","115.11","2","0","1","PC","PC","12.8051","0.014","1","spoc-s14-s55-b0A-PC","FAINT","62.520982","70.915716","-6.49","0.021","12.878","0.028","2459726.067196","0.006738687","9.7938352036989","0.0025256702","4.6542393580503","0.41846794","6.783445","0.636436","6228.3071315933","586.0073","13.18159994416","1.1075028","254.82547944147","1019.0147305271","10.776709","636.934","8.0485","5737","143.5","4.12","0.08","1.4620200395584","0.0741256","","","1.02","0.125924","19,25,26,52,53","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"406926040","4151.01","","3","4","3","3","3","4","4","11.5","42","99.12","1","2","2","PC","PC","11.2924","0.007","1","qlp-s49-tois","FAINT","287.427001","56.364271","0.31","0.042","6.853","0.045","2459910.920229","0.00587131","11.6999152","0.0000295","3.863","0.18","3.218545","0.000696","2960","0.641485","12.0929","0.56622","157.492","986","42","701.278","11.6445","6906","97","3.94","0.09","2.16","0.1","","","1.46","0.245557","14,15,16,19,20,22,23,26,40,41,47,49,50,53,54,55,56,59","found in faint-star QLP search; 2 stars in pixel; see observing notes re: possible composite spectrum","2021-06-23","2024-08-22","2024-08-22"
+"1813844121","4152.01","","3","4","4","3","4","4","4","194.6","276.4","317","3","1","2","PC","PC","11.7729","0.052","1","qlp-s40-tois","FAINT","280.763651","24.089703","-0.176","0.177","-5.824","0.243","2459744.512198","0.0008432315","1.5822588","0.0000028","2.964","0.061","14.515172","0.000467","13280","0.430165","","","","","114","555.317","43.935","","","","","","","","","","","26,40,53,54","found in faint-star QLP search; no stellar radius; F star; equally bright neighbor 1 arcsec away","2021-06-23","2024-08-22","2024-08-22"
+"470171739","4153.01","TIC 470171739.01","3","4","4","3","3","4","4","57.8","76.5","317","5","31","1","PC","PC","11.1477","0.006","1","spoc-s14-s60-b0A-PC","FAINT","335.39347","82.216079","16.33","0.041","8.273","0.038","2460452.837662","0.000668635","4.6174253907419","0.00001264706","4.5173138193416","0.028562425","10.267957","0.058538","9412.5600539734","53.913795","16.663233654745","0.7609565","1212.0072219156","1504.8598368416","169.56935","423.84","3.6345","6411","231.7","4.1","0.1","1.672189950943","0.0757286","","","1.289","0.218178","18,19,24,25,26,53,58,59,60,79","found in faint-star QLP search","2021-06-23","2024-09-09","2024-09-10"
+"470156846","4154.01","","3","4","3","3","3","4","4","11.2","32.8","110.72","2","0","1","PC","PC","12.7397","0.008","1","qlp-s52-tois","FAINT","332.9053","82.730642","-5.812","0.027","-1.278","0.034","2459764.089651","0.0035519","7.3446285","0.000036","5.044","0.33","4.580598","0.002381","4210","2.19269","12.8665","0.689679","506.001","1321","27","975.983","15.678","6320","131.8","3.94","0.09","1.99","0.09","","","1.25","0.190994","18,19,20,24,25,26,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"467331291","4155.01","","1","4","4","1","3","4","4","4.5","42.6","9.46","4","4","3","PC","PC","11.2473","0.006","1","qlp-s52-tois","FAINT","325.636227","77.734384","31.487","0.041","27.596","0.037","2459913.520622","0.0038257753","3.3207642","0.0000134","2.487","0.224","1.021072","0.000937","940","0.863072","3.02356","0.173903","586.762","1371","16","240.737","1.2675","6142","389.6","4.55","0.11","0.95","0.05","","","1.164","0.222827","17,18,19,24,25,26,52,58,59","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"462553953","4156.01","","1","4","1","1","3","4","4","2.5","28","6.02","1","2","2","PC","PC","10.7152","0.007","1","qlp-s49-tois","FAINT","230.780834","76.331882","-30.984","0.034","35.394","0.038","2459660.594644","0.0037438","4.461878","0.0000292","2.937","0.473","0.543004","0.000924","500","0.851334","2.32515","0.156053","459.495","1289","15","213.719","0.997","5986","132.4","4.45","0.08","1.04","0.05","","","1.1","0.141779","14,15,19,20,21,26,40,41,47,48,49,53","found in faint-star QLP search; variable host; potential multi","2021-06-23","2024-08-22","2024-08-22"
+"462553953","4156.02","","2","4","2","2","3","4","4","2.1","29","9.8","1","2","2","PC","PC","10.7152","0.007","2","spoc-s14-s60-b0A-PC","SPOC","230.780834","76.331882","-30.984","0.034","35.394","0.038","2458844.820135","0.0027304096","12.82263904174","0.00005461288","3.1703391958512","0.31028894","0.815592","0.073802","750.90574940842","67.971954","3.0954065229226","0.46385154","101.39289892131","809.32253765276","10.467","213.719","0.997","5986","132.4","4.45","0.08","1.0396300554275","0.0514071","","","1.1","0.141779","20,21,47,48,49,53,60","low SNR; near 3:1 resonance","2023-03-02","2023-05-19","2023-06-16"
+"461538935","4157.01","","5","5","5","5","5","5","5","15","76","45.24","1","2","4","EB","FP","11.5576","0.022","1","qlp-s52-tois","FAINT","345.981898","85.443022","15.327","0.042","-5.791","0.037","2459767.361077","0.0023052","5.289835","0.000019","3.179","0.363","2.532717","0.356668","2330","328.449","7.64474","2.22559","2582.58","1986","28","348.692","3.26","6655","183.5","4.5","0.09","1.11","0.05","","","1.4","0.240727","18,20,25,26,40,52,53","V-shaped; found in faint-star QLP search; off target in spoc-s14-s55-b0A-PC on TIC 461538932","2021-06-23","2024-08-22","2024-08-22"
+"441797394","4158.01","","3","4","3","3","2","4","4","","","19.23","0","1","1","PC","PC","12.275","0.034","1","qlp-s56-tois","FAINT","264.300955","72.086479","","","","","2459846.562281","0.003497","13.4167713","0.0000643","2.151","0.744","1.934333","0.223325","1780","205.669","","","","","12","397.98","","","","","","","","","","","","14,15,16,17,18,19,21,22,23,24,25,26,41,47,48,49,51,52,53,54,55,56","found in faint-star QLP search; large and variable host star","2021-06-23","2024-08-22","2024-08-22"
+"441600335","4159.01","","3","5","5","3","1","4","4","20.9","49.7","58.47","1","2","0","PC","APC","12.2075","0.006","1","qlp-s53-tois","FAINT","115.451745","74.183878","-15.879","0.039","-6.103","0.047","2459768.139016","0.0017873","0.8659846","0.0000029","0.891","0.374","1.80382","0.32123","1660","295.82","8.86618","0.87666","1311.06","1676","12","745.908","16.5805","5815","126.8","3.89","0.08","1.92","0.1","","","1.05","0.139542","20,26,40,47,53","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"441580526","4160.01","","3","4","4","3","3","4","4","32.7","106.2","94.79","2","3","1","PC","PC","12.2319","0.006","1","spoc-s14-s60-b0A-PC","FAINT","111.741144","72.229339","3.754","0.033","-9.493","0.039","2459598.996838","0.0005904","4.4427145504431","0.000010754138","3.2966866148649","0.049961254","13.349596","0.151852","12220.152568659","139.8514","11.758548143134","0.6272951","375.12500273113","1122.4415956008","87.91641","399.676","3.983","5754","132.4","4.41","0.08","1.0441299676895","0.053706","","","1.029","0.129809","20,26,40,47,53,60","slight depth-aperture correlation; found in faint-star QLP search","2021-06-23","2024-09-06","2024-09-06"
+"441572821","4161.01","","3","4","3","3","3","4","4","17.9","54.2","124.16","3","1","2","PC","PC","11.9399","0.007","1","spoc-s14-s60-b0A-PC","FAINT","110.150431","72.7594","-0.957","0.033","-1.67","0.039","2459603.737866","0.0028572","4.2607797019325","0.00004105649","6.4465003049482","0.17486683","4.195821","0.133867","3857.036418731","123.28848","13.782235840202","0.74633783","3322.0021574818","1936.2869886002","21.83979","1064.43","28.815","7409","121.8","4","0.08","2.1503200531006","0.0938592","","","1.69","0.2887","20,26,40,47,53,60","found in faint-star QLP search; fast rotator/pulsator host","2021-06-23","2024-09-08","2024-09-08"
+"420114036","4162.01","","3","4","3","3","3","4","4","45.2","59.2","317","4","3","1","PC","PC","12.095","0.008","1","qlp-s52-tois","FAINT","290.391821","73.350122","-18.509","0.031","0.002","0.04","2459737.85419","0.0005171","4.3744258","0.0000033","5.275","0.061","9.355811","0.000149","8580","0.137644","19.4866","0.922258","1159.28","1625","159","725.754","9.786","6013","130.7","3.86","0.08","2.05","0.1","","","1.11","0.143635","14,15,16,17,19,20,21,22,23,24,25,26,40,41,47,49,50,51,52","found in faint-star QLP search; possibly inflated","2021-06-23","2024-08-22","2024-08-22"
+"420112217","4163.01","","3","4","3","3","4","4","4","3.6","24.7","46.76","0","0","2","PC","PC","12.4899","0.009","1","qlp-s52-tois","FAINT","290.057677","73.989657","-6.959","0.029","-2.382","0.029","2459736.717051","0.0039214","21.5615248","0.000104","5.73","0.51","3.915703","0.002691","3600","2.47858","7.76454","0.430661","51.2879","745","29","485.147","3.6985","5644","121.7","4.22","0.08","1.28","0.06","","","1","0.120144","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"420108587","4164.01","","1","4","3","1","4","4","4","3","22.2","13.46","1","1","5","PC","PC","12.2779","0.006","1","qlp-s26-faintsearch","FAINT","284.884564","73.513284","2.877","1.398","1.007","1.398","2459849.162648","0.0051588","3.522843","0.000023","2.874","0.5","0.868937","0.069079","800","63.6225","3.93303","0.504998","638.021","1400","10","511.193","","5952","353.9","","","1.39","0.17","","","","","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,54,55,56","found in faint-star QLP search; potential centroid offset; bad transit shape","2021-06-23","2024-08-22","2024-08-22"
+"398371628","4165.01","","3","4","3","3","1","4","4","27.4","100.7","97.82","4","3","0","PC","PC","12.1926","0.008","1","qlp-s52-tois","FAINT","316.012586","85.878209","19.778","0.035","29.594","0.041","2459913.360441","0.0016591797","7.1406422","0.0000102","1.9916579295649","0.10360395","8.192688","0.443511","7517.3472751554","408.40536","11.978217999043","5.4364552","156.64525790228","902.2960633725","54","338.176","2.7375","5463","121.4","4.42","0.08","1.000069975853","0.0520905","","","0.95","0.121213","18,19,20,25,26,40,47,52,59","V-shaped; found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"389777651","4166.01","","2","4","2","2","4","4","4","2.8","27.3","8.99","0","2","4","PC","PC","11.6431","0.006","1","qlp-s47-tois","FAINT","156.22955","84.754719","-28.114","0.04","-5.015","0.037","2459606.707073","0.0057811","5.236124","0.000058","2.622","0.407","1.010204","0.002839","930","2.61524","2.94616","0.229194","188.943","1032","11","257.962","1.4595","5604","144.5","4.47","0.08","0.96","0.05","","","0.991","0.128995","14,20,26,40,47","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"377165123","4167.01","","5","5","5","5","5","5","5","6.4","46.2","53.96","1","0","0","PC","FP","12.9474","0.006","1","qlp-s56-tois","FAINT","285.797008","57.388177","13.523","0.039","14.124","0.032","2459845.365372","0.0015308","14.793901","0.0000323","3.171","0.259","8.885006","0.423418","8150","389.906","8.42756","0.550541","19.3352","584","35","359.643","2.5885","5095","127.5","4.52","0.09","0.84","0.05","","","0.85","0.106445","14,15,16,17,18,19,20,22,23,24,25,26,40,41,47,48,49,50,52,53,54,55,56","found in faint-star QLP search; depth aperture correlation","2021-06-23","2024-08-22","2024-08-22"
+"372758077","4168.01","","3","5","5","3","3","4","4","16.8","42.5","317","1","11","2","PC","PC","11.447","0.011","1","spoc-s14-s60-b0A-PC","FAINT","173.833691","79.413053","25.987","0.061","7.203","0.043","2459394.256621","0.0016135245","29.382147588655","0.00024362988","2.9371293379469","0.18624201","7.162768","0.365426","6575.4394880445","336.51337","14.732977568453","15.051523","41.987746614698","649.23270838259","29.363188","326.475","3.004","6016","139.7","4.36","0.08","1.1547199487686","0.053186","","","1.11","0.147731","14,20,21,26,40,41,53,60","found in faint-star QLP search; v-shaped","2021-06-23","2024-09-06","2024-09-07"
+"372747949","4169.01","","3","4","3","3","1","4","4","13.7","31.6","91.8","0","0","0","PC","PC","12.7553","0.008","1","qlp-s52-tois","FAINT","311.820471","76.107008","9.747","0.026","2.337","0.026","2459763.167593","0.0035353","3.4026932","0.0000159","5.23","0.329","3.153209","0.001387","2900","1.27709","11.5347","0.636205","1695.28","1787","28","917.988","11.8065","5661","125","3.77","0.08","2.18","0.11","","","1.01","0.129359","17,18,19,24,25,26,52","found in faint-star QLP search; 3 stars in pixel","2021-06-23","2024-08-22","2024-08-22"
+"366972162","4170.01","","3","4","4","3","3","4","4","49.2","47.1","317","5","1","1","PC","PC","12.3623","0.008","1","qlp-s52-tois","FAINT","337.594234","77.865504","-3.678","0.044","-6.046","0.037","2459738.853306","0.0009154","2.190225","0.0000026","3.151","0.06","9.541999","0.000587","8750","0.540498","15.1395","0.741834","1559.45","1750","75","587.217","7.1785","5929","125.5","4.09","0.08","1.56","0.08","","","1.08","0.135717","17,18,19,24,25,26,52","found in faint-star QLP search; not synchronized to underlying variability","2021-06-23","2024-08-22","2024-08-22"
+"362223355","4171.01","","3","4","3","3","3","4","4","3.3","28.8","10.21","3","0","1","PC","PC","12.4747","0.006","1","qlp-s26-faintsearch","FAINT","286.720557","81.654539","10.876","0.029","26.487","0.032","2459885.746921","0.003189843","3.7453991","0.0000708","3.327","0.534","1.510223","0.002653","1390","2.44373","3.17171","0.227621","428.765","1267","15","279.324","1.6515","5133","123.2","4.56","0.09","0.81","0.05","","","0.865","0.109538","14,18,19,20,24,25,26,40,47,52,58","found in faint-star QLP search; bad transit shape (w-like)","2021-06-23","2024-08-22","2024-08-22"
+"359388309","4172.01","","1","4","1","1","4","4","4","2","21.3","6.12","3","1","5","PC","PC","12.2997","0.006","1","qlp-s56-tois","FAINT","268.045217","58.366826","-0.99","0.035","0.125","0.038","2459850.557908","0.0059005","4.1915095","0.0000303","3.187","0.459","0.977603","0.060056","900","55.3122","2.33252","0.176641","270.353","1129","15","241.956","1.0255","4996","127.2","4.56","0.09","0.79","0.05","","","0.828","0.102736","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,50,51,52,53,54,55,56","found in faint-star QLP search; possible stellar variability","2021-06-23","2024-08-22","2024-08-22"
+"358613376","4173.01","","3","4","3","3","3","4","4","27.2","102.1","127.56","2","1","1","PC","PC","12.6361","0.007","1","qlp-s41-tois","FAINT","175.198472","79.612558","1.809","0.034","2.398","0.032","2459942.653105","0.0010747293","8.2713274","0.0000115","3.809","0.07","22.754962","0.001849","20740","1.70296","14.0507","0.684684","146.225","968","113","462.904","3.392","5921","128.9","4.5","0.08","0.97","0.05","","","1.08","0.137182","14,20,21,26,40,41,53,60","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"356822426","4174.01","","3","4","3","3","3","4","4","7.2","25.7","38.55","0","2","1","PC","PC","12.456","0.008","1","qlp-s51-tois","FAINT","275.098441","71.161935","1.475","0.032","-5.681","0.036","2459714.79482","0.0027655","1.5569519","0.000006","1.066","0.185","1.03194","0.003021","950","2.78202","6.93656","0.492495","614.242","1386","14","1043.59","19.345","6464","124.8","3.94","0.08","2.04","0.09","","","1.31","0.203135","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51","found in faint-star QLP search","2021-06-23","2024-08-22","2024-08-22"
+"952046774","4175.01","","3","4","3","3","3","4","4","34.6","254.6","9.25","1","2","1","PC","PC","8.0935","0.007","1","qlp-s46-tois","QLP","198.540133","-16.559329","140.331","0.213","-140.138","0.247","2459578.454185","0.0012964","2.1632835","0.0000143","1.362","0.331","0.901535","0.000844","830","0.777451","","","","","29","46.5528","0.2466","","","","","","","","","","","37,46","no stellar information; brighter of two real stars (TIC 952046774 and 952046773) which are phantom split with TIC 347752831","2021-06-29","2022-03-11","2022-12-14"
+"58533991","4176.01","","3","5","5","3","3","4","4","101.6","156.7","317","0","0","1","PC","APC","9.5399","0.009","1","qlp","QLP","202.001393","-29.791077","-7.708","0.122","8.812","0.185","2459328.306387","0.0016372","3.2089372","0.0014808","3.1","0.19","6.872702","0.007524","6310","6.9299","19.3856","1.08927","1849.02","1826","12","397.15","10.6855","7423","131.128","3.89774","0.0851204","2.43","0.1","","","1.7","0.270031","37","large planet candidate; additional variability in LC","2021-06-29","2021-06-29","2022-12-14"
+"130981260","4177.01","","3","5","5","3","3","4","4","57.5","70.6","317","0","0","1","PC","APC","10.1793","0.006","1","qlp-s64-ffi","QLP","188.565163","-35.05366","-33.6","0.086","1.661","0.157","2460065.35254","0.000499","3.6928289","0.0000034","3.866","0.113","5.685661","0.055095","5223","50.7434","15.6542","0.776477","1756.36","1803","79","430.587","13.2545","7042","125.8","3.97","0.09","2.13","0.1","","","1.55","0.258256","10,37,64","variable host","2021-06-29","2023-06-28","2023-08-10"
+"289988797","4178.01","","5","5","5","5","5","5","5","65.7","179.2","69.61","0","2","3","EB","FP","10.0415","0.006","1","qlp-s46-tois","QLP","192.13314","-13.65338","-64.101","0.081","-23.867","0.049","2459576.857352","0.0003848","2.2042212","0.0000013","1.011","0.27","4.624212","0.001685","4250","1.55179","9.78883","0.537635","97.961","876","14","197.507","2.1175","5702","130.2","4.14","0.08","1.42","0.07","","","1.016","0.132269","10,37,46","TFOP FP (SEB2)","2021-06-29","2022-03-11","2022-12-14"
+"297148017","4179.01","","3","4","3","3","3","4","4","","","14.43","1","2","1","PC","PC","10.3738","0.006","1","qlp","QLP","202.416161","-16.555127","-55.88","2","-4.41","2","2459330.92687","0.003807","2.5485772","0.0000238","3.113","0.383","1.379761","0.58778","1270","541.219","","","4846.69","2324","13","","","4813.4","147.7","","","","","","","","","10,37","possible depth-aperture correlation; check neighbor TIC 2917148024","2021-06-29","2021-06-29","2022-12-14"
+"126737992","4180.01","","3","4","4","3","3","4","4","18","109","17.29","1","0","3","PC","APC","8.2938","0.006","1","spoc-s01-s36-b0H","SPOC","136.91925","-50.640231","-42.768","0.198","16.208","0.194","2459989.161676","0.0016111191","1.5954319238663","0.000005244442","1","0.118444346","0.51437","0.032038","473.63974365215","29.50773","4.3219935400283","1.553364","10433.760937011","2577.6857460226","21.354738","166.873","3.04","7511","212","3.92857","0.448202","1.9206700325012","0.0697889","","","1.75","0.282141","8,9,35,36,62,63","possible odd-even or secondary; variable star","2021-07-01","2023-09-11","2023-09-12"
+"426017070","4181.01","","5","5","5","5","5","5","5","8.2","359.4","9.22","10","0","2","PC","FP","15.951","0","1","spoc","SPOC","42.812401","-73.155511","1.758","0.085","-0.781","0.083","2458354.576309","0.0009535105","0.59924623207545","0.0000041201765","2.2160462240452","0.109470725","25.637872","1.33959","23336.738908915","1233.0469","2.9851106693317","1.7268035","228938.90695106","5578.9137955169","19.603586","5885.3","1094.32","31000","","5.59998","","0.18000000715256","0.104","","","0.47","0.03","2,13,27,28,29","V-shaped but consistent with grazing incidence; possible odd-even","2021-07-01","2021-07-01","2022-12-14"
+"31637479","4182.01","","2","4","2","2","3","4","4","1.2","19.4","8.15","0","1","8","PC","PC","9.2747","0.006","1","qlp-s68-ffi","SPOC","45.914751","-69.747697","127.585","0.053","58.437","0.051","2460184.893103","0.0069073","27.848697","0.0001969","3.519","1.4","0.372471","0.035321","343","32.5315","2.77036","0.220484","19.8693","588","10","132.682","0.437","5399.6","104","3.9","0.16","1.56","0.08","-0.77","0.11","0.94","0.116785","1,2,3,27,28,29,30,67,68","potential L1 planet; low SNR","2021-07-08","2023-11-16","2023-12-08"
+"421951960","4183.01","","2","4","2","2","3","4","4","4.2","52.3","10.76","1","4","1","PC","PC","9.10478","0.006","1","spoc","SPOC","329.829884","-19.7446","25.977","0.091","6.913","0.093","2458332.496296","0.0017838152","11.791557440115","0.000042793923","1.6063345299138","0.7325485","0.718961","0.083525","661.96851566122","76.9263","3.2687802107972","4.8328824","187.59280593571","943.89523663287","7.5005584","135.086","0.9965","6407","197","4.35687","0.325366","1.245120048523","0.0545578","","","1.257","0.180278","1,28","potential L1 planet; low SNR","2021-07-08","2021-07-08","2022-12-14"
+"394357918","4184.01","","2","5","5","2","4","4","4","2.2","64.5","7.07","8","0","2","PC","CP","14.2612","0.007","1","spoc-s01-s39-b0A-PC","SPOC","43.828475","-79.414704","79.049","0.151","165.735","0.109","2458326.789691","0.0011867856","4.9019938399647","0.00001396118","1.3243803704244","0.2470788","11.762238","1.029329","10774.951205986","947.59814","2.5554145281652","0.43741205","5.0534848103776","382.39965407016","11.158407","69.3649","0.3229","3147","99","5.04654","0.551884","0.24080699682236","0.00741195","","","0.210978","0.0201844","1,28,39","small star","2021-07-08","2022-03-21","2023-12-03"
+"152563846","4185.01","","1","4","2","1","3","4","4","2.1","31","11.08","1","1","3","PC","PC","10.7194","0.006","1","spoc-s01-s39-b0A-PC","SPOC","172.227886","-38.106977","-86.584","0.044","69.757","0.048","2460064.26053","0.0035744067","16.541421896152","0.00012691574","3.4223633255214","0.44012034","1.193518","0.10696","1098.6666330914","98.509155","3.3270234248182","0.85245556","23.342636386011","560.60533423033","10.98966","99.0303","0.3682","4395.6","79","4.49","0.16","0.93843501806259","0.0774372","-0.67","0.09","0.69","0.0810885","10,36,37,63","weak signal; even transit shapes worse than odd; possible TTVs","2021-07-08","2024-01-22","2024-01-22"
+"300579472","4186.01","","2","4","4","2","3","4","4","2.7","51.1","5.33","3","4","1","PC","PC","8.985","0.006","1","qlp-s68-ffi","SPOC","321.108012","-29.248223","145.385","0.354","-201.617","0.166","2460168.355054","0.007634","12.7503356","0.000074","3.297","0.995","0.75159","0.060739","692","55.9411","2.17135","0.168112","54.0301","755","11","68.4487","0.45105","5639","188","4.55041","0.268311","0.88","0.05","","","0.94","0.117648","1,28,68","","2021-07-08","2023-11-15","2023-12-08"
+"176780257","4187.01","TIC 176780257.01","3","4","3","3","3","4","4","4.8","38.3","24.46","0","4","1","PC","PC","8.301","0.006","1","spoc","SPOC","48.283944","-34.375416","87.231","0.04","32.742","0.044","2458425.23933","0.008904724","30.881260137048","0.00044275643","10.772337429121","0.4890031","0.461709","0.02864","425.15969985543","26.378208","5.2996591592079","0.35812038","148.96107456532","891.02101823245","13.299181","154.732","0.797","6047","135.898","3.7899","0.0818679","2.2319900989533","0.106372","","","1.12","0.150456","4,30,31","","2021-07-08","2021-07-08","2022-12-14"
+"424747720","4188.01","","5","5","5","5","5","5","5","20.4","128.7","96.4","1","0","0","PC","FP","13.0123","0.008","1","spoc","SPOC","290.672257","-51.426409","-8.162","0.048","-37.911","0.045","2458655.604161","0.0006476378","10.281328392638","0.000029710822","2.4414916376118","0.07057238","41.310875","0.821865","37333.963168406","756.6788","11.875911930378","0.42105705","10.998280922514","464.46281678014","51.878952","148.134","0.8115","3919","169","4.63413","0.262631","0.59331697225571","0.0176925","","","0.582602","0.0203219","13,27","","2021-07-08","2021-07-08","2022-12-14"
+"7422496","4189.01","TIC 7422496.01","1","4","1","1","3","4","4","1.1","44","6.67","7","3","3","PC","PC","8.7601","0.006","1","spoc","SPOC","81.348892","-44.431285","-44.098","0.042","-110.328","0.051","2458470.361615","0.002622208","46.962105260915","0.0002137691","5.7665721656199","0.2839883","0.823071","0.037253","757.78873137454","34.311115","2.4680695336031","0.39548135","11.38144260628","468.45629335331","16.444445","69.6026","0.1272","5744","117.134","4.56261","0.0761973","0.87932097911835","0.0413869","","","1.03","0.129726","5,6,31,32,33","","2021-07-08","2021-07-08","2022-12-14"
+"65416038","4190.01","","2","4","2","2","4","4","4","1.1","24.2","5.27","3","3","2","PC","PC","10.6617","0.006","1","spoc","SPOC","40.92402","-28.343988","-3.726","0.053","-68.86","0.059","2458388.816262","0.004340777","15.606230733077","0.00012200552","3.6444849239109","0.6608778","0.715814","0.076631","659.07178905392","70.57729","2.1494954485153","1.4133782","29.418363490668","593.98349443392","8.667278","121.494","0.445","5067","128.23","4.54195","0.0876687","0.81658500432968","0.0507965","","","0.847","0.0983194","3,30,31","potential L1 planet; low SNR","2021-07-08","2021-07-08","2022-12-14"
+"167905035","4191.01","","2","4","2","2","3","4","4","0","12","5.81","0","2","1","PC","PC","8.6282","0.006","1","spoc","SPOC","151.707956","-29.966743","-73.111","0.066","-111.819","0.064","2458548.668852","0.0042389184","742.8561163655","0.006044841","5.6483284919738","0.73893756","0.451044","0.047579","415.34041786696","43.82107","2.2756143062179","1.3284355","0.46710533061435","210.84992721816","9.040324","83.9132","0.241","5816","116.194","4.37494","0.0723557","1.10194003582","0.0502312","","","1.05","0.12454","9,35,36","actual period is likely shorter","2021-07-08","2021-07-08","2022-12-14"
+"41995709","4192.01","","3","4","3","3","3","4","4","55.9","70.2","317","1","6","1","PC","PC","11.8791","0.006","1","qlp-s03-faintsearch","FAINT","23.788129","-41.507216","16.548","0.027","21.795","0.032","2458403.421558","0.0026421","4.2300182","0.0009736","1.847","0.226","3.774056","1.736459","3470","1598.06","17.0408","6.38388","927.501","1537","18","507.639","6.9805","6064.1","126.4","4.18","0.08","1.44","0.07","-0.45","0.12","1.13","0.147748","3","somewhat V-shaped; found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"382419744","4193.01","","3","4","3","3","3","4","4","16","53.5","91.53","2","0","1","PC","PC","12.7464","0.006","1","qlp-s03-faintsearch","FAINT","35.04738","-54.10332","28.508","0.027","-5.544","0.023","2458397.745101","0.0016827","6.5081212","0.0005307","5.472","0.331","9.005425","0.004132","8260","3.80614","11.511","0.63935","473.037","1299","52","597.937","5.667","5652.8","442.1","4.38","2","1.27","0.06","","","1.01","0.127536","2,3","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"299176311","4194.01","","3","5","5","3","4","4","4","19","67.4","34.58","5","1","2","PC","APC","12.5496","0.007","1","qlp-s03-faintsearch","FAINT","22.26623","-8.17935","8.914","0.072","9.862","0.054","2458404.822816","0.0036543","1.0432995","0.0002818","1.169","0.313","3.545282","0.020032","3260","18.4501","6.51532","0.603765","1405.89","1705","13","505.742","10.5875","5943","121","4.42","0.08","1.07","0.05","","","1.09","0.135835","3","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"67598139","4195.01","","3","4","3","3","3","4","4","12.1","50.2","56.18","2","0","1","PC","PC","12.6802","0.006","1","qlp-s03-faintsearch","FAINT","17.632245","-34.270678","19.339","3.329","8.408","3.329","2458399.818502","0.0022451","5.4447698","0.001653","1.366","0.285","5.900696","0.021416","5420","19.7245","","","55.9408","761","13","491.261","","5890","139.1","","","","","","","","","3","some odd-even but few transits; found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"67566164","4196.01","","3","4","4","3","3","4","4","60.7","75.3","317","4","1","1","PC","PC","12.5345","0.006","1","qlp-s03-faintsearch","FAINT","16.001037","-31.68549","-2.776","0.043","-0.341","0.038","2458404.326719","0.0007633","3.125924","0.0002101","2.985","0.075","20.484439","0.002817","18690","2.59475","17.3686","0.908541","600.297","1378","82","560.078","9.9665","5828","130.4","4.28","0.08","1.24","0.06","","","1.05","0.134593","3","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"332579116","4197.01","TIC 332579116.01","3","4","4","3","3","4","4","56.5","163","107.63","3","1","1","PC","PC","12.8512","0.006","1","qlp-s05-faintsearch","FAINT","62.022558","-12.332383","-2.192","0.03","-4.431","0.021","2458456.806385","0.0005058","3.9017499","0.0002889","1.845","0.221","30.197827","0.020094","27430","18.5068","12.6062","0.971587","73.9553","816","70","240.7","1.3865","4665","121.8","4.6","0.09","0.71","0.05","","","0.74","0.0897944","5","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-07-12","2024-08-22","2024-08-22"
+"459913687","4198.01","","3","4","3","3","1","4","4","24.1","70.6","101.75","2","0","0","PC","PC","13.3547","0.009","1","qlp-s05-faintsearch","FAINT","59.018561","3.610113","0.533","0.05","1.524","0.036","2458458.49423","0.001914","4.746318","0.0008478","3.117","0.343","13.624255","0.013246","12470","12.1998","12.2509","","290.335","1149","24","545.887","9.4395","5648","19.1","4.36","","1.09","","0.0459514","0.0184471","1","","5","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"220144363","4199.01","","3","4","3","3","3","4","4","42.5","54.4","317","5","12","2","PC","PC","11.5141","0.006","1","qlp-s06-faintsearch","FAINT","99.039982","6.472367","-4.312","0.064","-6.163","0.057","2458487.70703","0.0019091","4.4466179","0.0007335","4.511","0.347","8.644208","0.00273","7930","2.51405","16.7023","0.870113","1257.77","1659","47","598.941","12.54","6534","192.2","4.03","0.09","1.85","0.09","","","1.347","0.227049","6","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"53593542","4200.01","","3","4","3","3","1","4","4","72.2","110.1","317","2","0","0","PC","PC","13.5569","0.007","1","qlp-s06-faintsearch","FAINT","100.367833","-3.892372","0.931","2.159","-2.906","2.159","2458489.557328","0.0027083","1.027641","0.0002127","1.977","0.278","13.800181","0.024829","12630","22.8684","","","2542.32","1978","21","1362.6","","5640","271.7","","","","","","","","","6","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"95057860","4201.01","","3","4","4","3","4","4","4","49.8","141.6","99.87","4","2","2","PC","CP","13.5011","0.008","1","qlp-s06-faintsearch","FAINT","90.474724","-13.461371","11.721","0.057","6.204","0.064","2458485.286309","0.0008542","3.5809733","0.0003732","2.18","0.115","40.765178","0.021199","36850","19.5244","12.0428","0.469155","40.4443","702","50","189.011","0.9885","3790","157","4.64","0.01","0.61","0.02","","","0.599491","0.0204013","6","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"237603062","4202.01","","3","4","3","3","3","4","4","61.8","128.8","317","2","0","1","PC","PC","13.519","0.008","1","qlp-s06-faintsearch","FAINT","103.310748","2.936985","-13.985","2.275","-3.021","2.257","2458485.594249","0.003309","2.6689906","0.0008983","2.854","0.737","15.461885","0.049937","14140","45.9929","","","728.121","1447","20","1466.79","","5247.8","173.5","","","","","","","","","6","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"72494421","4203.01","","3","4","3","3","1","4","4","59.2","126.7","317","1","0","0","PC","PC","13.5854","0.006","1","qlp-s06-faintsearch","FAINT","93.334811","-11.492309","1.233","2.203","-2.738","2.203","2458488.940223","0.0025956","2.9531039","0.0006847","2.501","0.179","18.362197","0.017277","16770","15.9124","","","332.97","1190","24","1500.32","","5304.5","91.3","","","","","","","","","6","some odd-even but few transits; found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"158697949","4204.01","","3","4","3","3","3","4","4","18.3","83.1","47.56","0","2","1","PC","PC","10.9786","0.006","1","qlp-s06-faintsearch","FAINT","86.905182","4.382898","3.983","0.062","-13.723","0.055","2458484.978133","0.0020931","3.9592516","0.0007277","3.269","0.437","3.436359","0.004094","3160","3.7703","7.85756","0.44129","1272.37","1663","34","346.758","4.3165","7068","436.7","4.35","0.11","1.39","0.06","","","1.564","0.322769","6","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"280645209","4205.01","","3","4","3","3","3","4","4","27.6","87.6","91.03","1","0","1","PC","PC","12.672","0.006","1","qlp-s06-faintsearch","FAINT","101.297015","-1.96049","-3.901","0.149","-16.391","0.162","2459217.815236","0.0022669","5.9056572","0.0000269","4.314","0.664","11.701927","0.078609","10720","72.3988","11.5383","1.184","523.023","1332","28","344.106","10.2975","5076","126.4","4.4","0.09","0.97","0.06","","","0.85","0.105131","6,33","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"281242007","4206.01","","3","4","3","3","3","4","4","26.8","58.9","127.19","1","0","1","PC","PC","13.2045","0.014","1","qlp-s06-faintsearch","FAINT","98.984253","4.713477","-1.802","0.049","0.266","0.044","2458489.048222","0.006519","2.4170503","0.0011611","3.246","0.339","8.425347","0.015253","7730","14.0481","13.975","","1340.72","1685","12","860.033","25.1195","5796.8","115.6","4.07","","1.56","","0.317","0.112","1.04","","6","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"37242226","4207.01","","5","5","5","5","5","5","5","38.7","50.4","317","1","0","0","PC","FP","13.3581","0.014","1","qlp-s06-faintsearch","FAINT","98.313616","-4.1063","-2.766","0.039","1.328","0.038","2458488.379945","0.0053666","1.0681394","0.0004473","2.082","0.336","7.944008","0.025076","7290","23.0956","19.5184","","7148.75","2561","12","1719.42","67.545","7248","122","3.95","","2.23","","","","1.63","","6","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"280304556","4208.01","","3","4","3","3","1","4","4","70.4","158.1","317","1","0","0","PC","PC","13.6625","0.017","1","qlp-s06-faintsearch","FAINT","100.898906","-1.158464","","","","","2458489.275982","0.0055711","1.72328","0.0006888","3.005","0.441","15.505938","0.032908","14180","30.3091","","","","","18","1725.36","","","","","","","","","","","","6","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"200090347","4209.01","","3","4","3","3","3","4","4","44.7","89.9","108.93","1","0","2","PC","PC","13.2977","0.016","1","qlp-s06-faintsearch","FAINT","86.682021","3.98974","-0.921","0.046","-5.176","0.042","2458489.686771","0.0027541","0.8631737","0.0001986","1.227","0.222","6.894555","0.026762","6330","24.6483","12.7525","","2000.07","1863","15","764.305","20.977","6142","122","4.17","","1.47","","","","1.16","","6","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"409315469","4210.01","","3","5","5","3","3","4","4","40.7","80","65.25","1","0","1","PC","APC","12.9715","0.006","1","qlp-s07-faintsearch","FAINT","109.772452","-14.970588","-9.827","0.037","-0.647","0.036","2459251.255943","0.0012206","1.0754208","0.0000031","1.01","0.276","5.38774","0.023621","4950","21.7557","9.41227","0.917771","358.947","1212","18","393.038","4.1795","4614","120.5","4.16","0.09","1.17","0.09","","","0.731","0.0854667","7,33,34","V-shaped; found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"385654601","4211.01","","3","4","3","3","3","4","4","40.3","72.5","317","0","0","2","PC","PC","12.9289","0.006","1","qlp-s07-faintsearch","FAINT","110.792422","-13.219616","1.157","1.471","1.065","1.471","2459250.468953","0.0023475","2.2715616","0.0000084","2.741","0.247","8.928793","0.007148","8190","6.58332","","","1884.67","1835","19","1523.53","","6671.3","412.2","","","","","","","","","7,34","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"126864892","4212.01","","3","5","5","3","3","4","4","37.3","145","317","0","2","1","PC","APC","11.974","0.019","1","qlp-s07-faintsearch","FAINT","116.382113","-25.98469","-6.1","3","0.3","2.6","2459252.978961","0.0033543","2.3485025","0.0000125","1.804","0.282","3.338337","0.007406","3070","6.82139","","","2588.32","1987","12","1051.92","","8807.8","421.8","","","","","","","","","7,34","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"32408928","4213.01","","5","5","5","5","5","5","5","26.3","80.2","61.57","2","0","1","PC","FP","12.6825","0.007","1","qlp-s07-faintsearch","FAINT","117.475892","-10.381904","-4.925","0.042","1.018","0.027","2459252.322453","0.0015066","1.0435229","0.0000026","1.476","0.165","5.409563","0.004878","4970","4.49265","9.09391","0.521429","2148.73","1896","24","656.326","10.5245","6259","129.6","4.34","0.09","1.23","0.06","","","1.22","0.174447","7,34","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"409594381","4214.01","","3","4","4","3","4","4","4","36.3","102.2","86.27","4","2","3","PC","PC","11.0071","0.006","1","qlp-s07-faintsearch","FAINT","110.24951","-13.926265","-0.331","0.073","-15.227","0.06","2459248.541475","0.000653","3.491383","0.0000054","2.999","0.14","5.060448","0.000536","4650","0.493613","11.154","0.567462","555.531","1352","65","346.881","5.017","5936.5","531.5","4.28","0.43","1.59","0.08","","","1.044","0.138368","7,33,34","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"7274938","4215.01","","3","4","3","3","1","4","4","20.4","56.9","85.25","1","0","0","PC","PC","13.0896","0.011","1","qlp-s07-faintsearch","FAINT","113.836327","-11.001601","-0.429","0.033","3.603","0.027","2459251.093808","0.0026247","1.0994412","0.000005","1.394","0.253","4.199051","0.012881","3860","11.8634","11.0223","","2816.92","2029","12","1183.53","29.39","6915","122","4.19","","1.63","","","","1.51","","7,34","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"187861378","4216.01","","5","5","5","5","5","5","5","8.7","128.9","14.53","0","1","1","PC","FP","11.2486","0.011","1","qlp-s07-faintsearch","FAINT","111.293211","-8.620052","-2.694","0.093","0.375","0.079","2459251.531855","0.0038019","2.1816809","0.000014","3.83","0.474","1.390633","0.001852","1280","1.7059","","","13037.6","2976","16","1675.78","176.07","8582.7","1083.8","4.08","1.23","","","","","","","7,34","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"108939482","4217.01","","5","5","5","5","5","5","5","25.3","70.8","80.42","0","0","0","EB","FP","13.5295","0.01","1","spoc-s61-b0A","FAINT","112.729853","-28.684266","-6.705","0.031","3.376","0.035","2459963.592775","0.0027627256","1.1870336669464","0.00023505975","2.7329028614651","0.2345905","8.900962","0.663192","8164.5762552838","610.63605","10.674714857733","0.9626542","3443.5604617526","1953.7620866888","10.483797","927.754","19.568","6325","122","4.41","","1.1588499546051","","","","1.25","","7,61","found in faint-star QLP search; centroid offset centered on TIC 108939491 (Tmag~16.3) in spoc-s61-b0A; TIC 108939491 Gaia EB candidate at 2xP. Retired as NEB.","2021-07-12","2024-09-08","2024-09-08"
+"142628514","4218.01","TIC 142628514.01","3","4","3","3","3","4","4","41.3","56.1","317","0","0","1","PC","PC","12.7868","0.008","1","qlp-s07-faintsearch","FAINT","118.791369","-22.611009","-4.648","0.027","0.138","0.028","2458514.633837","0.0021186","2.6269521","0.0004542","3.503","0.152","13.118628","0.004857","12010","4.47312","17.6062","0.893172","2547.74","1979","34","1016.95","21.812","6976","129.5","4.22","0.09","1.58","0.07","","","1.53","0.263362","7","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-07-12","2024-08-22","2024-08-22"
+"114103136","4219.01","","5","5","5","5","5","5","5","3.6","14.3","14.48","0","0","0","EB","FP","16.0657","0.011","1","qlp-s07-faintsearch","FAINT","113.982909","-30.748181","-9.684","0.111","7.815","0.132","2458515.145173","0.0019992","1.1471548","0.0001725","1.403","0.171","2.902793","0.003518","2670","3.24018","3.90118","","249.626","1107","26","695.78","36.3075","3901","124","4.47","","0.75","","","","0.605","","7","found in faint-star QLP search; TFOP FP; retired as NEB","2021-07-12","2024-08-22","2024-08-22"
+"346995484","4220.01","","3","4","4","3","1","4","4","58","94.2","317","3","0","0","PC","PC","13.475","0.006","1","qlp-s07-faintsearch","FAINT","117.353395","-14.564683","-4.807","2.154","2.527","2.154","2459251.118701","0.0009163","1.9138779","0.0000034","2.352","0.118","20.517632","0.007547","18720","6.95089","","","2433.26","1956","38","1289.89","","7246","253.3","","","","","","","","","7,34","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"334252687","4221.01","","3","4","4","3","3","4","4","37.2","40.6","317","3","0","1","PC","PC","12.8542","0.006","1","qlp-s07-faintsearch","FAINT","116.806624","-14.55819","-1.736","2.155","-1.268","2.155","2459249.304348","0.0016244","2.8395663","0.0000093","2.1","0.201","10.758486","0.009393","9860","8.65151","","","412.404","1255","21","746.058","","5858","612.9","","","","","","","","","7,34","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"318054782","4222.01","","5","5","5","5","5","5","5","25.7","50.9","105.27","1","0","2","PC","FP","12.9913","0.007","1","qlp-s07-faintsearch","FAINT","110.868087","3.134948","-3.72","0.058","-4.636","0.052","2459226.922752","0.0017766","0.8335712","0.0000035","1.509","0.194","3.632428","0.006675","3340","6.14771","12.5164","0.965677","3359.53","2120","15","1246.21","49.09","6158","123.6","3.87","0.09","2.09","0.13","","","1.17","0.161059","7,33","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"157088184","4223.01","","3","4","3","3","3","4","4","23.7","83.6","112.92","4","0","1","PC","PC","12.8006","0.006","1","qlp-s07-faintsearch","FAINT","104.807393","-37.45202","-6.148","0.022","7.725","0.024","2459244.780823","0.0007977","7.2654708","0.0000145","3.568","0.16","15.230635","0.003158","13930","2.90887","13.0064","0.644084","181.435","1022","63","502.584","3.264","5944","134","4.43","0.08","1.05","0.05","","","1.09","0.134972","6,7,33,34","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"148667071","4224.01","","3","4","3","3","3","4","4","30","77.9","81.81","3","0","1","PC","PC","12.2815","0.013","1","qlp-s07-faintsearch","FAINT","114.747907","-30.575281","-5.535","0.042","-4.433","0.045","2459963.721518","0.0042550233","1.161347","0.0000069","2.471","0.557","4.700541","0.010066","4320","9.27084","10.7619","0.746989","6500.64","2501","15","715.234","14.499","6289","144.4","4.11","0.09","1.62","0.08","","","1.23","0.178309","7,34,61","found in faint-star QLP search; v-shaped; possible centroid offset to E","2021-07-12","2024-08-22","2024-08-22"
+"141405814","4225.01","","5","5","5","5","5","5","5","","","112.95","0","1","1","PC","FP","9.7402","0.01","1","qlp-s07-faintsearch","FAINT","117.121112","-19.340207","-2.377","0.066","0.806","0.071","2459250.333738","0.0036103","1.1355486","0.0000084","2.63","0.345","0.42352","0.000801","390","0.737317","13.0419","","47965.7","4122","14","1658.75","153.26","10262","124","","","7.04","","","","","","7,34","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"127328218","4226.01","","3","4","3","3","3","4","4","28.3","37.7","317","1","1","3","PC","PC","11.5637","0.006","1","qlp-s07-faintsearch","FAINT","116.964425","-25.567936","-8.7","2.3","2.3","2","2459963.356258","0.004131384","2.9628955","0.0000096","1.909","0.408","5.016817","0.00696","4610","6.41046","14.7038","","1606.41","","18","867.497","","7998","","","","2.04","","","","","","7,34,61","found in faint-star QLP search; v-shaped; multiple stars in pixel","2021-07-12","2024-08-22","2024-08-22"
+"99081059","4227.01","","3","4","3","3","3","4","4","23.8","64.2","123.93","1","0","1","PC","PC","12.5536","0.015","1","qlp-s07-faintsearch","FAINT","107.709537","-20.055305","-0.938","0.044","-3.338","0.048","2459250.439665","0.0013361","3.4169475","0.0000108","2.454","0.323","7.49568","0.006885","6880","6.34149","13.7893","0.81458","705.607","1435","28","857.708","21.99","6610","159.7","4.16","0.09","1.63","0.08","","","1.38","0.237503","7,33,34","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"415143674","4228.01","","3","4","3","3","1","4","4","26.1","37.7","317","0","0","0","PC","PC","13.5444","0.012","1","spoc-s61-b0A","FAINT","114.566022","-23.804576","-3.453","0.048","6.656","0.053","2459965.252097","0.0047369557","6.0219202747174","0.0025412873","6.6297461293865","0.37278304","15.451471","0.887618","14130.544259714","817.1921","19.10855215133","1.0409632","631.21572117738","1278.3924623875","12.893667","1114.01","49.245","5932","122","4.07","","1.586179971695","","","","1.08","","7,61","found in faint-star QLP search","2021-07-12","2024-09-09","2024-09-10"
+"319282294","4229.01","","5","5","5","5","5","5","5","21.7","31.1","317","0","0","0","PC","FP","13.5964","0.017","1","qlp-s07-faintsearch","FAINT","110.294291","-9.500598","-1.076","0.043","1.827","0.035","2458514.968282","0.0057169","1.1385671","0.0004625","1.897","0.332","6.774369","0.025689","6220","23.6598","16.0326","","13181.3","2985","11","2348.86","165.835","9024","123","4.19","","2","","","","2.28","","7","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"128127712","4230.01","","3","4","3","3","3","4","4","","","58.54","0","2","3","PC","PC","12.6356","0.006","1","spoc-s61-b0A","FAINT","117.673125","-26.52598","","","","","2459963.157918","0.0039026476","1.9401022334351","0.0005385796","2.4525241998179","0.2711903","7.185645","0.686365","6596.3715029979","631.9659","","","1077.9282957973","1461.3936558204","10.077431","","","5436.9","303.5","","","","","","","","","7,61","found in faint-star QLP search; v-shaped; no stellar radius","2021-07-12","2024-09-06","2024-09-07"
+"127895118","4231.01","","3","4","3","3","3","4","4","19.7","73.7","119.03","2","1","1","PC","PC","12.3563","0.019","1","qlp-s07-faintsearch","FAINT","117.472121","-28.353484","-2.777","0.045","3.373","0.047","2459965.923212","0.0015374874","3.2970252","0.000991","2.279","0.286","7.134965","0.013795","6550","12.7057","13.4619","0.885817","2098.67","1885","15","1175.96","40.215","8945","289.8","4.35","0.08","1.67","0.07","","","2.26","0.315742","7,61","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"126357909","4232.01","","5","5","5","5","5","5","5","23.2","73.7","52.56","0","0","0","PC","FP","13.5184","0.006","1","qlp-s07-faintsearch","FAINT","115.809569","-26.239291","-17.136","0.028","8.553","0.032","2458513.957617","0.0057291","1.2247985","0.0005312","1.645","0.33","8.326874","0.039885","7640","36.7347","8.32531","","1294.24","1670","12","591.382","7.0885","5699","122","4.55","","0.89","","","","1.015","","7","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"113295476","4233.01","","3","4","3","3","1","4","4","26.9","26.7","317","0","0","0","PC","PC","13.5689","0.009","1","qlp-s07-faintsearch","FAINT","113.266602","-30.104096","-5.172","0.026","9.271","0.031","2458514.824342","0.005891","1.820443","0.0009277","2.643","0.605","7.987757","0.039909","7330","36.7573","16.6319","","2155.48","1898","10","1469.53","37.92","6079","122","3.92","","1.94","","","","1.14","","7","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"81055189","4234.01","","3","4","3","3","1","4","4","17","53.8","54.76","0","0","0","PC","PC","13.5392","0.009","1","qlp-s07-faintsearch","FAINT","106.355066","-21.109526","-1.854","0.027","12.205","0.035","2458515.925371","0.0065367","0.908232","0.0004065","2.28","0.348","5.464122","0.015792","5020","14.5452","8.54322","","7791.46","2617","12","1003.03","25.043","6481","122","4.38","","1.23","","","","1.32","","7","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"157528286","4235.01","","5","5","5","5","5","5","5","21.2","62.3","66.3","1","0","0","PC","FP","13.0556","0.006","1","qlp-s07-faintsearch","FAINT","106.633113","-38.054496","-1.926","0.026","4.019","0.024","2459251.03979","0.0009901","1.6562803","0.0000036","0.929","0.114","6.108129","0.008734","5610","8.04431","9.54495","","291.778","1151","21","706.679","7.333","6044","122","4.29","","1.25","","","","1.12","","6,7,33,34","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"36227841","4236.01","","3","4","3","3","3","4","4","41.8","71.6","128.65","0","0","1","PC","PC","12.7411","0.006","1","spoc-s01-s65-b0A-PC","FAINT","149.853813","-45.449353","-6.003","0.028","3.499","0.026","2459988.448188","0.0014758672","0.40214008173484","0.000021154568","1.1432107364946","0.14394735","3.629351","0.300074","3337.1746960894","276.33997","22.909165577402","41.55986","17100.1","3185","13.519119","1171.09","22.815","6115","127.4","3.72","0.08","2.4475300312042","0.118634","","","1.15","0.154203","9,36,62,63","found in faint-star QLP search; v-shaped; possible offset to N; period likely too short for this host","2021-07-12","2024-09-06","2024-09-07"
+"30825828","4237.01","","3","4","3","3","1","4","4","20.6","62.9","78.02","2","0","0","PC","PC","13.1731","0.006","1","qlp-s09-faintsearch","FAINT","134.756209","-42.186803","-12.528","3.008","6.762","3.008","2459275.547041","0.0024745","3.0482015","0.0000126","2.433","0.192","8.304992","0.007836","7620","7.21704","","","464.675","1293","18","616.409","","5774.7","393.5","","","","","","","","","8,9,35","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"24615998","4238.01","","3","4","3","3","1","4","4","92.8","173.6","126.07","1","0","0","PC","PC","13.3502","0.006","1","qlp-s09-faintsearch","FAINT","141.395946","-33.229454","-6.345","0.023","7.72","0.032","2459277.637194","0.000765","1.2732245","0.0000016","1.634","0.149","25.374726","0.03998","23100","36.8219","13.8628","","1086.11","1599","63","395.573","3.3465","4973","122","4.49","","0.85","","","","0.82","","8,9,35","V-shaped; found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"22121296","4239.01","","3","4","3","3","3","4","4","30.5","37.2","317","1","0","1","PC","PC","12.7797","0.007","1","spoc-s62-b0A","FAINT","148.56571","-25.093582","-6.626","0.055","2.254","0.062","2459989.224549","0.0035580266","2.8123314131516","0.00068500754","4.7153652757895","0.17986465","7.847585","0.364249","7201.8344296868","335.42914","16.882204638534","1.0622879","3098.3194662198","1902.835733495","14.985065","1126.25","36.25","6614","129.2","4.05","0.09","1.8464599847794","0.100824","","","1.38","0.226481","9,35,62","found in faint-star QLP search","2021-07-12","2024-09-09","2024-09-10"
+"19547831","4240.01","","3","4","3","3","3","4","4","15.2","22","317","1","0","1","PC","PC","12.6943","0.006","1","qlp-s09-faintsearch","FAINT","139.661657","-32.748719","-6.186","0.02","4.542","0.026","2459996.457379","0.0023539537","10.1238604","0.0000824","2.239","0.54","7.725288","0.020869","7090","19.2212","15.7944","1.13933","79.2946","831","9","949.356","16.8025","6531","129.1","4.05","0.09","1.81","0.08","","","1.35","0.221272","8,9,35,62","found in faint-star QLP search; no difference image in SPOC-s62","2021-07-12","2024-08-22","2024-08-22"
+"4102368","4241.01","","3","4","3","3","1","4","4","31.7","82","112.31","0","0","0","PC","PC","13.6438","0.006","1","spoc-s62-b0A","FAINT","140.328336","-39.325017","-10.393","2.953","-10.951","2.953","2459990.965135","0.0017274559","3.1118942620408","0.00041323825","2.761","0.201","18.240736","0.011692","16660","10.7686","14.3339","1.15499","406.945","1251","19.735542","598.001","","5412.6","222.9","","","1.08","0.08","","","","","8,9,62","found in faint-star QLP search; no stellar parameters; Gaia DR2 Rstar ~1.08341 Rsun; two stars in pixel; other star is close neighbor TIC 872231595 (Tmag~15.4)","2021-07-12","2024-08-22","2024-08-22"
+"445582110","4242.01","TIC 445582110.01","3","4","3","3","3","4","4","34.3","78.5","131.34","2","0","1","PC","PC","12.4688","0.006","1","spoc-s01-s65-b0A-PC","FAINT","113.17513","-51.998148","-0.183","0.122","14.838","0.147","2459963.111842","0.0011801383","3.0579913","0.000004","3.1256070205241","0.096225396","8.463625","0.178594","7764.9825702426","164.4774","14.245428131273","1.0655823","1601.6545359164","1613.4739632974","36.500187","656.6","29.118","5967","135.6","4.07","0.09","1.5943599939346","0.105422","","","1.09","0.140633","7,8,9,33,34,35,36,61,62","found in faint-star QLP search; CTOI from Olmschenk et al. (2021)","2021-07-12","2024-09-08","2024-09-08"
+"400683848","4243.01","","3","4","3","3","3","4","4","15.8","32.9","56.97","0","0","1","PC","PC","10.7492","0.007","1","spoc-s01-s65-b0A-PC","FAINT","134.371324","-52.039581","-0.7","0.05","-9.192","0.044","2459988.504447","0.00352167","1.0886285879536","0.00013499864","2.4298631416455","0.75593597","0.447607","0.047441","412.17644265812","43.693493","8.7147618759415","11.431016","47343.510593968","3762.1392316921","7.998937","650.191","11.178","6127","138.8","3.25","0.08","4.2160501480103","0.20507","","","1.16","0.162067","8,9,35,36,62,63","found in faint-star QLP search","2021-07-12","2024-09-06","2024-09-06"
+"393340920","4244.01","","3","4","3","3","3","4","4","","","74.57","1","0","1","PC","PC","12.4027","0.014","1","qlp-s09-faintsearch","FAINT","130.709387","-46.213327","0.05","0.051","0.887","0.05","2459990.230842","0.0018281227","1.8665254","0.0000062","3.109","0.156","3.922241","0.001595","3606","1.46874","10.2057","0.662486","2933.46","2050","22","767.846","20.635","6310.3","203.4","","","1.61","0.1","","","","","8,9,35,36,61,62","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"52928939","4245.01","","3","4","3","3","3","4","4","21.7","104.4","30.91","1","0","2","PC","PC","11.7519","0.006","1","spoc-s01-s65-b0A-PC","FAINT","125.806237","-45.792458","-17.41","0.052","28.214","0.051","2459963.826493","0.0015753896","3.1527177331322","0.00018109352","1.8963737430572","0.11483683","4.463609","0.249082","4102.696815639","229.38643","5.7168494744172","0.42407852","316.39222737247","1075.6629275641","15.848823","211.183","1.318","5093","121.3","4.52","0.45","0.80084097385407","0.0430553","","","0.99","0.127907","8,9,34,35,61","found in faint-star QLP search; multiple stars in pixel","2021-07-12","2024-09-08","2024-09-08"
+"291465998","4246.01","","3","4","3","3","3","4","4","12.1","54.7","99.49","2","0","1","PC","PC","12.9","0.006","1","spoc-s01-s65-b0A-PC","FAINT","111.111271","-51.697365","-3.617","0.032","-3.277","0.028","2459966.426061","0.0018725708","12.8860009","0.0000373","5.1376730436177","0.1717849","12.486872","0.320365","11434.952342747","295.02332","12.098357095377","0.66252935","122.29591402204","848.15013662193","41.291985","600.771","5.5095","6126","129.1","4.41","0.08","1.1132400035858","0.049598","","","1.16","0.155801","7,8,9,33,34,35,61,62","found in faint-star QLP search","2021-07-12","2024-09-06","2024-09-06"
+"286153328","4247.01","","3","4","3","3","1","4","4","82.8","141.7","317","2","0","0","PC","PC","13.5597","0.006","1","spoc-s01-s65-b0A-PC","FAINT","123.912362","-50.620853","-46.762","0.036","19.713","0.03","2459965.622214","0.0006965703","4.3539598980675","0.00011060972","3.4390219209049","0.050383955","46.117679","0.549349","41586.486561362","505.841","23.028031782606","0.22912106","451.4099178335","1175.6079754935","78.87536","631.768","7.3195","5883","122","4.39","","1.0952299833298","","","","1.07","","8,9,61,62","found in faint-star QLP search","2021-07-12","2024-09-06","2024-09-06"
+"190986054","4248.01","","3","4","3","3","3","4","4","24.4","65.2","124.99","1","6","1","PC","PC","11.548","0.006","1","qlp-s09-faintsearch","FAINT","134.433236","-38.371148","-18.742","0.045","10.358","0.046","2458561.897544","0.0025564","5.1442317","0.0005085","5.856","0.272","4.689636","0.001746","4310","1.60781","13.8382","0.706199","1708","1790","25","654.475","11.876","5936","70.8","4.18","1.81","2.09","0.1","","","1.42","0.223068","8,9","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"269568703","4249.01","","3","4","3","3","1","4","4","","","317","0","0","0","PC","PC","13.551","0.006","1","spoc-s01-s65-b0A-PC","FAINT","119.480728","-52.651034","-4.533","2.951","8.446","2.951","2459964.150498","0.004681895","6.7726259720826","0.00079169567","4.5920090047944","0.36717784","9.384791","0.698757","8606.4623591251","643.37177","19.1292","4.51001","203.55412335761","963.36247500285","18.037144","","","4360.5","271.1","","","2.12","0.25","","","","","7,8,9,61,62,63","V-shaped; found in faint-star QLP search","2021-07-12","2024-09-06","2024-09-06"
+"269249506","4250.01","","3","4","3","3","1","4","4","13.6","39.6","126.87","0","0","0","PC","PC","13.4202","0.006","1","qlp-s09-faintsearch","FAINT","118.800431","-48.703146","-2.574","0.029","1.116","0.03","2459272.138098","0.0032075","4.0185922","0.0000217","4.47","0.302","6.785295","0.004202","6230","3.87041","13.9642","","2154.02","1897","19","1432.78","32.94","7156","122","4.15","","1.77","","","","1.6","","7,8,9,34,35","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"192520375","4251.01","","5","5","5","5","5","5","5","28.1","105.8","112.81","4","0","1","PC","FP","12.5405","0.007","1","qlp-s09-faintsearch","FAINT","138.052275","-39.657928","-5.496","0.041","3.348","0.044","2459278.486338","0.0024004","0.9109508","0.0000033","1.473","0.352","5.136807","0.011588","4720","10.6729","13.0531","0.85219","18809.1","3262","21","1297.87","46.94","9421","185.2","4.31","0.07","1.79","0.08","","","2.39","0.318624","8,9,35","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"145038729","4252.01","","3","4","3","3","3","4","4","43.4","122.2","125.91","1","0","1","PC","PC","12.6583","0.006","1","spoc-s01-s65-b0A-PC","FAINT","131.72005","-51.191017","-10.768","0.032","12.123","0.031","2459989.705326","0.0010159086","2.6085023","0.0000058","1.9206018736763","0.06091216","11.385442","0.341311","10431.589238351","314.3097","13.895766620358","0.59743416","1947.3076326306","1694.2534984862","32.90062","631.32","7.668","7302","138.7","4.49","0.08","1.2122999429703","0.0457688","","","1.65","0.260181","8,9,35,36,62,63","found in faint-star QLP search","2021-07-12","2024-09-06","2024-09-06"
+"145249556","4253.01","","3","4","3","3","3","4","4","74.3","139","317","2","0","1","PC","PC","12.9027","0.006","1","spoc-s01-s65-b0A-PC","FAINT","131.969597","-50.470606","-4.211","2.919","10.659","2.919","2459990.501406","0.0010933783","3.4192373","0.0000064","3.3733900108087","0.06970283","21.286382","0.478448","19414.544633932","440.56973","","","506.33610535812","1209.8442750604","52.00543","884.15","","5658.5","448.4","","","","","","","","","8,9,35,36,62,63","found in faint-star QLP search","2021-07-12","2024-09-06","2024-09-06"
+"92744152","4254.01","","3","4","3","3","3","4","4","34.8","71.5","129.38","0","0","1","PC","PC","12.5347","0.006","1","spoc-s01-s65-b0A-PC","FAINT","128.927489","-53.82826","-2.955","0.035","4.388","0.04","2459963.44296","0.0010354024","1.1462769","0.0000037","2.7834680596415","0.11742376","4.415125","0.124842","4058.2232172636","114.97667","14.119809891759","0.8756648","12500.91732081","2696.8402433066","22.594902","955.191","16.9245","6416","137","3.9","0.09","2.1185400485992","0.0956183","","","1.29","0.199098","8,9,35,36,61,62","found in faint-star QLP search","2021-07-12","2024-09-06","2024-09-06"
+"82302240","4255.01","","3","4","3","3","3","4","4","17.1","52.6","111.85","0","0","3","PC","PC","12.5225","0.01","1","qlp-s09-faintsearch","FAINT","124.351447","-45.406543","-3.26","0.048","6.8","0.045","2459964.80591","0.00248469","2.5057108","0.000015","1.962","0.404","3.447251","0.008476","3170","7.80667","12.9673","0.899836","2430.56","1956","13","1131.58","41.115","8330","168.4","4.04","0.08","2.26","0.1","","","2.06","0.312169","8,9,34,35,61","found in faint-star QLP search; possible centroid centered near TIC 82302236","2021-07-12","2024-08-22","2024-08-22"
+"77102895","4256.01","","5","5","5","5","5","5","5","25","21.3","317","0","0","0","PC","FP","12.7158","0.008","1","qlp-s09-faintsearch","FAINT","141.247814","-42.799765","-7.42","0.036","8.119","0.036","2459303.475037","0.002885","1.0962372","0.0000065","2.336","0.407","2.674202","0.004597","2460","4.23428","15.7533","1.09518","6446.8","2496","17","1391.51","45.805","6519","136.7","3.54","0.09","3.25","0.17","","","1.34","0.221153","8,9,35,36","V-shaped; found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"75208638","4257.01","","5","5","5","5","5","5","5","10.1","59.5","32.13","0","0","1","EB","FP","11.7159","0.006","1","qlp-s09-faintsearch","FAINT","138.741096","-45.122969","-10.617","0.045","7.292","0.047","2459990.712909","0.0020738738","4.6512523","0.0000163","2.251","0.209","3.381901","0.003565","3110","3.28362","6.22936","0.331398","432.038","1270","25","407.374","4.4685","7192","142.9","4.56","0.08","1.1","0.04","","","1.61","0.264165","8,9,35,36,62,63","found in faint-star QLP search; offset on TIC 75208617 in SPOC s62; retired as TFOP FP/NEB","2021-07-12","2024-08-22","2024-08-22"
+"74484886","4258.01","","5","5","5","5","5","5","5","21.5","23.8","317","0","0","0","PC","FP","13.3285","0.008","1","qlp-s09-faintsearch","FAINT","137.490377","-43.201719","-3.138","0.037","0.456","0.033","2459298.033322","0.0040394","3.8505662","0.0000274","2.499","0.331","6.610502","0.013286","6070","12.2367","16.5768","","475.693","1301","11","1080.66","24.895","6353","122","3.88","","2.13","","","","1.26","","8,9,35,36","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"268643535","4259.01","","3","4","3","3","3","4","4","48.4","82","317","2","0","1","PC","PC","11.9452","0.006","1","spoc-s01-s65-b0A-PC","FAINT","117.330048","-51.261706","-3.992","0.039","0.508","0.038","2459963.456678","0.001382226","8.9612625655376","0.00041906376","1.8325932201673","0.08194172","12.375935","0.581955","11333.938974541","535.8565","17.090171556128","7.186487","235.86953079985","999.51130446618","32.27945","390.587","3.3085","5435.5","23.7","","","1.1706899404526","0.0526231","","","1.24","0.182745","7,8,9,34,35,36,61,62","V-shaped; found in faint-star QLP search","2021-07-12","2024-09-06","2024-09-06"
+"74967390","4260.01","","3","4","3","3","3","4","4","12.2","45.4","76.57","0","0","1","PC","PC","12.1899","0.006","1","qlp-s09-faintsearch","FAINT","138.420407","-43.180476","-18.41","1.047","13.045","1.047","2459297.736102","0.0024928","5.4588359","0.0000274","4.555","0.458","3.577961","0.002381","3290","2.19302","8.59319","0.373715","809.823","1486","15","764.85","","6349","111.4","","","1.41","0.05","","","","","8,9,35,36","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"74197917","4261.01","","5","5","5","5","5","5","5","","","55.01","0","0","2","EB","FP","13.7682","0.006","1","qlp-s09-faintsearch","FAINT","137.285031","-46.184649","-2.682","2.915","2.327","2.915","2460015.834821","0.0034170484","1.5040804","0.0002519","2.955","0.322","6.676046","0.010771","6130","9.92064","","","558.567","1354","20","","","3810.2","529.9","","","","","","","","","8,9,35,36,62,63","found in faint-star QLP search; no stellar parameters but Gaia DR2 parallax of ~0.06 and color indicate host is likely red giant;  two stars in pixel; ~2300 ppm secondary in spoc-s62-b0A; retired as TFOP FP/NEB","2021-07-12","2024-08-22","2024-08-22"
+"53365065","4262.01","","3","4","4","3","3","4","4","31.1","113.4","89.45","2","5","1","PC","PC","11.1882","0.006","1","spoc-s01-s65-b0A-PC","FAINT","126.335415","-47.043046","-18.522","0.055","19.434","0.048","2459966.035655","0.0008505763","5.9977892","0.0000115","4.4957853027656","0.070521586","8.008637","0.110117","7349.0892262056","101.4167","11.363713325461","0.5200099","547.21308049293","1233.555991681","69.67807","337.209","3.4695","6613","131.6","4.36","0.09","1.2860300540924","0.0554572","","","1.38","0.220521","8,9,34,35,61,62","found in faint-star QLP search","2021-07-12","2024-09-06","2024-09-06"
+"48276576","4263.01","","3","4","3","3","1","4","4","18.1","49","60.38","0","0","0","PC","PC","13.5379","0.006","1","spoc-s62-b0A","FAINT","148.08664","-34.95789","-6.708","0.04","3.585","0.046","2459989.054751","0.0021217214","0.83349760031622","0.00013296214","1.4521440020039","0.1794195","4.178869","0.445868","3841.4834968434","410.57492","9.0185698929782","1.2160513","7232.8618654828","2352.0540214764","9.042806","1001.77","25.359","6071","122","4.2","","1.3925000429153","","","","1.13","","9,62","found in faint-star QLP search; possible centroid offset to the S; multiple stars in pixel","2021-07-12","2024-09-06","2024-09-07"
+"45996325","4264.01","","3","4","3","3","3","4","4","","","52.87","1","0","1","PC","PC","11.8471","0.006","1","spoc-s01-s65-b0A-PC","FAINT","150.080535","-39.65956","-7","3.5","-0.6","3.3","2459989.671183","0.0016851306","3.1580471751744","0.00017012261","2.6816352224605","0.10752703","8.482336","0.273049","7782.0821447759","251.45578","8.3204","0.44621","562.94315426317","1242.3268887115","31.890574","","","7606.3","128.2","","","1.01","0.03","","","","","9,36,62,63","found in faint-star QLP search","2021-07-12","2024-09-06","2024-09-06"
+"118308828","4265.01","","3","4","3","3","3","4","4","14.1","46.5","55.81","0","0","1","PC","PC","12.1162","0.006","1","qlp-s10-faintsearch","FAINT","128.701521","-56.331828","-12.294","0.043","14.66","0.04","2459301.93331","0.0050935","3.7353995","0.000728","1.836","0.42","2.565366","0.013797","2360","12.7074","8.61993","0.724542","230.421","1085","14","538.114","6.523","5895","127.7","4.1","0.08","1.53","0.07","","","1.07","0.139919","8,9,10,35,36","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"442050698","4266.01","","3","4","3","3","1","4","4","41.4","33.2","317","0","0","0","PC","PC","13.453","0.016","1","qlp-s37-tois","FAINT","145.77866","-58.510776","-10.956","0.145","7.607","0.146","2459332.149876","0.0018176","0.8118585","0.0000031","1.102","0.187","7.025681","0.017782","6450","16.3777","16.3456","0.99731","832.714","1496","17","1039.14","82.6905","5051.7","73.6","","","1.97","0.06","","","","","9,10,36,37","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"80783538","4267.01","","3","4","3","3","1","4","4","24.6","66.2","86.23","0","0","0","PC","PC","13.079","0.006","1","qlp-s37-tois","FAINT","166.070243","-49.821498","-6.707","0.026","2.203","0.025","2460014.85385","0.002153469","1.2125595","0.0000042","1.344","0.215","5.562336","0.011548","5110","10.6361","11.1279","","1780.99","1809","17","963.819","16.6865","6719","122","4.25","","1.48","","","","1.43","","10,36,37,63,64","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"341272282","4268.01","","5","5","5","5","5","5","5","7.2","40.3","17.74","2","0","1","PC","FP","11.0418","0.006","1","qlp-s10-faintsearch","FAINT","119.311724","-56.962926","-22.247","3.449","6.065","2.116","2459304.022578","0.0030848","0.8133123","0.0000043","1.079","0.215","0.33663","0.001627","310","1.49887","4.37963","","6736.59","","10","433.157","","8265","","","","2.12","","","","","","7,8,9,10,34,35,36","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"178657161","4269.01","","3","4","3","3","3","4","4","12.8","49","58.95","0","0","1","PC","PC","12.4946","0.007","1","qlp-s37-tois","FAINT","165.858908","-44.268776","-11.187","1.139","13.301","1.138","2459323.331883","0.0018969","4.5766182","0.0000211","4.912","0.235","4.100961","0.001718","3770","1.58235","","","881.978","1527","22","575.478","","5816.5","554.7","","","","","","","","","10,36,37","found in faint-star QLP search; no stellar radius","2021-07-12","2024-08-22","2024-08-22"
+"151920165","4270.01","","3","5","5","3","4","4","4","20.4","54.7","93.26","1","0","1","PC","CP","12.5695","0.006","1","qlp-s10-faintsearch","FAINT","168.563889","-37.910133","-0.632","0.026","0.544","0.027","2459303.974235","0.0025651","3.4671474","0.0008057","2.405","0.261","5.191353","0.007429","4770","6.84251","11.6401","0.737909","391.83","1239","26","683.062","10.8785","5886","135.1","4.07","0.08","1.58","0.08","","","1.07","0.134524","9,10,36","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"146842334","4271.01","","3","4","3","3","1","4","4","21.5","72.6","74.99","1","3","0","PC","PC","11.693","0.018","1","qlp-s37-tois","FAINT","160.896457","-47.256331","4.5","2.6","3.5","2.3","2459329.602172","0.0010117","4.5016988","0.0000088","4.716","0.128","4.74416","0.000663","4360","0.610377","","","820.448","1491","33","460.819","","5829","81.6","","","","","-0.3","0.05","","","9,10,36,37","found in faint-star QLP search; no stellar radius","2021-07-12","2024-08-22","2024-08-22"
+"146664561","4272.01","","3","4","3","3","3","4","4","30.8","80","124.12","2","0","1","PC","PC","12.8441","0.006","1","qlp-s10-faintsearch","FAINT","159.97958","-43.770389","-13.113","0.029","9.012","0.029","2459305.560437","0.0014227","2.7302636","0.0000067","2.645","0.166","10.265151","0.003263","9410","3.00537","13.7961","0.711839","945.722","1544","9","770.937","11.6375","6307","130.7","4.25","0.09","1.39","0.07","","","1.24","0.189437","9,10,36","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"133331642","4273.01","","3","4","3","3","1","4","4","42.6","70.8","317","1","0","0","PC","PC","13.3012","0.007","1","qlp-s10-faintsearch","FAINT","149.751407","-48.198662","-8.729","0.029","4.391","0.028","2459302.62352","0.0022749","2.9346956","0.0000114","3.447","0.159","12.184935","0.006148","11160","5.66214","23.898","","1718.88","1793","23","1370.72","35.805","6728","122","3.9","","2.23","","","","1.43","","9,10,36","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"290388627","4274.01","","3","4","3","3","1","4","4","88.1","141","317","2","0","0","PC","PC","13.3992","0.009","1","qlp-s38-tois","FAINT","173.718159","-63.445819","-7.336","0.024","-0.125","0.026","2459359.93453","0.0009411","0.4459299","0.000001","1.266","0.242","16.00166","0.026386","14630","24.3019","20.4459","","44946.6","4056","48","1321.29","26.785","8878","123","4.33","","1.7","","","","2.24","","10,11,37,38","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"363635669","4275.01","","3","4","3","3","3","4","4","34.2","93.9","74.93","0","0","1","PC","PC","12.2951","0.007","1","spoc-s01-s65-b0A-PC","FAINT","147.713157","-62.203109","-4.721","1.173","-0.982","1.184","2460015.058745","0.0018345453","0.76178282871423","0.000046270427","2.0029796677269","0.13676164","3.793271","0.277605","3487.6353826276","255.65079","","","3748.9914890766","1995.7142723404","18.292849","689.348","","6132.7","440.6","","","","","","","","","9,10,11,36,63,64","V-shaped; found in faint-star QLP search; no stellar radius","2021-07-12","2024-09-06","2024-09-06"
+"469811655","4276.01","","3","4","4","3","3","4","4","","","46.79","2","0","1","PC","PC","12.0846","0.006","1","spoc-s01-s69-b0A-PC","FAINT","299.975106","-73.875934","-1.71","4.142","-89.061","4.142","2460098.730356","0.0027898047","11.851162","0.0001708","3.140124495803","0.3784231","5.514975","0.35096","5066.6012319256","323.19342","","","96.515258807185","799.40846819286","16.632153","","","4983","161","","","","","","","","","13,27,66,67","found in faint-star QLP search; no stellar radius","2021-07-12","2024-08-22","2024-08-22"
+"466682238","4277.01","","3","4","3","3","1","4","4","33.9","35.8","317","3","0","0","PC","PC","13.2152","0.006","1","qlp-s13-faintsearch","FAINT","295.351296","-76.219867","6.436","0.025","-16.652","0.027","2460100.006815","0.0014446584","3.2738129","0.000018","3.306","0.174","14.427148","0.00659","13200","6.06985","14.6729","","786.258","1475","35","748.416","10.6145","5976","123","4.27","","1.27","","","","1.1","","13,27,66,67","found in faint-star QLP search; two stars in pixel","2021-07-12","2024-08-22","2024-08-22"
+"466222485","4278.01","","3","4","3","3","1","4","4","19.6","50.7","62.5","2","0","0","PC","PC","13.0236","0.006","1","qlp-s13-faintsearch","FAINT","302.868371","-64.346282","-7.35","0.027","-3.78","0.03","2459058.678662","0.0019605","1.7519943","0.0000116","1.624","0.233","4.74416","0.007542","4360","6.94619","9.23623","","559.892","1355","14","688.773","9.8765","5483","124","4.14","","1.39","","","","0.96","","13,27","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"407146536","4279.01","TIC 407146536.01","3","4","3","3","1","4","4","32.6","61.4","111.07","6","0","0","PC","PC","11.2851","0.006","1","qlp-s39-tois","FAINT","235.165334","-81.203316","-7.455","0.037","-11.535","0.039","2459385.924603","0.0017064","2.0976705","0.0000059","3.016","0.162","2.304204","0.000911","2120","0.83907","12.8941","0.7271","1737.52","1798","35","628.105","9.0045","5914.8","124.6","3.59","0.08","2.77","0.14","0.36","0.1","1.08","0.139962","12,13,39","found in faint-star QLP search; check neighbor TIC 407146500","2021-07-12","2024-08-22","2024-08-22"
+"387193925","4280.01","","3","4","4","3","1","4","4","30.1","81.5","124.9","5","0","0","PC","PC","13.1296","0.006","1","qlp-s13-faintsearch","FAINT","304.700911","-58.687351","1.02","0.034","0.71","0.032","2459055.690823","0.0012721","3.518972","0.0000183","3.21","0.206","15.109523","0.006883","13820","6.3391","13.7987","","650.74","1407","36","709.048","11.0565","5972","122","4.35","","1.16","","","","1.1","","13,27","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"384386061","4281.01","","3","4","3","3","1","4","4","","","64.7","0","0","0","PC","PC","13.1335","0.006","1","qlp-s39-tois","FAINT","249.368745","-80.974073","","","","","2459380.93326","0.0034513","5.7626055","0.0000338","3.963","0.723","8.0862","0.069375","7420","63.8943","","","281.843","1141","22","","","5558.7","688.5","","","","","","","","","12,13,39","found in faint-star QLP search; no stellar radius","2021-07-12","2024-08-22","2024-08-22"
+"374348168","4282.01","","3","4","4","3","3","4","4","35.5","76.3","317","4","0","1","PC","PC","12.0797","0.006","1","qlp-s13-faintsearch","FAINT","301.999038","-70.615591","18.25","0.03","-10.596","0.035","2459045.476307","0.000748","13.5098037","0.0000365","2.695","0.167","26.931816","0.035228","24500","32.4456","16.3981","0.979644","47.2072","730","44","334.396","2.436","5780","130.5","4.51","0.08","0.94","0.04","","","1.04","0.125473","13,27","V-shaped; found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"343952976","4283.01","","3","4","4","3","3","4","4","85","118.8","317","3","0","1","PC","PC","11.227","0.006","1","qlp-s39-tois","FAINT","276.828678","-77.131653","1.843","0.035","-16.178","0.043","2459385.636462","0.0002538","3.0131053","0.0000014","2.207","0.095","14.933385","0.000859","13660","0.791153","17.061","0.719195","1049.56","1585","211","417.879","3.8625","6838","131.8","4.32","0.09","1.4","0.06","","","1.48","0.254976","12,13,39","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"280726137","4284.01","","3","4","3","3","3","4","4","20.6","20.5","317","2","0","2","PC","PC","13.0528","0.006","1","spoc-s01-s69-b0A-PC","FAINT","345.719245","-80.13947","0.179","0.023","2.963","0.024","2460099.511735","0.0025247524","3.5008785","0.0000212","4.9601804258117","0.21295103","6.903622","0.240188","6338.2982030807","221.1966","14.586682762238","0.7614083","1774.627038005","1655.3754994425","22.354744","1038.06","13.52","5759","5691.5","4.3","","1.8056900501251","","","","1.13","","1,13,27,66,67","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"310105752","4285.01","","3","4","3","3","3","4","4","26.4","77.3","69.65","2","0","1","PC","PC","12.9526","0.006","1","qlp-s39-tois","FAINT","250.890747","-75.988414","3.496","0.021","-5","0.029","2459386.666789","0.0013049","1.1703152","0.0000032","1.319","0.313","5.85703","0.016608","5380","15.2964","9.82528","0.682327","2357.73","1941","24","746.443","8.882","6328","128.8","4.36","0.08","1.23","0.05","","","1.25","0.180269","12,13,39","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"294097592","4286.01","","2","4","2","2","3","4","4","5.1","28.2","10.76","1","0","2","PC","PC","13.5159","0.006","1","qlp-s13-faintsearch","FAINT","107.523368","-55.856558","4.721","0.038","-3.08","0.038","2458682.235801","0.0089315","1.0268508","0.0000561","2.172","0.551","1.553714","0.008643","1430","7.96037","3.2806","","2280.33","1925","10","415.392","3.489","4938","122","4.49","","0.85","","","","0.81","","3,6,7,8,9,13","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"290407621","4287.01","","3","4","3","3","1","4","4","22.2","24.2","317","3","0","0","PC","PC","12.5483","0.006","1","qlp-s39-tois","FAINT","234.853397","-85.473742","-2.174","0.033","-1.595","0.033","2459381.865757","0.0021209","4.2337624","0.0000153","2.413","0.183","6.250081","0.0041","5740","3.7758","14.6498","0.773758","360.852","1214","29","939.295","17.87","6387","129.7","4","0.09","1.86","0.08","","","1.28","0.201714","12,13,39","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"278821913","4288.01","","3","4","3","3","1","4","4","11.5","53.4","49.87","1","0","0","PC","PC","13.1853","0.006","1","qlp-s39-tois","FAINT","100.198832","-56.546373","22.333","0.048","27.087","0.044","2459965.283094","0.0026149284","6.0597","0.0000094","1.242","0.167","9.016373","0.006572","8270","6.05315","8.06637","","21.9969","603","39","372.21","2.6775","5036","122","4.54","","0.82","","","","0.84","","1,2,3,4,5,6,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,61","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"278540265","4289.01","","3","4","3","3","1","4","4","58.6","62.6","317","1","0","0","PC","PC","12.0021","0.006","1","qlp-s39-tois","FAINT","121.188359","-82.065763","4.124","0.042","0.125","0.043","2459385.628111","0.0006891","2.9757428","0.0000041","4.43","0.074","7.430086","0.000359","6820","0.330728","18.7018","0.915001","1810.83","1817","59","610.604","9.2515","6025","134.3","3.81","0.08","2.18","0.11","","","1.12","0.146855","11,12,13,27","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"278196907","4290.01","","2","4","2","2","1","4","4","7.8","50.5","9","1","0","0","PC","PC","12.1412","0.006","1","qlp-s39-tois","FAINT","109.815227","-80.473777","-4.659","0.036","-9.221","0.039","2459388.733133","0.0019481","1.1771655","0.0000049","1.048","0.223","1.140622","0.003594","1050","3.31018","2.93951","0.22735","695.522","1430","18","228.13","0.9375","5313","126","4.59","0.08","0.8","0.04","","","0.91","0.118796","4,7,11,12,13,27,34,37","V-shaped; found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"257520272","4291.01","","3","4","3","3","1","4","4","6.6","30.4","72.41","0","0","0","PC","PC","13.3404","0.006","1","qlp-s39-tois","FAINT","290.530405","-83.233448","7.279","0.03","-9.133","0.029","2459383.47146","0.00863","12.1525595","0.0001805","5.254","1.169","6.971043","0.013107","6400","12.0723","10.0438","","232.183","1087","12","753.31","10.33","6029","122","4.27","","1.28","","","","1.12","","12,13,27","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"255918903","4292.01","","5","5","5","5","5","5","5","25.1","72","69.6","3","0","1","EB","FP","13.0566","0.006","1","qlp-s39-tois","FAINT","266.633808","-70.409811","3.862","0.02","-0.178","0.023","2459388.452702","0.0017585","1.7201092","0.0000056","2.622","0.117","8.25029","0.004245","7570","3.90987","9.82252","","1736.59","1798","29","641.969","6.084","5878","122","4.36","","1.13","","","","1.06","","12,13,39","found in faint-star QLP search; retired as TFOP FP/NEB; true source is TIC 255918904","2021-07-12","2024-08-22","2024-08-22"
+"101696403","4293.01","","3","4","4","3","3","4","4","79.8","77.4","317","3","0","1","PC","PC","12.6211","0.006","1","qlp-s13-faintsearch","FAINT","302.978454","-49.001569","4.345","0.035","-28.993","0.026","2459059.497032","0.0004985","1.6242109","0.0000041","2.273","0.059","19.433853","0.002107","17740","1.94069","14.9916","0.772717","1180.41","1632","29","472.755","5.083","5705","124","4.39","0.08","1.06","0.05","","","1.02","0.125994","13,27","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"30499203","4294.01","","3","4","3","3","3","4","4","42.3","43.9","317","7","0","2","PC","PC","13.5137","0.008","1","qlp-s13-faintsearch","FAINT","285.628501","-31.54321","-5.418","2.154","-4.815","2.186","2458677.763801","0.0030767","2.4330551","0.0008361","1.882","0.313","16.718103","0.044905","15280","41.3584","","","359.358","1212","11","726.227","","5512","170.1","","","","","","","","","13","found in faint-star QLP search","2021-07-12","2024-08-22","2024-09-12"
+"325527653","4295.01","","3","4","3","3","1","4","4","7.2","32.2","72.35","1","0","0","PC","PC","13.4783","0.006","1","qlp-s39-tois","FAINT","4.632474","-84.360009","15.483","0.032","-5.997","0.027","2459380.285734","0.0066253","11.3929129","0.0001444","4.46","0.458","7.49568","0.008493","6880","7.82188","10.0728","","81.354","836","15","575.978","5.103","5217","122","4.28","","1.14","","","","0.89","","12,13,27","found in faint-star QLP search","2021-07-12","2024-08-22","2024-08-22"
+"72668830","4296.01","","2","4","2","2","3","4","4","2","35.1","10.07","4","3","1","PC","PC","10.4161","0.006","1","spoc","SPOC","33.449996","-27.867678","-9.49","0.062","-64.522","0.067","2458399.48997","0.0033032363","19.970657361355","0.00012220004","1.8801996114346","0.48639578","1.126906","0.142945","1037.3799061957","131.64896","3.1454611969701","1.3951696","24.473809552652","567.27695816206","7.7775908","115.716","0.511","4985","122.5","4.45","0.09","0.899080991745","0.0569975","","","0.825","0.0965059","3,30","Bad transit shape; low SNR","2021-07-15","2021-07-15","2023-11-01"
+"28116365","4297.01","","2","4","2","2","4","4","4","1.7","32.2","8.9","1","2","2","PC","PC","10.8724","0.006","1","spoc","SPOC","14.351872","-21.550474","101.444","0.079","23.048","0.055","2458391.647306","0.005096725","16.527265147725","0.00014831667","3.5945709345438","0.5063287","1.167174","0.121857","1074.4297512479","112.22795","2.9241555855279","0.6940974","27.014149411832","581.45696079764","8.683127","132.887","0.838","5030","129.203","4.53132","0.0886395","0.82173901796341","0.0537287","","","0.837","0.0991383","3,30","Three events on silicon. Low SNR. Centroid offset consistent across sectors.","2021-07-15","2021-07-15","2022-12-14"
+"146282666","4298.01","","2","4","2","2","3","4","4","0","10.5","7.87","0","1","1","PC","PC","9.1259","0.006","1","spoc","SPOC","35.988175","-34.109932","-7.434","0.026","-115.125","0.048","2458398.395589","0.005070193","722.2619756368","0.007336378","7.7126297792611","0.74143183","0.522144","0.052079","480.79633496991","47.96545","2.7207078226613","1.0212622","0.67714391932306","231.36091611908","10.269325","125.077","0.534","5857","190","4.26578","0.278088","1.2205899953842","0.0573694","","","1.14","0.154343","3,30","","2021-07-15","2021-12-02","2022-12-14"
+"67535663","4299.01","","1","4","1","1","3","4","4","3.5","33.2","12.37","0","1","1","PC","PC","10.2696","0.006","1","qlp","QLP","182.100526","-55.047088","-26.664","0.041","-4.989","0.038","2459329.652372","0.005838","6.6019866","0.0000983","5.754","0.935","0.651637","0.001236","600","1.13863","3.55715","0.231234","1325.35","1680","11","284.376","2.731","6758","133","4.28","0.09","1.45","0.06","","","1.45","0.255291","10,11,37","SG1 should check the neighbor TIC 67535668","2021-07-19","2021-07-19","2022-12-14"
+"266843799","4300.01","","5","5","5","5","5","5","5","21.2","69.8","60.66","0","0","0","PC","FP","9.9747","0.006","1","qlp","QLP","175.539949","-57.368489","-7.127","0.042","-4.654","0.044","2459331.490509","0.0021495","0.8062768","0.0000028","1.963","0.229","0.716822","0.000891","660","0.820279","9.05313","0.452419","18112.6","3231","20","668.389","12.815","7311.1","113.6","4.16","1.73","3.37","0.11","","","1.88","0.319429","10,11,37","V-shaped; some stellar variability; possibly","2021-07-19","2021-07-19","2022-12-14"
+"307079330","4301.01","","2","4","2","2","3","4","4","3.5","40.6","7.47","0","0","3","PC","PC","10.1737","0.006","1","qlp-s63-ffi","QLP","166.25097","-46.034539","-64.498","0.04","18.916","0.04","2460028.65432","0.0050334","6.5445251","0.0000392","2.138","0.56","0.854811","0.077124","787","71.0309","2.62701","0.203486","94.6613","868","10","143.833","0.5545","5686","124.7","4.46","0.08","0.98","0.05","","","1.01","0.132169","10,36,37,63","slight depth aperture correlation; low SNR","2021-07-19","2023-05-05","2023-06-16"
+"182078202","4302.01","","2","4","2","2","3","4","4","0.8","26.7","7.91","0","0","1","PC","PC","10.2891","0.006","1","spoc","SPOC","14.736175","-76.589893","167.08","0.112","-46.002","0.061","2458347.765451","0.005783632","38.76170557484","0.0004386249","4.6125854277137","0.44396222","0.812792","0.074182","748.32920897905","68.32196","2.7276166035429","0.29995486","13.958966869514","492.98427741734","8.7437315","132.802","0.7175","5653","124.84","4.55306","0.0766456","0.87600100040436","0.0424071","","","1","0.122956","1,13,27,28","Period could be double.","2021-07-19","2021-07-19","2022-12-14"
+"200296137","4303.01","","3","4","3","3","3","4","4","4.8","37.3","17.18","1","2","1","PC","PC","9.4623","0.006","1","spoc","SPOC","72.356386","-43.353685","45.909","0.04","0.569","0.054","2458438.485322","0.0017303101","8.611084444705","0.00003703415","2.0181797665196","0.43965584","0.589291","0.062657","542.61020381931","57.70742","4.3063674755761","2.1791077","716.93434784957","1319.7436968752","8.451531","256.048","1.618","6908","121.736","4.12055","0.0889241","1.7652399539948","0.0731658","","","1.5","0.257055","5,32","","2021-07-19","2021-07-19","2022-12-14"
+"366443426","4304.01","","1","4","1","2","5","4","5","2.5","39.9","6.55","18","12","0","KP","KP","8.4642","0.006","1","qlp-s72-ffi","SPOC","126.615828","10.080371","-48.143","0.104","0.059","0.059","2460266.657375","0.0049241","15.5718552","0.0000291","4.931","0.297","0.412658","0.010859","380","10.0018","2.44317","0.137602","115.206","912","44","106.289","0.672","6352.33","149.652","4.30502","0.0955413","1.31","0.07","0.021","0.013","1.261","0.194835","7,34,44,45,46,61,72","HIP 41378 b","2021-07-19","2024-02-01","2024-02-02"
+"366443426","4304.03","","5","5","5","5","5","5","5","1.3","29.1","5.92","18","12","0","KP","KP","8.4642","0.006","3","spoc","SPOC","126.615828","10.080371","-48.143","0.104","0.059","0.059","2458494.909195","0.0033878942","31.718020831616","0.00012969133","2.3326321300982","0.838543","0.318021","0.042485","292.86496450889","39.129612","2.2998048543218","3.6733382","55.617464954775","696.50228737474","7.9325233","106.289","0.672","6352.33","149.652","4.30502","0.0955413","1.3088300228119","0.0701232","0.021","0.013","1.261","0.194835","7,34,44,45,46","HIP 41378 c","2022-04-20","2022-04-20","2022-12-14"
+"372068780","4305.01","","2","4","2","2","3","4","4","1.3","20.8","26.8","0","0","3","PC","PC","7.8459","0.006","1","spoc","SPOC","310.443577","-68.134987","14.324","0.038","16.837","0.053","2458679.490787","0.002629357","183.00191059166","0.0019671875","2.548350511796","0.74222255","0.430435","0.053273","396.36700054003","49.06526","5.5931204699825","6.8133955","22.443846903223","555.12920252962","7.965195","159.007","0.8155","6200","133.686","3.63371","0.0844045","2.7539100646973","0.123563","","","1.19","0.170538","13,27","only 2 transits; low SNR","2021-07-19","2021-07-19","2022-12-14"
+"372068780","4305.02","","3","4","3","3","3","4","4","0.5","14.6","23.08","0","0","3","PC","PC","7.8459","0.006","2","spoc","SPOC","310.443577","-68.134987","14.324","0.038","16.837","0.053","2458670.445038","0.0038632434","374.36443150978","0.005572987","3.6392863337463","0.4670722","0.337186","0.046061","310.51144444826","42.422695","5.1223705713237","1.8963538","8.6426187744313","437.30162255404","7.186293","159.007","0.8155","6200","133.686","3.63371","0.0844045","2.7539100646973","0.123563","","","1.19","0.170538","13,27","possible multi; odd-transit significantly better shape than even transit; only two transits two years apart; low MES","2021-07-28","2021-07-28","2022-12-14"
+"44898913","4306.01","","2","5","5","2","4","4","4","1.7","10.8","2.39","11","1","4","PC","CP","14.2683","0.008","1","spoc","SPOC","64.13091","-28.315791","218.534","0.096","-251.131","0.117","2458413.191882","0.0010724914","2.7299048854389","0.0000119619135","0.8257288469128","0.3995385","8.09465","1.089824","7427.7249663962","1003.2614","1.3513606340693","0.77290535","4.0669767500157","362.19101463574","8.324998","32.4298","0.07005","2887","157","5.15917","0.0427824","0.15549799799919","0.00468671","","","0.127219","0.0200353","4,5,31,32","potential stellar variability; low SNR","2021-07-19","2021-07-19","2023-03-03"
+"141186075","4307.01","TIC 141186075.01","2","4","2","2","3","4","4","1.1","6.2","2.3","0","0","3","PC","PC","6.6418","0.006","1","spoc-s01-s65-b0A-PC","SPOC","81.327498","-75.693734","-103.892","0.033","-309.406","0.038","2458349.760175","0.0030098888","32.696622460879","0.000118172604","4.4291504779561","0.24050103","0.118548","0.007529","109.18122410386","6.9346323","1.3195089753874","0.123517096","33.747640609421","614.72461473792","15.045238","36.0469","0.02375","6079.16","43.8376","4.438","","1.0984300374985","0.0429949","","","1.14","0.151726","1,2,3,4,5,6,7,8,9,10,11,12,27,28,29,31,32,33,34,35,36,37,38,39,61,62,64,65","possible multi","2021-07-19","2024-01-22","2024-01-27"
+"141186075","4307.02","TIC 141186075.02","2","4","2","2","3","4","4","0.9","17","0.13","0","0","3","PC","PC","6.6418","0.006","2","spoc-s01-s65-b0A-PC","SPOC","81.327498","-75.693734","-103.892","0.033","-309.406","0.038","2458328.005731","0.0032169425","4.6545299303531","0.000029720513","3.3150548390021","0.15735869","0.025465","0.003226","23.453969968228","2.971125","0.57077930525548","0.14011274","454.02472349618","1177.3067261375","7.6230817","36.0469","0.02375","6079.16","43.8376","4.438","","1.0984300374985","0.0429949","","","1.14","0.151726","1,2,3,4,5,6,7,8,9,10,11,12,27,28,29,31,32,33,34,35,36,37,38,39,61,62,64,65","low SNR; potential multiplanet system","2021-07-19","2024-01-22","2024-01-27"
+"144193715","4308.01","","2","5","5","2","4","4","4","2.8","42","6.64","2","1","3","CP","CP","10.339","0.006","1","qlp-s68-ffi","SPOC","327.753069","-43.562364","-72.111","0.063","-1.864","0.06","2460163.674868","0.0044186","9.1512776","0.0000339","2.616","0.642","1.166707","0.090487","1074","83.338","2.45142","0.193343","55.3616","759","10","108.932","0.638","5015","180","4.47652","0.304279","0.79","0.05","","","0.9","0.113319","1,28,68","TOI-4308 b","2021-07-19","2023-10-30","2023-12-03"
+"56662591","4309.01","","2","5","5","2","4","4","4","0.3","28.8","6.85","0","2","5","PC","PC","9.456101","0.006","1","spoc-s01-s65-b0A-PC","SPOC","158.578516","-9.162846","-186.762","0.072","76.51","0.081","2458564.610546","0.0037245129","87.222870001352","0.0006250998","2.1563738646797","0.528699","0.71809","0.086796","661.16670845337","79.93867","2.5058764230905","0.5386401","6.379093282313","405.33068980804","8.750275","75.7444","0.43885","5220","126.735","4.54936","0.083395","0.82994300127029","0.0494171","","","0.89","0.110067","9,35,62","low SNR; single in Sector 9 at ~1564.6 TBJD; originally alerted with event in s35 which appears to be an asteroid","2021-07-19","2024-02-14","2024-02-17"
+"303317324","4310.01","TIC 303317324.01","1","4","1","1","4","4","4","0","18.1","7.64","3","5","2","PC","PC","9.4961","0.006","1","spoc","SPOC","351.903531","-25.508462","-33.704","0.119","-87.513","0.069","2458365.181534","0.0029425519","739.16700068671","0.0040522036","5.7183604189351","0.31619948","1.495153","0.09903","1376.1395052727","91.20565","2.6735992035501","0.5437476","0.072487155985693","132.33813644953","14.332114","40.0268","0.08675","4159","127.589","4.53501","0.109622","0.72108399868011","0.0692336","","","0.65","0.0775779","2,29","some centroid offset; maximum period is ~739.2 days","2021-07-19","2021-07-19","2022-12-14"
+"122617317","4311.01","","2","4","2","2","3","4","4","1.8","30.8","7.91","5","1","1","PC","PC","10.7236","0.006","1","spoc","SPOC","41.685522","-31.17932","170.932","0.089","73.688","0.095","2458394.738879","0.0062619797","15.070077943184","0.00015247852","3.8675640813993","0.4908442","0.926112","0.090749","852.6165720651","83.579414","2.7293234800779","0.5532457","35.259842926601","621.49815381628","8.810635","134.988","0.926","5159","123.858","4.519","0.0898566","0.85072898864746","0.0504723","","","0.872","0.110561","3,4,30,31","low SNR; potential stellar variability","2021-07-19","2021-07-19","2022-12-14"
+"122617317","4311.02","TIC 122617317.02","1","4","1","1","3","4","4","3.1","4.9","2.59","5","1","1","PC","PC","10.7236","0.006","2","spoc","SPOC","41.685522","-31.17932","170.932","0.089","73.688","0.095","2458382.635952","0.0015867128","0.99028919365643","0.000012096841","1.3567355712389","0.32307628","0.302865","0.046411","278.90969916687","42.74519","1.4156528630395","2.9516218","1329.6938234526","1540.1309997355","7.614891","134.988","0.926","5159","123.858","4.519","0.0898566","0.85072898864746","0.0504723","","","0.872","0.110561","3,4,30,31","low MES; possible multi","2021-07-28","2021-07-28","2022-12-14"
+"251086776","4312.01","","5","5","5","5","5","5","5","0","15.5","6.54","2","2","5","PC","FA","10.4779","0.008","1","spoc-s01-s36-b02-L1","SPOC","37.547588","-3.405125","-73.952","0.092","-51.381","0.122","2458434.864936","0.0026682545","726.1175224889","0.0004215629","2.254336760455","0.33717096","1.855689","0.186697","1707.6927808971","171.93939","2.4385295890352","0.47190765","0.63932587906437","228.06063051818","10.535669","40.9223","0.1073","3808","157","4.69366","0.010723","0.55032998323441","0.0173641","","","0.545551","0.0209578","4,31","low SNR; potential stellar variability; ~ 726 is longest possible period; may be shorter period","2021-07-19","2022-05-25","2023-12-16"
+"294324819","4313.01","","2","4","2","2","3","4","4","3.8","26.2","12.67","0","1","3","PC","PC","9.6032","0.006","1","spoc-s01-s69-b0A-PC","SPOC","108.884571","-55.555017","-25.414","0.045","62.862","0.05","2458498.277436","0.0042818137","6.8227645056656","0.00003132113","6.5295445221234","0.38353676","0.245145","0.015996","225.76129050914","14.732888","3.6003512450854","0.2926882","832.77584273456","1370.0984632932","13.303108","232.521","1.3175","5781","129.08","3.82788","0.0766707","2.05876994133","0.0972059","","","1.04","0.129003","7,8,30,33,34,35,36,61,62,63,67,69","L1 candidate","2021-07-19","2024-02-15","2024-02-17"
+"459952217","4314.01","","5","5","5","5","5","5","5","1.2","28.3","11.49","0","0","1","PC","FA","8.22109","0.006","1","spoc","SPOC","71.266602","5.871586","13.672","0.098","-21.479","0.068","2458448.205642","0.003367054","73.580981995885","0.00047789348","2.1441597528103","0.8634284","0.377299","0.052157","347.44503648195","48.037334","3.3991025171817","4.635859","57.775489355484","703.16242904375","7.4124866","158.797","1.3925","7802","152.01","4.21386","0.0738195","1.7611800432205","0.0496935","","","1.851","0.290116","5,32","low SNR; potential stellar variability","2021-07-19","2021-07-19","2022-12-14"
+"139148528","4315.01","","1","4","2","1","3","4","4","2.4","34.4","6.04","0","1","1","PC","PC","10.2768","0.006","1","spoc","SPOC","344.622965","-44.716935","42.234","0.067","-15.407","0.069","2458326.328697","0.0033780201","8.286046817583","0.00007739272","3.4753488166536","0.4529665","0.58701","0.064282","540.50974153214","59.204323","2.3293669555629","0.53587997","109.80090012265","825.60292828458","8.408551","134.093","1.324","5809","190","4.56733","0.290406","0.91421502828598","0.0492286","","","0.97","0.123684","1,28","low SNR potential L1 candidate","2021-07-19","2021-07-19","2022-12-14"
+"7020254","4316.01","","5","5","5","5","5","5","5","7.5","57.6","76.73","0","0","5","KP","KP","12.7462","0.006","1","qlp-s71-ffi","SPOC","126.5535","12.281851","15.565","0.043","-21.666","0.029","2460238.657358","0.0009997","20.2730282","0.0000073","3.651","0.089","18.817245","0.569399","17182","524.298","10.4386","0.555069","20.4393","592","201","413.591","4.2685","5742","129.041","4.58473","0.0726594","0.86","0.04","","","1.026","0.120504","7,34,45,46,71","K2-115 b","2021-07-19","2024-01-17","2024-01-27"
+"422914082","4317.01","TIC 422914082.01","1","4","1","1","4","4","4","0.1","24.4","13.76","7","5","10","PC","PC","10.0121","0.006","1","spoc","SPOC","38.31042","1.69093","397.201","0.077","-2.532","0.083","2458431.554344","0.00227632","238.85420722357","0.0010418084","4.1215859780024","0.28935996","2.11114","0.111344","1942.5423550843","102.5459","3.7779893895631","0.8958819","0.5496818910434","219.60772197914","17.465199","67.368","0.21765","4354.29","103.046","4.39555","0.0872734","0.86598700284958","0.0620603","0.037","0.03","0.68","0.0784796","4,31","potential L1 candidate; only 2 transits","2021-07-19","2021-07-19","2022-12-14"
+"311130133","4318.01","","2","4","2","2","4","4","4","5.2","51.2","3.73","1","3","6","PC","PC","10.3687","0.006","1","spoc","SPOC","59.771874","6.924473","32.243","0.085","-29.805","0.051","2458438.114877","0.0017245066","1.1343823839538","0.000013080751","1.4444999642539","0.316853","0.340807","0.04745","313.84588606087","43.702003","1.7532446397902","0.39842597","1466.6875463146","1578.3530385066","8.023294","120.871","0.63","5683","233.6","4.58721","0.0851552","0.84684199094772","0.0459046","","","1.011","0.133492","5,32","low SNR; potential stellar variability","2021-07-19","2021-07-19","2022-12-14"
+"157115010","4319.01","","3","5","5","3","3","4","4","","","35.07","0","0","5","PC","PC","10.82","0.006","1","spoc","SPOC","100.971875","-43.892984","-27.632","1.049","78.907","1.05","2459231.757702","0.007155176","","","7.7272055191657","0.52975136","7.346401","0.779623","6743.4455261469","717.80194","6.551968859415","0.4984175","4.8945816232604","379.3574727375","7.1534576","83.6486","","4438","","4.438","","0.72503298521042","","","","","","6,7,33,34","alert as single transit on second event","2021-07-26","2021-07-26","2022-12-14"
+"404518509","4320.01","TIC 404518509.01","1","4","1","1","3","4","4","0","19","9.02","6","1","3","PC","PC","8.6022","0.006","1","spoc","SPOC","51.640345","-43.613665","-2.359","0.037","-22.812","0.055","2458431.268721","0.0039323447","703.61561482125","0.0054826885","5.1339344510476","0.3236778","0.698554","0.060235","643.18549703905","55.47728","2.9483243115169","0.27142635","0.45765923113001","209.77576147256","11.9246025","79.208","0.1595","5871","125.293","4.43296","0.0790908","1.0356299877167","0.0503367","","","1.06","0.135938","3,4,30,31","two transits; actual period likely shorter than 703.6 days","2021-07-27","2021-07-26","2022-12-14"
+"404518509","4320.02","","5","5","5","5","5","5","5","0.9","31.3","5.43","6","1","3","PC","FA","8.6022","0.006","2","spoc","SPOC","51.640345","-43.613665","-2.359","0.037","-22.812","0.055","2458417.466332","0.004318958","46.409373246221","0.0003647566","4.8223370112243","0.8341399","0.473196","0.061634","435.73475045941","56.765373","2.1862996749435","1.712195","17.173095326334","519.19666568214","7.139741","79.208","0.1595","5871","125.293","4.43296","0.0790908","1.0356299877167","0.0503367","","","1.06","0.135938","3,4,30,31","two transits; actual period likely shorter than 742.55 days; possible multi","2021-07-27","2021-07-26","2022-12-14"
+"325081244","4321.01","","2","5","5","2","3","4","4","","","11.22","0","1","7","PC","PC","7.3016","0.006","1","spoc","SPOC","327.947949","-70.351914","24.465","0.046","-50.714","0.044","2458679.442502","0.0037320806","","","5.7408858000534","0.79073614","0.193197","0.022999","177.92489767343","21.182976","3.3520676728821","2.7874317","431.04707835881","1162.1198677752","7.4347234","110.275","0.368","6163.97","113.083","3.72396","0.0825978","2.4611999988556","0.105005","","","1.17","0.16376","13,27","single transit; potential L1 planet","2021-07-27","2021-07-26","2022-12-14"
+"13883872","4322.01","","2","4","4","2","3","4","4","1.4","20.7","6.44","2","0","1","PC","PC","10.162","0.006","1","spoc","SPOC","73.7411","-41.34421","38.388","0.046","-6.136","0.064","2458417.282799","0.005484244","13.419097150072","0.00014669292","5.2092440163059","0.5614782","0.378161","0.044203","348.23840651958","40.711212","2.4168514717101","0.60772747","123.72867968794","850.62343635325","8.141539","188.964","1.045","5914.2","121.77","4.30929","0.0781974","1.2053099870682","0.0582413","-0.05","0.09","1.08","0.140143","4,5,31,32","weak signal; possibly off-target; odd transits might not be real","2021-07-27","2021-07-26","2022-12-14"
+"143022742","4323.01","","5","5","5","5","5","5","5","0.9","37.8","8.53","3","0","1","PC","FA","12.531","0.007","1","spoc","SPOC","54.466785","-30.057438","-27.104","0.042","-60.598","0.059","2458416.548124","0.013202551","14.676265843378","0.00032541223","3.2320455492784","1.1914431","3.806675","1.132012","3499.9379734275","1042.0787","2.8523347853539","1.2104801","3.1398249658771","339.50494879596","9.150719","70.7878","0.17105","3414","157","4.77364","0.00645192","0.45886099338531","0.0136024","","","0.455971","0.0202541","4,31","potential L1 planet; low SNR; fit appears to be underestimating depth; centroid offset but not centered on anything","2021-07-27","2021-07-26","2022-12-14"
+"143022742","4323.02","","5","5","5","5","5","5","5","0.9","47.7","15.85","3","0","1","PC","FA","12.531","0.007","2","spoc","SPOC","54.466785","-30.057438","-27.104","0.042","-60.598","0.059","2458412.896474","0.006486537","21.969257784454","0.00025938038","3.5662306615751","0.6793756","8.655825","1.411097","7940.6152389345","1298.8241","4.1061739210867","0.9829199","1.8336045801104","296.78788633073","9.256836","70.7878","0.17105","3414","157","4.77364","0.00645192","0.45886099338531","0.0136024","","","0.455971","0.0202541","4,31","possible 3:2 resonance; 3.6 sigma odd-even","2021-07-27","2021-07-26","2022-12-14"
+"408416746","4324.01","","2","4","2","2","4","4","4","1.8","12","1.51","4","2","5","PC","PC","9.75311","0.008","1","spoc-s01-s65-b0A-PC","SPOC","145.646473","-19.235699","-474.872","0.108","-217.949","0.111","2458518.997987","0.0011799231","6.2509468453558","0.000012210599","1.1882968806557","0.49305502","0.836469","0.087335","770.11955972988","80.435425","1.1306823318135","1.2734419","8.7624100334126","438.80911736095","11.716725","17.038","0.0178","3479","157","4.8309","0.00325853","0.39539700746536","0.0119085","","","0.386274","0.0203574","8,35,62","potential L1 planet; low SNR","2021-07-27","2024-02-15","2024-02-17"
+"202185707","4325.01","","2","4","2","2","4","4","4","11.4","89.7","6.36","15","2","6","PC","PC","11.8206","0.007","1","spoc","SPOC","101.848588","6.128717","74.438","0.126","-169.751","0.11","2458469.368876","0.0007408795","1.6500673350986","0.000012731499","0.91986787096352","0.27313098","2.945833","0.359868","2709.534957568","331.39545","2.3990077840239","1.2909414","60.779052926319","712.12827820355","10.393739","51.0354","0.20495","3896","147","4.70541","0.396179","0.45404899120331","0.0138638","","","0.450871","0.0205581","6,33","underlying SV at a much shorter period; signal could be linked to that","2021-07-27","2021-07-26","2022-12-14"
+"303586471","4326.01","TIC 303586471.01","2","5","5","2","4","4","4","0","18.3","8.07","0","1","4","PC","PC","7.7158","0.006","1","spoc-s01-s69-b0A-PC","SPOC","351.988437","-26.454622","145.862","0.091","-44.339","0.083","2458363.771288","0.0034188677","1826.07903242","0.00026714112","4.1474226174772","0.41782552","0.637689","0.039076","587.16082880588","35.98929","2.7599002516469","0.62245464","6.5512187941207","408.03768559832","17.213898","57.7233","0.1657","6034.49","111.364","4.42122","0.0734804","1.0790300369263","0.0455201","","","1.12","0.138172","2,29,69","alerted as a single transit at ~1363 TBJD(which matches epoch of Planet Hunters CTOI) but now have a second transit; maximum period is ~ 1826.08 days; actual period likely shorter; L1 candidate","2021-07-27","2024-04-12","2024-04-13"
+"140687214","4327.01","","1","4","1","1","3","4","4","25.1","104.8","11.63","4","0","1","PC","PC","12.1285","0.007","1","qlp-s39-tois","SPOC","73.206864","-76.339681","6.697","0.042","80.118","0.055","2459387.017748","0.0012894","0.8303285","0.000002","0.665","0.278","0.738552","0.640357","680","589.617","3.44971","1.5138","691.538","1428","19","84.4016","0.15225","3672","157","4.68064","0.0100081","0.57","0.02","","","0.558945","0.0202654","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39","possible L1 planet; two stars in pixel","2021-07-27","2022-03-21","2022-12-14"
+"77175217","4328.01","","2","4","2","2","3","4","4","0","24.4","4.12","2","1","1","PC","PC","7.7679","0.006","1","spoc","SPOC","68.288836","-36.945858","-16.988","0.042","43.619","0.051","2458459.446061","0.0021894013","703.79367004987","0.0016713823","2.9297300934903","0.33086753","0.653763","0.070244","601.95668429039","64.69537","1.8602949590982","0.9054883","0.3066589298109","189.79451333725","9.05818","25.0039","0.0173","4709","125.217","4.57486","0.0933947","0.73983502388","0.0543568","","","0.75","0.0848081","4,5,31,32","two transits; actual period likely shorter than 704 days","2021-07-27","2021-07-26","2022-12-14"
+"256722647","4329.01","TIC 256722647.01","3","5","5","3","4","4","4","54.4","59.3","317","2","2","0","CP","CP","11.8832","0.039","1","spoc-s14-s60-b0A-CP","CTOI","329.563915","71.131605","4.416","0.036","0.468","0.034","2459855.156794","0.0017260404","2.9224660923943","0.000024140474","5.5560255282582","0.08230493","6.232628","0.077576","5724.0176730393","71.44731","20.884218908175","1.272273","3990.57163412","2027.1156537539","66.027565","717.128","10.569","5520","262.7","3.55","0.09","2.7442901134491","0.157266","","","0.97","0.135216","17,18,25,52,57,58","TOI-4329 b; CTOI from Samuel Grunblatt","2021-07-27","2023-06-13","2023-06-16"
+"47617038","4330.01","","3","4","3","3","3","4","4","","","317","0","0","1","PC","PC","7.6581","0.006","1","qlp","QLP","220.350188","-33.950483","-35.111","0.097","-22.63","0.087","2459358.397242","0.0037028","3.3513304","0.0000277","2.739","0.347","0.434381","0.001077","400","0.991643","17.7728","","295.994","1155","9","290.313","4.595","4886","122","","","8.71","","","","","","11,38","short duration for period and star; a/Rs < 2","2021-07-28","2021-07-28","2022-12-14"
+"148833828","4331.01","","3","4","3","3","3","4","4","13.9","48.3","35.75","1","0","1","PC","PC","10.1952","0.006","1","qlp","QLP","231.248546","-40.216633","-22.736","0.078","-23.502","0.053","2459360.395379","0.0058185","2.9034242","0.0013211","2.154","0.273","0.934135","0.001549","860","1.4267","6.62177","0.433148","554.218","1351","12","346.327","4.3565","5992","132.5","3.77","0.08","2.25","0.11","","","1.1","0.1404","38","possible centroid offset; possibly synchronized","2021-07-28","2021-07-28","2022-12-14"
+"178959058","4332.01","","3","4","3","3","3","4","4","6.2","42.4","17.82","0","0","1","PC","PC","9.783","0.006","1","qlp-s64-ffi","QLP","209.699173","-40.619073","-18.488","0.08","-4.145","0.081","2460061.842391","0.0025282","5.4468377","0.0000216","3.303","0.528","0.914575","0.044002","842","40.5265","4.39864","0.245629","631.423","1396","18","269.304","4.151","6793","129.1","4.15","0.09","1.68","0.07","","","1.46","0.249873","11,38,64","possible centroid offset","2021-07-28","2023-06-28","2023-08-10"
+"144645881","4333.01","","3","4","3","3","1","4","4","30","125.1","71.42","1","0","0","PC","PC","9.326","0.007","1","spoc-s01-s65-b0A-PC","QLP","229.730951","-44.500399","-23.189","0.39","-14.867","0.327","2459338.908839","0.0014325054","8.9021442596754","0.00002763058","1.7633958784177","0.1566938","1.551505","0.158508","1427.96814455","145.98047","9.954597950299","9.107189","597.34551434266","1260.8869540667","12.15038","212.956","8.695","6606","132.9","4.09","0.1","1.7520999908447","0.107299","","","1.38","0.22957","38,65","possible depth-aperture; V-shaped; centroids inconsistent between sectors; crowded field","2021-07-28","2024-02-21","2024-03-03"
+"128531633","4334.01","","3","4","3","3","3","4","4","9.6","43.5","45.86","5","0","3","PC","PC","10.2591","0.007","1","qlp","QLP","219.476976","-46.285122","-12.388","0.325","-2.425","0.276","2459358.587889","0.0029638","8.2197647","0.0000572","1.673","0.335","1.129753","0.005182","1040","4.77307","7.65998","0.817237","70.2704","806","10","398.085","28.033","6657","134.2","3.93","0.1","2.12","0.18","","","1.4","0.23185","11,38","possible odd-even","2021-07-28","2021-07-28","2022-12-14"
+"443658196","4335.01","","5","5","5","5","5","5","5","34.8","133.8","130.71","0","0","0","EB","FP","11.5124","0.007","1","qlp-s38-tois","SPOC","199.734195","-62.974419","-10.636","0.041","-4.467","0.048","2459351.741023","0.0049928","4.5006638","0.0000564","4.588","0.523","2.293324","1.007527","2110","927.536","14.2378","4.97144","25501","3520","12","636.157","15.602","8933","169.165","4.45175","0.0675799","1.48","0.05","","","2.25","0.322149","11,38","TFOP FP; retired as NEB","2021-07-28","2022-10-04","2022-12-14"
+"166184428","4336.01","","1","4","4","1","4","4","4","0.9","84.1","4.86","12","2","9","PC","CP","11.0196","0.007","1","spoc-s01-s65-b0A-PC","SPOC","206.107013","-40.337351","151.518","0.102","69.023","0.135","2459335.573188","0.0014702603","16.336366524038","0.000059211077","1.9933921806494","0.45290896","4.22595","0.284284","3884.6785375051","261.8006","2.0492402684364","0.7552958","1.693298707092","290.9398052298","13.60391","22.5455","0.03825","3365","157","4.89744","0.00242422","0.32656800746918","0.00988657","","","0.30713","0.0202867","38,64","L1 candidate","2021-07-28","2024-02-15","2024-04-19"
+"399642071","4337.01","","5","5","5","5","5","5","5","15","121.5","8.35","2","0","3","PC","FP","11.1567","0.006","1","spoc-s01-s39-b0A-PC","SPOC","164.289787","-69.979379","-29.87","0.057","-0.01","0.046","2459335.387793","0.0057187034","2.2861792062413","0.00032269396","4.7932724101557","0.41793948","2.273419","0.175291","2091.7055729915","161.4355","2.8172921826464","0.6762643","99.416430641689","805.34931051817","10.605815","65.1329","0.14575","3953","123.519","4.6489","0.120623","0.61770302057266","0.0645854","","","0.62","0.08314","37,38","low SNR; possible instrument systematics; v-shaped","2021-07-28","2022-03-21","2024-04-13"
+"253434221","4338.01","","3","5","5","3","3","4","4","28","80.7","74.41","1","2","1","PC","APC","10.0865","0.006","1","qlp","SPOC","196.73335","-58.110955","-31.466","0.037","-56.85","0.039","2459350.811013","0.0013979","7.4997774","0.000021","1.278","0.211","2.228044","0.004824","2050","4.44292","10.1994","0.751493","475.6053842945","587","20","219.732","1.638","4979.2","88.5","3.92","0.31","1.91","0.11","","","0.9","0.117789","11,38","check nearby stars; V-shaped","2021-07-28","2021-08-12","2022-12-14"
+"7439481","4339.01","","5","5","5","5","5","5","5","107.1","263.4","76.29","2","0","2","PC","FP","14.0644","0.008","1","spoc","SPOC","212.92874","-29.973981","-79.125","0.118","24.051","0.102","2459333.969005","0.0005009447","1.254080552095","0.000039808045","1.3435516893502","0.037663072","74.161987","1.510383","66025.099426021","1390.1466","10.349331911172","0.37656295","73.547838288467","746.89960144404","38.572582","123.032","1.061","3455","157","4.82691","0.00418249","0.39972400665283","0.0125234","","","0.391168","0.0207321","38","check neighbor TIC 7439480","2021-07-28","2021-07-28","2022-12-14"
+"454038613","4340.01","","1","4","1","1","3","4","4","6.5","48.9","11.8","1","1","3","PC","PC","10.0116","0.006","1","qlp","QLP","175.66163","-40.060512","-47.529","0.044","1.405","0.036","2459330.281814","0.0029142","2.6680587","0.0000223","2.978","0.382","0.62991","0.000985","580","0.907189","3.45609","0.216187","1634.14","1771","15","231.084","1.751","6406","134.5","4.23","0.09","1.44","0.06","","","1.29","0.200842","10,37","Odd-even likely not real. Possible multi.","2021-07-28","2021-07-28","2022-12-14"
+"62301521","4341.01","","5","5","5","5","5","5","5","0","8.7","2.19","0","1","0","PC","FA","13.7827","0.008","1","spoc","SPOC","291.534894","-43.187188","-157.84","0.149","-1098.04","0.116","2458661.048552","0.009240395","18.404333414375","0.012458659","7.8793309534876","0.83414465","9.964011","1.179399","9135.2110161914","1085.6766","1.2834432739384","0.16381204","0.26386934264795","182.79612426021","7.571882","23.7607","0.049","2891","157","5.22041","0.0557763","0.13337600231171","0.00396582","","","0.10777","0.0200166","13,27","even transit looks better than odd; low SNR","2021-07-28","2021-07-28","2022-12-14"
+"354944123","4342.01","","1","4","4","1","4","4","4","3.6","49","5.79","10","6","2","PC","CP","11.0318","0.007","1","spoc","SPOC","324.38942","-77.979147","120.399","0.043","-91.425","0.043","2458654.532426","0.0015552475","5.5383289992352","0.000038025082","2.2263888235413","0.41871506","1.528828","0.141217","1407.1118647899","130.05675","2.2721408626822","1.1171762","27.681833910476","585.01697007936","8.499877","61.5204","0.1022","3883","157","4.65275","0.0107329","0.59817498922348","0.0177148","","","0.586597","0.0202492","13,27","potential L1 planet; near 2:1 resonance","2021-07-28","2021-07-28","2023-03-03"
+"354944123","4342.02","","1","4","4","1","4","4","4","2.1","43.7","6.65","10","6","2","PC","CP","11.0318","0.007","2","spoc","SPOC","324.38942","-77.979147","120.399","0.043","-91.425","0.043","2458659.348023","0.0024497588","10.688608350669","0.00011466265","2.6672244877947","0.34568244","1.631102","0.175957","1501.1726340658","162.0491","2.4642245247696","0.4968625","11.520508301593","469.88075713034","8.190688","61.5204","0.1022","3883","157","4.65275","0.0107329","0.59817498922348","0.0177148","","","0.586597","0.0202492","13,27","possible multi","2021-07-28","2021-07-28","2023-03-03"
+"278988097","4343.01","","2","4","2","2","3","4","4","1","19.2","5.49","0","0","1","PC","PC","11.255","0.006","1","spoc-s01-s39-b0A-PC","SPOC","101.830564","-56.617503","-8.744","0.053","55.104","0.049","2458411.634631","0.0041982583","11.541999556089","0.00008554041","2.9782455988127","0.35722074","0.474486","0.047329","436.92249118576","43.59038","2.2003248244592","0.23430239","92.653133267093","791.28835995289","9.664697","242.572","1.276","6112","130.898","4.5884","0.0805274","0.90195500850678","0.0413141","","","1.15","0.155106","4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39","","2021-07-28","2022-03-21","2022-12-14"
+"38939275","4344.01","","1","4","1","2","3","4","4","0","5.1","10.67","0","1","3","PC","PC","9.4826","0.006","1","spoc-s01-s36-b02-L1","SPOC","69.651026","-61.343471","8.477","0.047","-20.372","0.065","2458507.586416","0.014388347","731.48087791901","0.020350799","14.709505105926","1.7781773","0.265939","0.039181","244.90887716107","36.08673","3.253710700435","2.2459438","1.690661251088","290.82644815642","7.5742183","232.265","1.241","5854","128.805","3.83792","0.077154","2.0546000003815","0.098744","","","1.06","0.130742","4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","check neighbor TIC 6649664; low MES; possibly a single transit at ~1507 TBJD","2021-07-28","2024-04-22","2024-04-23"
+"469791892","4345.01","","2","4","3","2","1","4","4","2","169","6.16","1","0","0","PC","PC","14.752","0","1","spoc","SPOC","298.438373","-69.852102","-5.633","0.052","0.011","0.063","2458657.983826","0.0061300416","12.891002221052","0.0002806083","4.0905286593826","0.57591254","16.541032","2.106463","15119.390008852","1938.243","2.3547528771111","1.3727763","3826.5827550207","2005.9611933907","7.729805","983.721","42.4365","31000","7000","5.59962","0.544746","0.18000000715256","0.104","","","0.47","0.03","13,27","low MES","2021-07-28","2021-07-28","2022-12-14"
+"389371332","4346.01","","5","5","5","5","5","5","5","1.2","16.4","3.1","0","0","0","PC","FP","12.4375","0.007","1","spoc","SPOC","86.01889","-66.359097","-44.82","0.081","35.22","0.081","2458494.060524","0.0055972436","3.9077115942754","0.000046213863","9.5278363535365","0.77758694","0.651237","0.052148","599.63190986753","48.029163","1.5722799169877","0.5293573","50.380069470118","679.49214416082","10.342199","130.457","0.644","3917","157","4.61771","0.0115687","0.64011001586914","0.0189905","","","0.61966","0.0202647","7,27,28,29,31,32,34,35","crowded field; potential L1 planet","2021-07-28","2021-07-28","2022-12-14"
+"32498058","4347.01","","3","4","3","3","3","4","4","2.3","34.5","15.35","0","3","3","PC","PC","8.83419","0.006","1","spoc","SPOC","84.193559","-24.031219","13.013","0.034","-5.781","0.05","2458449.129982","0.0054715094","35.357323924367","0.0003555365","6.8669783584064","0.5118849","0.670644","0.059724","617.49531695303","55.006767","4.0299535738191","0.7152688","112.9275004999","831.41848980682","11.313465","195.126","1.1235","7607","214","4.31008","0.359171","1.5628499984741","0.0492563","","","1.775","0.297797","5,6,32,33","could be L1 given Rp uncertainty; pulsating host; possibly SV","2021-07-28","2021-07-28","2022-12-14"
+"350299588","4348.01","","2","4","2","2","3","4","4","0","8.6","8.27","0","1","3","PC","PC","8.3987","0.006","1","spoc-s01-s39-b0A-PC","SPOC","83.90994","-57.13863","41.302","0.042","-29.11","0.044","2458507.660183","0.007963274","602.24143767402","0.012024281","8.9413153849714","0.8475241","0.230572","0.029022","212.34227009226","26.729952","2.8007690526373","1.2447399","2.0361804520223","304.66587710156","7.539507","136.786","0.457","6128","132.772","3.96225","0.0826951","1.8626699447632","0.086721","","","1.16","0.161499","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,33,34,35,36,37,38,39","period may be half the max period of ~602 days","2021-07-28","2022-03-22","2022-12-14"
+"313889049","4349.01","","2","4","2","2","4","4","4","0","8.4","6.11","0","0","4","PC","PC","11.7463","0.006","1","spoc","SPOC","0.129574","-26.231082","278.218","0.073","105.663","0.055","2458355.68965","0.005415323","749.16052309336","0.00804294","4.9894210633253","0.7835969","1.902769","0.20605","1750.9801690844","189.76117","2.343895973601","0.9431504","0.033452048041182","109.07505170291","8.911839","72.4603","0.2199","3851","125.312","4.71539","0.135062","0.55816900730133","0.0637437","","","0.59","0.0834059","2,29","two transits; actual period likely shorter than 749.2 days; another star in the pixel","2021-07-28","2021-07-28","2022-12-14"
+"50379036","4350.01","","2","4","4","2","3","4","4","2","30.4","2.86","3","1","1","PC","PC","8.9504","0.006","1","spoc","SPOC","32.883907","-76.107434","60.505","0.042","32.893","0.041","2458328.389294","0.0024507712","4.8759070064775","0.000039563893","3.0553030089105","0.38996747","0.175455","0.020591","161.58713532026","18.964478","1.5012268626123","1.2102476","440.179213291","1168.2267111766","7.802036","103.01","0.2475","5937","122.905","4.35104","0.0779042","1.1487499475479","0.0552161","0.18","0.1","1.08","0.140861","1,2,13,27,28","check faint neighbor TIC 630848191","2021-07-28","2021-07-28","2023-09-26"
+"358253047","4351.01","","2","4","2","2","3","4","4","0.9","19.4","6.54","0","1","1","PC","PC","11.0155","0.006","1","spoc-s01-s69-b0A-PC","SPOC","61.759269","-58.151013","-15.484","0.054","-51.929","0.062","2458362.731781","0.0069245943","20.145943778843","0.00012159636","4.4706494300968","0.5781923","0.625117","0.068371","575.58869407192","62.970493","2.4401617458137","0.38694853","28.352084189914","588.52646492488","8.661079","169.402","0.8015","5303","130.287","4.4996","0.0843677","0.8887010216713","0.0504498","","","0.91","0.116059","2,3,4,29,30,31,35,62,65,69","","2021-07-28","2024-02-15","2024-02-17"
+"237332812","4352.01","","2","5","5","2","3","4","4","1.6","35.2","3.51","1","0","1","PC","PC","9.3391","0.006","1","spoc","SPOC","346.832823","-60.084972","8.953","0.038","3.46","0.046","2458333.456166","0.0047345585","11.891863255983","0.00015309542","4.7824799794369","0.60536265","0.393857","0.049075","362.68994519948","45.198753","1.6923029875024","0.6221302","55.18012866832","695.12903138519","7.322253","78.6946","0.17505","5461","122.168","4.57288","0.0813071","0.8345519900322","0.0432865","","","0.95","0.120089","1,28","low MES; may be variability","2021-07-28","2021-07-28","2022-12-14"
+"176797879","4353.01","","2","5","5","2","3","4","4","0","1.8","2.44","13","1","1","PC","PC","10.3347","0.007","1","spoc","SPOC","48.583356","-34.032804","199.226","0.055","310.448","0.065","2458427.019739","0.0040517324","718.18093170352","0.00054976414","2.9233151374572","0.67049795","1.057617","0.13341","973.62691558098","122.86767","1.3653088808735","0.7672082","0.43125649749187","206.68247922677","7.295866","25.1426","0.02985","3614","157","4.80335","0.00489999","0.42562299966812","0.0126833","","","0.420079","0.0202882","4,31","period may be shorter than max period 718.181 days","2021-07-28","2021-10-04","2024-01-03"
+"332715376","4354.01","","2","4","2","2","2","4","4","2.8","39.4","8.24","6","3","2","PC","PC","10.1075","0.006","1","spoc","SPOC","32.671165","-0.678884","64.006","0.202","11.626","0.122","2458417.574247","0.0022560526","10.630616538875","0.000055350993","1.8847446299423","0.68448627","0.842296","0.118317","775.48260568983","108.96834","2.794347240813","2.7907526","100.18399625202","806.89929756603","7.1679225","140.228","1.372","5737","128.163","4.47544","0.0786754","0.969790995121","0.048603","","","1.025","0.130838","4,31","Odd events look real; evens don't. Scattered light. Some centroid offset.","2021-07-28","2021-07-28","2022-12-14"
+"260655847","4355.01","","2","4","2","2","3","4","4","","","9.66","0","1","1","PC","PC","7.2298","0.006","1","spoc-s01-s39-b0A-PC","SPOC","98.143838","-55.648969","114.58","0.057","-86.783","0.053","2458507.585878","0.008445462","","","12.228153737709","0.5740679","0.202283","0.027008","186.29208325222","24.875027","3.0678482604614","0.74815905","1.6848895574304","290.57791901594","7.247839","76.6142","0.14815","5423","120.272","3.73635","0.0789344","2.1748199462891","0.116246","","","0.94","0.120172","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,38,39,61,62,63,65,66,67,68,69","low SNR; updated to single transit at ~1507.586 TBJD base don s1-s69 not finding original second event at TBJD ~2181","2021-07-28","2024-04-22","2024-04-30"
+"149389419","4356.01","","2","4","2","2","3","4","4","0.1","10.4","12.68","0","1","1","PC","PC","9.2546","0.006","1","spoc-s01-s39-b0A-PC","SPOC","83.995969","-63.926388","-10.08","0.064","26.447","0.046","2458538.754594","0.004925933","579.64914132475","0.0068815886","4.5677970652008","0.8849305","0.523446","0.076447","481.99561485315","70.40735","3.6009615782497","2.2147377","2.0849299565412","306.47328038941","7.153257","204.982","1.1675","6855","133.837","4.20414","0.087322","1.5925600528717","0.0662061","","","1.48","0.253973","2,3,5,6,7,8,9,10,12,13,27,28,29,30,32,33,34,35,36,37,38,39","period could be half; low SNR; bad transit shape","2021-07-28","2022-03-21","2022-12-14"
+"300011941","4357.01","","5","5","5","5","5","5","5","1.3","2.6","2.3","0","0","0","EB","FP","10.5385","0.006","1","spoc","SPOC","106.913225","-66.406577","-13.875","0.077","10.847","0.049","2458327.104401","0.0021359867","1.8141215209421","0.000017152974","4.6006154023599","0.3483414","0.140508","0.016269","129.4041201275","14.983914","1.3180464430918","0.6717385","1468.5674284087","1578.8585470858","7.3588576","189.148","1.071","5789.58","122.276","4.35115","0.0753651","1.1271300315857","0.0557387","-0.117411","0.1","1.04","0.128776","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36","TFOP FP; retired as EB; contact binary","2021-07-28","2021-07-28","2022-12-14"
+"273418421","4358.01","TIC 273418421.01","1","4","1","1","3","4","4","0.3","34.3","6.26","0","1","1","PC","PC","8.9077","0.006","1","spoc-s01-s69-b0A-PC","SPOC","344.124307","-76.797679","-180.288","0.037","34.75","0.039","2458388.764324","0.0044818693","97.608763352411","0.00040826187","5.5654641044217","0.3243098","0.71557","0.038704","658.84714077254","35.64739","2.3777410841189","0.20874654","3.4586932256873","347.814561738","16.106863","66.1798","0.09645","5830","190","4.57203","0.25627","0.82367300987244","0.0432362","","","0.98","0.125822","1,13,27,28,67,68","based on new transits in spoc-s01-s69 period is 97.6 d or 48.8 d","2021-07-28","2024-03-27","2024-04-05"
+"133505138","4359.01","","5","5","5","5","5","5","5","4.7","46.9","6.71","1","0","1","PC","FP","9.5115","0.006","1","qlp","QLP","149.731452","-53.301515","-31.465","0.056","7.711","0.057","2459330.394075","0.0027911","2.4360845","0.000017","2.495","0.432","0.380074","0.000851","350","0.784155","2.46916","0.169002","1556.22","1749","14","177.018","1.111","6529","131.2","4.33","0.09","1.32","0.06","","","1.35","0.217593","9,10,36,37","other dips in LC; possible SV or multi; slight depth aperture correlation","2021-08-06","2021-08-05","2022-12-14"
+"52307802","4360.01","","2","4","2","2","3","4","4","1.7","6.3","2.23","1","0","1","PC","PC","12.747","0.007","1","spoc","SPOC","21.71927","-68.634522","-122.555","0.078","-59.979","0.065","2458328.294362","0.0014545587","3.0749338039933","0.000015514932","1.3032724062538","0.48177174","1.800113","0.217961","1656.5920493905","200.72925","1.2948849703325","0.87936926","12.697468599301","481.44761145922","8.253607","43.2301","0.07705","3246","157","4.91671","0.0047144","0.30824699997902","0.0092169","","","0.286048","0.0201829","1,2,27,28,29","weak signal; possible odd-even","2021-08-06","2021-08-05","2022-12-14"
+"334632624","4361.01","TIC 334632624.01","2","4","4","2","4","4","4","0","13.2","8.11","0","5","3","PC","PC","8.6661","0.006","1","spoc","SPOC","141.347664","-15.922146","66.673","0.072","-59.705","0.077","2458520.648703","0.003475973","741.42558959054","0.0050121015","5.2428848283452","0.594259","0.54085","0.052403","498.01741427227","48.264156","2.7683483322035","1.2324685","0.61123588608488","225.51319636136","10.060948","98.2063","0.44725","5944","125.143","4.30249","0.0780578","1.2203899621964","0.0575729","","","1.09","0.135114","8,35","possible L1 planet; two transits; actual period is likely shorter than 741.426 d","2021-08-06","2021-08-05","2023-03-02"
+"238164799","4362.01","","2","4","2","2","3","4","4","4.3","48.3","8.4","0","1","3","PC","PC","8.4592","0.006","1","spoc-s01-s36-b02-L1","SPOC","106.396137","-51.38399","-4.246","0.048","14.18","0.045","2458470.49495","0.002883676","7.5480611720893","0.0000501783","5.1850184431664","0.26266825","0.269874","0.031397","248.53187489518","28.917595","2.827061566187","0.2452805","618.55257356998","1271.9320305178","7.8397946","135.183","0.4865","6688","135.842","4.19679","0.0889893","1.5731899738312","0.0652713","","","1.42","0.241044","6,7,8,33,35,61,62","possible odd-even; some bad difference images; possibly SV","2021-08-06","2023-04-12","2023-04-12"
+"325682877","4363.01","","2","4","2","2","4","4","4","4.4","38.1","4.02","2","3","4","PC","PC","11.2473","0.006","1","spoc","SPOC","37.110555","-12.549363","-8.149","0.066","-98.33","0.061","2458412.27724","0.0019442178","2.1186590076123","0.000016776867","1.5585526364887","0.5593729","0.722051","0.102457","664.81205563303","94.3619","1.8325533875471","2.4164007","144.78535100284","884.70993727122","7.830102","77.7751","0.21545","4002","122.102","4.5511","0.122855","0.69132000207901","0.0706156","","","0.62","0.0829526","4,31","weak signal","2021-08-06","2021-08-05","2022-12-14"
+"4070275","4364.01","","2","4","4","2","3","4","4","3.2","56.9","5.04","9","3","5","PC","PC","11.3993","0.008","1","spoc","SPOC","80.066927","-4.239248","64.29","0.084","43.813","0.064","2458439.340243","0.0015271378","5.4240691498955","0.000020911104","1.6875036540065","0.29708984","1.920039","0.193119","1766.8589296481","177.85298","2.0937070105766","0.47302234","13.332822374138","487.36043903527","9.643645","43.9662","0.1044","3500","157","4.76752","0.00696466","0.46577700972557","0.0139892","","","0.463239","0.0203923","5,32","weak signal","2021-08-06","2021-08-05","2022-12-14"
+"413343957","4365.01","","3","4","3","3","3","4","4","9.3","53.7","19.12","0","0","1","PC","PC","10.3593","0.006","1","qlp","QLP","231.955685","-56.319054","-7.576","0.089","-45.498","0.074","2459383.537057","0.0020025","3.3784254","0.0000196","2.093","0.244","1.086279","0.001705","1000","1.57019","4.57722","0.281012","477.405","1302","17","253.221","2.875","6311","129.8","4.23","0.09","1.41","0.06","","","1.24","0.185745","12,38,39","crowded field","2021-08-06","2021-08-24","2022-12-14"
+"297361900","4366.01","","3","4","3","3","3","4","4","8.3","35.5","17.44","0","0","1","PC","PC","10.1441","0.006","1","qlp-s65-ffi","QLP","180.29815","-67.760233","4.018","0.066","8.296","0.086","2460092.634307","0.0040986","2.6374449","0.0000128","1.661","0.361","0.537572","0.053811","495","49.5603","4.35478","0.355783","264.845","1123","10","245.444","3.034","5355","127.5","3.82","0.08","1.96","0.11","","","0.93","0.116263","11,37,38,64,65","possible centroid offset; crowded field","2021-08-06","2024-02-15","2024-02-17"
+"313675203","4367.01","","1","4","1","1","3","4","4","35.6","176.1","21.53","6","1","3","PC","PC","9.462","0.006","1","qlp-s65-ffi","QLP","202.167147","-61.83472","64.648","0.036","-38.083","0.042","2460091.74954","0.0036951","2.5025812","0.0000129","2.771","0.949","0.876543","1.634731","807","1504.51","4.90076","1.5709","8453.85","2671","18","87.7559","0.2534","5603","187","4.49875","0.266979","0.91","0.05","","","0.93","0.117136","11,38,65","possible L1 planet; possible centroid offset; weak signal","2021-08-06","2023-07-20","2023-08-10"
+"314724818","4368.01","","5","5","5","5","5","5","5","118.3","439.9","317","0","0","1","PC","FP","10.0199","0.009","1","spoc-s01-s65-b0A-PC","QLP","202.652035","-61.218031","-10.045","0.039","-4.541","0.053","2459337.012838","0.0008963954","4.4518603753546","0.000008610133","2.8339357641547","0.10058974","3.870179","0.117953","3558.2211894198","108.63283","34.031294200189","19.36191","26875.974397022","3265.5835843704","39.36244","882.905","30.175","8353.8","221.3","4.1","1.45","3.6093399524689","0.129166","","","2.75","0.380213","11,38,65","~800 ppm secondary in SPOC s1-s65 multisector along with Rp~34 Re","2021-08-06","2024-02-21","2024-07-04"
+"278862750","4369.01","","2","4","2","2","3","4","4","2","18.4","12.52","0","1","1","PC","PC","9.329001","0.006","1","qlp-s68-ffi","QLP","100.58781","-58.18322","20.953","0.216","-28.742","0.181","2460172.848858","0.005828","13.576858","0.0000866","4.628","1.317","0.285586","0.018936","263","17.4403","3.5804","0.256509","234.695","1090","16","311.844","8.8115","6730","126.4","3.8","0.09","2.5","0.12","","","1.43","0.249748","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,35,36,37,38,39,61,62,63,64,65,66,67,68","two stars in pixel of similar magnitude; L1 candidate; this star is listed as spectroscopic binary with period of 516.83 days (Gaia DR3 NS) and also a visual binary with TIC 278862747","2021-08-12","2023-10-16","2023-10-19"
+"335040423","4370.01","","2","4","2","2","4","4","4","3.1","27.3","6.13","0","44","3","PC","PC","9.32312","0.006","1","qlp","QLP","201.461155","-16.428176","9.943","0.091","-17.687","0.09","2459330.970789","0.012573","2.5610662","0.0000722","4.338","1.865","0.184591","0.001828","170","1.68341","2.3454","0.292756","3075.23","2074","9","211.98","2.423","6161","136.8","3.95","0.08","1.9","0.09","","","1.173","0.16989","10,37","weak signal; potential L1 planet","2021-08-12","2021-08-12","2022-12-14"
+"450649506","4371.01","","3","4","3","3","3","4","4","15.3","68.5","18.79","0","0","1","PC","PC","10.2089","0.006","1","qlp","QLP","186.900833","-60.163329","6.786","0.071","-1.423","0.055","2459359.873486","0.0019193","1.0604139","0.0000039","2.084","0.139","1.140622","0.000649","1050","0.597776","4.5487","0.253922","4172.86","2239","36","261.247","2.7585","5801.2","38.2","4.22","0.38","1.62","0.08","","","1.21","0.172709","11,37,38","weak centroid offset; v-shaped; slight depth aperture correlation","2021-08-13","2021-08-12","2022-12-14"
+"401980624","4372.01","","1","4","1","1","3","4","4","5.6","47.6","8.31","0","0","3","PC","PC","10.4286","0.006","1","qlp","QLP","218.855499","-76.214095","-34.4","2.6","-1.9","2.4","2459388.846628","0.0016643","3.2752127","0.0000137","2.473","0.405","0.695094","0.000673","640","0.619608","2.81928","","563.835","","16","150.664","","5496","","","","1.03","","","","","","12,38,39","potential L1 planet; potential centroid offset","2021-08-13","2021-08-26","2022-12-14"
+"315350812","4373.01","","3","4","3","3","3","4","4","9.8","64.9","28.63","0","0","1","PC","PC","9.8459","0.006","1","qlp","QLP","203.175914","-65.241367","-15.373","0.04","-12.331","0.046","2459352.269422","0.0035434","5.9423119","0.0000335","1.906","0.228","1.292795","0.002384","1190","2.19591","5.82885","0.313616","281.66","1141","10","302.514","2.7845","7217.6","90","4.11","0.45","1.63","0.05","","","1.86","0.287439","11,38","small centroid offset; crowded field","2021-08-13","2021-08-12","2022-12-14"
+"308191940","4374.01","","3","4","3","3","3","4","4","4.4","28.7","46.74","0","0","1","PC","PC","10.1908","0.007","1","qlp","QLP","180.433197","-61.954742","-6.965","0.053","-0.108","0.053","2459343.366967","0.0062043","13.2689495","0.0001896","2.8","0.589","0.836339","0.002838","770","2.61378","7.74981","0.591634","328.707","1186","9","795.894","24.758","9635","191","3.92","0.07","2.85","0.11","","","2.46","0.344523","10,11,37,38","possible odd-even; weak signal","2021-08-13","2021-08-12","2022-12-14"
+"343708863","4375.01","","5","5","5","5","5","5","5","5.1","34.6","35.95","0","0","1","EB","FP","9.4128","0.006","1","qlp","QLP","206.77501","-70.50753","-4.943","0.056","-2.104","0.062","2459379.13132","0.0061411","5.9685742","0.0000746","2.059","0.382","0.369213","0.001941","340","1.78727","6.64236","0.55943","1041.97","1582","9","689.355","18.97","10390","221.8","3.79","0.07","3.44","0.12","","","2.68","0.361704","11,12,38,39","possible secondary not at phase 0.5; hot host star; centroid shift in s39; TFOP FP; retired as NEB","2021-08-13","2021-08-24","2022-12-14"
+"250306572","4376.01","","3","4","3","3","3","4","4","6.2","32.5","18.52","0","0","3","PC","PC","10.2973","0.006","1","qlp","QLP","223.305502","-50.796242","-24.269","0.065","-20.497","0.065","2459359.388606","0.0042932","1.6089592","0.0000207","2.58","0.418","0.347491","0.00136","320","1.25219","4.49321","0.35392","5042.03","2347","9","454.074","8.9975","7029","126.3","3.86","0.09","2.42","0.1","","","1.55","0.266897","11,38","low SNR; likely SV","2021-08-13","2021-08-12","2022-12-14"
+"394918211","4377.01","TIC 394918211.01","3","5","5","3","4","4","4","30.2","45.8","126.64","0","6","3","PC","CP","10.7934","0.006","1","spoc-s01-s39-b0A","CTOI","164.932471","-82.22135","-16.228","0.042","12.839","0.036","2459363.904851","0.0040667923","4.3771602297666","0.000489777","8.4125582925733","0.22227994","1.69743","0.051667","1562.1690433615","47.5855","13.942647963723","0.7987437","431.09539328588","1162.1524311422","20.717003","455.82","4.8585","4913","122","","","3.4134800434112","","","","","","11,12,13,38,39","CTOI from Samuel Grunblatt; evolved star","2021-08-13","2022-03-21","2023-11-14"
+"394721720","4378.01","TIC 394721720.01","3","4","3","3","1","4","4","52.4","145.5","65.07","2","0","0","PC","PC","11.7993","0.006","1","spoc-s01-s39-b0A-PC","SPOC","20.278556","-85.590652","-15.4","0.038","-26.608","0.033","2459362.616226","0.0014110415","1.0690664791013","0.0000041236153","1.4807714272277","0.08712427","3.151689","0.178412","2898.6037458658","164.30977","9.4235410796373","6.8581543","3231.5182290906","1922.9650992237","24.39218","355.943","2.492","5930","126.607","4.36195","0.0823954","1.1344200372696","0.0522613","","","1.08","0.147562","27,39","V-shaped; Gaia RV error = 1.1 km/s","2021-08-13","2022-03-22","2022-12-14"
+"97766057","4379.01","TIC 97766057.01","3","4","4","3","3","4","4","43.6","47.4","317","7","0","3","PC","PC","11.8994","0.007","1","spoc-s01-s69-b0A-PC","CTOI","252.047881","-32.433753","-11.159","0.096","-17.117","0.055","2459363.369002","0.0008632732","3.2535266214511","0.0000076292163","5.1881111818136","0.122241296","6.709402","0.134066","6160.5328004115","123.47141","16.521263240803","0.993621","2886.0941767763","1869.379062614","31.102821","645.158","18.517","6368","135.81","3.91383","0.0867394","2.0607199668884","0.111709","","","1.27","0.189016","39,66","CTOI from Sam Grunblatt; evolved star","2021-08-13","2024-09-06","2024-09-06"
+"169958952","4380.01","","3","4","3","3","3","4","4","19.8","111.1","23.61","1","0","1","PC","PC","11.2211","0.006","1","spoc","SPOC","252.281636","-54.20468","-0.122","1.261","-0.19","1.257","2459362.801567","0.0027104942","1.3289805313793","0.00023618466","1.8121497684919","0.26377767","2.463523","0.376276","2266.4159727007","346.50327","","","1785.1081578514","1657.8143067975","11.238585","","","5780","","4.438","","","","","","","","39","no stellar radius; colors indicate F/G star","2021-08-13","2021-08-12","2022-12-14"
+"305767364","4381.01","","3","4","4","3","3","4","4","176.3","176.7","317","7","0","1","PC","PC","12.2907","0.006","1","spoc","SPOC","263.167427","-64.352997","-9.613","0.03","13.723","0.036","2459362.92619","0.00021118138","1.49742234617","0.000021348344","2.2238426205076","0.01594842","43.558222","0.339335","39324.508201168","312.49063","16.711565130888","0.93622744","846.50558341227","1375.710988789","130.13509","289.745","2.4295","5377","130.812","4.5569","0.0823989","0.84105801582336","0.0468091","","","0.93","0.118868","39","near synchronization with stellar variability; possible secondary","2021-08-13","2021-08-12","2022-12-14"
+"32460142","4382.01","","2","4","2","2","3","4","4","5","48.2","13.8","0","0","3","PC","PC","9.3397","0.006","1","spoc","SPOC","266.167558","-44.24599","6.767","0.073","-33.981","0.06","2459363.823865","0.003794086","10.689541670306","0.0029700985","3.6496675465145","0.6652289","0.698783","0.08217","643.39584371976","75.67829","3.7847999640472","2.0968177","281.55899497081","1044.7493296228","7.4722476","164.406","1.3145","6255","135.269","4.19885","0.0866151","1.4547599554062","0.0666633","","","1.22","0.179328","39","1 transit at the end of an orbit","2021-08-13","2021-08-12","2022-12-14"
+"384744828","4383.01","","5","5","5","5","5","5","5","84.8","100","317","2","0","0","PC","FP","9.8062","0.006","1","spoc","SPOC","258.918826","-79.648182","5.045","0.034","-12.114","0.041","2459363.498874","0.0012318377","3.0421333693398","0.00026675937","1.5964685363624","0.113493025","2.232727","0.149401","2054.3050276543","137.59407","16.889998790932","15.51775","4675.4937303332","2109.0001921441","22.833036","335.446","2.496","5715.4","211.2","3.92","0.4","2.4032499790192","0.107332","","","1.37","0.226823","39","possible synchronization; v-shaped; possible odd-even","2021-08-13","2021-08-12","2024-09-04"
+"259230140","4384.01","","3","4","3","3","3","4","4","7.6","57.5","33.6","1","0","1","PC","PC","9.657","0.006","1","qlp-s65-ffi","SPOC","223.193604","-68.666543","-13.388","0.039","-13.839","0.062","2460070.251938","0.003529","14.3171998","0.0000918","5.454","1.706","1.791857","0.140094","1649","129.023","6.37558","0.388145","513.65","1326","22","283.585","3.343","7596","144.339","4.27063","0.0813654","1.61","0.06","","","1.77","0.296619","12,38,39,65","centroid scatter between sectors","2021-08-13","2024-02-15","2024-02-17"
+"22186226","4385.01","","3","4","3","3","3","4","4","19","55.1","130.33","4","0","1","PC","PC","10.6163","0.006","1","spoc-s01-s69-b0A-PC","SPOC","268.198087","-45.082806","2.936","0.081","-6.434","0.067","2459369.101784","0.0019732453","9.2172171808427","0.000049929564","7.3550279107772","0.24155456","2.685564","0.131935","2470.4394385205","121.50894","14.181089384531","0.9801708","1556.8674783781","1602.0743279922","19.289291","612.688","18.0425","6840","132.294","3.72526","0.0949605","2.7639698982239","0.130894","","","1.48","0.270534","39,66","evolved star","2021-08-13","2024-02-28","2024-03-03"
+"350575997","4386.01","","3","4","3","3","3","4","4","15","84","28.99","5","0","1","PC","PC","9.7688","0.006","1","qlp-s66-ffi","SPOC","246.621368","-63.457879","-0.447","0.065","-8.043","0.06","2460122.32263","0.0021026","2.0134389","0.0000048","1.211","0.236","0.891756","0.099225","821","91.3856","5.85423","0.351377","1252.91","1657","14","351.087","5.2135","8127","143.048","4.24828","0.0766255","1.75","0.06","","","1.98","0.312867","12,39,66","possible odd-even; centroid between target and other stars","2021-08-13","2023-08-28","2023-09-25"
+"33350443","4387.01","","3","4","4","3","3","4","4","43.6","55.2","317","4","0","1","PC","PC","10.8267","0.006","1","spoc-s01-s69-b0A-PC","SPOC","266.746645","-47.208394","0.922","0.066","-14.672","0.055","2459364.141922","0.00078472274","3.5620380413717","0.0000079698575","6.1241183922567","0.11221627","4.891839","0.096818","4495.415874165","89.16872","16.750167495459","0.8437707","4654.109094379","2106.5845241303","34.94099","631.098","15.5705","7042","134.409","3.85746","0.0842882","2.4292299747467","0.110312","","","1.55","0.246071","39,66","Odd-even due to transit at end of orbit","2021-08-13","2024-04-24","2024-06-27"
+"313554509","4388.01","","3","4","3","3","3","4","4","10.3","48.5","27.69","0","0","1","PC","PC","12.0996","0.006","1","spoc","SPOC","302.582047","-78.726156","-2.755","0.112","-32.92","0.144","2459364.300107","0.00268205","4.4751215130584","0.00089235284","2.8830849038794","0.35964498","3.279264","0.195863","3015.7575096334","180.38002","5.7006805345309","1.6489244","277.73435804683","1041.1831996495","15.224795","284.225","5.731","5225.05","115.648","4.35079","0.0820206","1.0431200265884","0.0625251","0.259077","0.0707248","0.89","0.10724","39","","2021-08-13","2021-08-12","2022-12-14"
+"41387532","4389.01","","3","5","5","3","3","4","4","48.3","66.6","317","4","0","1","PC","APC","9.50494","0.006","1","spoc","SPOC","256.44018","-30.816707","1.773","0.392","3.429","0.244","2459367.619383","0.0019503668","11.404193513078","0.002760482","1.7478968888169","0.17056927","2.409444","0.377397","2216.7191401085","347.53546","18.190119143467","7.189976","1064.6019947278","1456.8558038656","13.099222","330.437","25.252","6160","300.456","3.55136","0.117524","3.0048201084137","0.261458","","","1.172","0.187207","39","V-shaped; short duration","2021-08-13","2021-08-12","2022-12-14"
+"369345064","4390.01","","3","4","3","3","3","4","4","","","65.52","0","0","1","PC","PC","9.4148","0.007","1","qlp-s66-ffi","QLP","262.647539","-52.336729","-0.5","3.3","-11.8","3","2460117.072051","0.0014917","4.3954444","0.0000078","1.602","0.466","1.762494","0.11955","1622","110.104","","","122.602","927","18","","","5095.6","1222.5","","","","","","","","","12,39,66","transit slightly v-shaped; no stellar radius but likely dwarf or subgiant from temperature and parallax","2021-08-19","2023-10-16","2023-10-19"
+"66620917","4391.01","","3","4","3","3","1","4","4","","","18.21","0","0","0","PC","PC","7.301","0.028","1","qlp","QLP","236.069274","-54.320889","-18.4","1.4","-13.3","1.5","2459377.163409","0.0031349","5.2910096","0.0000457","4.122","0.286","1.814695","0.001539","1670","1.41754","","","","","18","162.338","","","","","","","","","","","","12,39","known visual binary; variable star; no stellar radius/temperature; likely F star","2021-08-19","2021-08-19","2022-12-14"
+"429791387","4392.01","","3","4","3","3","3","4","4","12.6","58.4","33.09","0","0","1","PC","PC","9.2752","0.006","1","qlp","QLP","241.778637","-55.768002","-12.877","0.057","-15.737","0.047","2459379.961551","0.0045011","3.9693722","0.0000351","2.005","0.679","0.619046","0.003262","570","3.00477","6.3435","0.529529","1088.68","1600","9","307.139","3.517","7030","138.3","3.86","0.09","2.43","0.1","","","1.55","0.260007","12,39","low SNR; weak BLS","2021-08-19","2021-08-19","2022-12-14"
+"107440797","4393.01","","3","4","3","3","4","4","4","14.5","53.7","34.01","0","0","2","PC","PC","10.4708","0.006","1","qlp","QLP","264.977797","-31.010482","2.279","0.089","-8.494","0.07","2459386.167504","0.0051826","2.2676081","0.0010669","1.671","0.377","0.955869","0.005616","880","5.17289","6.4197","0.588323","541.948","1344","10","359.343","7.3985","5958","163.5","3.87","0.08","2","0.1","","","1.091","0.144899","39","third transit at end of orbit could be distorting odd transit shape","2021-08-19","2021-08-19","2022-12-14"
+"341805908","4394.01","","3","4","3","3","3","4","4","69.4","167.3","317","0","0","1","PC","PC","10.3355","0.007","1","spoc-s01-s69-b0A-PC","QLP","239.561368","-65.084504","-3.938","0.053","-8.02","0.088","2460069.037538","0.0018304618","1.4919159846076","0.00025521798","2.3336552420347","0.13295956","1.60192","0.093187","1474.334787872","85.824585","26.39981098591","20.006641","132008.35533857","4861.4979241582","18.036911","1337.35","118.615","9747","200.5","3.54","0.1","4.4272899627686","0.401598","","","2.49","0.31699","12,39,65,66","a/Rs < 2; evolved star; orbital period close to variability period but not exact; centroid offset; 9+ sigma odd-even","2021-08-19","2024-04-22","2024-04-30"
+"218483943","4395.01","","3","4","3","3","3","4","4","11.8","63.3","45.44","0","0","3","PC","PC","9.087","0.007","1","qlp-s66-ffi","QLP","262.519987","-42.456376","-1.479","0.085","-2.885","0.067","2460119.138338","0.005083","3.7590079","0.0000248","3.304","1.303","0.943915","1.851205","869","1703.57","7.61924","0.428898","3166.13","2089","11","483.206","12.035","9505","187.6","3.83","0.07","3.13","0.11","","","2.42","0.336109","12,39,66","potentially evolved star; possible slight depth aperture correlation","2021-08-19","2023-10-16","2023-10-16"
+"379723086","4396.01","","5","5","5","5","5","5","5","9.9","55.1","25.78","0","0","1","EB","FP","10.0288","0.006","1","qlp-s66-ffi","QLP","256.820009","-66.127056","27.386","0.032","-13.44","0.04","2460120.660517","0.0031449","7.4398211","0.0000269","3.068","1.006","1.479781","0.145258","1362","133.779","5.48138","0.410958","435.566","1272","16","205.112","1.175","5822","133.5","4.14","0.08","1.45","0.07","","","1.05","0.130332","12,39,66","possible depth aperture correlation; systematics may be effecting TCE at ~1633 TBJD; TFOP FP/NEB","2021-08-19","2023-08-07","2023-08-10"
+"107728509","4397.01","","5","5","5","5","5","5","5","6.3","63.5","16.85","0","0","1","PC","FP","10.4304","0.011","1","qlp","QLP","265.109377","-32.124087","-0.846","0.134","-5.041","0.107","2459385.728999","0.0131984","2.6646183","0.0028351","4.135","0.775","0.912402","0.003456","840","3.18309","4.25649","0.355755","32848.2","3750","9","458.16","17.575","11526","399.9","4.56","0.07","1.52","0.07","","","3.04","0.406015","39","crowded field; weak signal; inconsistent stellar parameters","2021-08-19","2021-08-19","2022-12-14"
+"214243287","4398.01","","3","5","5","3","1","4","4","","","75.18","2","0","0","PC","APC","9.933","0.018","1","qlp-s66-ffi","QLP","260.799238","-51.024433","5.9","2","-4.4","1.9","2460116.043368","0.0004631","5.7525195","0.0000034","3.718","0.333","9.653728","0.281022","8852","258.797","","","","","104","213.41","","","","","","","","","","","","12,39,66","Secondary eclipse depth may be consistent with a planet; visual binary; no stellar parameters but  color and parallax are consistent with a G dwarf","2021-08-19","2023-10-16","2024-04-16"
+"464646604","4399.01","","3","4","3","3","4","4","4","10.7","122.1","9.32","1","11","6","PC","CP","7.7582","0.006","1","spoc","SPOC/QLP","287.741144","-60.272636","11.569","0.045","-100.748","0.047","2459037.871491","0.0014371289","7.7121208408771","0.001126115","2.4343481262189","0.3040559","0.791231","0.081058","728.48491086313","74.65436","3.0040380426793","1.1901833","219.28412579654","981.45761277131","9.714047","58.5146","0.12605","5985.4","119.7","4.4","0.08","1.08958","0.0482412","","","1.1","0.139862","27","highly variable star","2021-08-26","2021-08-26","2022-12-14"
+"231630147","4400.01","TIC 231630147.01","3","4","3","3","3","4","4","49.1","74.6","317","6","0","1","PC","PC","11.943","0.006","1","spoc","SPOC","317.159425","-55.56516","3.471","0.045","-21.988","0.045","2459038.946551","0.0018371987","7.0673086449841","0.0009928533","3.7698983685744","0.11289774","12.420005","0.428475","11374.067565342","394.56216","19.86121902974","1.1420913","473.90839633183","1189.9901055902","28.796797","534.436","8.3535","5478.8","5470.4","4.4","2","1.63563","0.0853693","","","1.01","0.130448","27","large; evolved star; Gaia RV error 3.3 km/s","2021-08-27","2021-08-26","2022-12-14"
+"178170828","4401.01","","2","4","2","2","4","4","4","5.1","41.7","3.55","2","1","2","PC","PC","11.0876","0.006","1","spoc","SPOC","43.136576","-30.206588","-9.595","0.039","-88.167","0.045","2459116.209945","0.0018445514","0.45026401558072","0.000034460143","1.1871566070654","0.37119496","0.35987","0.043328","331.39745827348","39.905834","1.7032798609693","2.363301","4762.2649130236","2118.7179070261","7.4181905","180.524","1.0295","5366","124.174","4.49884","0.0816531","0.89871799945831","0.0486834","","","0.929","0.124495","30,31","potential L1 planet; low SNR","2021-08-27","2021-08-26","2022-12-14"
+"197807778","4402.01","","2","4","2","2","3","4","4","1.9","24.9","3.41","0","1","1","PC","PC","9.8429","0.006","1","spoc","SPOC","53.504784","-54.36679","22.201","0.039","-43.72","0.051","2458355.491365","0.0023837471","3.6989935365204","0.000028973851","3.171436531748","0.6214126","0.21998","0.025767","202.58873140951","23.731989","1.6638173067846","2.1987064","600.25264211717","1262.4182657501","8.069374","151.543","0.485","5811","126.011","4.33357","0.0762952","1.1501799821854","0.0527035","","","1.04","0.130963","2,3,4,29,30,31","weak signal; inconsistent centroid offsets","2021-08-27","2021-08-05","2022-12-14"
+"350931281","4403.01","","1","4","1","1","3","4","4","3.1","22","11.47","0","1","1","PC","PC","10.7888","0.006","1","spoc-s01-s39-b0A-PC","SPOC","90.71014","-55.532931","-3.205","0.044","41.745","0.039","2459036.767189","0.005223525","4.4619849364672","0.00011995585","4.7377554030921","0.35870674","0.314092","0.022814","289.24731761966","21.011951","3.3948451566421","0.31856337","1062.1333751609","1456.0105221797","13.284815","339.264","2.196","5515.2","119.3","3.91","0.37","1.7239500284195","0.0832236","","","1.06","0.13089","27,28,29,30,31,32,33,34,35,36,37,38,39","potential L1 planet; 2 sectors show significant centroid offsets not centered on other stars","2021-08-27","2022-03-21","2022-12-14"
+"342314656","4404.01","","3","4","3","3","3","4","4","19.7","50.3","317","4","0","1","PC","PC","10.7108","0.006","1","spoc-s01-s39-b0A-PC","SPOC","123.724987","-57.433076","26.113","0.042","-46.355","0.041","2459248.474955","0.0015775136","39.624459262592","0.0012341411","2.0198182398548","0.14646664","4.908493","0.290423","4510.685207814","267.4538","16.764399050105","18.898289","48.532377188051","673.17447547768","22.203856","286.115","1.734","5869","129.109","4.07271","0.0811518","1.5679500102997","0.0765428","","","1.06","0.142834","34,35,36,37","possible secondary at QLP at phase=0.25 ruled out by later SPOC data","2021-08-27","2022-03-21","2022-12-14"
+"177254988","4405.01","","1","4","1","1","3","4","4","1.9","23.5","6.4","5","0","1","PC","PC","12.3813","0.006","1","spoc-s01-s39-b0A-PC","SPOC","101.595337","-75.444127","41.801","0.021","44.798","0.03","2459039.642486","0.0025693679","5.921382299995","0.0000617144","2.0412715386321","0.36069018","1.354585","0.098047","1246.8413910542","90.30015","2.4079887214293","1.7765304","48.156323153941","671.86664289779","13.1057205","155.501","0.309","4361","128.258","4.59663","0.103323","0.68702501058579","0.0593969","","","0.68","0.0812134","27,28,29,30,31,33,34,35,36,37,38,39","small star multi","2021-08-27","2022-03-21","2022-12-14"
+"177254988","4405.02","","1","4","1","1","3","4","4","2.1","3","2.43","5","0","1","PC","PC","12.3813","0.006","2","spoc-s01-s39-b0A-PC","SPOC","101.595337","-75.444127","41.801","0.021","44.798","0.03","2459036.822498","0.0020719988","1.0929379936741","0.000019145888","1.6288623687835","0.27481946","0.412515","0.050912","379.86860796607","46.890705","1.3607289319671","1.5337285","458.23693379571","1180.0278904076","7.886687","155.501","0.309","4361","128.258","4.59663","0.103323","0.68702501058579","0.0593969","","","0.68","0.0812134","27,28,29,30,31,33,34,35,36,37,38,39","possible multi","2022-03-24","2022-03-24","2022-12-14"
+"206541859","4406.01","TIC 206541859.01","3","5","5","3","4","4","4","13.1","77.2","98.34","3","2","1","PC","CP","10.5663","0.006","1","spoc","SPOC","18.048516","-56.925387","34.476","0.04","19.112","0.037","2459064.118993","0.0016191426","30.081779669267","0.0022749586","3.9342559822531","0.12023673","5.865434","0.177832","5387.6987779112","163.77551","12.015502629352","0.67605656","58.00979153622","703.87424703329","34.010437","261.834","1.738","5906.5","126.206","4.16721","0.0781693","1.4129300117493","0.0729724","-0.07","0.1","1.07","0.131212","28,29","Warm Jupiter Candidate","2021-08-27","2021-08-26","2022-12-21"
+"207238953","4407.01","","2","4","2","2","3","4","4","2.9","31.5","9.16","3","0","3","PC","PC","10.9015","0.006","1","spoc","SPOC","50.21978","-56.071719","45.882","0.05","11.012","0.045","2459089.903814","0.0030946187","7.1362966487665","0.0004912646","1.9458942846578","0.64879745","0.897378","0.115229","826.17416937951","106.12429","2.9744554268409","3.3181157","170.51203059878","921.63403867894","8.018326","199.286","0.9925","5559","130.709","4.41401","0.0813556","1.0177500247955","0.0521809","","","0.98","0.124674","29,30,31","low SNR L1 candidate","2021-08-27","2021-08-26","2022-12-14"
+"260189643","4408.01","","1","4","4","1","1","4","4","4.4","30.1","8.98","4","0","0","PC","PC","13.2896","0.006","1","spoc-s01-s39-b0A-PC","SPOC","93.180626","-57.314409","-16.392","0.027","56.681","0.03","2459036.340571","0.0009855154","2.0542479490676","0.000013854801","1.0893489106956","0.30065382","2.214725","0.15801","2037.7579206739","145.52219","2.9394675434955","2.7402215","182.76528253506","937.76317643598","13.779928","234.682","0.8225","4389","122","4.64365","","0.65559500455856","","","","0.69","","27,28,29,30,31,32,34,35,36,37,38,39","","2021-08-27","2022-03-21","2023-11-19"
+"382200986","4409.01","TIC 382200986.01","3","4","3","3","3","4","4","0.8","44.6","46.87","14","1","1","PC","PC","11.8911","0.006","1","spoc-s01-s69-b0A-PC","SPOC","81.818658","-54.946098","-6.307","0.05","17.58","0.047","2459076.347685","0.0010028956","92.491804802272","0.00016947796","6.8943593583176","0.11839165","12.544669","0.167971","11487.575280951","154.69547","7.770333095524","0.51083434","2.046555930818","305.05324846435","80.01139","179.419","0.7355","4930.5","39.1","","","0.73200798034668","0.0451131","","","0.81","0.0943649","27,28,30,31,32,33,34,36,37,38,39,61,63,64,65,66,67,68,69","","2021-08-27","2024-05-01","2024-06-01"
+"280803800","4410.01","","1","4","1","1","1","4","4","0.9","23","7.06","0","0","0","PC","PC","10.5978","0.006","1","spoc-s01-s69-b0A-PC","SPOC","44.396282","-66.512498","-52.17","0.042","-71.911","0.041","2458335.665026","0.0029005413","26.017910145242","0.000078123914","4.5258047535796","0.7819283","0.832575","0.06301","766.53565890555","58.0331","2.5512621566439","1.602267","26.229525173199","577.18808427818","12.8595085","162.42","0.4915","5489","186","4.44576","0.292411","0.91325199604034","0.0455879","","","1.01","0.121157","1,2,3,28,29,30,68,69","L1 candidate","2021-08-27","2024-02-10","2024-02-17"
+"366484980","4411.01","","2","5","5","2","5","4","5","2.1","28.5","7.65","0","5","9","KP","KP","9.15722","0.006","1","qlp-s71-ffi","SPOC","126.896827","11.667413","-24.887","0.094","-14.026","0.059","2460236.627901","0.0033078","13.7748361","0.0000199","4.454","0.187","0.335544","0.008028","309","7.39394","2.67656","0.133419","114.929","912","27","160.125","1.503","6266.98","136.509","4.19069","0.0903409","1.47","0.07","-0.082","0.028","1.221","0.184102","7,34,44,45,46,71","K2-330 b","2021-08-27","2024-01-17","2024-01-27"
+"35315453","4412.01","","3","4","3","3","3","4","4","13.9","59.6","33.52","0","0","1","PC","PC","10.2956","0.006","1","qlp-s66-ffi","QLP","249.808328","-52.099838","9.666","0.115","5.64","0.069","2460119.031104","0.0040492","2.0340967","0.0000114","3.397","0.488","1.393894","0.084107","1283","77.4624","6.38274","0.433486","4644.28","2299","15","389.597","10.237","6849","129.9","3.99","0.09","2.05","0.1","","","1.48","0.259407","12,39,66","crowded field; possible odd-even; slight increase in flux imeadiately after transit","2021-08-27","2023-10-16","2023-10-19"
+"142019343","4413.01","","2","4","2","2","3","4","4","1.1","4.1","1.32","0","1","1","PC","PC","9.6256","0.006","1","qlp-s66-ffi","QLP","97.227889","-73.326667","-4.277","0.038","88.346","0.04","2460118.517186","0.0038735","4.4719937","0.0000158","2.619","0.318","0.184591","0.012381","170","11.4032","1.08366","0.075947","214.229","1065","14","92.9715","0.17795","5364","118","4.5","0.08","0.89","0.05","","","0.93","0.116604","1,3,4,5,6,7,8,9,10,11,13,27,28,29,30,31,33,34,35,36,37,38,39,61,62,63,64,65,66","variable host","2021-08-27","2023-10-16","2023-10-19"
+"1405997635","4414.01","","5","5","5","5","5","5","5","","","29.46","1","0","1","PC","FP","10.3147","0.119","1","qlp","QLP","267.475228","-37.531317","","","","","2459385.39488","0.0044289","1.8697825","0.0006838","2.721","0.264","3.196766","0.003926","2940","3.61625","","","","","13","","","","","","","","","","","","","39","centroid offset but not onto another star; weak transit shape; no stellar information","2021-08-27","2021-08-26","2022-12-14"
+"1234810324","4415.01","","3","4","3","3","3","4","4","","","317","0","0","1","PC","PC","10.0209","0.007","1","qlp-s66-ffi","QLP","247.098356","-49.514152","4.882","0.116","-1.123","0.061","2460121.396626","0.0009841","1.830108","0.0000034","1.936","0.142","3.687988","0.146866","3391","135.259","","","","","36","455.557","13.5835","","","","","","","","","","","39,66","no stellar information; crowded field; multiple star system","2021-08-27","2023-10-16","2023-10-16"
+"79605791","4416.01","","3","4","3","3","3","4","4","58.1","75.5","317","2","0","1","PC","PC","9.5378","0.006","1","qlp","QLP","251.780014","-39.947307","-13.477","0.078","-41.327","0.056","2459378.525751","0.0009546","9.3305377","0.0000214","5.232","0.11","6.108129","0.000846","5610","0.779648","15.2895","0.739889","299.515","1158","66","236.604","2.565","6238","137.4","3.94","0.08","1.96","0.09","","","1.21","0.175858","12,39","Large planet candidate","2021-08-27","2021-08-26","2022-12-14"
+"208297760","4417.01","","1","4","1","1","3","4","4","10.2","105.6","8.79","4","1","3","PC","PC","9.3456","0.006","1","qlp","QLP","244.467204","-54.166478","-107.969","0.055","-48.958","0.045","2459382.714035","0.002699","5.2574854","0.0000315","2.05","0.387","1.358019","0.002264","1250","2.08509","2.88855","0.229326","69.4717","804","13","56.8503","0.12805","4846","123.1","4.57","0.09","0.76","0.05","","","0.79","0.0949626","12,39","","2021-08-27","2021-08-26","2022-12-14"
+"295593712","4418.01","","2","4","2","2","3","4","4","3","43","5.73","0","0","3","PC","PC","10.0819","0.006","1","qlp-s66-ffi","QLP","273.846341","-68.595252","42.936","0.034","3.603","0.041","2460120.337143","0.0038395","7.6247217","0.0000337","1.972","0.339","0.883063","0.070623","813","65.0437","2.26441","0.171371","42.4746","711","11","101.606","0.316","5343","132","4.58","0.09","0.82","0.05","","","0.92","0.11823","13,39,66","potential multi; variable host","2021-08-27","2023-10-16","2023-10-19"
+"295593712","4418.02","","1","4","1","1","3","4","4","1.5","38.7","8.31","0","0","3","PC","PC","10.0819","0.006","2","qlp-s66-ffi","QLP","273.846341","-68.595252","42.936","0.034","3.603","0.041","2460108.646864","0.0071279","25.7086236","0.0001967","3.831","0.436","1.553714","0.074716","1430","68.8136","2.81726","0.185269","13.2098","531","18","101.606","0.316","5343","132","4.58","0.09","0.82","0.05","","","0.92","0.11823","13,39,66","potential multi; variable host","2023-09-21","2023-09-21","2023-09-25"
+"352229268","4419.01","","2","4","2","2","3","4","4","1.3","24","6.45","2","1","3","PC","PC","10.3468","0.006","1","qlp","QLP","288.488957","-76.089319","19.248","0.036","-56.693","0.04","2459365.246873","0.0068199","16.155134","0.0002826","3.528","0.439","0.640773","0.001986","590","1.82875","2.42196","0.193266","39.0235","696","10","163.32","0.7415","5785","133.7","4.45","0.08","1.01","0.05","","","1.04","0.134795","13,27,39","Slight depth-aperture correlation. Low-SNR candidate.","2021-08-27","2021-08-26","2022-12-14"
+"362709886","4420.01","","3","4","3","3","3","4","4","105.4","131","317","1","0","1","PC","PC","9.550201","0.006","1","spoc-s01-s69-b0A-PC","QLP","246.799613","-69.344037","4.587","0.036","13.679","0.046","2459363.151122","0.00028689695","4.7259317273027","0.0000040720106","2.7740362017716","0.02946948","6.872332","0.077002","6309.6615331245","70.91905","16.754313098437","0.74172163","1342.273093086","1543.7606641987","88.82879","230.661","1.5785","6203","124.8","3.98","0.08","1.8589099645615","0.0810978","","","1.19","0.172051","12,39,66","V-shaped; ~600 ppm secondary; possible offset to N; likely EB","2021-08-27","2024-03-13","2024-03-16"
+"141412823","4421.01","","5","5","5","5","5","5","5","1.1","13.1","10.24","2","1","1","EB","FP","10.4078","0.006","1","qlp-s68-ffi","QLP","84.237192","-75.611421","-8.2","0.039","14.166","0.048","2460151.66684","0.0076423","21.7004042","0.0001822","9.415","2.445","0.440898","0.02775","406","25.5586","3.16777","0.215148","224.371","1078","23","300.427","2.0575","5788.7","164.7","4.22","0.12","1.78","0.08","-0.134461","0.0482678","1.08","0.144515","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,34,35,36,37,38,39,61,62,63,64,65,66,67,68","some depth-aperture correlation; some odd-even; TFOP NEB/FP","2021-08-27","2023-10-24","2023-11-03"
+"263748033","4422.01","","3","4","3","3","3","4","4","67.6","103.2","317","1","0","1","PC","PC","9.944","0.007","1","qlp-s66-ffi","QLP","270.051173","-31.608593","-2.563","0.107","-9.978","0.083","2460119.519989","0.0022297","4.90826","0.000018","4.324","0.784","9.685496","0.492481","8881","453.489","15.7889","0.803603","4791.11","2317","26","359.619","8.348","7995","142.5","4.2","0.08","1.83","0.06","","","1.93","0.292087","13,39,66","Crowded field. Potential slight depth-aperture correlation.","2021-08-27","2023-10-16","2023-10-19"
+"344600402","4423.01","","5","5","5","5","5","5","5","9.6","62.9","10.1","1","0","1","EB","FP","10.4425","0.006","1","qlp-s66-ffi","QLP","252.03108","-56.686774","-7.245","0.058","-15.389","0.055","2460123.887716","0.003268","1.3875331","0.0000097","2.679","0.536","1.034113","0.058406","952","53.7927","3.16086","0.20806","13423","2998","19","182.238","1.485","5678","131.9","4.33","0.08","1.14","0.06","","","1.01","0.120539","12,39,66","small centroid offset; retired as TFOP FP/NEB","2021-08-27","2023-08-09","2023-08-10"
+"326386495","4424.01","","2","4","2","2","3","4","4","1.3","40.2","4.62","2","0","3","PC","PC","9.8496","0.006","1","qlp","QLP","268.24441","-48.563082","-56.272","0.086","-172.215","0.067","2459383.797001","0.0047292","17.7424733","0.0002131","3.082","0.328","0.955869","0.002322","880","2.13818","2.00179","0.158804","12.8216","527","11","67.266","0.23755","4926.2","109.6","4.67","0.08","0.69","0.04","0.0384604","0.0556267","0.81","0.0915571","13,39","weak BLS","2021-08-27","2021-08-26","2022-12-14"
+"106940971","4425.01","","3","4","3","3","3","4","4","68.8","221.1","84.85","0","0","1","PC","PC","9.3777","0.006","1","spoc-s66-b0A","QLP","264.841449","-35.391821","2.115","0.084","-19.12","0.065","2460100.181","0.0006189447","5.412802","0.0000124","4.5898431175646","0.04725948","5.745906","0.073076","5278.1957566442","67.30291","11.017104372002","0.49411255","776.57994848861","1346.375786989","68.06808","175.367","1.526","6468","134","4.22","0.09","1.4736399650574","0.06358","","","1.32","0.207078","12,39,66","","2021-08-27","2024-07-16","2024-08-16"
+"271354351","4426.01","TIC 271354351.01","5","5","5","5","5","5","5","21","23.6","317","0","0","3","KP","KP","14.5787","0.008","1","spoc-s14-s55-b0A-KP","SPOC","294.865467","46.285813","-2.343","0.039","-1.073","0.041","2459422.126663","0.004410522","3.9051260405231","0.00003592987","2.9136918725265","0.25234547","25.874893","1.482339","23549.92598876","1364.353","14.549943057444","1.0240471","300.1569738445","1061.5900983215","16.358217","914.699","17.1675","5381","25","4.45342","","0.9474750161171","","0.11","0.1","0.93","","40,41,54","Kepler-71 b/KOI-217 b","2021-09-09","2023-03-15","2023-03-24"
+"207339000","4427.01","TIC 207339000.01","3","4","4","3","3","4","4","77.8","233.5","118.34","5","15","1","PC","PC","11.3427","0.006","1","spoc-s14-s60-b0A-PC","SPOC","135.049261","72.147747","37.526","0.032","-19.985","0.035","2459940.464211","0.0003679859","4.6182631454492","0.000002950908","2.7008637213181","0.017135521","22.253508","0.107911","20287.618268028","99.38516","13.397616171863","0.77745295","204.81215227574","964.84750894107","202.18034","198.251","0.9255","5328","136.083","4.50337","0.0818582","0.88921797275543","0.0514397","","","0.919","0.113044","14,20,40,47,53,60","","2021-09-09","2023-05-25","2023-06-16"
+"271042217","4428.01","TIC 271042217.01","5","5","5","5","5","5","5","28.1","25.3","317","0","2","4","KP","KP","13.9174","0.008","1","spoc-s14-s55-b0A-KP","SPOC","294.513246","45.981645","3.037","0.041","2.999","0.046","2459770.501306","0.0027508193","1.8555745374796","0.00001134596","2.3121742498216","0.1818484","11.886364","0.579822","10888.037726098","533.8932","14.895180905699","1.1898398","2077.5291591193","1721.8944712329","17.988153","1093.08","27","5651.75","122.545","4.13988","","1.4095900058746","","0.314793","0.0135153","1","","40,54","Kepler-41 b","2021-09-09","2023-03-15","2023-03-24"
+"233188747","4429.01","TIC 233188747.01","3","4","4","3","3","4","4","36.8","97.4","109.7","6","0","1","PC","PC","12.7714","0.006","1","spoc-s14-s60-b0A-PC","SPOC","225.589638","70.949594","4.614","0.035","-16.482","0.028","2459939.613796","0.0011661723","3.4505657526335","0.0000050336103","3.0397698440328","0.035425954","16.458636","0.127986","15044.645323677","117.87247","12.814008726477","0.70176715","432.63507259247","1163.1887159966","125.780205","461.898","3.5425","5402","121.807","4.37462","0.082245","1.0430099964142","0.0557789","","","0.94","0.116914","14,15,16,20,21,22,40,41,47,48,49,60","","2021-09-09","2023-05-26","2024-05-03"
+"362222177","4430.01","","3","4","3","3","3","4","4","14.9","43","101.61","0","0","1","PC","PC","12.8668","0.009","1","qlp-s52-tois","SPOC","286.680147","78.579143","6.71","0.025","26.91","0.027","2459884.031242","0.003078278","6.6363577","0.0000169","6.385","0.275","8.140894","0.001459","7470","1.34344","12.2701","0.695633","543.643","1345","47","665.068","6.579","5490","133.259","4.09312","0.0799201","1.46","0.08","","","0.96","0.121869","14,17,18,19,20,21,23,24,25,26,40,41,47,48,50,51,52,53,54,57,58","","2021-09-09","2023-03-22","2023-04-05"
+"121660904","4431.01","","5","5","5","5","5","5","5","29.3","37.3","317","0","4","4","KP","KP","12.4532","0.006","1","spoc-s14-s55-b0A-KP","SPOC","288.581493","41.089734","-2.956","0.05","-20.95","0.042","2459422.843797","0.0025892977","4.8854843850569","0.000018391755","5.2333984625333","0.09878528","7.636872","0.124586","7009.1394982708","114.74143","18.175955703371","1.1472291","1459.3547300833","1576.376554951","46.606422","922.562","20.172","5974","149.111","3.84282","0.0854445","2.0812199115753","0.126088","0.17","0.1","1.1","0.139516","40,41,54,55","Kepler-7 b","2021-09-09","2023-03-15","2023-03-24"
+"198610218","4432.01","","3","4","4","3","3","4","4","254.9","337.3","317","2","1","3","PC","PC","12.5386","0.007","1","spoc-s54-b0A","SPOC","271.308219","47.911223","8.539","0.044","-18.755","0.042","2459771.229475","0.0004978641","3.0413391221833","0.00010709683","1.5149961797732","0.04369181","30.438413","0.808009","27645.485958329","743.9272","25.347110723505","12.725472","201.63183788546","961.0799713315","46.253414","209.435","0.9585","4034","123.647","4.21431","0.117701","1.0277700424194","0.101359","","","0.631","0.0797871","40,53,54","probably too large but large radius error; v-shaped; not synchronized with underlying short period variability; some odd-even","2021-09-09","2022-10-11","2022-12-14"
+"158551257","4433.01","TIC 158551257.01","5","5","5","5","5","5","5","17.1","48.3","50.04","0","0","0","EB","FP","14.2502","0.008","1","spoc-s14-s55-b0A-PC","SPOC","287.57055","43.531709","-8.984","2.119","-9.457","2.119","2459797.231728","0.0037624245","0.90239508407812","0.000006070394","1.6045864918787","0.120528","5.862584","0.385014","5385.0871091181","354.54797","","","2991.0733649331","1886.1512507925","17.45898","833.364","","5780","","4.438","","","","","","","","40,41,53,54,55","KOI 6918.01; no stellar radius; SPOC assuming solar stellar parameters; KOI 6918.01; in Kepler EB catalog","2021-09-09","2023-02-23","2023-02-25"
+"63452790","4434.01","TIC 63452790.01","5","5","5","5","5","5","5","31.3","78.7","127.13","0","2","1","KP","KP","13.814","0.006","1","spoc-s14-s55-b0A-PC","SPOC","292.855719","46.391188","-2.007","0.041","3.755","0.045","2459392.813554","0.00095980114","2.6843080991092","0.000010812647","2.7683352083702","0.11968497","19.953402","0.720369","18209.920662142","663.26434","13.97484988333","0.5327162","651.25574962292","1288.4205473175","23.728523","758.753","12.76","5616.02","121.761","4.4174","","1.0189499855041","","0.0914204","0.0128958","0.99","","40,41,54,55","Kepler-423 b","2021-09-09","2023-03-15","2023-03-24"
+"122596693","4435.01","TIC 122596693.01","5","5","5","5","5","5","5","20.8","61.4","99.81","0","2","1","KP","KP","14.6147","0.007","1","spoc-s14-s55-b0A-PC","SPOC","290.581743","40.577311","1.317","0.056","-15.867","0.059","2459420.667731","0.0034090423","3.5256535143873","0.000015917218","2.5111798919497","0.13922079","26.244978","0.919841","23882.702938615","846.8462","12.121008578614","0.63119096","189.76218399409","946.6123519155","26.39653","686.284","15.431","5003.05","263.03","4.56877","","0.78376799821854","","0.318","0.251","0.83","","40,41,54,55","Kepler-428 b","2021-09-09","2023-03-15","2023-03-24"
+"420268415","4436.01","TIC 420268415.01","3","4","3","3","3","4","4","92.9","118","317","15","2","1","PC","PC","11.8931","0.011","1","spoc-s14-s60-b0A-PC","SPOC","308.426581","87.009328","1.679","0.033","6.066","0.038","2459767.611028","0.0002523","1.7590565935642","9.935828e-7","3.5349263635784","0.018699536","11.460477","0.058516","10499.975719443","53.89361","20.95778638115","0.9638307","5910.485501536","2236.276698929","191.13959","621.061","7.1225","6250","136.01","3.91912","0.082032","1.9992500543594","0.0914069","","","1.21","0.169129","18,19,20,25,26,40,47,52,53,59,60","evolved host star; secondary consistent with inflated planet","2021-09-09","2023-05-19","2023-06-16"
+"237205154","4437.01","TIC 237205154.01","3","4","3","3","3","4","4","30.5","44.7","317","2","0","1","PC","PC","13.0024","0.007","1","qlp-s52-tois","SPOC","293.583219","76.661086","-1.687","0.024","2.752","0.023","2459915.163041","0.0014526442","5.8929985","0.0000062","3.788","0.063","19.555448","0.001799","17850","1.6565","16.0223","","342.766","1198","85","686.482","5.6115","6182","122","4.3753","","1.17","","","","1.18","","14,16,17,18,19,20,21,23,24,40,41,47,49,50,51,52,59","warm Jupiter candidate","2021-09-09","2023-03-16","2023-12-23"
+"22233480","4438.01","","1","5","5","1","4","4","4","3.4","94.7","6.38","4","0","5","PC","CP","11.2695","0.007","1","spoc-s14-s55-b0A-PC","SPOC","270.317239","35.594899","29.109","0.043","-571.47","0.049","2459396.409578","0.00075457105","7.4463033768041","0.000023020093","2.0033137761697","0.15890975","4.401499","0.139295","4045.7241784744","128.28719","2.4048644350425","0.3086393","5.6286113934149","392.84394706471","23.146442","30.0346","0.0233","3353","157","4.84911","0.00161128","0.37585899233818","0.0111301","","","0.363996","0.0201927","40,52,53","potential L1 planet","2021-09-09","2023-03-09","2024-03-18"
+"267545252","4439.01","TIC 267545252.01","3","4","3","3","1","4","4","26.1","71.1","113.31","2","0","0","PC","PC","13.8686","0.007","1","spoc-s14-s41-b0A-PC","SPOC","284.280822","48.537916","-15.115","0.035","-31.524","0.04","2459420.207144","0.0018298243","3.3792357723633","0.0001425314","2.8993928227758","0.100816555","20.586827","0.499094","18782.536449863","459.57657","13.059562025297","0.417089","395.45186880571","1137.3474484042","32.16667","714.501","9.423","5529","122","4.47066","","0.94861698150635","","","","0.97","","40,41","warm Jupiter candidate","2021-09-09","2022-03-28","2022-12-14"
+"164786087","4440.01","TIC 164786087.01","5","5","5","5","5","5","5","16.2","49.8","104.62","0","0","1","KP","KP","14.6979","0.006","1","spoc-s14-s55-b0A-PC","SPOC","284.830443","44.658093","-4.972","2.12","-10.392","2.12","2459391.084226","0.0017519436","4.0822893892111","0.000025357342","3.2882556787492","0.1811264","18.047504","0.715166","16484.976285778","658.4754","","","399.77685060144","1140.4445133086","22.862934","1071.8","","5780","","4.438","","","","","","","","40,41,53,54,55","Kepler-723 b; no stellar radius","2021-09-09","2023-03-15","2023-03-24"
+"23982469","4441.01","","3","4","4","3","3","4","4","54.6","87.4","317","1","1","2","PC","PC","11.0477","0.008","1","spoc-s54-b0A","SPOC","276.123535","32.065393","3.317","0.046","5.397","0.047","2459772.037311","0.002108498","4.3753713607092","0.00069592276","4.8701813907917","0.11626154","8.660661","0.20124","7945.0338179398","185.33183","18.673260977588","0.84553623","2658.9801495991","1831.4645774867","25.561268","627.308","10.7765","7305","134.849","4.05424","0.0877405","1.99827003479","0.0832713","","","1.65","0.28548","40,53,54","pulsating host star","2021-09-09","2022-10-06","2023-05-06"
+"446158352","4442.01","TIC 446158352.01","3","4","3","3","3","4","4","19.3","25.5","317","2","0","1","PC","PC","13.4835","0.008","1","qlp-s52-tois","SPOC","88.754704","82.889011","-1.113","0.024","-4.741","0.027","2459910.394832","0.0035648686","4.0434287","0.000017","3.388","0.244","9.772041","0.006271","8960","5.77609","16.7752","","827.311","1494","24","1435.21","32.68","6557","122","4.08473","","1.75","","","","1.36","","19,20,25,40,47,52","large Rp","2021-09-09","2023-03-16","2023-03-24"
+"158241252","4443.01","TIC 158241252.01","2","4","2","2","4","4","4","8.3","96.5","3.61","1","2","5","PC","PC","7.9147","0.006","1","spoc-s14-s41-b0A-PC","SPOC","274.268664","21.909546","-50.671","0.027","26.134","0.052","2459415.15198","0.0028258","1.8498566775862","0.000014782097","2.5182759757356","0.18107398","0.212185","0.016422","195.41024981131","15.124655","1.7193264817514","0.13466027","1194.2103653801","1499.3048941992","12.050691","56.0739","0.09555","5834","128.702","4.44433","0.0782619","1.0173300504684","0.0490452","","","1.05","0.138412","26,40","potential L1 planet; inconsistent centroid between sectors; bright host; possible multi","2021-09-09","2022-03-28","2022-12-14"
+"158241252","4443.02","","1","4","4","1","4","4","4","4.7","75.6","5.54","1","2","5","PC","PC","7.9147","0.006","2","spoc-s14-s41-b0A-PC","SPOC","274.268664","21.909546","-50.671","0.027","26.134","0.052","2459393.257825","0.0028969399","10.308872414695","0.00008475257","2.2763644631749","0.26711896","0.404327","0.035778","372.3295802104","32.95236","2.2122841046476","0.36691362","120.86950001259","845.6661184625","9.93305","56.0739","0.09555","5834","128.702","4.44433","0.0782619","1.0173300504684","0.0490452","","","1.05","0.138412","26,40","possible multi; bright host","2021-10-21","2022-03-28","2022-12-14"
+"158167408","4444.01","TIC 158167408.01","3","4","3","3","3","4","4","13.9","43.4","104.07","1","1","2","PC","PC","13.5728","0.006","1","spoc-s14-s41-b0A-PC","SPOC","285.971768","42.545624","-5.832","0.03","-18.29","0.034","2459423.780179","0.004336454","5.2410659102225","0.000490104","3.0113696227195","0.22965385","9.75791","0.546073","8947.1015296364","502.82495","12.42314528136","0.94127536","528.75002727241","1223.0165958007","13.880108","989.963","16.669","6064","122","4.27292","","1.2856199741364","","","","1.13","","40,41","KOI 3689.01","2021-09-09","2022-02-15","2022-12-14"
+"158388163","4445.01","TIC 158388163.01","5","5","5","5","5","5","5","11.5","43.7","58.91","0","5","4","KP","KP","13.4584","0.007","1","spoc-s14-s55-b0A-PC","SPOC","287.130578","42.350153","-4.248","0.027","-3.627","0.028","2459394.539688","0.0012635565","4.2253498253575","0.000022081951","2.7695297378725","0.16871645","7.890216","0.325123","7240.8152367186","299.4049","8.8893196604141","0.6742691","342.30140457215","1097.0386280227","23.187595","630.785","6.368","5501","122","4.39363","","1.031219959259","","","","0.96","","40,41,53,55","Kepler-491 b","2021-09-09","2023-03-15","2023-03-24"
+"137899948","4446.01","","5","5","5","5","5","5","5","38.9","88.5","112.32","0","3","5","KP","KP","14.9826","0.008","1","spoc-s14-s55-b0A-KP","SPOC","292.872929","41.064173","4.635","0.071","-21.579","0.083","2459420.803667","0.002000892","2.4552388341154","0.000008146201","1.7323270919337","0.09519274","49.003104","1.744048","44130.16058593","1605.0383","12.992863050802","0.65082085","77.50680348198","756.7539667411","27.592943","381.949","6.3825","3792","157","4.63873","0.0126343","0.61482298374176","0.0197802","","","0.600017","0.0211568","40,41,54,55","Kepler-45 b","2021-09-09","2023-03-15","2023-03-24"
+"153937417","4447.01","TIC 153937417.01","3","4","3","3","3","4","4","25.1","84.3","72.29","2","0","1","PC","PC","13.5868","0.006","1","spoc-s14-s41-b0A-PC","SPOC","172.872285","71.081486","-57.1","0.032","-26.226","0.029","2459608.48447","0.001835017","4.1596837286256","0.00017019654","2.5973202470519","0.09320818","19.611248","0.514081","17900.475651396","473.3737","10.026244275545","0.30725962","74.581910039072","749.5111965434","29.467","268.37","1.286","4230","122","4.55383","","0.71103602647781","","","","0.66","","40,41,47,48","warm Jupiter candidate","2021-09-09","2022-03-30","2024-03-24"
+"138359318","4448.01","","5","5","5","5","5","5","5","179.9","245.5","317","0","0","0","KP","KP","14.956","0.007","1","spoc-s14-s55-b0A-KP","SPOC","293.732783","36.815494","0.142","2.123","-0.954","2.123","2459769.924018","0.002113991","1.0186989443139","0.0000038931075","1.4947874563752","0.06945683","104.257747","3.438477","91558.635326908","3161.9446","","","2544.6509492381","1811.4518899572","27.87013","","","5780","","4.438","","","","","","","","40,41,54,55","WTS-2 b; K dwarf host; no stellar radius","2021-09-09","2023-03-15","2023-03-24"
+"322046084","4449.01","","3","4","4","3","4","4","4","101.9","256.8","118.59","8","2","3","PC","PC","10.3446","0.006","1","qlp-s74-ffi","SPOC/QLP","278.326026","25.395158","6.43","0.029","-19.931","0.041","2460338.433851","0.0002971","2.7519172","0.0000012","1.329","0.14","10.704756","0.27066","9811","249.256","13.4019","0.649669","328.515","1186","93","213.604","1.191","5856","131","4.25","0.07","1.28","0.06","","","1.058","0.127536","40,74","v-shaped","2021-09-09","2024-03-22","2024-04-05"
+"373017346","4450.01","","3","4","3","3","3","4","4","4","40.4","15.13","0","2","3","PC","PC","10.5801","0.006","1","qlp-s52-tois","SPOC","306.137819","87.071156","45.004","0.04","78.317","0.043","2459759.877559","0.002256","10.6925011","0.0000388","3.491","0.324","1.303666","0.000714","1200","0.657689","4.01292","0.223035","93.3426","865","27","210.858","0.935","5844","134.577","4.34318","0.0769439","1.15","0.06","","","1.054","0.128222","18,19,20,25,26,40,47,52","","2021-09-09","2022-10-04","2022-12-14"
+"23229805","4451.01","","1","4","1","1","4","4","4","10","106.2","13.05","3","3","6","PC","PC","8.5608","0.006","1","spoc-s14-s55-b0A-PC","SPOC","274.760444","34.045704","6.987","0.038","140.7","0.042","2459778.550072","0.001961957","8.8517354143609","0.000022537048","4.3401878669711","0.11429499","1.124173","0.040415","1034.8661284644","37.222885","3.6624911992036","0.22714698","190.27220860566","947.24776533672","19.10598","87.8966","0.1805","6138","112.712","4.43818","0.0769598","1.0768899917602","0.0452387","","","1.16","0.15577","26,40,53,54","pulsating star","2021-09-09","2023-03-14","2023-03-24"
+"229581160","4452.01","TIC 229581160.01","3","4","3","3","3","4","4","27.7","69.1","126.24","3","0","1","PC","PC","13.5167","0.006","1","spoc-s14-s55-b0A-PC","SPOC","270.165725","72.939501","0.475","0.03","4.02","0.033","2459911.846148","0.0022050168","3.414909149844","0.000008311735","2.7231879320379","0.049219605","14.448766","0.192377","13219.647516512","177.1697","13.917188124162","0.17855234","537.98363688238","1228.3213941726","63.833977","718.574","8.544","5480","122","4.31394","","1.1303199529648","","","","0.96","","40,41,47,48,49,50,51,52,53,54,55,57,58,59","","2021-09-09","2023-02-15","2024-05-11"
+"243333538","4453.01","TIC 243333538.01","5","5","5","5","5","5","5","47.4","65.2","317","2","0","1","PC","FP","13.7703","0.009","1","spoc-s14-s55-b0A-PC","SPOC","289.839513","56.93037","2.392","0.032","-7.592","0.029","2459772.753949","0.0012510436","2.9985667361124","0.000004688712","3.0251659593456","0.03693332","30.880032","0.297422","28040.906857207","273.89795","17.803684659758","0.15423219","748.09222255388","1333.8547340046","100.78261","880.941","12.45","6126","122","4.46702","","1.041720032692","","","","1.16","","40,41,47,49,50,53,54,55","~2000 ppm secondary in spoc-s14-s55 multisector","2021-09-09","2023-03-14","2023-08-18"
+"48217457","4454.01","TIC 48217457.01","5","5","5","5","5","5","5","26.6","33.5","317","0","1","0","KP","KP","14.3168","0.007","1","spoc-s14-s55-b0A-KP","SPOC","282.966215","48.345055","1.565","0.043","1.242","0.042","2459422.76782","0.0029580025","3.1208396239679","0.00001594364","2.4052780228112","0.10575633","18.646477","0.887446","17027.406490202","817.03375","16.210825429511","0.5737162","744.41107583702","1332.2108185233","23.049154","1145.28","29.165","5983","122","4.3973","","1.09921002388","","","","1.1","","40,41,53,54,55","Kepler-488 b","2021-09-09","2023-03-15","2023-03-24"
+"138644215","4455.01","","5","5","5","5","5","5","5","21.2","58.2","80.76","0","1","3","KP","KP","12.8939","0.008","1","spoc-s14-s55-b0A-KP","SPOC","294.192119","39.618973","-0.485","0.024","-2.528","0.026","2459420.580429","0.0022299993","1.5449333628652","0.0000058710034","1.1043458998814","0.18416916","5.378869","0.282177","4941.8700913444","259.86115","10.701177701171","2.2396216","3717.1991884996","1991.4697226172","19.470558","822.96","10.3085","6136.25","132.502","4.15767","0.0885656","1.4874000549316","0.0734472","0.0853783","0.0126289","1.16","0.164239","40,41,54,55","Kepler-76 b","2021-09-09","2023-03-15","2023-03-24"
+"27774415","4456.01","TIC 27774415.01","5","5","5","5","5","5","5","25.2","29.2","317","0","3","5","KP","KP","13.2394","0.007","1","spoc-s14-s55-b0A-KP","SPOC","296.200551","49.14003","-2.78","0.032","-12.122","0.036","2459422.773399","0.0034566796","4.9427985335015","0.000022025532","3.3153827577537","0.10438958","12.393006","0.320359","11349.4838661","295.01813","15.320496072536","0.35390317","469.33996190316","1187.1118302567","34.365154","739.412","11.158","5550.93","21.5889","4.18442","","1.325670003891","","0.192744","0.0203602","0.98","","40,41,54,55","Kepler-15 b / KOI-128.01","2021-09-09","2023-03-15","2023-03-24"
+"299220166","4457.01","TIC 299220166.01","5","5","5","5","5","5","5","14.8","48.4","78.87","0","1","4","KP","KP","14.3258","0.007","1","spoc-s14-s55-b0A-KP","SPOC","289.434667","49.473455","0.166","0.039","8.565","0.039","2459770.385346","0.0037095712","3.2175184283012","0.000012193385","1.8986263655888","0.12947512","13.868144","0.566097","12691.803689284","521.25836","10.552977261448","0.6339099","393.99104242483","1136.2956303129","22.169394","843.695","13.668","5549","25","4.50842","","0.91292697191238","","-0.22","0.1","0.98","","40,41,53,54,55","Kepler-426 b","2021-09-09","2023-03-15","2023-03-24"
+"229671380","4458.01","TIC 229671380.01","3","4","4","3","3","4","4","34.1","79.5","121.33","4","2","2","PC","PC","11.0672","0.007","1","qlp-s51-tois","SPOC","252.125998","74.76375","-0.535","0.034","-13.443","0.048","2459711.665481","0.0005189","3.9393773","0.0000031","5.61","0.057","4.471571","0.000087","4110","0.0801398","13.625","0.654098","1680.38","1783","111","505.432","5.05","5904.4","122","3.84","0.08","2.1","0.1","","","1.11","0.143863","14,15,16,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51","","2021-09-09","2022-09-02","2023-12-20"
+"230129753","4459.01","","3","4","3","3","1","4","4","6.2","38.8","33.72","1","0","0","PC","PC","14.3668","0.008","1","qlp-s56-tois","SPOC","251.827318","67.298053","-13.67","0.061","34.279","0.073","2459840.458684","0.002928","5.7475343","0.0000645","1.846","0.229","12.986764","0.959714","11890","883.539","6.43097","0.338546","12.9407","528","16","254.968","2.0625","3750","157","4.67041","0.0106476","0.58","0.02","","","0.569246","0.0204743","40,41,47,48,49,50,51,52,53,54,55,56","faint target; small star","2021-09-09","2023-02-06","2023-02-09"
+"461635621","4460.01","","1","4","1","2","3","4","4","1.5","48.8","10.18","3","2","3","PC","PC","10.3859","0.006","1","qlp-s79-ffi","QLP","19.91003","85.13439","-60.989","0.046","-16.771","0.041","2460437.031199","0.0104116","28.6648749","0.0002615","5.395","1.67","1.11345","1.17187","1025","1078.75","3.15161","1.01767","117.442","917","13","82.2168","0.1497","4818","125.8","4.65","0.09","0.69","0.05","","","0.78","0.0962705","18,19,20,25,26,40,52,53,59,60,73,79","TESS LC contaminated by red giant; L1 candidate","2021-09-09","2024-08-29","2024-08-31"
+"149282072","4461.01","","1","4","1","1","4","4","4","6.2","58.9","7.43","1","2","7","PC","PC","10.4787","0.006","1","qlp-s53-tois","QLP","279.146891","16.45244","-42.628","0.079","3.593","0.088","2459761.942759","0.0093908","3.7006742","0.0001122","3.115","2.494","0.912402","0.573635","840","528.198","2.61277","0.787872","1434.65","1714","11","106.424","0.5535","5025","142.2","4.56","0.09","0.79","0.05","","","0.836","0.10594","26,40,53","potential L1; matched to neighboring TIC 149282076 in pixel","2021-09-09","2022-11-30","2022-12-14"
+"76420654","4462.01","","1","4","1","3","4","4","4","19.8","61.8","63.99","3","11","4","PC","PC","10.445","0.006","1","qlp-s54-ffi","QLP","274.669941","36.254856","6.882","0.056","-2.91","0.082","2459789.419251","0.0018272","4.9133022","0.0000214","5.159","0.454","2.217164","0.000665","2040","0.612828","9.33912","0.457334","999.403","1566","11","368.922","4.876","5918","112.3","3.84","0.08","2.06","0.09","","","1.08","0.138125","26,40,53,54","TFOP SB1/APC","2021-09-09","2022-10-04","2024-04-26"
+"8599009","4463.01","","3","5","5","3","4","4","4","336.2","525","317","4","3","5","PC","CP","10.4673","0.006","1","qlp-s53-ffi","QLP","279.358129","18.729952","-5.208","0.069","50.723","0.073","2459766.955834","0.0019643","2.88069","0.0000314","1.784","0.066","11.328841","0.469843","10380","432.648","22.4297","2.75197","678.487","1421","80","173.117","1.294","5541","139.8","4.36","0.08","1.09","0.06","","","0.975","0.125947","26,40,53","slight depth aperture correlation; v-shaped","2021-09-09","2022-09-02","2023-12-03"
+"441589581","4464.01","","3","4","3","3","3","4","4","","","45.68","1","2","4","PC","PC","9.12551","0.006","1","qlp-s47-ffi","QLP","113.133261","75.789688","14.983","0.034","-4.29","0.042","2459602.566546","0.0085378","8.0379975","0.0001662","3.287","0.582","0.347491","0.001598","320","1.47161","7.65886","","83.2088","841","1000","360.444","3.251","5022","122","","","5.14","","","","","","20,26,40,47","low SNR","2021-09-09","2022-06-28","2022-12-14"
+"157236902","4465.01","","1","4","1","3","4","4","4","","","93.26","35","15","5","PC","PC","9.85277","0.006","1","qlp-s40-ffi","QLP","276.134031","15.841886","-54.422","0.078","43.693","0.083","2459395.124979","0.0043832","","","12.002","0.095","14.779288","0.000256","13520","0.236121","11.62","0.611949","130.528","941","257","121.139","0.6105","5557","128.8","4.44","0.08","0.99","0.05","","","0.979","0.127108","26,40,53","radius consistent with planet; still a single transit as of s53","2021-09-09","2022-08-31","2022-12-14"
+"268604331","4466.01","TIC 268604331.01","5","5","5","5","5","5","5","12.4","37.1","119.74","0","1","8","KP","KP","13.3926","0.012","1","spoc-s14-s55-b0A-KP","SPOC","299.097517","43.497585","-3.56","0.026","-2.141","0.034","2459799.901292","0.006698529","5.0141991086608","0.00005806411","4.5606871296246","0.33510303","6.562577","0.388791","6026.1260069947","358.0255","13.491172810855","1.0645723","1233.097988866","1511.3642561905","14.778816","1249.41","23.61","6669","122","4.12805","","1.6967500448227","","","","1.41","","14,15,41,54,55","Kepler-471 b","2021-10-07","2023-03-15","2023-03-24"
+"48506505","4467.01","","5","5","5","5","5","5","5","5.4","40.8","21.53","0","3","8","KP","KP","11.8933","0.007","1","spoc-s14-s55-b0A-KP","SPOC","285.268528","48.559884","-5.735","0.053","-23.482","0.045","2459420.812052","0.0021864164","7.794215505913","0.000029955845","0.97103111413734","0.35073993","3.208457","0.29713","2950.7357104065","273.62897","4.9169842044124","3.60311","112.11243137745","829.91419397764","12.189462","268.041","1.8355","5461.54","121.201","4.50982","0.0828782","0.89740300178528","0.047799","0.0553929","0.0136375","0.95","0.125051","40,41,53,54,55","Kepler-447 b","2021-10-07","2023-03-15","2023-03-24"
+"441763252","4468.01","TIC 441763252.01","3","4","3","3","3","4","4","45.7","120.8","101.58","6","0","1","PC","PC","13.2847","0.006","1","qlp-s56-tois","SPOC","260.575023","72.645373","-7.097","0.028","-5.068","0.034","2459848.554322","0.000307","2.7708596","0.0000011","2.17","0.049","24.863598","0.301348","22640","277.513","12.2577","","208.594","1058","18","375.517","2.5815","4975","122","4.55845","","0.79","","","","0.822","","14,15,16,17,18,19,20,21,22,23,24,25,41,48,49,50,51,52,53,54,55,56","","2021-10-07","2023-02-06","2024-05-11"
+"441763252","4468.02","","2","4","2","4","3","4","4","2.1","20.5","12.99","6","0","1","PC","PC","13.2847","0.006","2","spoc-s14-s60-b0A-PC","SPOC","260.575023","72.645373","-7.097","0.028","-5.068","0.034","2459424.229778","0.0064869476","7.0140009547232","0.00012986199","2.9681334492604","0.41169938","1.789326","0.179956","1646.6732683764","165.73215","3.6528620580077","0.44695416","75.693533883476","752.28462939609","9.704482","375.517","2.5815","4975","122","4.55845","","0.78930401802063","","","","0.822","","41,48,49,50,51,52,53,54,55,56,57,58,59,60","low SNR; potential multi","2023-03-02","2023-05-19","2024-05-11"
+"75262942","4469.01","","5","5","5","5","5","5","5","52.4","113.6","122.69","0","0","0","KP","KP","14.1959","0.006","1","spoc-s14-s55-b0A-KP","SPOC","299.050641","17.569963","4.131","0.041","-1.832","0.039","2459421.462837","0.0007375168","2.6634153918688","0.000009022697","1.842968763625","0.096652344","41.524042","1.309725","37522.948949991","1205.5743","13.685736717506","0.5672584","113.6142496701","832.67964950187","27.384752","305.3","2.9735","4051","122","4.54826","","0.70136898756027","","","","0.634","","41,54","Wendelstein-1 b","2021-10-07","2023-03-15","2023-03-24"
+"256364928","4470.01","","5","5","5","5","5","5","5","1172.7","2802.3","116.88","1","0","4","KP","KP","6.8481","0.006","1","spoc-s14-s55-b0A-KP","SPOC/QLP","300.182122","22.709776","-3.294","0.043","-250.225","0.049","2459770.410421","0.000034337467","2.2185748039122","1.7653721e-7","1.8233621368077","0.0016358565","28.44011","0.022421","25854.214455926","20.650656","13.301035504692","0.9522985","348.15061947453","1101.6954165972","1480.6505","19.7638","0.01275","5023","142.5","4.58","0.1","0.77648401260376","0.0555905","0.02","0.1","0.84","0.10566","41,54","HD 189733 b","2021-10-07","2023-03-15","2023-03-24"
+"27318774","4471.01","TIC 27318774.01","5","5","5","5","5","5","5","21","23.1","317","0","1","1","KP","KP","14.4394","0.008","1","spoc-s14-s55-b0A-KP","SPOC","294.996342","50.470046","4.282","0.047","-1.88","0.04","2459422.907793","0.0013922509","3.2432487679663","0.000018660974","3.0748440534457","0.16554756","19.148514","0.762725","17481.821644802","702.2493","14.580006424674","0.69098556","631.42042136221","1278.4960938984","21.382334","1140.95","26.315","5778","25","4.37783","","1.0930399894714","","0.14","0.1","1.04","","41,54,55","Kepler-485 b","2021-10-07","2023-03-15","2023-03-24"
+"63211674","4472.01","","5","5","5","5","5","5","5","8.6","9.6","317","0","4","3","KP","KP","13.1981","0.008","1","spoc-s14-s55-b0A-KP","SPOC","292.287301","43.197254","2.265","0.031","-2.917","0.029","2459422.501343","0.009092091","8.6004516340461","0.00018952943","8.9505209950206","0.53443956","3.889182","0.22867","3575.6614226546","210.59106","14.548120994469","0.9332466","862.89472318134","1382.3219455099","13.878862","1418.77","35.37","6011.95","158.693","3.75585","","2.3108398914337","","-0.120381","0.00640884","1.11","","40,41,54,55","Kepler-435 b","2021-10-07","2023-03-15","2023-03-24"
+"122441491","4473.01","TIC 122441491.01","5","5","5","5","5","5","5","21.5","64.7","94.75","0","1","1","KP","KP","14.148","0.007","1","spoc-s14-s55-b0A-KP","SPOC","290.357978","40.567697","-4.449","0.044","-9.51","0.047","2459420.412953","0.0032646847","3.7970075645224","0.000022977301","2.525677819147","0.14604452","17.977688","0.807466","16421.731491564","743.4276","11.75575787827","0.4925161","218.0029128064","980.02086857929","22.830034","646.647","10.7805","5211.36","247.58","4.54655","","0.83263099193573","","0.442","0.232","0.89","","40,41,54,55","Kepler-425 b","2021-10-07","2023-03-15","2023-03-24"
+"264508014","4474.01","","5","5","5","5","5","5","5","18","52","84.15","0","2","5","KP","KP","13.692","0.007","1","spoc-s14-s55-b0A-KP","SPOC","298.62498","48.57745","6.187","0.04","1.159","0.04","2459422.509996","0.0014538708","3.3119026273477","0.000020474112","1.181071971406","0.14491338","8.305812","0.833669","7620.7493837396","767.54266","10.962532673719","0.93211395","487.20338052955","1198.2496831622","10.737596","698.646","9.9845","5355","122","4.33005","","1.092059969902","","","","0.93","","41,54,55","Kepler-424 b","2021-10-07","2023-03-15","2023-03-24"
+"159098316","4475.01","TIC 159098316.01","5","5","5","5","5","5","5","23","65.8","100.1","0","2","5","KP","KP","13.4231","0.007","1","spoc-s14-s55-b0A-KP","SPOC","289.607943","44.345435","-2.604","0.029","-0.413","0.036","2459422.607769","0.0037264184","3.5787569854633","0.000016464932","3.1806501533092","0.12019504","12.439412","0.342201","11391.738588247","315.12952","12.141604242483","0.3430124","445.83233785165","1171.9596007209","31.807556","639.411","7.055","5482.59","78.16","4.36922","","1.0606199502945","","0.338","0.076","0.96","","40,41,54,55","Kepler-77 b","2021-10-07","2023-03-15","2023-03-24"
+"399794420","4476.01","","5","5","5","5","5","5","5","22.4","19.5","317","0","0","1","KP","KP","15.0236","0.007","1","spoc-s14-s55-b0A-KP","SPOC","285.213819","39.027466","0.104","0.052","4.231","0.06","2459421.077646","0.004484477","1.5947534975296","0.000012115041","1.9414499852259","0.21554792","16.481356","1.138462","15065.256549715","1048.0123","14.373967413469","1.4737438","1761.2885418985","1652.2561497951","14.165951","1490.94","65.035","5703","123","4.31786","","1.1598600149155","","","","1.02","","40,41,53,54","Kepler-686 b","2021-10-07","2023-03-15","2023-03-24"
+"64531556","4477.01","","5","5","5","5","5","5","5","40.1","84.9","317","0","4","1","PC","FP","11.7018","0.044","1","qlp-s55-tois","SPOC","309.461444","37.155939","-2.429","0.034","-4.534","0.036","2459813.939921","0.0013136","7.8127906","0.0000136","6.304","0.136","8.852167","0.178552","8120","164.439","22.0599","3.44074","2051.05","1874","41","782.732","13.4895","8451","462.885","4.00707","0.0781978","2.38","0.08","","","2.1","0.342396","14,15,41,55","possibly too large for period/insolation; TFOP SB1/APC","2021-10-07","2022-12-07","2024-08-27"
+"233823679","4478.01","TIC 233823679.01","3","4","4","3","4","4","4","24.3","86.8","46.69","4","0","3","PC","PC","11.4682","0.006","1","qlp-s55-tois","SPOC","303.549181","54.694405","10.307","0.04","27.092","0.041","2459819.787515","0.0010968","2.7586362","0.0000042","2.868","0.114","4.613309","0.137602","4240","126.728","7.78435","1.49576","787.087","1475","48","296.293","1.9225","5774","174.227","4.32015","0.08036","1.17","0.06","","","1.035","0.127917","15,16,41,55,56","","2021-10-07","2022-12-07","2024-09-01"
+"126606859","4479.01","","2","4","4","2","4","4","4","11.7","75.5","7.69","5","0","1","CP","CP","12.9374","0.008","1","spoc-s14-s55-b0A-CP","SPOC","316.096939","24.653674","90.926","0.07","-121.112","0.07","2459797.406342","0.001633398","1.1589012942436","0.000007702015","1.1688701680651","0.19994436","3.774793","0.3008","3470.6759301685","277.00897","2.6829721880247","0.46727428","88.185614905493","781.57234941876","13.868706","80.6532","0.2566","3449","157","4.80176","0.00495294","0.42738899588585","0.012702","","","0.422022","0.0202638","15,41,55","TOI-4479 b","2021-10-07","2023-03-15","2023-03-24"
+"377873569","4480.01","","5","5","5","5","5","5","5","23.7","22.8","317","0","7","6","KP","KP","11.0418","0.009","1","spoc-s14-s55-b0A-KP","SPOC","294.356556","38.947342","-0.071","0.047","-5.376","0.054","2459771.442186","0.0035833402","3.8493845598361","0.000032197382","2.6908269212109","0.18554522","1.490966","0.093734","1372.287667836","86.32825","16.808800078458","1.2394345","6689.7863924582","2306.6027860838","15.62898","788.238","17.0705","5843.47","135.15","3.27448","0.0854146","3.9119100570679","0.219008","-0.246731","0.00687914","1.05","0.136793","41,54,55","Kepler-1658 b","2021-10-07","2023-03-15","2023-03-24"
+"239332587","4481.01","","1","4","4","1","4","4","4","207.2","945.5","14.91","6","57","7","CP","PC","8.72762","0.007","1","qlp-s76-ffi","SPOC","311.2697","44.500235","434.079","0.047","271.143","0.059","2460394.129591","0.0003173","0.926323","6e-7","0.933","0.211","1.072151","2.649636","987","2437.43","4.00713","0.675603","1082.41","1597","77","12.0445","0.00435","3573","157","4.80376","0.00467167","0.43","0.01","","","0.419577","0.0201656","15,41,55,56,75,76","GJ 806 b (https://doi.org/10.1051/0004-6361/202244261","2021-10-07","2024-05-16","2024-06-01"
+"27990610","4482.01","TIC 27990610.01","5","5","5","5","5","5","5","25.7","26","317","0","2","0","KP","KP","14.4889","0.008","1","spoc-s14-s55-b0A-KP","SPOC","297.015464","49.225299","-2.464","0.043","-3.825","0.047","2459772.312716","0.004160398","2.8164978773127","0.000016316702","2.6896664823471","0.16742851","21.127154","0.884688","19270.727034028","814.49554","14.489417402772","0.70000917","539.39723560501","1229.1274806152","19.980913","939.744","17.915","5413","122","4.39994","","1.0130399465561","","","","0.94","","41,54,55","Kepler-670 b","2021-10-07","2023-03-15","2023-03-24"
+"209752908","4483.01","","5","5","5","5","5","5","5","90","97.8","317","0","0","0","KP","KP","15.1403","0.009","1","spoc-s14-s55-b0A-KP","SPOC","297.790921","16.912568","8.954","0.054","2.754","0.055","2459420.283409","0.001505039","1.7522170151112","0.000012987489","2.1714375164201","0.20267011","87.737563","5.131245","77630.412457838","4714.9014","20.317765646066","1.4685148","282.31013873007","1045.4454298019","15.331902","565.541","13.9575","4355","122","4.53128","","0.74071198701858","","","","0.68","","41,54","Wendelstein-2 b","2021-10-07","2023-03-15","2023-03-24"
+"272707711","4484.01","","3","4","3","3","2","4","4","33.7","33.3","317","2","0","1","PC","PC","15.0893","0.01","1","spoc","SPOC","296.683099","42.967882","4.537","0.063","1.17","0.06","2459420.963218","0.002946769","2.6890702690431","0.00055422436","2.1209961672225","0.25296244","42.435292","3.069719","38330.409498413","2823.323","15.227122508957","1.5922306","248.52925826718","1012.6611070382","13.322793","734.772","18.055","4844","122","4.54518","","0.78570300340652","","","","0.79","","41","KOI 883.01","2021-10-07","2021-10-06","2022-12-14"
+"137903329","4485.01","","5","5","5","5","5","5","5","15.5","22","317","0","1","3","KP","KP","13.9154","0.01","1","spoc-s14-s55-b0A-KP","SPOC","293.092528","41.35551","-1.535","0.035","-4.732","0.037","2459423.155978","0.0043344563","7.3405675147766","0.000092465285","3.2557004003192","0.28121445","12.162647","0.887301","11139.700592924","816.90076","16.731704400909","0.9979907","378.06455037631","1124.6340773663","13.585815","1177.55","28.485","5828.81","125.918","4.14418","","1.4372800588608","","0.237773","0.0129102","1.05","","40,41,54,55","Kepler-74 b","2021-10-07","2023-03-15","2023-03-24"
+"99224131","4486.01","","5","5","5","5","5","5","5","102","133.4","317","0","0","1","KP","KP","9.93225","0.006","1","spoc-s14-s55-b0A-KP","SPOC/QLP","305.441329","26.692676","-9.203","0.04","1.901","0.042","2459820.592337","0.0014365","2.6915613844337","0.000002418236","4.2401265571428","0.024895312","7.753479","0.050607","7115.7804048894","46.609352","17.217725849934","0.709391","4243.2785887257","2058.4728156634","143.86018","350.351","3.517","6955","139.1","4.04","0.09","1.9607900381088","0.0800804","","","1.522","0.249355","14,41,55","HAT-P-49 b","2021-10-07","2023-03-15","2023-03-24"
+"193754373","4487.01","TIC 193754373.01","3","4","4","3","3","4","4","34.3","89.2","113.76","1","0","2","PC","PC","11.4923","0.016","1","qlp-s55-tois","SPOC","306.422081","45.971031","-0.62","0.045","-13.411","0.047","2459818.051018","0.0012739","3.9540617","0.0000071","3.869","0.127","6.337445","0.18659","5820","171.841","13.1238","2.50981","792.078","1477","39","479.145","6.128","5773","41.3","4.03","0.08","1.69","0.08","","","1.11","0.14729","14,15,41,55","","2021-10-07","2022-12-07","2023-06-28"
+"269269546","4488.01","TIC 269269546.01","5","5","5","5","5","5","5","21.5","60.1","124.47","0","1","1","KP","KP","14.3945","0.009","1","spoc-s14-s55-b0A-KP","SPOC","299.905917","45.43961","-0.429","0.041","-15.097","0.048","2459798.529256","0.0040897047","4.4541700314081","0.000035969406","2.271429968899","0.2337509","23.497015","1.41388","21409.052446609","1301.3839","13.801721797517","1.1355016","233.71938108347","997.22562896844","16.522558","751.776","13.0105","5353.54","33.74","4.47701","","0.92208701372147","","0.277","0.032","0.93","","41,54,55","Kepler-548 b","2021-10-07","2023-03-15","2023-03-24"
+"267572272","4489.01","","5","5","5","5","5","5","5","44.6","128.7","98.33","0","0","1","KP","KP","12.7678","0.007","1","spoc-s14-s55-b0A-KP","SPOC","284.296039","51.269121","-4.114","0.03","-0.854","0.027","2459911.038989","0.0008949156","2.797475735943","0.0000030997653","2.2149132437329","0.032511935","20.495337","0.627882","18699.850480532","578.13324","12.014908829992","0.6621212","412.39135805924","1149.336339893","29.906387","390.594","2.7045","5477","122.969","4.54393","0.0834737","0.86736798286438","0.0448141","","","0.96","0.123927","26,40,41,53,54,55","HAT-P-37 b","2021-10-07","2023-03-15","2023-03-24"
+"268924036","4490.01","","5","5","5","5","5","5","5","55.1","80.5","317","0","1","0","KP","KP","14.7344","0.01","1","spoc-s14-s55-b0A-KP","SPOC","299.561868","43.503517","-4.417","0.046","-9.668","0.055","2459421.60304","0.0017948213","2.0523416565289","0.000015078293","2.1224957382336","0.20605198","38.092418","2.553521","34476.090738722","2349.1162","22.510562064201","1.3698725","1327.2498678847","1539.4228275283","13.474866","1302.33","46.81","5767","123","4.31546","","1.1687500476837","","","","1.03","","41,54,55","Kepler-718 b","2021-10-07","2023-03-15","2023-03-24"
+"193336820","4491.01","","2","4","2","2","4","4","4","4.7","61.9","5.15","1","2","5","PC","PC","10.4382","0.006","1","qlp-s75-ffi","QLP","305.689744","47.308619","227.022","0.039","204.489","0.043","2460390.504714","0.0017031","5.006628","0.0000079","1.631","0.463","1.298231","0.079007","1195","72.7656","2.20637","0.24072","42.43","711","21","46.4488","0.051","4006","123.3","4.68","0.12","0.6","0.06","","","0.63","0.0790289","14,15,41,55,56,75,76","","2021-10-07","2024-09-04","2024-09-04"
+"298297931","4492.01","","3","4","3","3","4","4","4","96.7","282.6","103.01","1","2","4","PC","PC","9.63105","0.006","1","qlp-s55-ffi","QLP","308.6508","29.238102","-55.188","0.055","-74.837","0.058","2459819.412035","0.0009755","4.4331839","0.0000061","3.856","0.302","9.980216","0.003014","9150","2.7763","12.3472","0.670328","611.202","1385","85","143.184","0.895","5667","137.9","4.24","0.08","1.26","0.06","","","1.007","0.12579","14,15,41,55","part of visual binary; underlying variability","2021-10-07","2022-11-09","2023-07-04"
+"263218688","4493.01","","3","4","3","3","4","4","4","15","46","19.87","2","2","6","PC","PC","8.94942","0.006","1","qlp-s54-ffi","QLP","298.686935","23.060942","14.321","0.046","31.288","0.045","2459794.386139","0.0043738","1.5076298","0.0000123","1.93","0.378","0.304049","0.001057","280","0.973235","4.68666","","820.873","1491","12","181.32","1.0865","4954","122","","","2.82","","","","","","14,41,54","low SNR; bright star","2021-10-07","2022-10-05","2022-12-14"
+"40466976","4494.01","","3","4","3","3","3","4","4","","","36.81","1","16","2","PC","PC","7.3664","0.006","1","qlp-s74-ffi","QLP","293.328194","33.482606","12.9","1.1","4.4","1.2","2460318.212526","0.0010242","32.535016","0.0000584","3.67","0.259","4.156544","0.262929","3821","242.137","","","33.301","669","100","54.9701","","6303.8","156","","","","","","","","","14,40,41,54,74","no stellar radius; double star on SIMBAD; host star may be slightly evolved F star","2021-10-07","2024-04-01","2024-04-05"
+"120826158","4495.01","","1","4","1","1","4","4","4","8.7","74.1","12.86","1","6","2","PC","PC","9.00568","0.006","1","qlp-s54-ffi","SPOC/QLP","286.362495","37.02599","12.296","0.039","-25.192","0.04","2459765.914829","0.003206","5.1830043","0.0000325","2.783","0.377","0.727687","0.000751","670","0.692152","3.63045","0.2078","346.626","1202","20","132.214","0.4945","6156","132.372","4.25196","0.0864041","1.34","0.06","","","1.171","0.170474","14,40,41,53,54","potential multi near 2:1 resonance","2021-10-07","2022-10-05","2022-12-14"
+"120826158","4495.02","","1","4","1","1","4","4","4","4.7","47.6","5.42","1","6","2","PC","PC","9.00568","0.006","2","qlp-s41-ffi","SPOC","286.362495","37.02599","12.296","0.039","-25.192","0.04","2459770.010155","0.0041718143","2.5693728","0.0000254","2.471","0.305","0.314909","0.000728","290","0.670733","2.18392","0.157374","1001.28","1567","12","132.214","0.4945","6156","132.372","4.25196","0.0864041","1.34","0.06","","","1.171","0.170474","14,40,41,54","potential L1 planet; near 2:1 resonance","2021-10-21","2022-10-11","2022-12-14"
+"275758701","4496.01","","3","4","3","3","3","4","4","","","27.67","6","2","2","PC","PC","9.159","0.007","1","spoc-s56-b0A","QLP","305.270928","43.675167","8.4","1.3","-2.1","1.3","2459826.109155","0.00082243024","1.1880300906436","0.000062618856","1.8880803804892","0.0664964","2.969537","0.194205","2731.3074339125","178.85313","","","2072.9370108803","1720.9421672261","32.928185","264.751","","","","","","","","","","","","14,15,41,56","Double star. No stellar parameters but stellar radius seems super-solar (1.5-2.5 Rs). Radius may still be planetary (radius ratio ~4%). Slight odd-even.","2021-10-07","2022-12-08","2022-12-16"
+"436166416","4497.01","","3","4","4","3","4","4","4","72.7","98.1","317","4","4","4","PC","PC","10.3544","0.01","1","qlp-s41-tois","QLP","306.396098","27.816089","12.348","0.038","9.1","0.041","2459440.840426","0.0013342","3.6001959","0.0000101","2.887","0.283","8.523829","0.004196","7820","3.86438","16.1928","0.723226","1141.26","1619","32","395.542","4.1925","7172","136.4","4.16","0.09","1.75","0.07","","","1.6","0.267377","14,15,41","secondary and large; lightcurve contaminated by nearby EB","2021-10-07","2022-12-12","2022-12-16"
+"305943739","4498.01","","5","5","5","5","5","5","5","4.5","52","4.86","0","1","2","PC","FP","7.948","0.006","1","qlp","QLP","295.468588","23.377283","68.321","0.052","-164.342","0.058","2459441.270166","0.005168","5.3073459","0.0001065","3.714","0.702","0.217169","0.000618","200","0.568889","2.05347","0.145249","494.046","1313","13","79.4746","0.2669","5821.4","107.6","4.16","0.07","1.42","0.06","-0.27","0.06","1.05","0.122055","14,40,41","ambiguous centroid plot; potential L1 candidate","2021-10-07","2021-10-06","2022-12-14"
+"120183168","4499.01","","2","4","2","2","4","4","4","2.7","32","4.9","3","9","4","PC","PC","10.1293","0.006","1","qlp-s74-ffi","QLP","284.361887","39.076184","22.207","0.04","29.304","0.039","2460338.925724","0.0050123","3.4902115","0.0000166","2.449","0.493","0.397452","0.030946","366","28.5023","2.05978","0.135578","555.873","1352","11","175.743","0.667","6111","124.9","4.43","0.08","1.09","0.05","","","1.151","0.161583","14,26,40,41,53,54,74","L1 candidate; variable host; potential multi","2021-10-07","2024-03-15","2024-03-16"
+"120183168","4499.02","","1","4","1","1","4","4","4","2.1","27.8","4.97","3","9","4","PC","PC","10.1293","0.006","2","qlp-s74-ffi","QLP","284.361887","39.076184","22.207","0.04","29.304","0.039","2460335.262371","0.006087","5.5387718","0.0000355","3.163","0.554","0.476743","0.031643","439","29.1437","2.07738","0.137121","366.683","1219","12","175.743","0.667","6111","124.9","4.43","0.08","1.09","0.05","","","1.151","0.161583","14,26,40,41,53,54,74","slight depth-aperture correlation; potential multi; variable host","2024-03-14","2024-03-14","2024-03-18"
+"406190563","4500.01","","5","5","5","5","5","5","5","13","43.2","48.79","1","1","4","PC","FP","10.351","0.014","1","qlp-s41-tois","QLP","306.244087","30.348186","4.555","0.044","-2.177","0.044","2459446.222222","0.0044908","1.773346","0.0000228","3.291","0.644","0.771146","0.002237","710","2.06031","7.95884","0.603468","6411.52","2492","12","604.164","11.793","6802","154","3.63","0.1","3.08","0.14","","","1.46","0.251227","14,41","low SNR; check nearby matched star TIC 406190550","2021-10-07","2022-12-12","2024-04-19"
+"22069559","4501.01","","1","4","1","1","4","4","4","4.8","41.7","12.54","1","3","6","PC","PC","8.46837","0.006","1","qlp-s74-ffi","QLP","292.723724","30.433453","2.742","0.046","4.353","0.052","2460337.772433","0.0061809","2.0348789","0.0000178","2.379","0.861","0.191106","0.480042","176","442.037","3.57655","1.28644","93196.9","4867","12","334.551","3.311","8279","139.5","3.81","0.08","2.94","0.09","","","2.037","0.317656","14,40,41,54,74","variable host star; possible centroid offset to S","2021-10-07","2024-04-01","2024-04-02"
+"239372503","4502.01","","5","5","5","5","5","5","5","5.4","70.5","10.12","0","1","1","EB","FP","8.716291","0.006","1","qlp-s75-ffi","QLP","311.435385","43.445151","2.207","0.063","1.131","0.069","2460366.918358","0.0031234","0.8560277","0.0000044","1.587","0.116","0.26821","0.011115","247","10.2374","3.15801","","46825.3","","20","413.683","7.065","11798","","4.18","","2.38","","","","3.135","","41,55,56,75","star is hot and variable; retired as TFOP NEB/FP","2021-10-07","2024-04-17","2024-04-30"
+"167719618","4503.01","","2","4","2","2","3","4","4","0","14","5.04","0","0","1","PC","PC","9.0803","0.006","1","spoc-s01-s36-b02-L1","SPOC","103.092872","-65.097657","-62.709","0.055","-62.418","0.061","2459234.617058","0.004158453","710.69820183785","0.0018930349","7.145019613779","0.51572984","0.750928","0.076569","691.39147279767","70.52027","2.0928405315417","0.66080403","0.83648165956208","243.91238644286","7.120223","62.505","0.14425","5334","184","4.6001","0.270484","0.79625397920608","0.0433718","","","0.91","0.112922","1,2,3,4,5,6,7,8,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39","two transits; actual period likely shorter than 710.697 days; first event is after momentum dump","2021-10-21","2024-01-23","2024-01-27"
+"349972412","4504.01","TIC 349972412.01","3","4","4","3","3","4","4","2","39.1","90.95","12","1","1","PC","PC","12.5542","0.006","1","spoc-s01-s65-b0A-PC","SPOC","114.467307","-62.078278","-8.658","0.026","-8.319","0.03","2460059.618864","0.00245225","82.929411423999","0.0030094772","7.496750671547","0.19121352","14.28163","0.300966","13067.733232788","277.16165","11.47563310171","0.7029209","0.2639044014533","182.80219572572","48.181072","342.605","1.707","5271","130.4","4.43","0.08","0.96091902256012","0.0548341","","","0.9","0.10837","27,28,29,30,31,32,33,34,35,36,37,38,61,62,63,64,65,67,68,69","8 hour TTV; potential multi","2021-10-21","2024-03-27","2024-09-01"
+"349972412","4504.02","","1","4","1","1","3","4","4","2.6","20.8","7.58","12","1","1","PC","PC","12.5542","0.006","2","spoc-s01-s69-b0A-PC","SPOC","114.467307","-62.078278","-8.658","0.026","-8.319","0.03","2459038.460359","0.0015119051","2.4261537845623","0.000010942578","2.1344640721406","0.5486145","0.819856","0.066425","754.83030666323","61.17742","2.6600255338279","2.8561234","548.05438385938","1234.0298459501","15.1138525","342.605","1.707","5271","130.4","4.43","0.08","0.96091902256012","0.0548341","","","0.9","0.10837","27,28,29,30,31,32,33,34,35,36,37,38,61,62,63,64,65,67,68,69","potential multi; L1 candidate","2021-10-21","2024-03-11","2024-03-16"
+"150299840","4505.01","TIC 150299840.01","3","4","3","3","3","4","4","27.1","55.2","317","23","0","1","PC","PC","10.4223","0.006","1","spoc-s01-s69-b0A-PC","SPOC","95.241796","-60.955781","-1.117","0.071","29.537","0.06","2459068.264739","0.00047675206","19.472378939454","0.000013876849","7.7309404205088","0.03478675","7.695634","0.128738","7062.880606342","118.564926","17.333728602726","0.72296786","289.5679511211","1052.1008533959","53.69349","421.749","5.5485","7182.7","117.2","4.24","0.11","1.9674799442291","0.0799372","-0.459839","0.0458331","1.48","0.247615","28,29,30,31,32,33,34,35,36,38,39,61,62,63,64,65,66,67,68,69","Gaia DR2 RV error 3.76 km/s; strong stellar pulsations; large PC for period","2021-10-21","2024-02-15","2024-02-17"
+"434105094","4506.01","","2","4","2","2","3","4","4","3.8","174","9.22","1","1","2","PC","PC","13.6343","0.009","1","spoc-s01-s69-b0A-PC","SPOC","354.410625","-12.84253","203.26","2","-319.09","2","2458357.518293","0.00064167316","5.4107023577303","0.000007328049","0.7211953949061","0.1301958","24.705982","2.549013","22498.106636241","2344.9744","2.9859726283811","0.33836955","1.9002157581226","299.44735296497","12.349441","","","2938","93","5.14513","0.477512","0.18501299619675","0.00588037","","","0.154449","0.0201359","2,29,42,69","v-shaped; flaring host","2021-10-21","2024-04-24","2024-09-12"
+"179582003","4507.01","TIC 179582003.01","3","4","3","3","3","4","4","7","26","317","2","1","1","PC","PC","10.2301","0.006","1","spoc-s01-s65-b0A-PC","SPOC","80.451368","-69.988217","21.922","0.061","4.006","0.063","2458413.850483","0.0010203964","104.61625569873","0.00009204543","9.3317948757469","0.07435785","6.655796","0.101743","6111.4633394753","93.7048","15.823557483291","0.7547431","23.577750324904","562.01167909163","69.54774","178.26","1.0135","6115.26","120.386","3.90726","0.081305","1.9758499860764","0.0913716","-0.0159192","0.1","1.15","0.156888","2,3,5,6,7,8,9,10,11,12,13,27,28,29,30,32,33,34,35,36,37,38,39,61,62,63,64,65","some odd-even in spoc-s01-s65; may be affected by variable host; possibly too large for insolation","2021-11-18","2024-03-11","2024-03-11"
+"170789802","4508.01","","2","4","4","2","3","4","4","5.9","99.2","5.13","8","0","1","PC","PC","11.8371","0.007","1","spoc","SPOC","69.614731","-31.189335","86.8","0.076","20.513","0.08","2458438.012099","0.00049501995","3.4672778935894","0.000009109895","0.40559276880313","0.23701005","3.977881","0.456074","3657.0603553388","419.9717","2.113546581762","1.3841863","13.960616562441","492.99884218855","9.370191","33.4412","0.04995","3383","157","4.89132","0.00204166","0.332563996315","0.0099286","","","0.314054","0.020206","5,32","potential L1 planet; low MES","2021-10-21","2021-10-21","2022-12-14"
+"319610598","4509.01","","3","5","5","3","3","4","4","","","78.04","0","0","1","PC","PC","11.4003","0.006","1","spoc-s01-s36-b0H","SPOC","100.953422","-52.638381","-0.11","0.038","-6.068","0.049","2459231.763893","0.0046747755","","","6.4567709305123","0.4512109","3.455551","0.432705","3177.6204985125","398.45673","10.488320706941","1.2455252","18.651685515828","530.02855868446","7.823683","629.031","8.456","6930","130.941","4.10087","0.0830529","1.8117100000382","0.074186","","","1.51","0.248738","29,32,33,34,61,62,66,69","still a single transit as of s69","2021-10-21","2024-04-22","2024-04-23"
+"340458804","4510.01","","3","4","3","3","3","4","4","0.3","12.6","18.32","0","0","1","PC","PC","10.3607","0.006","1","spoc-s01-s39-b02-tier1","SPOC","115.639048","-58.623272","-4.994","0.043","7.688","0.035","2459039.762461","0.007883575","194.24328644396","0.011111838","9.2564582994262","1.0779837","0.880888","0.082013","810.9983952146","75.53365","4.4714848163882","1.1625669","12.30172713793","477.65163867711","9.967788","373.289","2.741","7923","147.92","4.35405","0.078026","1.5183999538422","0.042603","","","1.9","0.307104","27,30,34,35,36,37","weak signal; just 2 transits","2021-10-21","2024-02-29","2024-03-03"
+"333674399","4511.01","","2","4","2","2","4","4","4","4.9","59","18.78","2","2","7","PC","PC","9.81932","0.006","1","qlp-s71-ffi","SPOC","49.305279","15.501727","-18.774","0.08","-98.362","0.066","2460243.483965","0.0061228","20.9040576","0.0002191","5.197","1.231","1.010204","0.991623","930","912.902","4.53003","1.24375","419.568","1260","16","121.832","0.7085","5708","140.54","4.44413","0.0791339","1","0.05","","","1.017","0.126354","42,43,44,70,71","potential multi near 2:1 resonance","2021-10-21","2024-01-03","2024-01-05"
+"333674399","4511.02","","2","4","2","2","4","4","4","13.6","100.1","28.32","2","2","7","PC","PC","9.81932","0.006","2","qlp-s71-ffi","SPOC","49.305279","15.501727","-18.774","0.08","-98.362","0.066","2460258.713478","0.0047468","10.9776867","0.00008","3.596","1.531","0.934135","2.358412","860","2169.82","5.76837","2.30069","938.995","1542","15","121.832","0.7085","5708","140.54","4.44413","0.0791339","1","0.05","","","1.017","0.126354","42,43,44,70,71","potential multi","2022-01-25","2024-01-03","2024-01-05"
+"243014114","4512.01","","5","5","5","5","5","5","5","1.7","33.5","11.05","0","4","6","KP","KP","11.2723","0.006","1","qlp-s44-ffi","SPOC/QLP","60.792973","16.347166","31.845","0.073","-62.191","0.041","2459489.959992","0.0080648","19.5624363","0.000066","6.591","0.894","1.521096","0.001039","1400","0.957142","3.32657","0.279354","95.7696","871","32","99.9293","0.3594","4246.8","108.6","4.5","0.1","0.76","0.06","-0.029416","0.0317855","0.66","0.0826157","42,43,44","K2-174 b","2021-10-21","2022-01-07","2022-12-14"
+"408261725","4513.01","","2","4","2","2","4","4","4","2.5","43.3","5.57","2","3","4","PC","PC","9.96064","0.006","1","qlp","SPOC","18.090518","13.75508","106.605","0.081","-76.3","0.071","2459488.218864","0.0036711","9.7607632","0.0021508","1.967","0.424","0.858071","0.003241","790","2.98468","2.22799","0.187881","30.3621","653","12","102.609","0.4615","5558","120.728","4.62634","0.076868","0.8","0.04","","","0.979","0.123907","42,43","potential L1 planet; period could be half (~9.26 days)","2021-10-21","2021-11-09","2022-12-14"
+"436875934","4514.01","","5","5","5","5","5","5","5","36.2","101","80.35","0","0","0","KP","KP","13.1361","0.007","1","qlp-s44-tois","SPOC","42.721741","29.022249","14.865","0.053","-27.458","0.039","2459883.369678","0.0012147411","2.7535993","0.0000053","2.141","0.082","15.814361","0.003376","14460","3.10945","10.7107","","227.759","1082","59","361.155","4.2875","5032.08","87.55","4.49678","","0.86","","0.288","0.084","0.84","","18,42,43,44,58","HAT-P-52 b","2021-10-21","2023-03-22","2023-03-22"
+"456862677","4515.01","","3","5","5","3","4","4","4","26.8","146.6","101.85","3","18","1","PC","CP","11.302","0.006","1","spoc-s14-s60-b0A-PC","SPOC","21.186178","21.513064","-4.123","0.092","3.589","0.066","2459451.62303","0.00037558825","15.266465818153","0.000026904545","2.6673792240982","0.03686849","17.717695","0.222423","16186.172954034","204.83841","12.266396767013","0.6762973","42.298670551569","650.43129523867","85.68674","193.499","1.7115","5420.82","118.023","4.52994","0.0837945","0.87407797574997","0.0473292","0.123","0.106","0.944","0.123632","17,42,43,57","period could be half (7.63 d); possible unrelated transits at TBJD ~2859 and ~2880","2021-10-21","2023-05-19","2023-11-14"
+"85593751","4516.01","","5","5","5","5","5","5","5","98.3","289.8","90.85","0","0","2","KP","KP","10.9332","0.006","1","spoc-s58-b0A","SPOC","47.368947","30.673382","3.856","0.267","-44.826","0.213","2459885.541633","0.00025403767","3.7224625949848","0.00006929837","2.5956779729431","0.022484735","21.893388","0.129816","19962.610583165","119.55813","11.469485614228","0.9716158","184.98803504625","940.60148354992","156.51118","124.73","2.078","4926","136.738","4.51771","0.104576","0.82064002752304","0.0690754","0.19","0.1","0.809","0.101693","42,58","WASP-11 b","2021-10-21","2023-03-10","2023-03-24"
+"301289516","4517.01","","5","5","5","5","5","5","5","15.7","128.7","3.53","0","2","11","KP","KP","9.0684","0.006","1","qlp-s70-ffi-k2","SPOC","351.771776","-1.285343","376.019","0.094","216.071","0.07","2460231.733831","0.0006433","1.2089755","3e-7","1.286","0.135","0.725514","0.025675","668","23.6472","1.68645","0.164422","325.749","1183","123","29.661","0.0542","4199","127.194","4.65321","0.111146","0.63","0.06","","","0.66","0.0832528","42,70","GJ 9827 b","2021-10-21","2023-12-14","2024-01-05"
+"398572544","4518.01","","5","5","5","5","5","5","5","67","75.9","317","0","0","0","KP","KP","11.6238","0.008","1","qlp-s70-ffi-k2","SPOC/QLP","353.616269","-1.579985","22.318","0.068","10.78","0.05","2460229.806391","0.0003378","3.408833","5e-7","3.163","0.004","17.547563","0.030643","16032","28.2232","14.2632","0.763399","695.65","1430","355","348.494","5.5665","6134","146.8","4.41","0.09","1.11","0.06","-0.12","0.03","1.16","0.151726","42,70","WASP-28 b","2021-10-21","2023-12-14","2024-01-05"
+"419957393","4519.01","","3","4","3","3","1","4","4","13.4","44.7","71.97","2","1","0","PC","PC","13.4911","0.007","1","spoc-s42-s43-b0A","SPOC","31.106453","3.99893","19.882","2.21","-0.574","2.209","2459448.624749","0.002652454","5.8903557525641","0.0005131482","2.5374737701478","0.26509014","9.170327","0.612334","8410.6143369169","563.8216","","","245.18881782889","1009.2410679833","14.940282","","","5780","","4.438","","","","","","","","42,43","no stellar parameters but Gaia DR2 Teff + astrometry suggest star is M dwarf","2021-10-21","2022-01-13","2022-12-14"
+"404243877","4520.01","","5","5","5","5","5","5","5","17.7","60.7","60.84","0","2","4","KP","KP","13.1749","0.006","1","qlp=s70-ffi-k2","SPOC","347.704316","-7.857559","","","","","2460227.357032","0.0017497","3.2047072","0.0000023","3.331","0.288","8.116828","0.220008","7448","202.614","","","","","111","537.963","","5342","452.3","","","","","","","","","42,70","K2-238 b; no stellar radius","2021-10-21","2023-12-14","2024-01-05"
+"439842788","4521.01","","5","5","5","5","5","5","5","84.8","236.9","98.19","0","0","1","KP","KP","11.4825","0.006","1","spoc-s14-s55-b0A-KP","SPOC","334.796989","-1.83443","-57.586","0.091","-56.075","0.098","2459450.367505","0.00033975494","3.0717181638209","0.0000042719375","1.5983426156333","0.028929517","15.559495","0.431648","14228.626608717","397.48376","12.005494862319","0.9131838","279.77361677437","1043.089176154","73.11146","176.818","2.396","5082","130.016","4.5108","0.0861456","0.84839397668839","0.055201","","","0.851","0.0985124","42,55","WASP-177 b","2021-10-21","2023-03-15","2023-03-24"
+"369480087","4522.01","","5","5","5","5","5","5","5","61.9","137.5","38.8","1","1","2","PC","FP","15.6615","0.009","1","spoc","SPOC","23.304228","5.645209","-45.078","0.309","-32.668","0.186","2459447.841312","0.0004242017","0.36432247903883","0.00001555192","0.21206843935567","0.17750025","42.307021","6.881612","38216.789541806","6318.155","6.9527391412909","3.9343698","329.30489556233","1086.473896197","7.353479","233.735","6.5175","3473","158","4.87657","0.00460571","0.34733098745346","0.0138193","","","0.331123","0.022815","42","very short Tdur; could be on fainter M dwarf nearby; EPIC 220448185.01","2021-10-21","2021-10-21","2022-12-14"
+"427332229","4523.01","","5","5","5","5","5","5","5","80.8","244.3","104.12","0","0","0","KP","KP","11.021","0.007","1","qlp-s43-tois","SPOC","3.961707","1.200512","1.896","0.09","16.589","0.062","2459498.195167","0.0003988","2.7186256","0.0000415","2.129","0.053","14.383138","0.000805","13160","0.741095","12.4543","0.65872","616.33","1388","161","275.994","3.3055","6427","155.74","4.52834","0.0966261","1.03","0.05","0.28","0.1","1.3","0.20889","42,43","WASP-32 b","2021-10-21","2022-09-20","2022-12-14"
+"333657795","4524.01","","2","5","5","2","4","4","4","9.7","92.7","3.44","0","2","4","CP","CP","8.1359","0.006","1","qlp-s70-ffi","SPOC/QLP","49.178124","15.656354","111.854","0.09","-202.255","0.078","2460233.36735","0.0017143","0.9260632","0.0000026","1.035","0.167","0.239974","0.017299","221","15.9329","1.67736","0.103673","1025.84","1576","18","63.6796","0.28505","5640","111","4.35","0.07","1.11","0.05","-0.05","0.04","1","0.123961","42,43,44,70","potential L1 planet; low SNR/MES; centroid offset but not towards particularly bright star","2021-10-21","2023-12-06","2023-12-08"
+"36592530","4525.01","","5","5","5","5","5","5","5","79.4","205.1","116.8","0","0","4","KP","KP","10.931","0.007","1","qlp-s70-ffi-k2-onlytess","SPOC/QLP","342.385899","-10.675469","45.787","0.078","15.52","0.065","2460229.465961","0.0003703","2.4841975","0.000002","1.511","0.197","11.307996","0.314992","10361","290.076","13.3413","0.68144","383.047","1232","73","294.001","4.349","6089","123.4","4.28","0.08","1.28","0.06","","","1.14","0.147084","42,70","WASP-75 b","2021-10-21","2023-12-14","2024-01-05"
+"39926974","4526.01","","5","5","5","5","5","5","5","7.7","76.7","7.9","1","1","0","KP","KP","13.3455","0.008","1","spoc","SPOC","335.623315","-7.956353","-254.655","0.136","-194.551","0.109","2459448.654225","0.0027132186","2.260265486962","0.0004324147","1.010349317846","0.44925383","6.675695","0.935719","6129.678826953","861.4576","2.7262373642969","1.4096905","21.303100065189","547.93677769907","7.13926","62.9969","0.31965","3236","157","4.88","","0.34102401137352","0.0103601","","","0.323833","0.0203379","42","K2-28 b","2021-10-21","2021-10-21","2022-12-14"
+"380887434","4527.01","","2","4","2","2","4","4","4","12.9","31.9","0.69","1","2","6","PC","PC","9.16764","0.007","1","spoc-s42-s43-b0A","SPOC/QLP","19.472257","5.4712","87.767","0.105","-634.337","0.07","2459474.200243","0.0013564837","0.39944449523274","0.000013364168","0.80287964199054","0.19708219","0.35924","0.028736","330.8173736892","26.466192","0.90866173631641","0.95341295","571.50715037673","1247.0250186439","11.964","18.1037","0.0174","3702","157","4.75","0.01","0.48594799637795","0.014338","","","0.483997","0.0202128","42,43","potential L1 planet; low MES; ultra short period","2021-10-21","2022-01-14","2022-12-14"
+"376981340","4528.01","","5","5","5","5","5","5","5","38.5","118","82.77","0","0","1","O","FA","12.806","0.038","1","spoc-s42-b02","SPOC","19.609812","6.8168","79.9","2","-17.57","2","2459448.108233","0.0009339727","4.0249711869764","0.00029288707","2.5421501878158","0.09519731","22.401037","0.567586","20420.731477511","522.62897","10.85743708322","0.47342888","110.84448569936","827.55767868588","30.254791","220.761","","4492","124.206","4.51578","","0.7704970240593","","","","","","42","match to TOI 4545","2021-10-21","2022-02-22","2022-12-14"
+"384888319","4529.01","","1","4","4","1","4","4","4","3.6","72.8","3.78","8","2","6","PC","PC","10.1406","0.007","1","qlp-s70-ffi","SPOC/QLP","16.968846","12.880955","276.136","0.09","-22.641","0.072","2460224.616806","0.0024364","5.8795935","0.0000236","1.925","0.191","1.47217","0.080342","1355","73.9947","1.75726","0.0812292","13.1232","530","19","28.384","0.0411","3611","157","4.74","0.01","0.49","0.01","","","0.490854","0.0203761","42,43,70","potential L1 planet","2021-10-21","2023-12-06","2024-02-27"
+"35022727","4530.01","TIC 35022727.01","5","5","5","5","5","5","5","62.6","176.9","112.01","0","0","0","KP","KP","12.2192","0.006","1","qlp-s44-tois","SPOC","48.435473","25.197355","13.49","0.098","-13.586","0.064","2459523.70294","0.0003033","3.652821","0.0000035","2.676","0.046","20.893889","0.001629","19060","1.5003","13.0049","0.720216","300.692","1160","141","300.384","4.241","5610","119.488","4.51915","0.078953","0.91","0.05","0.42","0.08","0.993","0.128387","18,42,43,44","HAT-P-25 b","2021-10-21","2022-03-11","2022-12-14"
+"262662119","4531.01","","5","5","5","5","5","5","5","37.8","107.1","121.02","0","0","3","KP","KP","12.1796","0.008","1","qlp-s70-ffi-k2-tessonly","SPOC/QLP","349.063465","0.30669","-0.127","0.065","-10.564","0.054","2460229.882593","0.0008287","4.5334789","0.0000075","3.436","0.093","13.712215","0.287325","12550","264.601","13.609","0.743282","396.873","1243","38","453.099","9.8425","5846","131.9","4.31","0.08","1.2","0.06","","","1.06","0.12834","42,70","WASP-151 b; detected with combined QLP + K2 data","2021-10-21","2023-12-06","2023-12-08"
+"376939759","4532.01","","5","5","5","5","5","5","5","16.4","53","93.25","0","2","4","KP","KP","13.0121","0.008","1","qlp-s470-ffi-k2","SPOC/QLP","19.449382","6.868847","20.267","0.051","-12.702","0.036","2460231.88252","0.0036665","5.8176452","0.0000372","2.577","0.882","10.010897","2.543088","9178","2339.53","11.6459","","277.39","1136","13","635.722","13.43","5633.4","29.4","4.27","","1.22","","0.224","0.028","1","","42,43,70","K2-113 b; detected with combined QLP + K2 data","2021-10-21","2023-12-14","2024-01-05"
+"418761354","4533.01","","5","5","5","5","5","5","5","3.4","33.5","3.9","0","4","8","KP","KP","11.375","0.006","1","qlp-s43-ffi","QLP","11.480235","6.34703","-1.97","0.097","10.605","0.061","2459494.881247","0.0060093","2.1747824","0.0000063","1.654","0.09","0.608183","0.000204","560","0.187547","1.79105","0.142077","174.942","1013","9","115.461","0.7055","4542","122.4","4.58","0.1","0.71","0.05","","","0.715","0.083869","42,43,70","detected with combined QLP + K2 data; marginal detection in TESS data","2021-10-21","2023-12-14","2024-01-05"
+"437704321","4534.01","","5","5","5","5","5","5","5","13","60","20.21","0","3","7","KP","KP","12.3071","0.006","1","qlp","SPOC/QLP","333.751879","-17.2508","-12.59","0.049","-22.096","0.048","2459470.846025","0.0028798","2.849282","0.0000033","1.907","0.07","4.362555","0.001084","4010","0.997955","4.75272","0.44965","115.305","912","47","159.522","0.7275","4279","130.7","4.53","0.11","0.74","0.07","","","0.669","0.082246","42","K2-55 b; detected with combined QLP + K2 data","2021-10-21","2021-10-21","2022-12-14"
+"26017005","4535.01","","5","5","5","5","5","5","5","57.2","60","317","0","1","5","KP","KP","12.5489","0.006","1","qlp-s70-ffi-k2-tessonly","SPOC/QLP","52.342055","22.299349","16.579","0.058","-14.027","0.038","2460256.521122","0.0006898","4.0984866","0.0000095","2.191","0.178","19.53776","0.621595","17834","572.346","14.9032","0.865436","204.936","1054","46","333.042","2.9945","5198","124.8","4.33","0.08","1.06","0.06","","","0.883","0.106699","42,43,44,70,71","K2-30 b; detected with combined QLP + K2 data","2021-10-21","2024-01-17","2024-01-17"
+"380907135","4536.01","","5","5","5","5","5","5","5","85.8","116.4","317","0","0","5","KP","KP","10.5559","0.007","1","qlp-s70-ffi-k2-onlytess","SPOC/QLP","19.550586","2.702785","2.461","0.084","-14.595","0.071","2460226.955884","0.0024571","4.0460644","0.0000132","5.824","1.078","8.725198","1.274675","8004","1173.33","18.2851","1.60389","6586.47","2509","57","376.658","10.8895","6404","123.1","4.03","0.09","1.81","0.1","","","1.29","0.195838","42,43,70","WASP-118 b","2021-10-21","2023-12-14","2024-01-05"
+"251039147","4537.01","","1","4","1","1","4","4","4","14.7","141.1","13.3","6","2","4","PC","PC","8.1954","0.006","1","qlp-s70-ffi","QLP","340.59158","-6.87105","11.57","0.084","17.732","0.062","2460223.744342","0.0010348","6.6629947","0.0000191","1.174","0.155","1.073238","0.083053","988","76.4915","3.68899","0.20468","28.8307","645","12","70.2468","0.21695","5975","102.5","4.42","0.07","1.07","0.04","0.15","0.1","1.1","0.131779","42,70","potential L1 planet","2021-10-21","2023-12-06","2024-09-09"
+"262715204","4538.01","","5","5","5","5","5","5","5","5","53.1","12.77","0","0","3","KP","KP","11.2451","0.006","1","qlp-s70-ffi-k2","SPOC/QLP","349.384346","1.300152","15.023","0.076","-33.874","0.057","2460228.758602","0.0022492","7.1385672","0.0000073","2.464","0.331","2.243275","0.079606","2064","73.3176","3.60516","0.245269","63.7967","787","30","154.961","1.1525","5144.5","136.4","4.6","0.09","0.77","0.05","0.099","0.022","0.868","0.108059","42,70","K2-285 c; multi; detected with combined QLP + K2 data","2021-10-21","2023-12-14","2024-01-05"
+"262715204","4538.02","","5","5","5","5","5","5","5","4.6","44.6","7.58","0","0","3","KP","KP","11.2451","0.006","2","qlp","QLP","349.384346","1.300152","15.023","0.076","-33.874","0.057","2459468.742204","0.0023645","3.4715644","0.0000059","2.13","0.364","1.140622","0.001158","1050","1.06639","2.65245","0.193246","304.054","1163","22","154.961","1.1525","5144.5","136.4","4.6","0.09","0.77","0.05","0.099","0.022","0.868","0.108059","42","K2-285 b; multi; detected with combined QLP + K2 data; marginal TESS detection","2021-10-21","2021-10-21","2022-12-14"
+"102264230","4539.01","","5","5","5","5","5","5","5","54.8","159.6","100.58","0","0","5","KP","KP","11.29","0.006","1","qlp","SPOC/QLP","331.203092","-12.019067","15.024","0.09","-41.309","0.092","2459470.147334","0.0011402","4.1591488","0.0000018","3.54","0.032","13.987133","0.000067","12800","0.0613901","12.1616","0.657021","417.295","1259","88","264.78","4.802","5576","118.2","4.34","0.08","1.11","0.06","0.36","0.05","0.984","0.127092","42","WASP-47 b; multi; detected with combined QLP + K2 data","2021-10-21","2021-10-21","2022-12-14"
+"388816604","4540.01","","3","4","3","5","4","5","5","4.8","29.7","14.83","4","1","5","PC","PC","12.9485","0.007","1","qlp-s70-ffi-k2","QLP","18.588433","1.004796","27.981","0.068","22.357","0.042","2460230.91969","0.0042496","2.5048178","0.0000038","2.077","0.285","1.872337","0.064123","1723","59.0581","3.9467","0.224491","448.655","1282","29","427.038","7.38","5328","120.1","4.47","0.08","0.92","0.05","","","0.92","0.112273","3,30,42,43,70","K2 target; EPIC 220228500; detected with combined QLP + K2 data","2021-10-21","2023-12-14","2024-01-05"
+"293432942","4541.01","","3","5","5","3","3","4","4","","","7.95","1","1","1","PC","APC","10.027","0.019","1","qlp-s43-tois","QLP","26.308509","3.51364","228.655","2.681","-10.022","0.61","2459496.050413","0.0020556","1.1339769","0.0000783","0.852","0.188","0.684229","0.00321","630","2.95663","","","609.124","1384","16","337.7234","47.0287","5986.2","168.7","","","","","-1.822","0.011","","","42,43","DR3 parallax ~ 0.3; possibly small planet; SB with ~6600 day period; no radii","2021-10-21","2022-09-20","2022-12-14"
+"4464022","4542.01","","3","4","3","3","4","4","4","78.5","105.3","317","2","1","2","PC","PC","12.2614","0.007","1","qlp-s70-ffi-k2","QLP","346.592747","-9.201478","34.004","0.063","6.239","0.056","2460228.304561","0.0003871","5.9167817","0.0000018","1.286","0.145","30.732694","0.989352","27909","910.812","18.1119","1.33092","18.5055","577","56","284.21","2.739","4781","125.2","4.29","0.09","1.05","0.07","","","0.771","0.0922977","42,70","variable star; possible odd-even; V-shaped; detected with combined QLP + K2 data","2021-10-21","2023-12-14","2024-01-05"
+"435336785","4543.01","","3","4","3","3","4","4","4","","","317","1","2","3","PC","PC","6.7943","0.006","1","qlp-s44-ffi","QLP","55.140851","13.552772","12.1","1.1","-0.2","1.1","2459519.314253","0.0004836","5.7740318","0.000063","4.551","0.12","5.245901","0.001063","4820","0.97894","24.6129","2.63376","660.328","1412","168","","","4837.8","251.9","","","3.19","0.34","-0.06","0.062","","","42,43,44","possibly too large for insolation; evolved and possibly pulsating host","2021-10-21","2022-01-07","2022-12-14"
+"435339847","4544.01","","5","5","5","5","5","5","5","2.1","28.7","6.47","0","2","10","KP","KP","11.2867","0.006","1","qlp","QLP","55.228521","12.572448","22.558","0.117","-37.906","0.06","2459498.028282","0.0055534","8.2000786","0.0000193","2.393","0.334","0.966735","0.000542","890","0.499659","2.41401","0.226489","38.3953","693","16","141.731","0.8685","4865.6","101.5","4.54","0.1","0.79","0.07","0.237","0.023","0.793","0.0975742","5,42,43","K2-77 b; detected with combined QLP + K2 data","2021-10-21","2021-10-29","2022-12-14"
+"610976842","4545.01","","5","5","5","5","5","5","5","47","134.4","98.09","0","4","3","KP","KP","12.813","0.013","1","qlp-s70-ffi-k2-tessonly","QLP","19.610142","6.816728","54.983","0.053","-34.965","0.043","2460228.933083","0.0007028","4.0248735","0.0000046","2.384","0.227","26.125187","0.683343","23775","629.184","11.6786","0.218228","97.8595","876","44","232.801","1.821","4492","124.2","4.52","0.1","0.75","0.01","","","0.71","0.0859677","42,43,70","K2-295 b; detected with combined QLP + K2 data","2021-10-21","2023-12-07","2023-12-08"
+"25911962","4546.01","","3","4","3","3","3","4","4","37","127.3","46.27","3","2","1","PC","PC","10.0376","0.009","1","qlp-s70-ffi","QLP","51.440653","23.188666","-12.533","0.095","-4.911","0.084","2460232.738875","0.001214","0.745637","0.0000015","0.671","0.306","1.012378","0.322659","932","297.136","7.71235","0.952193","3906.17","2202","21","329.537","5.6725","6984","133.6","4.04","0.09","1.96","0.08","","","1.53","0.26474","42,43,44,70","two stars in pixel","2021-10-21","2023-12-06","2023-12-08"
+"206284139","4547.01","","5","5","5","5","5","5","5","45.4","100.6","129.29","0","2","3","KP","KP","12.1112","0.01","1","qlp","QLP","338.606231","-13.731804","8.479","0.096","-21.602","0.075","2459468.229719","0.0149895","3.0026215","0.0000186","3.595","0.166","5.485947","0.153128","5040","141.026","14.0672","2.02594","4289.27","2254","49","491.87","11.2195","5630","105.1","4.11","0.07","1.45","0.07","0.18","0.1","1","0.125187","42","K2-60 b; detected with combined QLP + K2 data","2021-10-21","2021-10-21","2022-12-14"
+"21130820","4548.01","","3","4","3","3","4","4","4","11.4","57.7","25.25","0","2","3","PC","PC","9.962","0.006","1","qlp-s70-ffi","QLP","36.34112","25.530678","-10.4","1.1","-2.6","1.2","2460229.837135","0.0013586","4.6003967","0.0000096","1.402","0.106","1.227576","0.057989","1130","53.4082","5.39503","","82.7066","","22","165.593","","5970.5","","","","1.59","","0.153667","0.0069282","","","18,42,43,44,58,70","see observing notes re: stellar multiplicity not responsible for transits","2021-10-21","2023-12-06","2023-12-08"
+"9030119","4549.01","","3","4","3","3","4","4","4","4.4","26.3","17.01","0","0","3","KP","PC","12.8466","0.007","1","qlp-s70-ffi-k2","QLP","355.702386","-9.588712","26.674","0.044","-30.385","0.033","2460231.218276","0.005736","3.3129214","0.0000078","2.097","0.189","1.972402","0.068353","1815","62.9537","4.28877","0.247037","260.965","1119","30","456.122","5.6075","5512","126.5","4.44","0.08","0.98","0.05","","","0.97","0.120316","2,29,42,70","K2-390 b; detected with combined QLP + K2 data","2021-10-21","2023-12-14","2024-01-05"
+"400972123","4550.01","","3","4","3","3","3","4","4","5.8","39.7","20.34","0","0","1","PC","PC","9.7741","0.006","1","qlp","QLP","167.819807","-68.472537","-11.638","0.051","0.419","0.042","2459357.168418","0.003922","1.8868668","0.0000172","2.351","0.407","0.369213","0.000985","340","0.907178","4.74953","0.305157","8350.15","2663","13","554.449","8.4755","7751","937.7","3.81","0.68","2.57","0.08","","","2.26","0.317705","10,11,37,38","possible centroid offset","2021-10-25","2021-10-25","2022-12-14"
+"204650483","4551.01","TIC 204650483.01","3","5","5","3","4","4","4","14.8","39.2","52.61","1","18","3","PC","CP","9.02765","0.006","1","qlp","CTOI","184.978758","-25.827853","-33.998","0.068","-16.114","0.063","2459312.392162","0.0096602","9.956296","0.000254","10.474","3.442","1.112364","0.003304","1024","3.04272","8.32411","","1247.74","1655","9","215.986","2.436","4956","122","","","3.38","","","","","","10,37","variable star; CTOI from Sam Grunblatt","2021-10-28","2021-10-27","2023-11-14"
+"248250955","4552.01","","2","4","4","2","3","4","4","20.2","21.8","2.18","12","1","9","PC","PC","11.9251","0.007","1","spoc","SPOC","264.714256","-47.637046","-134.727","0.092","-472.486","0.073","2459361.882335","0.0011699441","0.3011505806372","0.000029006222","0.64048413083924","0.19197765","1.583829","0.201811","1457.6973975131","185.85797","1.280112383378","0.24046646","263.51863287857","1027.5964180442","9.10204","27.2684","0.0505","3304","100","4.96212","0.508614","0.28617799282074","0.00856701","","","0.260928","0.0201584","39","possible L1 planet","2021-10-28","2021-10-27","2022-12-14"
+"383721338","4553.01","TIC 383721338.01","3","4","3","3","4","4","4","14","75.6","82.07","2","2","3","PC","PC","10.4895","0.006","1","spoc-s14-s41-b02","SPOC","278.186572","43.25282","1.825","0.04","10.419","0.044","2459422.817477","0.0015339128","20.31296485331","0.0010462701","7.1852402259304","0.113316074","5.654366","0.14889","5194.325804186","137.12343","10.802673725379","0.5280178","133.09914218757","866.29052367265","33.104496","309.746","2.1425","6490","125.3","4.23","0.09","1.4658999443054","0.0636935","","","1.327","0.213712","14,26,40,41,53","period is 20.3 d","2021-10-28","2022-09-02","2022-12-14"
+"369768787","4554.01","","3","4","3","3","3","4","4","0.3","2.7","2.75","0","0","1","PC","PC","9.6632","0.006","1","spoc","SPOC","144.319335","-84.696258","-41.508","0.04","75.703","0.042","2458605.029306","0.007514495","39.107647824784","0.0005529405","9.0245368164207","1.0797133","0.36645","0.053132","337.45616145702","48.93497","1.4669377302579","1.0123287","10.419350705161","458.22619619983","7.60769","88.0207","0.1777","5490","123.62","4.61819","0.0785336","0.79629302024841","0.0420603","","","0.96","0.122568","11,12,13,38,39","only one real transit in each Y1 and Y3; period could be double or up to 2 years","2021-10-28","2021-10-27","2024-01-23"
+"141770198","4555.01","","3","4","3","3","3","4","4","0","11.4","5.68","0","0","1","PC","PC","8.1676","0.006","1","spoc-s01-s39-b02-L1","SPOC","91.875497","-76.69059","3.751","0.061","72.71","0.056","2458523.844604","0.0070496034","522.62726773242","0.009696043","9.8639236806854","0.62812155","0.259071","0.032764","238.58441535347","30.176264","2.2445425822368","0.62502056","1.4505714560628","279.90105240957","7.2000117","96.7153","0.25065","6199","119.629","4.21534","0.0815857","1.4097299575806","0.0594347","","","1.19","0.171303","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","weak signal; period may be shorter but unsure due to gap","2021-10-28","2024-03-13","2024-03-14"
+"107018378","4556.01","","2","4","2","2","3","4","4","2.2","73.3","3.06","11","0","2","PC","PC","13.0454","0.007","1","spoc","SPOC","182.925066","-32.53258","-265.946","0.094","-282.684","0.072","2458570.934925","0.0020804948","3.7924220807153","0.000021155918","1.2308428753131","0.23922932","4.029282","0.67538","3704.2283636567","621.85425","1.5602623948554","0.21874163","6.9863349104746","414.65041063948","8.390083","36.6717","0.08675","3319","157","5.03236","0.0204889","0.21855300664902","0.00658607","","","0.187676","0.0200914","10,37","small planet around M dwarf; low SNR with some odd-even depth difference","2021-10-28","2021-10-27","2023-08-25"
+"258917846","4557.01","TIC 258917846.01","3","4","3","3","3","4","4","3.2","37.7","25","5","3","1","PC","PC","10.3342","0.006","1","spoc","SPOC","197.912511","-47.45457","-11.6","1.8","-13","1.7","2458605.101722","0.005006327","32.292441710334","0.00027789344","8.2622590097767","0.36273","1.671571","0.07686","1538.3894846317","70.788345","5.3693496598772","0.22307065","34.163259648772","616.60859622885","19.238316","220.465","","6013","","4.438","","1.2331800460815","","","","","","11,37,38","","2021-10-28","2021-10-27","2022-12-14"
+"220414682","4558.01","","2","4","2","2","3","4","4","1.3","12.6","3.46","0","0","1","PC","PC","8.7147","0.006","1","spoc-s01-s69-b0A-PC","SPOC","71.112335","-59.321447","54.43","0.057","76.79","0.082","2458325.445967","0.004175452","6.5812767965166","0.00004327665","4.6633669898938","0.30871633","0.059966","0.007395","55.229080663526","6.8107395","1.6765354456101","2.1949944","241.94660042224","1005.8880080494","8.138536","145.248","0.7045","5217","122","4.438","","2.2631199359894","","","","","","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,62,63,64,65,66,68,69","weak signal; evolved host star","2021-10-28","2024-03-11","2024-03-16"
+"271169413","4559.01","","1","4","1","2","3","4","4","3.2","61.2","2.98","5","0","5","PC","PC","10.9139","0.007","1","spoc","SPOC","211.013538","-30.014125","37.154","0.119","-246.151","0.179","2458597.858372","0.0013970048","3.9649849178323","0.000016125543","1.5092826348455","0.45993468","1.325617","0.137034","1220.1933560008","126.20545","1.5372814118794","1.0142795","17.615259192841","522.5068748499","9.969001","31.6354","0.07385","3476","157","4.80232","0.00517381","0.4267669916153","0.0128868","","","0.421338","0.020418","11,38","potential L1 planet","2021-10-28","2021-10-27","2023-07-11"
+"307716123","4560.01","","2","4","2","2","3","4","4","2.8","26.9","6.42","0","0","1","PC","PC","9.1007","0.006","1","spoc-s01-s69-b0A-PC","SPOC","127.832228","-68.0239","-8.912","0.037","25.959","0.036","2458441.155609","0.0016180222","3.763402814271","0.000011894529","2.5259027477287","0.23306173","0.152486","0.013252","140.43529162793","12.205171","2.4144238182073","0.715931","2109.4342142016","1728.4676114834","11.365979","207.571","0.8395","6491","129.148","4.00559","0.0907558","1.8974200487137","0.0776357","","","1.33","0.214048","5,9,10,11,12,29,32,35,36,37,38,62,63,64,65,69","weak signal; odd transits more ramp-like than even","2021-10-28","2024-02-15","2024-02-17"
+"33716474","4561.01","","2","4","2","2","3","4","4","1","18.8","3.84","0","0","1","PC","PC","11.0559","0.006","1","spoc","SPOC","60.961895","-76.021457","28.616","0.035","93.101","0.033","2458330.064129","0.0023529935","8.9355637512175","0.000045230794","1.8925531306771","0.54465955","0.445474","0.053411","410.21264241536","49.192505","1.7842165971069","2.050301","91.963631798456","789.81209121484","8.785121","179.008","0.5605","5631","128.852","4.57723","0.0756473","0.85195702314377","0.0414372","","","1","0.123914","1,2,5,6,8,9,12,13,27,28,29,32,35,36,39","weak signal","2021-10-28","2021-10-27","2022-12-14"
+"349576261","4562.01","TIC 349576261.01","1","4","1","3","4","4","4","1.1","35.6","115.5","7","47","3","CP","CP","11.5326","0.006","1","spoc-s01-s69-b0A-CP","SPOC","112.010059","-63.517779","-5.977","0.043","10.433","0.04","2459132.225854","0.0008525385","225.10378854971","0.00034689717","4.02371356472","0.09311438","11.84476","0.290492","10850.134936646","267.517","13.208150575864","0.6689362","3.2010508767863","341.14805044195","38.69458","339.605","2.5095","5965.99","109.137","4.28007","0.0724984","1.2523100376129","0.0545578","0.130362","0.0477393","1.09","0.135063","27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","TOI-4562 b","2021-10-28","2024-02-12","2024-02-17"
+"418255064","4563.01","TIC 418255064.01","3","4","3","3","3","4","4","0","17.7","25.65","2","0","2","PC","PC","11.6157","0.006","1","spoc","SPOC","196.653058","-80.617002","-15.547","0.052","24.202","0.049","2458629.331333","0.0021657841","743.4843887942","0.00025303723","3.8041623205997","0.21732779","6.026746","0.277467","5535.4604085359","255.52345","5.4510787581336","0.4374106","3.9939063631213","360.55308779142","17.914175","156.348","0.635","5342","117.665","4.71456","0.0814719","0.69766598939896","0.0356532","","","0.92","0.116229","11,12,38,39","two transits; period likely shorter than 743 d","2021-10-28","2021-10-27","2022-12-14"
+"400786146","4564.01","TIC 400786146.01","5","5","5","5","5","5","5","16.4","72.7","109.59","9","0","1","PC","FP","10.7716","0.006","1","spoc","SPOC","167.000935","-67.149824","-0.789","0.052","-1.28","0.038","2459323.07979","0.0034511704","22.15579170545","0.0051152953","7.33301362854","0.253706","4.960845","0.191986","4558.6842467963","176.81038","12.806454584726","0.6943106","126.50778890791","855.36025367705","28.004599","333.206","2.7475","6123","135.602","4.07991","0.0824875","1.6267000436783","0.0768643","","","1.16","0.154554","37,38","slight centroid offset to W","2021-10-28","2021-10-27","2023-03-11"
+"381897917","4565.01","","1","4","4","1","3","4","4","0","17","5.82","9","4","5","PC","PC","10.3154","0.007","1","spoc","SPOC","270.107996","-48.474637","27.384","0.067","-376.379","0.056","2458676.610066","0.0021968347","692.51506457929","0.0007926829","2.6383140728816","0.43655467","1.967269","0.161016","1810.2811623608","148.29057","2.2782015432651","0.8695328","0.17845282116676","165.76796426553","12.695424","33.2345","0.0446","3614","157","4.71017","0.00909829","0.53124797344208","0.0157642","","","0.528076","0.0202764","13,39","two transits 2 years apart; period likely shorter than 692 days; potential L1 candidate","2021-10-28","2021-10-27","2023-06-28"
+"269728501","4566.01","","2","4","2","2","3","4","4","2.8","27.5","3.39","0","0","1","PC","PC","11.5832","0.006","1","spoc","SPOC","56.769865","-79.334322","79.983","0.053","37.745","0.044","2459036.380784","0.0020931878","2.0844557424322","0.000028911407","1.5953180726472","0.29181","0.608531","0.072298","560.32075321107","66.58674","1.657477782063","2.3630996","220.77440403487","983.12090236986","8.13808","118.765","0.3325","4443.39","115.215","4.57662","0.0943553","0.71330398321152","0.0541357","-0.0704768","0.0719796","0.7","0.0802411","27,28,32,35,39","weak signal","2021-10-28","2021-10-27","2022-12-14"
+"307849973","4567.01","","2","4","2","2","3","4","4","4.1","4.9","2.58","6","0","5","PC","PC","11.9212","0.007","1","spoc","SPOC","128.506585","-66.768549","63.377","0.041","-37.33","0.036","2458543.8625","0.0012079421","0.84093429559017","0.000010832087","1.015319332775","0.44071305","0.572118","0.079372","526.80118160818","73.10165","1.4132824268216","2.684161","331.56588413135","1088.3340305831","9.030376","91.313","0.19435","3830","157","4.64404","0.0109469","0.60849797725678","0.0180226","","","0.594967","0.0202493","9,11,35,36,37,38","weak signal; possibly SV; potential multi","2021-10-28","2021-10-27","2022-12-14"
+"307849973","4567.02","","2","4","2","2","3","4","4","0.4","20.2","5.97","6","0","5","PC","PC","11.9212","0.007","2","spoc-s01-s69-b0A-PC","SPOC","128.506585","-66.768549","63.377","0.041","-37.33","0.036","2458548.589493","0.0039477237","23.542242181309","0.00009376071","3.2390849159197","0.8796952","1.534112","0.140192","1411.9717255882","129.11359","2.3109406579996","1.6504247","3.9005168671855","358.42664708329","11.51239","91.313","0.19435","3830","157","4.64404","0.0109469","0.60849797725678","0.0180226","","","0.594967","0.0202493","9,11,35,36,37,38,62,63,64,65,69","weak signal; possible multi; L1 candidate","2021-10-28","2024-02-15","2024-02-17"
+"447088034","4568.01","","2","4","2","2","3","4","4","4.9","72","5.73","0","0","2","PC","PC","6.9608","0.006","1","qlp-s66-ffi","SPOC","238.702259","-65.901121","16.459","0.035","21.305","0.058","2460121.465283","0.001978","14.0063765","0.0000578","1.971","0.373","0.32577","0.023724","300","21.8507","2.26316","0.147367","19.2603","583","15","48.0378","0.0833","5899","126.849","4.22221","0.0766885","1.33","0.06","","","1.07","0.133785","12,39,65,66","star is part of visual binary","2021-10-28","2023-10-16","2023-10-19"
+"149126400","4569.01","","5","5","5","5","5","5","5","3.7","30.7","6.28","3","0","0","PC","FP","15.764","0.008","1","spoc","SPOC","81.028116","-63.028858","412.58","0.109","-214.467","0.1","2459036.84286","0.0049288743","1.2253158706217","0.000033922515","3.435757953002","0.65840364","6.541158","0.92843","6006.5175069315","854.75","2.3820011659945","0.4548741","72.067141262292","743.11165576334","7.770379","212.947","2.3335","3725","157","4.92832","0.00110036","0.29764398932457","0.0114841","","","0.273932","0.0217968","27,30,35,36,37,38,39","weak signal; somewhat V-shaped; possibly off-target or SV","2021-10-28","2021-10-27","2023-01-04"
+"137402055","4570.01","","5","5","5","5","5","5","5","43.5","37.1","317","0","0","1","KP","KP","15.0523","0.009","1","spoc-s14-s55-b0A-KP","SPOC","292.068311","38.8422","-1.827","0.063","-14.356","0.07","2459391.459891","0.0023744695","1.9737719355324","0.000018750794","2.1771701432353","0.20392774","35.704738","4.603161","32350.437393852","4230.6934","14.278397402464","1.7593518","265.9747113385","1029.982476924","12.472726","642.051","16.232","4664.23","99.2267","4.61963","","0.69797098636627","","0.198857","0.0142384","0.74","","40,41,54,55","Kepler-785 b","2021-11-01","2023-03-15","2023-03-24"
+"48451130","4571.01","","5","5","5","5","5","5","5","3.7","37.9","87.45","0","1","1","KP","KP","13.7589","0.006","1","spoc-s14-s55-b0A-KP","SPOC","284.879979","49.26702","-2.631","0.033","6.42","0.033","2459413.718798","0.0035896348","30.3599811786","0.00031322188","6.0823745326155","0.25691837","21.21226","0.675409","19347.599064725","621.8815","11.214121596787","0.4613171","9.8942348601578","452.34032249377","32.561897","436.257","3.177","4815","122","4.5293","","0.79511797428131","","","","0.78","","40,41,54,55","Kepler-486 b","2021-11-01","2023-03-15","2023-03-24"
+"154940895","4572.01","","2","4","2","2","3","4","4","0.5","22.8","3.1","1","5","2","PC","PC","11.9212","0.007","1","spoc-s14-s55-b0A-PC","SPOC","210.048871","88.612103","111.901","0.049","91.802","0.041","2458822.701914","0.0027605765","13.475546134167","0.00007140521","2.2763947664642","0.70866597","1.184199","0.13529","1090.0934413519","124.59899","1.5718719069655","1.375563","5.0549515879308","382.42739899323","9.094992","61.7358","0.0897","3710","157","4.7642","0.0070109","0.46952399611473","0.0140048","","","0.467145","0.0203219","19,20,25,26,40,47,52,53","potential L1 planet; period updated to ~13.5 days with spoc-s14-s50 multisector","2021-11-01","2023-03-09","2023-03-24"
+"362103298","4573.01","","2","4","2","2","4","4","4","0.7","3.2","2.59","0","3","4","PC","PC","11.0444","0.006","1","spoc-s14-s60-b0A-PC","SPOC","268.253758","66.134585","42.175","0.053","-17.355","0.053","2458693.433927","0.0031253586","10.715552123312","0.000048808117","2.7277770398273","0.44978714","0.460775","0.04852","424.299807029","44.6875","1.4160390799738","0.5014855","15.895497701194","509.25849495698","8.657228","72.8333","0.14325","4207","121.244","4.66778","0.106103","0.62361699342728","0.0552965","","","0.66","0.0813212","14,15,16,19,22,25,26,40,41,48,49,52,53,57,58,59,60","","2021-11-01","2023-05-19","2023-06-16"
+"298428237","4574.01","","2","4","2","2","4","4","4","11.4","69.7","4.77","3","3","5","PC","PC","11.7495","0.007","1","qlp-s55-tois","SPOC","312.065404","24.484549","52.78","0.063","4.55","0.053","2459823.526701","0.0021049","0.768988","0.0000023","0.512","0.211","0.945002","0.404638","870","372.616","2.01326","1.15468","70.4453","807","11","69.81","0.22395","3734","157","4.69992","0.0093548","0.54","0.02","","","0.538988","0.0202252","14,15,41,55","some centroid variation between sectors but not centered on another star","2021-11-01","2022-12-07","2022-12-16"
+"372759746","4575.01","","2","4","2","2","3","4","4","1.1","20.6","8.49","0","4","2","PC","PC","10.3203","0.006","1","qlp-s75-ffi","SPOC","175.196879","71.978724","-4.996","0.06","17.883","0.036","2460317.227192","0.0089679","27.9815639","0.0004046","4.901","1.753","0.784185","0.077791","722","71.6454","2.85252","0.241131","69.3133","803","10","194.791","0.905","5905","124.107","4.34239","0.0772149","1.16","0.05","","","1.073","0.137558","14,20,21,40,41,47,48,74,75","low SNR; slight depth aperture correlation","2021-11-01","2024-05-16","2024-06-01"
+"157667414","4576.01","","1","4","1","1","4","4","4","6.4","87.6","12.15","4","2","6","PC","PC","10.1658","0.006","1","spoc-s14-s55-b0A-PC","SPOC","275.226841","16.452703","-0.658","0.102","4.336","0.11","2459010.844549","0.0034868133","10.483406223439","0.00006563504","3.2981777160721","0.19752139","1.921155","0.158549","1767.8841834569","146.01807","3.5119412346733","0.3759256","20.335765381337","541.60776257929","12.343209","54.9588","0.1899","4271","127.626","4.60188","0.110252","0.67784601449966","0.0625503","","","0.67","0.081439","26,40,53","potential L1 planet","2021-11-01","2023-03-09","2023-03-24"
+"138364831","4577.01","","5","5","5","5","5","5","5","20.7","53.1","88.55","0","2","2","KP","KP","14.4669","0.011","1","spoc-s14-s55-b0A-KP","SPOC","293.871914","38.422918","-0.298","0.045","-6.646","0.055","2459391.112176","0.002098081","1.625512355222","0.0000159479","2.6590029153339","0.23525885","11.016602","0.810943","10095.361449683","746.6269","11.29718034701","0.77843285","1238.8661222547","1513.1286131152","13.056615","938.715","30.934","5483.74","114.91","4.38272","","1.0442600250244","","0.388","0.111","0.96","","40,41,54,55","Kepler-685 b","2021-11-01","2023-03-15","2023-03-24"
+"154474036","4578.01","","2","4","2","2","3","4","4","2.9","38.9","8.87","0","2","2","PC","PC","10.7757","0.006","1","spoc-s14-s60-b0A-PC","SPOC","184.210967","75.140236","56.817","0.039","48.84","0.033","2459634.198599","0.0046933","8.6239097245581","0.00006340511","2.6192964088416","0.27989498","0.733251","0.16911","675.1210805746","155.74353","2.9176945785788","0.5352698","119.02477895686","842.42082735781","10.094296","182.249","0.747","5917","123.979","4.58257","0.0759372","0.87873500585556","0.0406809","","","1.077","0.138334","14,20,21,40,41,47,48,60","potential L1 planet; low SNR","2021-11-01","2023-05-25","2023-06-16"
+"27769688","4579.01","","5","5","5","5","5","5","5","0.6","23.3","23.35","0","4","9","KP","KP","11.3523","0.006","1","spoc-s14-s55-b0A-KP","SPOC","296.132814","48.97731","2.458","0.057","-15.926","0.058","2458733.312542","0.0040153395","88.495682965829","0.010978528","6.9510848840561","0.39727047","3.086327","0.296918","2838.5756568821","273.43457","5.1574302574562","0.5870564","0.45239711385595","209.1701490952","8.96966","223.757","1.7975","5509.61","124.841","4.47728","0.0799178","0.93995100259781","0.049598","0.155811","0.0136096","0.967","0.119071","14,15,40,41,54,55","Kepler-396 c / KOI 2672.01; multi","2021-11-01","2023-03-15","2023-03-24"
+"219742885","4580.01","","2","4","4","2","4","4","4","1.3","13.7","0.17","5","2","4","PC","PC","8.5954","0.006","1","spoc-s14-s55-b0A-PC","SPOC","242.415045","65.828021","92.938","0.037","-259.033","0.05","2458684.084719","0.0016142612","0.91679917079679","0.000012274705","1.3578155462139","0.10961732","0.042386","0.007314","39.038359235022","6.7366953","0.61158705815506","1.0230371","2437.3433306419","1792.045065553","7.5813622","67.7223","0.10305","5659","187","5.62196","0.266946","0.97302800416946","0.0505728","","","0.98","0.126658","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,50,51,52,53,54,55","shallow transit; centroids scattered around target","2021-11-01","2023-03-09","2023-03-24"
+"273231214","4581.01","","5","5","5","5","5","5","5","8.6","46.2","89.07","0","8","9","KP","KP","11.7889","0.006","1","spoc-s14-s55-b0A-KP","SPOC","297.333072","41.891119","1.967","0.038","1.365","0.044","2458719.361769","0.004101746","22.342877300453","0.000086310654","6.7001279936712","0.21941786","6.462955","0.263141","5934.9200116469","242.33246","11.335503237901","0.8318238","99.086036022993","804.67936258377","20.2419","477.052","4.9495","6184","129.495","4.20121","0.0908924","1.4286400079727","0.0894347","0.11","0.07","1.183","0.16666","14,15,41,54,55","KOI-94 d","2021-11-01","2023-03-15","2023-03-24"
+"273231214","4581.02","","5","5","5","5","5","5","5","","","59.27","0","8","9","KP","KP","11.7889","0.006","2","spoc-s54-b0A","SPOC","297.333072","41.891119","1.967","0.038","1.365","0.044","2459774.45043","0.005147671","","","6.6171206006776","0.5140849","4.09826","0.431446","3767.5217477664","397.2976","8.9205085611473","1.2158191","138.57536421797","875.06690015966","9.250516","477.052","4.9495","6184","129.495","4.20121","0.0908924","1.4286400079727","0.0894347","0.11","0.07","1.183","0.16666","54","single transit of Kepler-89 e at ~2774 TBJD","2022-12-01","2022-12-01","2022-12-14"
+"219854519","4582.01","TIC 219854519.01","3","5","5","3","4","4","4","4.8","21.5","59","0","2","4","PC","CP","10.5481","0.007","1","qlp-s52-tois","SPOC","256.860137","68.865626","-20.084","0.04","1.059","0.045","2459705.280402","0.0033585","31.0345576","0.0001593","11.606","0.487","1.336278","0.000356","1230","0.328279","8.89964","","73.2914","815","35","383.846","3.595","5234","122","4.438","","2.57","","","","","","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52","","2021-11-01","2022-11-18","2023-03-03"
+"103604037","4583.01","","5","5","5","5","5","5","5","11.2","50.6","69.61","0","1","0","PC","FA","10.571","0.018","1","spoc","SPOC","150.892247","67.990199","1.96","2","-80.99","2","2459390.798699","0.0031788826","19.520238559132","0.0025303585","4.0960580478553","0.30676994","3.221162","0.207777","2962.4035565456","191.35121","","","49.625991707634","676.93512461117","11.220469","","","5780","","4.438","","","","","","","","40,41","no stellar parameters","2021-11-01","2021-11-01","2022-12-14"
+"120255950","4584.01","","5","5","5","5","5","5","5","2.5","35.4","21.21","0","4","14","KP","KP","10.6114","0.006","1","spoc-s14-s55-b0A-KP","SPOC","284.472247","39.911889","10.865","0.04","17.52","0.049","2459399.639202","0.0014361754","31.578684711205","0.00017918501","2.1295055093565","0.47941405","2.30347","0.143613","2119.3256676163","132.26393","4.8743389072011","2.462469","27.009464683646","581.4317504446","19.077679","185.875","0.831","5696","99.3593","4.40025","0.0686936","1.0517799854279","0.0430553","0.11","0.1","1.014","0.125475","40,41,53,54","Kepler-1656 b","2021-11-01","2023-03-15","2023-03-24"
+"233529335","4585.01","","2","4","2","2","4","4","4","","","7.12","0","2","6","PC","PC","9.64656","0.006","1","spoc-s14-s41-b02","SPOC","280.203329","62.506346","26.287","0.036","-10.478","0.038","2458915.989125","0.010644719","","","12.897637772494","1.159778","0.417823","0.054629","384.75527458627","50.313766","2.5653804578668","1.0226225","1.06015042822","258.7984213502","7.3422637","156.873","0.507","6000","190","5.03448","0.391527","1.2886699438095","0.0635578","","","1.052","0.133328","14,15,16,17,19,20,21,22,23,24,25,26,40,41","single transit","2021-11-01","2022-11-15","2022-12-14"
+"416534875","4586.01","","2","4","2","2","4","4","4","2.6","32","5.53","0","2","4","PC","PC","10.7382","0.006","1","qlp-s48-tois","SPOC","164.524644","59.430179","25.618","0.04","-4.73","0.037","2459632.557861","0.0070951","5.3909915","0.0000679","1.954","0.482","0.619046","0.003981","570","3.66698","2.22182","0.218502","91.5265","861","8","150.445","0.7265","5405","124.416","4.53628","0.0816835","0.87","0.05","","","0.94","0.12037","14,21,41,48","weak signal","2021-11-01","2022-07-12","2022-12-14"
+"137683938","4587.01","","3","5","5","3","5","4","5","13.3","55.2","44.43","0","0","2","KP","KP","14.5505","0.007","1","spoc-s14-s55-b0A-KP","SPOC","292.579856","37.376262","-2.58","0.07","-30.239","0.069","2459393.659836","0.002058617","3.2903135908844","0.000026656375","1.746525348185","0.22024432","16.777885","1.564134","15334.218136234","1439.5836","7.5296069467542","0.68621206","37.086999099431","629.39773109893","10.759113","258.979","2.951","3579","157","4.67905","0.0107839","0.56730902194977","0.0175218","","","0.560561","0.0207092","40,41,54,55","Kepler-1624 b","2021-11-01","2023-03-15","2023-03-24"
+"48031665","4588.01","","2","4","2","2","4","4","4","2.3","33.3","9.22","0","5","5","PC","PC","9.06584","0.006","1","spoc-s14-s55-b0A-PC","SPOC","282.00042","48.542256","10.433","0.051","8.646","0.058","2458689.149116","0.0034040923","13.118774591596","0.00006328044","4.5278413174006","0.65618974","0.361613","0.023999","333.00278311997","22.103518","2.9857871481104","1.5011593","459.90541233877","1181.1005716368","11.703625","225.181","1.4505","7800","100.24","4.31091","0.0707776","1.5745799541473","0.0364874","0.21","0.08","1.85","0.286597","14,26,40,41,53,54,55","TOI 4588.01 and KOI 972.01","2021-11-01","2023-03-09","2023-03-24"
+"164458714","4589.01","","5","5","5","5","5","5","5","1.3","23.2","5.31","0","7","17","KP","KP","9.03131","0.007","1","qlp-s75-ffi","SPOC","283.151045","45.140084","61.515","0.042","61.846","0.048","2460364.345637","0.0131725","17.8335899","0.0003153","3.642","1.183","0.313823","0.043865","289","40.4006","2.16267","0.253211","62.1044","782","10","147.527","0.492","6304","141.297","4.22164","0.0935252","1.43","0.07","0.02","0.1","1.238","0.200415","14,26,40,41,53,54,55,74,75","Kepler-410 A b","2021-11-01","2024-05-16","2024-06-01"
+"154923406","4590.01","","2","4","2","2","3","4","4","0.9","29.6","4.32","0","2","2","PC","PC","9.6446","0.006","1","spoc-s14-s60-b0A-PC","SPOC","203.195141","84.514705","-125.001","0.037","-38.631","0.036","2458703.264605","0.0023876764","25.921350872422","0.00009159385","2.1208392182865","0.4743136","0.640032","0.072656","589.31715274167","66.9165","1.9119701891171","2.278492","13.457478251112","488.49561681089","8.148816","72.1096","0.1143","5011","125.831","4.56555","0.0879681","0.78667801618576","0.0502764","","","0.83","0.100782","14,19,20,21,26,40,47,53,59,60","low SNR; actual period is ~25.9 days found in spoc-s14-s60 multisector","2021-11-01","2023-05-19","2023-06-16"
+"356868487","4591.01","","5","5","5","5","5","5","5","21.4","63.2","317","3","3","2","PC","FP","11.7167","0.006","1","spoc-s14-s60-b0A-PC","SPOC","275.838952","69.861926","-12.235","1.392","-2.898","1.392","2459692.968529","0.0008986","27.910292944099","0.000107296706","10.633601791217","0.07870411","20.03037","0.199199","18279.517654261","183.45238","19.288432577286","0.13362968","55.096046574448","694.86407489794","86.54392","526.166","","6327","","4.438","","1.3901300430298","","","","","","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,56,57,58,59,60","likely too large for insolation; ~2000 ppm secondary at phase 0.18","2021-11-01","2023-05-19","2023-06-16"
+"122785299","4592.01","","5","5","5","5","5","5","5","10.1","36.5","107.82","0","1","1","KP","KP","14.575","0.007","1","spoc-s14-s55-b0A-KP","SPOC","291.13762","36.577344","7.99","0.044","-2.449","0.05","2459392.140389","0.0025442983","8.8849510858694","0.0001548176","1.9958507020285","0.38120145","18.579719","2.102222","16966.965867127","1934.3452","12.68384366274","2.6857061","94.293698386604","794.76808126558","9.239769","835.356","18.3645","5160","123","4.39775","","0.97705399990082","","","","0.87","","40,41,54","Kepler-75 b","2021-11-01","2023-03-15","2023-03-24"
+"399954349","4593.01","","2","5","5","2","5","4","5","4.9","52.6","13.87","0","16","13","KP","KP","11.6052","0.006","1","spoc-s14-s55-b0A-KP","SPOC","287.605703","49.523394","13.516","0.036","32.603","0.035","2458689.578278","0.0024529248","7.8344688255299","0.000026944654","3.1260802534137","0.19029874","2.192536","0.138634","2017.3628771126","127.67857","3.7973353469731","0.35556725","51.639955856956","683.70100006676","13.867318","153.676","0.454","4837","138.283","4.60493","0.0969596","0.73114597797394","0.0558291","0.11","0.1","0.785","0.0938175","14,26,40,41,53,54,55","Kepler-411 c","2021-11-01","2023-03-15","2023-03-24"
+"399954349","4593.02","","5","5","5","5","5","5","5","3.3","33.9","5.25","0","16","13","KP","KP","11.6052","0.006","2","spoc-s14-s55-b0A-KP","SPOC","287.605703","49.523394","13.516","0.036","32.603","0.035","2458684.471974","0.0016365838","3.005192862219","0.000013073835","1.8111647769118","0.36130047","0.80139","0.102066","737.83558311696","94.001976","2.1434355179193","0.97001","185.28295700318","940.97615418372","7.8623304","153.676","0.454","4837","138.283","4.60493","0.0969596","0.73114597797394","0.0558291","0.11","0.1","0.785","0.0938175","14,26,40,41,53,54,55","Kepler-411 b","2023-03-23","2023-03-23","2023-03-26"
+"158555987","4594.01","","3","5","5","3","5","4","5","10.3","39.3","72.99","0","15","3","KP","KP","11.8995","0.006","1","spoc-s14-s55-b0A-KP","SPOC","287.807212","43.188801","0.685","0.036","0.621","0.039","2459747.24026","0.003165051","5.5460810942284","0.00001731399","2.7509711474897","0.16848858","2.303604","0.147881","2119.4485757017","136.19446","10.083223926282","0.6277355","1504.9475684661","1588.5470850047","15.500086","847.299","14.2685","6963.86","138.256","4.07013","0.092063","1.8893699645996","0.0908442","0.032","0.015","1.53","0.263806","14,40,41,53,54,55","KOI 3728.01 / Kepler-1517 b","2021-11-01","2023-03-15","2023-03-24"
+"159725995","4595.01","","5","5","5","5","5","5","5","13.6","16","317","0","0","1","KP","KP","14.9767","0.007","1","spoc-s14-s55-b0A-KP","SPOC","291.275663","47.329511","2.018","0.055","-0.284","0.054","2459394.278533","0.0033511382","3.7705864541407","0.00004517575","3.9149764099662","0.3688026","13.975846","1.06518","12789.736857699","980.5863","15.822461965654","1.4224659","878.88277789532","1388.6809828971","11.841265","1898.26","111.615","5897","123","4.18651","","1.3818800449371","","","","1.07","","40,41,54,55","Kepler-762 b","2021-11-01","2023-03-15","2023-03-24"
+"86951294","4596.01","","1","4","1","1","4","4","4","7.4","74.5","7.75","1","3","5","PC","PC","9.2564","0.006","1","qlp-s72-ffi","SPOC/QLP","98.707848","27.388017","-7.294","0.086","-26.161","0.074","2460283.324345","0.001336","4.1194175","0.0000094","2.057","0.52","0.784185","0.032186","722","29.6444","2.68492","0.148813","232.099","1087","26","93.4913","0.44985","5598","121.1","4.45","0.08","0.98","0.05","","","0.99","0.126377","43,44,45,71,72","slight depth aperture correlation with no offset in QLP s72; on target in SPOC s43 but centroid in SPOC s71 failed","2021-11-01","2024-01-04","2024-01-05"
+"68573534","4597.01","","3","4","4","3","4","4","4","145.9","530.2","115.65","3","2","3","PC","PC","7.82403","0.006","1","qlp-s44-ffi","SPOC/QLP","73.705654","22.146384","-25.384","0.138","-24.687","0.067","2459523.197223","0.0031309","4.6663795","0.0005406","2.526","0.215","7.517545","0.008737","6900","8.04671","13.2255","0.621088","711.568","1438","23","125.189","1.1175","7712","240.8","4.31","0.08","1.57","0.05","","","1.814","0.307355","43,44","","2021-11-01","2022-01-07","2023-12-09"
+"29017001","4598.01","","3","4","3","3","3","4","4","19.6","84.4","49.48","0","3","2","PC","PC","9.58025","0.006","1","qlp-s70-ffi","QLP","50.787196","24.690039","20.982","0.098","-7.522","0.07","2460218.723945","0.0018033","8.2003982","0.0000222","1.975","0.493","1.618953","0.256652","1490","236.357","8.03214","0.664878","245.589","1102","26","208.41","2.213","6011","133.1","3.99","0.08","1.76","0.08","","","1.111","0.149584","18,42,43,44,70","","2021-11-01","2023-12-06","2023-12-08"
+"307809773","4599.01","","1","5","5","1","4","4","4","11.5","27.3","2.13","0","2","5","CP","CP","7.89863","0.008","1","qlp-s72-ffi","SPOC/QLP","99.291543","17.56627","-764.522","0.088","337.802","0.075","2460284.446332","0.000744","2.7694936","0.0000036","1.031","0.101","0.77332","0.047223","712","43.4927","1.27326","0.0588576","21.8758","602","37","10.0055","0.00505","3807","157","4.77","0.01","0.47","0.01","","","0.463011","0.020376","43,44,45,71,72","HD 260655 b","2021-11-01","2024-01-03","2024-01-05"
+"307809773","4599.02","","1","5","5","1","4","4","4","12.7","238.9","4.19","0","2","5","CP","CP","7.89863","0.008","2","qlp-s72-ffi","SPOC/QLP","99.291543","17.56627","-764.522","0.088","337.802","0.075","2460277.804123","0.0006833","5.7060868","0.0000063","0.863","0.15","0.891756","0.256535","821","236.25","1.89602","0.173003","20.536","593","28","10.0055","0.00505","3807","157","4.77","0.01","0.47","0.01","","","0.463011","0.020376","43,44,45,71,72","HD 260655 c","2021-11-01","2024-01-03","2024-01-05"
+"232608943","4600.01","","1","4","1","3","4","4","4","0.8","32.3","37.59","17","9","4","PC","CP","11.8787","0.006","1","spoc-s14-s60-b0A-PC","CTOI","258.450367","64.566173","7.459","0.042","0.215","0.046","2459584.765681","0.0031528","82.6876878","0.0004452","7.5240297992827","0.19026233","7.112644","0.149642","6529.5765125817","137.81633","6.8236924677459","0.4793511","3.3159281783873","344.16842817538","26","216.056","1.1645","5073","123.9","4.53","0.08","0.83191502094269","0.0509397","","","0.849","0.100353","14,15,16,17,18,19,21,22,23,24,25,26,40,41,47,48,49,51,52,53,54,55,56,57,58,59,60","single transit near ~1786 TBJD unrelated to this signal","2021-11-02","2023-05-18","2023-12-03"
+"232608943","4600.02","TIC 232608943.02","1","4","1","3","4","4","4","","","38.38","17","9","4","PC","PC","11.8787","0.006","2","spoc-s53-b0A","SPOC","258.450367","64.566173","7.459","0.042","0.215","0.046","2459751.598569","0.0038029782","","","10.850468657089","0.34173322","7.548316","0.354101","6928.1446169631","326.08624","6.9087751655235","0.550251","48.38670835886","672.66877645031","27.898134","216.056","1.1645","5073","123.9","4.53","0.08","0.83191502094269","0.0509397","","","0.849","0.100353","53","single transit; additional transit in y2 indicates max period is ~965 d","2023-08-15","2023-08-15","2023-09-17"
+"349071261","4601.01","","3","4","4","3","4","4","4","137.9","156.8","317","7","4","5","PC","PC","10.3099","0.006","1","spoc-s44-b0A","SPOC/QLP","75.814118","24.22327","4.301","0.095","-14.898","0.061","2459501.2671","0.0005891561","2.7875232541135","0.000117913085","1.7384120745302","0.043914832","8.805835","0.247014","8077.672612814","227.48209","15.209990708939","2.913487","1379.1372563829","1554.2526705707","56.89227","225.749","2.3855","6408.3","122.5","4.34","0.1","1.2748700380325","0.0778015","0.139","0.057","1.288","0.209271","43,44","V-shaped","2021-11-02","2022-01-10","2022-12-14"
+"467651916","4602.01","","1","4","1","1","4","4","4","8.7","95.7","5.82","0","3","7","PC","PC","7.7746","0.006","1","qlp-s70-ffi","SPOC/QLP","60.600332","31.329835","-115.36","0.093","-192.354","0.062","2460225.220732","0.0020118","3.9813077","0.0000141","3.055","0.296","0.560384","0.016676","516","15.3593","2.28387","0.117975","579.018","1366","26","63.0637","0.1994","6011.9","122.6","4.36","0.08","1.16","0.05","","","1.11","0.148627","43,44,70","","2021-11-02","2023-12-06","2023-12-08"
+"437856897","4603.01","","3","5","5","3","4","4","4","60.3","148.7","131.3","1","13","3","CP","CP","8.6554","0.006","1","qlp-s72-ffi","SPOC/QLP","83.865929","21.294242","0.171","0.079","-23.035","0.061","2460273.680601","0.0013796","7.2455997","0.0000174","2.734","0.708","1.201489","1.376511","1106","1267.01","14.2395","3.94491","1192.46","1637","29","225.643","2.458","6169.1","128.7","3.65","0.08","2.68","0.15","0.287","0.116","1.176","0.164146","43,44,45,71,72","TOI-4603 b","2021-11-02","2024-01-04","2024-01-05"
+"27039476","4604.01","","5","5","5","5","5","5","5","3.4","6.6","2.86","0","1","8","KP","KP","9.3928","0.006","1","qlp-s71-ffi","QLP","76.44594","21.548199","30.712","0.098","-97.082","0.056","2460257.717716","0.0239963","2.2251639","0.0000244","1.545","0.772","0.308393","0.051981","284","47.875","1.50436","0.179303","348.601","1203","31","90.0562","0.49265","5509","121.7","4.5","0.08","0.92","0.05","","","0.97","0.123457","43,71","weak detection; K2-291 b; detected with combined QLP + K2 data","2021-11-02","2024-04-23","2024-04-30"
+"19155785","4605.01","","5","5","5","5","5","5","5","16.9","95.6","19.77","3","2","3","EB","FP","10.2207","0.006","1","qlp-s71-ffi","QLP","81.715698","18.419816","44.849","0.092","-33.859","0.066","2460254.350652","0.0018305","3.1442556","0.0000089","1.81","0.723","2.277003","0.300278","2095","276.528","4.69096","0.42444","685.022","1425","34","148.574","1.229","5691","162.2","4.45","0.08","1","0.05","","","1.013","0.134258","43,44,45,71","possible centroid offset and secondary in QLP s44; very sight centroid shift in QLP s45-tois; retired as TFOP FP/NEB","2021-11-02","2023-12-18","2024-01-05"
+"68577662","4606.01","","5","5","5","5","5","5","5","65","263.2","108.41","0","8","6","KP","KP","9.31437","0.006","1","qlp-s44-ffi","SPOC/QLP","73.766793","18.654323","62.064","0.077","-48.245","0.051","2459522.948827","0.0019656","11.1684037","0.0000126","5.354","0.399","10.539198","0.002336","9660","2.15196","12.77","0.620274","312.155","1171","278","130.72","0.7635","5981","139.4","4.31","0.08","1.22","0.06","","","1.1","0.145955","43,44,71","K2-232 b","2021-11-02","2024-01-17","2024-01-17"
+"28294709","4607.01","","2","4","2","2","4","4","4","4.6","44.9","9.79","0","3","6","PC","PC","9.67952","0.006","1","qlp","QLP","28.905222","24.118154","62.062","0.086","-24.561","0.09","2459498.183252","0.0026956","5.5109534","0.0000627","2.411","0.367","0.56473","0.001206","520","1.11034","3.08109","0.201652","262.935","1121","11","180.022","1.5405","6404","164.9","4.31","0.09","1.31","0.06","","","1.286","0.216007","17,42,43","possible SV","2021-11-09","2021-11-09","2022-12-14"
+"427740976","4608.01","","3","4","3","3","4","4","4","60.5","71.6","317","7","11","11","PC","PC","11.4512","0.009","1","qlp-s71-ffi","SPOC/QLP","59.647191","25.388587","-1.07","0.093","-5.539","0.049","2460256.015853","0.000442","2.3494903","7e-7","2.014","0.059","9.873932","0.29682","9053","273.344","14.6551","0.737913","1355.37","1690","72","550.363","18.387","7418.5","106.2","4.31","0.09","1.51","0.07","0.22","0.024","1.7","0.283231","43,44,70,71","host is possibly a pulsating star; detected with combined TESS and K2 data; K2 PC EPIC 211147528.01","2021-11-09","2023-12-14","2024-01-05"
+"118820486","4609.01","","3","4","4","3","3","4","4","103.7","133.8","317","4","2","2","PC","PC","10.4117","0.006","1","qlp-s70-ffi","QLP","70.374204","21.257733","-0.528","0.099","-6.052","0.051","2460229.446917","0.0008178","2.6921752","0.0000038","3.246","0.303","10.02843","0.136782","9194","125.973","16.0682","2.3668","4194.73","2242","44","349.025","6.665","7461.4","102.4","4.22","0.15","1.68","0.25","0.172","0.034","1.713","0.279496","43,44,70","possibly inflated hot Jupiter","2021-11-09","2023-12-06","2023-12-08"
+"1950736","4610.01","","5","5","5","5","5","5","5","3.6","6.5","2.83","3","2","4","EB","FP","10.0745","0.006","1","qlp-s73-ffi","QLP","79.04324","30.585072","-112.604","0.088","-71.913","0.06","2460307.729373","0.0043055","3.1129681","0.0000171","2.308","0.637","0.635342","0.045709","585","42.0986","1.5002","0.16511","151.507","977","16","47.914","0.1197","4104","124.6","4.57","0.11","0.69","0.07","","","0.64","0.0784044","19,43,44,45,71,73","centroid offset to SW in QLP s71+s73; TFOP FP/NEB","2021-11-09","2024-02-05","2024-02-17"
+"68646526","4611.01","","1","4","1","1","4","4","4","3.8","44.4","6.17","1","4","8","PC","PC","9.02078","0.006","1","qlp-s44-ffi","SPOC/QLP","73.841599","19.280926","36.117","0.118","5.562","0.068","2459520.906327","0.0038721","5.2289874","0.0000121","3.386","0.211","0.347491","0.000088","320","0.0811669","2.3513","0.114674","538.64","1342","31","128.654","0.835","6213","161.2","4.3","0.09","1.28","0.06","","","1.196","0.181151","43,44","K2 multi (EPIC247164043)","2021-11-09","2022-01-07","2022-12-14"
+"97735908","4612.01","","5","5","5","5","5","5","5","168.9","182.8","317","0","0","1","KP","KP","8.22398","0.006","1","qlp-s71-ffi","SPOC/QLP","92.664023","30.957133","16.74","0.078","-2.405","0.065","2460257.044778","0.0005165","4.1137862","0.0000034","5.235","0.504","6.248989","0.099373","5739","91.5214","15.0368","0.704467","3108.45","2080","221","134.058","0.7975","6327","132.2","3.99","0.09","1.88","0.09","","","1.249","0.195063","43,44,45,71","KELT-2 A b","2021-11-09","2024-01-04","2024-01-05"
+"436652523","4613.01","","3","5","5","3","3","4","4","42.5","66.9","317","0","3","3","PC","APC","12.0336","0.006","1","qlp-s71-ffi","SPOC","72.633608","13.613468","","","","","2460251.01417","0.0013805","4.5461685","0.0000032","3.323","0.388","5.716222","1.804711","5251","1660.82","21.1272","","3271.08","","18","678.46","","5341.8","367.5","3.98","0.02","2.4","","0.041","0.021","","","5,32,43,44,70,71","TFOP APC/PC/SB1 as velocity of offset is consistent with an M dwarf companion from observing notes; v-shaped","2021-11-09","2023-12-14","2024-01-05"
+"408809625","4614.01","","3","4","3","3","4","4","4","26.8","142.6","77.37","4","3","5","PC","PC","11.0302","0.006","1","spoc-s42-s43-b0A","SPOC","38.153496","16.337623","-5.684","0.153","24.086","0.121","2459448.534256","0.00069150963","13.833889319244","0.0003857336","1.4260597959769","0.05642194","9.705611","0.481066","8899.3621559941","442.98007","10.434970432814","1.7835469","22.736397109751","556.92942102042","37.925327","101.255","0.728","4225.95","104.703","4.37245","0.0962712","0.87681400775909","0.070892","-0.063","0.033","0.661","0.079287","42,43","V-shaped; could be an eccentric EB with primary transit in gap","2021-11-09","2022-01-26","2022-12-14"
+"84599716","4615.01","","3","4","3","3","3","4","4","37.4","51.9","317","1","0","3","PC","PC","11.7892","0.01","1","spoc-s42-s46-b0A","SPOC","96.679195","25.205001","3.664","0.09","5.778","0.079","2459550.580295","0.0021634","5.319375537334","0.00018053318","6.6913995236939","0.1024427","7.120849","0.144872","6537.0839818604","133.42345","19.668463946061","1.4940084","1968.9003230222","1698.9307701131","36.62315","835.907","48.7905","6350","139.074","3.78918","0.0988027","2.3693399429321","0.174784","","","1.26","0.193629","43,44,45","evolved host; potentially too large for insolation","2021-11-09","2022-07-15","2023-02-08"
+"258796169","4616.01","","2","4","4","2","4","4","4","4.8","15","1.99","5","0","4","PC","PC","12.8872","0.007","1","spoc-s01-s46-b0A","SPOC","14.818088","13.860795","31.563","0.132","178.888","0.095","2459448.706988","0.0014133087","1.5538099249565","0.000009512384","1.0037931966707","0.13730182","3.621705","0.49579","3330.156644324","456.53528","1.2223160327324","0.7920717","17.981625116353","525.20274146487","10.452713","28.1016","0.06625","3244","157","5.07736","0.0280122","0.19272899627685","0.00578436","","","0.161878","0.0200574","17,42,43","potential L1 planet; small M dwarf; somewhat V-shaped","2021-11-09","2022-07-15","2022-12-14"
+"18373995","4617.01","","3","4","3","3","4","4","4","72.7","84","317","1","2","4","PC","PC","12.357","0.034","1","qlp-s71-ffi","SPOC","71.022672","22.567602","13.237","0.077","-13.955","0.034","2460259.195635","0.0004717","3.4878795","0.0000035","2.64","0.091","18.996224","0.245504","17344","226.092","16.9238","1.23148","360.905","1214","295","333.973","4.6105","5752.44","99.4005","4.27789","0.0919258","1.22","0.09","0.254","0.037","1.03","0.125602","43,44,70,71","large Rp","2021-11-09","2023-12-14","2024-01-05"
+"284326455","4618.01","","5","5","5","5","5","5","5","83.5","201.6","116.33","0","0","3","KP","KP","12.2341","0.006","1","qlp-s45-tois","SPOC","99.897992","25.482401","-0.073","0.05","-33.237","0.043","2459544.379501","0.0003597","3.7998451","0.0000349","1.428","0.042","30.331798","0.004074","27550","3.75199","13.2747","1.13686","22.2041","604","108","143.651","0.581","4133.4","108.675","4.48806","0.100894","0.76","0.06","0.145","0.101","0.647","0.076851","43,44,45","HAT-P-54 b","2021-11-09","2022-03-10","2022-12-14"
+"238586172","4619.01","","3","4","3","3","4","4","4","22.5","31.4","317","2","0","3","PC","PC","13.8232","0.021","1","spoc-s42-s46-b0A","SPOC","91.108286","22.49945","1.429","0.058","-5.974","0.047","2459528.34243","0.004903067","3.4732398588349","0.00025120119","4.373109949142","0.21540959","11.283003","0.484","10338.219280683","445.68143","16.658964527883","0.5923028","2304.5286397026","1767.1168864821","18.895731","1490.49","70.99","7406.97","38.45","4.27763","","1.5637300014496","","0.031","0.037","1.69","","43,44,45","K2 candidate EPIC 208833261.01","2021-11-09","2022-07-15","2024-05-11"
+"171160243","4620.01","","3","4","3","3","3","4","4","146.3","173.6","317","4","1","1","PC","PC","9.56967","0.006","1","qlp-s59-ffi","SPOC","68.071463","33.396384","11.109","0.083","-2.743","0.063","2459933.972235","0.0013553","1.3887494","0.000005","1.38","0.355","3.589944","2.899538","3301","2667.01","15.9057","4.4088","12503.9","2945","24","272.645","3.4035","7825","304.131","4.07227","0.0889779","2.08","0.07","","","1.86","0.328712","19,43,44,59","pulsating star; V-shaped; multiple stars in pixel","2021-11-09","2023-02-09","2023-02-25"
+"293457754","4621.01","","5","5","5","5","5","5","5","42.9","127.4","129.05","0","0","1","KP","KP","12.3553","0.008","1","spoc-s42-s43-b0A","SPOC","26.793225","3.132932","-5.343","0.084","-21.97","0.065","2459478.63846","0.0007891299","4.5195119703311","0.00011608457","3.145779876935","0.050301243","19.021501","0.254824","17366.876981882","234.67366","14.099184799305","0.69983065","382.44884803881","1127.8805017529","64.39609","437.495","7.8265","5887","126.911","4.44001","0.0788172","1.0320999622345","0.0495527","","","1.07","0.139048","42,43","WASP-181 b","2021-11-09","2022-01-26","2022-12-14"
+"94727308","4622.01","","3","4","3","3","3","4","4","44.4","93.3","88.4","3","0","1","PC","APC","16.1779","0.009","1","spoc-s42-s46-b0A","SPOC","60.22656","31.691067","4.121","0.291","-6.203","0.193","2459474.773371","0.0058530546","1.2969403897736","0.00027360095","3.4301667420946","0.3676931","58.205376","5.338932","52197.500543326","4905.2676","11.286034191955","0.9806869","48.335737356204","672.4915575628","10.462735","297.693","13.937","3003","157","4.76981","0.0148368","0.46318399906158","0.0211904","","","0.460522","0.0264049","43,44","likely faint M dwarf host; low SNR","2021-11-09","2022-07-15","2023-04-05"
+"56399553","4623.01","","5","5","5","5","5","5","5","103.1","283.8","110.49","0","4","3","KP","KP","11.5476","0.006","1","spoc-s42-s46-b0A","SPOC","62.670422","24.401656","16.452","0.102","-21.988","0.064","2459502.039849","0.0003314381","3.2588110294925","0.000033309436","2.2154690306365","0.020491328","25.08016","0.181681","22834.925536067","167.32019","12.868443177114","1.0721823","284.41657575544","1047.3901260824","151.31818","178.475","1.3105","5387.06","142.59","4.58431","0.106817","0.81711399555206","0.0678241","0.282941","0.0188692","0.935","0.120793","43,44","K2-29 b","2021-11-09","2022-07-15","2022-12-14"
+"84339983","4624.01","","5","5","5","5","5","5","5","109.5","142.2","317","0","0","6","KP","KP","10.5136","0.006","1","spoc-s42-s46-b0A","SPOC","100.848014","27.252182","-8.161","0.074","-22.954","0.07","2459548.173846","0.001082","2.7908257668743","0.000027944992","2.2330145922594","0.022900276","10.987194","0.127558","10068.548681748","117.477936","16.736990712451","0.8824193","1998.7837878251","1705.3408844764","93.47204","320.639","5.5575","6635.91","146.32","4.24728","0.0921547","1.4707000255585","0.076696","-0.0568545","0.00666903","1.394","0.227308","43,44,45","HAT-P-56 b","2021-11-09","2022-07-15","2022-12-14"
+"58472992","4625.01","","2","4","2","2","4","4","4","8.9","69.8","6.31","3","15","5","PC","PC","10.5774","0.006","1","spoc-s42-s46-b0A","SPOC","65.653481","25.699878","","","","","2459523.854094","0.0028159","2.1914276836765","0.00013644746","1.8340935846176","0.22931677","1.187567","0.105693","1093.191525351","97.34249","2.3894115893458","1.2358307","243.69920268723","1007.7046825942","9.01464","","","4384.23","40.15","4.438","","0.72012597322464","0.062549","0.04","0.036","","","43,44","potential L1 planet; host Prot ~5 d; low SNR","2021-11-09","2022-07-15","2023-11-27"
+"241442273","4626.01","","1","4","1","1","3","4","4","4.1","81.9","7.56","0","1","3","PC","PC","8.4492","0.006","1","qlp","QLP","205.513548","-48.466443","-170.743","0.074","-148.406","0.08","2459338.399136","0.0021652","17.4756122","0.0000791","2.895","0.708","0.858071","0.001456","790","1.34075","2.65592","0.164885","24.581","620","21","51.1333","0.1188","5387.2","91.4","","","0.84","0.04","","","0.93","0.121798","11,38","slight centroid shift; potential L1 candidate","2021-11-18","2021-11-18","2022-12-14"
+"89702406","4627.01","","5","5","5","5","5","5","5","17.9","99.7","115.63","2","0","1","EB","FP","11.5252","0.006","1","spoc-s01-s65-b0A-PC","SPOC","127.649986","-58.528508","-2.6","4.9","29.1","4.4","2459264.71217","0.0017812917","23.143855131532","0.000097758406","5.76594665376","0.18023768","7.578633","0.239037","6955.8738937365","220.13669","13.2171668627","4.9081216","36.203388929261","625.61486033248","38.276844","260.383","","5356","18.9","4.38","2","1.0635600090027","","","","","","35,36,37,61,62,63","v-shaped; alerted on secondaries; identified as eccentric EB with spoc-s01-s65-b0A-PC multi sector","2021-11-18","2023-12-20","2024-01-05"
+"404421005","4628.01","","2","5","5","2","5","4","5","3.4","42.8","5.87","0","2","6","PC","KP","9.66562","0.006","1","spoc","SPOC","202.01619","-15.937975","-98.674","0.098","-36.096","0.102","2458575.158194","0.0020096845","6.3266800368194","0.000035812423","2.0310601147529","0.5508015","0.565599","0.074486","520.8002154462","68.6017","2.2901553721618","2.260206","195.73035632215","953.96907483273","7.731756","113.123","0.696","5673","135.223","4.46318","0.0785692","0.97538298368454","0.049706","","","1.008","0.130452","10,37","weak signal","2021-11-19","2021-11-18","2022-12-14"
+"304339227","4629.01","TIC 304339227.01","1","4","1","1","3","4","4","0","13.5","7.08","0","0","3","PC","PC","8.6577","0.006","1","spoc","SPOC","275.943112","-68.34495","-63.515","0.035","-14.805","0.048","2458673.334546","0.0036252367","714.6927302784","0.005206772","5.7133322690628","0.66491055","0.54393","0.046388","500.85291851233","42.724457","2.557044532175","1.1821307","0.56476542188007","221.09899794471","12.21757","92.0015","0.24925","6324","196","4.37047","0.285301","1.1257699728012","0.0506985","","","1.11","0.14269","13,39","two transits; period likely shorter than ~715 days","2021-11-19","2021-11-18","2022-12-14"
+"292202337","4630.01","TIC 292202337.01","3","4","3","3","4","4","4","0","26.9","18.88","0","3","7","PC","PC","9.046","0.006","1","spoc","SPOC","230.887224","-25.370615","-21.417","0.091","29.471","0.076","2458619.207165","0.0011860324","721.56221905696","0.0017129949","4.5933413352256","0.15292706","2.367238","0.087614","2177.9319910444","80.69187","4.5521237918835","0.40981224","0.34700931546883","195.75147039542","26.765064","85.3751","0.6195","6294","196","4.53886","0.279601","0.96888601779938","0.0494145","","","1.01","0.12877","11,38","two transits separated by 2 years; period likely shorter than ~721 days","2021-11-19","2021-11-18","2022-12-14"
+"313006381","4631.01","TIC 313006381.01","2","4","2","2","3","4","4","1.4","50.2","5.9","0","3","1","PC","PC","8.7551","0.006","1","qlp-s53-ffi","SPOC","137.524773","75.610842","52.96","0.046","-9.187","0.044","2459714.752854","0.0043909","33.6357031","0.0002295","3.729","0.994","0.695094","0.003229","640","2.97359","2.29227","0.193789","28.2932","642","14","62.2978","0.089","5614","125.01","4.60434","0.0792344","0.82","0.04","","","0.99","0.127851","14,20,26,40,47,53","formerly a signal transit; now have a period","2021-11-19","2022-08-31","2022-12-14"
+"336075472","4632.01","TIC 336075472.01","1","4","1","1","4","4","4","0.3","28.6","8.69","0","4","5","PC","PC","10.6329","0.006","1","spoc-s14-s55-b0A-PC","SPOC","276.862418","45.454489","32.536","0.038","111.749","0.039","2458712.448605","0.0057421513","63.144851891624","0.00042500047","4.9925509133816","0.33290884","1.84408","0.13702","1697.0188102641","126.19228","2.882854918531","0.6612263","1.8139846103918","295.99075680378","14.309427","65.4707","0.09755","4152","121.771","4.55825","0.111566","0.70204502344132","0.0657186","","","0.65","0.0805943","14,26,40,41,52,53,54","period updated to ~63 days with two consecutive transits in s52 and s54","2021-11-19","2023-03-09","2023-03-24"
+"307958020","4633.01","TIC 307958020.01","1","4","1","1","4","4","4","0.2","19.4","12.26","0","1","5","CP","PC","8.3498","0.006","1","spoc-s14-s60-b0A-PC","SPOC","256.843102","62.475548","-23.056","0.046","-67.019","0.046","2458864.835181","0.0050281864","271.938638971","0.006732476","11.129246638232","0.3885244","0.524721","0.028353","483.16888825765","26.114193","3.5295923157994","0.5558505","1.2295467284965","268.5690786088","16.521877","95.2016","0.23835","5490.04","148.457","4.02198","0.0885438","1.5819000005722","0.0978291","0.237922","0.0124109","0.96","0.124546","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,55,56,58,59","now published as TOI-4633 c with period with period at half TOI period (~271.9 d) in Eisner+ 2024","2021-11-19","2024-07-28","2024-08-16"
+"17150865","4634.01","","3","4","3","3","3","4","4","18.2","56.4","34.95","9","2","5","PC","PC","12.5065","0.011","1","qlp-s70-ffi-k2","SPOC","64.644978","19.179039","10.725","0.065","-2.569","0.042","2460232.412765","0.0021584","0.8706763","6e-7","1.007","0.155","2.022438","0.071435","1861","65.792","6.52133","0.423479","1486.34","1729","29","568.754","9.298","6121","156.078","4.16573","0.0953664","1.47","0.09","-0.0665579","0.0135413","1.16","0.160438","43,44,70","EPIC 210754505; odd-even","2021-11-19","2023-12-04","2023-12-08"
+"337129672","4635.01","","4","4","4","5","5","5","5","9.1","183.9","103.05","4","11","3","PC","FP","10.6029","0.006","1","spoc","SPOC","33.630248","8.079261","122.405","0.11","-203.403","0.127","2459448.748501","0.00027307932","49.107704739558","0.0003962217","2.9402319278382","0.02597165","30.974135","0.256645","28125.14520751","236.35126","12.350637182737","0.9999361","3.1634389295636","340.14149269787","90.2659","75.3511","0.3932","4358","115.996","4.55296","0.098456","0.72245001792908","0.0581784","","","0.68","0.0790813","42,43","Period may be half or 1/4","2021-11-19","2021-11-18","2023-12-12"
+"405484221","4636.01","","5","5","5","5","5","5","5","0.1","55.1","55.02","0","0","0","PC","FP","15.7488","0.009","1","spoc","SPOC","56.730555","24.187804","20.298","0.457","-43.964","0.239","2459454.50904","0.0032540874","42.82891524015","0.00427197","2.3248526191523","0.28903484","97.264925","8.178772","85688.820451861","7504.626","8.5394160056","0.7230957","0.28847537460433","186.91619690669","11.763273","136.79","3.8355","3090","159","4.93803","0.00249581","0.2890340089798","0.010993","","","0.264156","0.0215732","42,43","SG1 should clear the bright neighbor","2021-11-19","2021-11-18","2022-12-14"
+"306485267","4637.01","","2","4","2","2","4","4","4","2.3","37.7","8.29","2","2","5","PC","PC","10.3991","0.006","1","spoc","SPOC","33.26482","19.402667","47.918","0.099","-14.521","0.076","2459451.613","0.0033136955","14.354058323587","0.0018016987","2.512252905075","0.6408329","1.143961","0.143144","1053.0719667658","131.83142","2.8052104433438","2.726502","38.487743281049","635.25831943129","8.554153","112.147","0.5515","5142.48","107.614","4.50291","0.0831359","0.86465001106262","0.0538945","0.14","0.028","0.868","0.106163","42,43","Significant odd-even; possible EB","2021-11-19","2021-11-18","2022-12-14"
+"58824746","4638.01","","2","4","2","2","4","4","4","2.3","32.9","7.86","0","2","4","PC","PC","10.7434","0.006","1","spoc","SPOC","12.820663","12.787986","5.34","0.126","-13.309","0.056","2459449.353563","0.0054626437","10.282958251797","0.0020126419","3.5348915584753","0.6153171","0.939704","0.105482","865.12464570502","97.14795","2.7186716348499","1.2306396","87.401899587979","779.83005213651","8.948416","168.248","1.7425","5700","130.62","4.54131","0.0794487","0.89456301927566","0.0439874","","","1.015","0.130915","42,43","SG1 should clear the neighbors","2021-11-19","2021-11-18","2022-12-14"
+"91251292","4639.01","","1","4","1","1","4","4","4","4.3","41.9","8.69","1","2","4","PC","PC","10.671","0.007","1","spoc","SPOC","27.314546","21.703491","17.106","0.077","-23.889","0.071","2459451.090061","0.003512168","3.9901801481976","0.0005589745","2.9093772883584","0.47423643","0.794065","0.071767","731.09347656147","66.09809","2.8830487356243","1.154921","502.42428638209","1207.5007402088","9.246307","205.737","1.786","6153","123.997","4.48335","0.0823031","1.0267200469971","0.0468543","","","1.17","0.161473","42,43","potential L1 candidate","2021-11-19","2021-11-18","2022-12-14"
+"337216118","4640.01","","2","4","2","2","4","4","4","4.4","37.8","8.58","2","2","5","PC","PC","11.0771","0.008","1","spoc","SPOC","38.205319","10.072466","36.363","0.063","-33.043","0.065","2459447.755126","0.0037904172","2.685722911326","0.00035690423","2.2391181880052","0.50021476","0.687282","0.072802","632.80977472065","67.051155","2.8622325183604","1.2594844","854.27410418916","1378.856465857","8.685985","245.089","2.169","5978","122.788","4.42301","0.0767611","1.0671499967575","0.048892","","","1.1","0.142665","42,43","possibly SV","2021-11-19","2021-11-18","2022-12-14"
+"436873727","4641.01","TIC 436873727.01","3","4","4","3","3","4","4","40.4","234.6","69.06","3","15","2","PC","PC","7.1323","0.006","1","spoc-s14-s60-b0A-PC","SPOC/QLP","42.558202","25.333533","61.564","0.099","-19.888","0.089","2460239.908686","0.0005067","22.093392178808","0.000019395588","5.4095076157326","0.034828953","2.863168","0.050653","2633.6009110592","46.651608","9.7603293408637","0.37578428","192.58020833786","950.10731679932","53.175365","86.3501","0.4789","6798.4","109","4.11","0.08","1.7544900178909","0.0650955","","","1.46","0.248129","18,42,43,44,58,70,71","variable host star","2021-11-19","2024-01-17","2024-01-17"
+"336961891","4642.01","","1","4","1","2","4","4","4","2.1","12.4","1.69","9","0","4","PC","PC","11.9847","0.008","1","spoc","SPOC","30.884661","6.81587","92.162","0.119","-122.045","0.099","2459449.129554","0.0024413865","3.6022377377783","0.0003134855","1.0325520008965","0.5174124","2.42388","0.324842","2229.9856882238","299.14587","1.1671855452263","1.038172","7.9279120720224","427.96618540398","7.1671104","23.651","0.0297","3266","157","4.99716","0.0148263","0.24209100008011","0.00739339","","","0.21235","0.0201627","42,43","low SNR","2021-11-19","2021-11-18","2024-01-20"
+"270355392","4643.01","","1","4","1","2","4","4","4","2","5.9","2.44","4","2","6","PC","PC","10.6127","0.007","1","spoc-s01-s46-b0A","SPOC","32.217966","4.306928","-19.526","0.074","119.094","0.065","2459451.700418","0.0037587958","5.0256437980466","0.000017121754","1.8392965266007","0.52505445","0.711837","0.072303","655.41118523518","66.59149","1.3665491223513","1.1486199","23.17715384869","559.60910950205","10.131058","40.1036","0.06965","3782","157","4.72167","0.00870736","0.51802098751068","0.0153843","","","0.515581","0.0202851","4,31,42,43","potential multi","2021-11-19","2022-07-15","2024-07-17"
+"270355392","4643.02","","1","4","1","1","4","4","4","0.9","5","2.69","4","2","6","PC","PC","10.6127","0.007","2","spoc-s01-46-b0A","SPOC","32.217966","4.306928","-19.526","0.074","119.094","0.065","2458415.856148","0.0023942774","10.738693092168","0.000038935606","1.3373776384331","1.2315575","0.838521","0.165578","772.0079840054","152.49132","1.4463548861125","4.9624853","8.4213257726822","434.47507471595","7.297484","40.1036","0.06965","3782","157","4.72167","0.00870736","0.51802098751068","0.0153843","","","0.515581","0.0202851","4,31,42,43","potential multi; low SNR","2022-04-20","2022-04-20","2022-12-14"
+"387423096","4644.01","","2","4","2","2","4","4","4","11.5","64.7","3.84","0","2","6","PC","PC","11.0505","0.006","1","qlp-s44-tois","SPOC","41.72889","10.025975","-25.552","0.074","-31.768","0.068","2459524.090945","0.0023208","0.3181853","0.0000181","0.762","0.172","0.521278","0.002799","480","2.57826","1.78228","0.229303","1654.43","1776","15","88.7751","0.31475","4242.23","142.251","4.5065","0.119222","0.75","0.08","-0.108","0.032","0.66","0.0797945","42,43,44","small a/Rs; possibly variability; v-shaped","2021-11-19","2022-03-11","2022-12-14"
+"46698351","4645.01","","3","4","3","3","3","4","4","53.1","107.6","317","0","0","1","PC","PC","10.2381","0.008","1","qlp","QLP","230.71059","-59.835375","-5.206","0.053","-3.484","0.068","2459382.774436","0.0011188","5.0872671","0.0000171","8.374","0.178","5.224082","0.000466","4800","0.429556","20.8718","0.833369","11288.2","2871","47","709.453","20.6395","8972","177.7","3.83","0.07","3.02","0.12","","","2.26","0.315238","12,38,39","inflated hot Jupiter","2021-12-03","2021-12-02","2022-12-14"
+"286696849","4646.01","","3","4","3","3","3","4","4","35.7","140.4","107.43","3","0","1","PC","PC","12.2257","0.006","1","spoc-s59-b0A","QLP","72.799607","50.097926","40.603","0.062","-30.896","0.06","2459915.972155","0.00082154357","8.9299482716982","0.00057449396","3.2002667685159","0.087834865","29.178403","0.529972","26516.40162022","488.0032","12.656607791463","1.1154569","36.085962513644","625.10694354897","52.706245","169.637","1.0075","4379","126.2","4.49","0.1","0.77758598327637","0.0651859","","","0.685","0.0792681","19,59","real host of TCEs matching TIC 286696848 / TOI 3742.01","2021-12-03","2023-03-06","2023-03-24"
+"303204165","4647.01","","2","4","2","2","4","4","4","2.9","42.8","6.17","2","2","6","PC","PC","9.59055","0.006","1","qlp-s70-ffi","SPOC","5.246066","12.324003","21.893","0.43","31.344","0.112","2460228.991953","0.004091","8.8342989","0.0000599","3.078","0.545","0.807002","0.047684","743","43.9177","2.36159","0.155738","123.902","929","16","117.411","1.8135","5991","128.907","4.50886","0.0797627","0.97","0.05","","","1.103","0.140423","42,43,57,70","potential multi near 5:4 resonance","2021-12-03","2023-12-06","2023-12-08"
+"303204165","4647.02","","2","4","2","2","4","4","4","1.8","32.6","4.76","2","2","6","PC","PC","9.59055","0.006","2","qlp-s70-ffi","SPOC","5.246066","12.324003","21.893","0.43","31.344","0.112","2460226.256047","0.0042249","11.0698854","0.0001381","2.681","0.301","0.623392","0.051386","574","47.3273","2.02776","0.164912","54.5902","757","11","117.411","1.8135","5991","128.907","4.50886","0.0797627","0.97","0.05","","","1.103","0.140423","42,43,57,70","potential multi; some asymmetry in transit shape; near 5:4 resonance","2023-05-18","2023-12-06","2023-12-08"
+"257774438","4648.01","","5","5","5","5","5","5","5","2.2","40.2","5.85","0","3","5","KP","KP","8.97055","0.006","1","spoc","SPOC","16.46252","11.753717","55.296","0.107","67.12","0.105","2459461.175924","0.006080335","15.394885878","0.00420453","3.6822028584305","0.6978918","0.465916","0.061449","429.03279984482","56.594883","2.2841428636092","1.386587","87.059960239378","779.06620522578","7.2675114","101.321","0.6285","6101","127.896","4.44514","0.0824554","1.0622999668121","0.0498995","","","1.147","0.156625","42,43","K2-222 b","2021-12-03","2021-12-02","2022-12-14"
+"404713783","4649.01","","2","4","2","2","4","4","4","1.5","27","6.46","0","2","6","PC","PC","10.1448","0.006","1","qlp-s71-ffi","SPOC","29.956527","16.346694","51.869","0.072","-6.366","0.068","2460233.687026","0.007894","15.0758735","0.00018","3.502","0.756","0.700526","0.072515","645","66.7862","2.41942","0.205286","48.6781","735","9","148.252","0.886","5744.71","114.921","4.44026","0.0763711","1.01","0.05","0.157","0.049","1.027","0.129107","42,43,70,71","weak signal; low SNR","2021-12-03","2024-01-03","2024-01-05"
+"60646268","4650.01","","3","4","4","3","1","4","4","23.9","72.7","56.07","12","0","0","PC","PC","13.492","0.006","1","qlp-s28-faintsearch","FAINT","334.328447","-32.861291","33.551","0.043","26.19","0.045","2459084.536102","0.0023655","2.6672418","0.0000132","2.858","0.437","12.173955","0.029458","11150","27.1318","8.5917","","307.867","1166","19","314.596","3.232","4432","122","4.5","","0.77","","","","0.69","","1,28","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-28"
+"147302550","4651.01","","3","4","3","3","1","4","4","7.6","37.2","73.41","6","0","0","PC","PC","13.3592","0.006","1","qlp-s28-faintsearch","FAINT","325.099478","-46.296628","-2.441","0.033","3.364","0.032","2459071.960195","0.0042337","11.1878978","0.0001038","2.457","0.436","8.928793","0.029685","8190","27.3406","10.1018","","36.1679","683","10","686.148","10.9605","5721","122","4.39","","1.07","","","","1.02","","1,28","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"139877968","4652.01","TIC 139877968.01","3","4","4","3","3","4","4","15","82.8","109.75","3","0","1","PC","PC","12.1679","0.006","1","qlp-s28-faintsearch","FAINT","326.341174","-48.133805","50.245","0.051","-15.682","0.044","2459078.330446","0.0023958","18.6224802","0.0000743","4.088","0.383","10.791383","0.306072","9890","281.863","12.759","1.95431","84.0311","843","27","356.061","4.274","5654.5","119.5","4.44","0.08","0.99","0.05","-0.936155","0.0675372","1","0.124991","1,28","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"238854767","4653.01","","3","4","3","3","3","4","4","2.1","21.6","16.72","0","0","1","PC","PC","11.3326","0.006","1","qlp-s28-faintsearch","FAINT","342.755394","-71.741896","-12.935","0.037","7.404","0.039","2459080.375956","0.0097823","16.3764188","0.0003377","4.775","1.016","1.336278","0.004431","1230","4.08131","4.23355","0.33228","115.374","913","10","376.59","4.0305","6397","134.8","4.36","0.09","1.24","0.05","","","1.28","0.202636","1,13,27,28","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"99648579","4654.01","","3","4","3","3","1","4","4","11.8","47.7","102.04","1","0","0","PC","PC","13.2157","0.008","1","qlp-s28-faintsearch","FAINT","321.394406","-21.79841","-10.246","0.048","-6.826","0.041","2459084.090632","0.0030052","10.6936683","0.0000614","2.411","0.246","11.658028","0.020845","10680","19.1986","12.2512","","37.24","688","13","695.482","15.9005","5820","122","4.34","","1.14","","","","1.05","","1,28","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"209310912","4655.01","","3","4","4","3","1","4","4","33.8","110.8","93.89","5","0","0","PC","PC","13.4227","0.006","1","qlp-s28-faintsearch","FAINT","337.171555","-23.935763","12.992","0.047","-16.015","0.04","2459085.462981","0.0016955","3.6749802","0.0004913","1.743","0.199","26.175236","0.028247","23820","26.0164","11.714","","92.6245","864","27","382.837","3.2985","5134","122","4.66","","0.72","","","","0.866","","28","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"120523488","4656.01","","3","4","3","3","1","4","4","9.1","39.7","32.19","1","0","0","PC","PC","13.3652","0.006","1","qlp-s29-faintsearch","FAINT","2.911029","-38.010267","2.005","0.049","-8.435","0.047","2459110.795172","0.0034698","3.439221","0.0000392","1.693","0.374","5.496859","0.021874","5050","20.1469","6.2369","","117.243","916","9","443.769","7.307","5053","122","4.48","","0.87","","","","0.84","","2,29","low SNR; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"434110695","4657.01","","3","4","3","3","3","4","4","15.6","64.4","69.95","3","2","1","PC","PC","11.5471","0.007","1","qlp-s29-faintsearch","FAINT","355.018479","-15.946346","3.93","0.076","-3.368","0.065","2459104.0983","0.0024395","8.1129531","0.0000534","0.976","0.391","2.728624","0.957351","2510","881.364","9.82115","4.43979","70.3075","806","9","433.817","8.5375","6200","127","4.25","0.08","1.35","0.07","","","1.19","0.168357","2,29","low SNR; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"224279091","4658.01","","3","4","3","3","3","4","4","3","34","9.03","0","0","1","PC","PC","11.5047","0.006","1","qlp-s29-faintsearch","FAINT","355.53548","-39.061086","51.936","0.041","-67.728","0.051","2459103.831934","0.0042638","6.0142432","0.0000777","2.262","0.415","1.314536","0.005348","1210","4.92548","2.96676","0.257235","103.111","887","9","222.47","1.8255","5575","130.4","4.58","0.08","0.85","0.04","","","0.98","0.127325","2,29","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"178215634","4659.01","","3","4","3","3","3","4","4","19.7","72.8","31.29","2","2","1","PC","PC","10.9774","0.007","1","qlp-s31-faintsearch","FAINT","58.814237","-20.31271","-5.322","0.049","-6.297","0.046","2459167.858358","0.0014534","1.0451165","0.0000026","0.794","0.334","1.097148","0.01554","1010","14.313","6.13091","0.690941","1195.11","1638","18","329.19","4.2275","5921.2","110.8","4.11","0.07","1.52","0.07","-0.56","0.11","1.08","0.132455","4,5,31","V-shaped; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"435259601","4660.01","","3","4","4","3","1","4","4","114.8","79.8","317","2","0","0","PC","PC","13.2616","0.007","1","qlp-s44-tois","FAINT","51.999785","12.523415","-2.895","0.056","-27.459","0.039","2459523.062741","0.0003296","1.5090806","0.000003","1.796","0.044","28.658345","0.002008","26050","1.84957","14.3177","","365.719","1218","96","257.346","2.023","4674","123","4.46","","0.84","","","","0.745","","31,42,43,44","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"441135051","4661.01","","3","4","3","3","1","4","4","31.2","99.4","103.59","0","0","0","PC","PC","11.858","0.017","1","qlp-s31-faintsearch","FAINT","40.520173","-17.50173","28.2","2","-42.05","2","2459156.854569","0.0012061","8.8085782","0.0000263","1.92","0.443","10.418609","0.024998","9550","23.0241","","","","","33","179.125","","","","","","","","","","","","4,31","found in faint-star QLP search; no stellar parameters","2021-12-21","2024-08-22","2024-08-22"
+"166778944","4662.01","","2","4","2","2","3","4","4","4.1","42.3","7.26","0","0","1","PC","PC","11.4031","0.006","1","qlp-s31-faintsearch","FAINT","57.516031","-31.094025","26.588","0.034","36.894","0.042","2459165.007854","0.0031485","4.7034187","0.0000314","1.937","0.255","1.510223","0.004634","1390","4.26765","2.58065","0.257087","50.104","741","10","111.047","0.2885","4481","121.7","4.6","0.09","0.69","0.05","","","0.703","0.0760207","4,31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"237358490","4663.01","","3","4","3","3","1","4","4","25.7","93.1","73.75","2","0","0","PC","PC","13.0006","0.006","1","qlp-s31-faintsearch","FAINT","61.083254","-49.123531","26.414","0.032","24.153","0.037","2459159.619518","0.0007531","5.2916448","0.0000077","2.645","0.123","19.577557","0.006205","17870","5.7147","10.1289","","51.2343","745","72","230.3","0.936","4397.1","77.2","4.56","0.24","0.75","","","","0.68","","3,4,5,30,31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"299551666","4664.01","","3","4","3","3","3","4","4","33.8","86.3","105.02","0","0","1","PC","PC","12.7285","0.007","1","qlp-s31-faintsearch","FAINT","54.66524","4.92143","-2.391","0.046","-10.085","0.037","2459165.08637","0.0013739","3.0002713","0.000008","3.519","0.177","9.257253","0.002791","8490","2.57039","12.4821","0.616435","1054.22","1587","11","606.404","10.2755","5902.3","102.6","4.27","0.07","1.26","0.06","0.152","0.03","1.07","0.138012","5,31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"165201455","4665.01","","3","4","3","3","1","4","4","13.5","38.1","104.5","1","0","0","PC","PC","13.2467","0.006","1","qlp-s31-faintsearch","FAINT","56.300399","-41.309838","3.931","0.023","-1.63","0.029","2459165.067431","0.0022398","3.6831574","0.0000249","4.43","0.261","6.741594","0.004556","6190","4.19641","12.4845","","1500.66","1733","24","1196.83","19.025","6304","122","4.09","","1.66","","","","1.24","","4,30,31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"165202476","4666.01","","3","4","3","3","1","4","4","75.2","189.4","109.43","5","0","0","PC","PC","13.3272","0.008","1","qlp-s31-faintsearch","FAINT","56.289886","-39.06318","4.108","0.035","-22.098","0.046","2459168.476368","0.0009683","2.9093856","0.0001922","2.075","0.101","50.17349","0.017556","45160","16.1691","12.8688","0.465005","46.992","729","68","154.749","0.5445","3666","157","4.66","0.01","0.59","0.02","","","0.577043","0.0203816","31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"422884521","4667.01","","3","4","4","3","3","4","4","9.5","48","117.71","5","0","1","PC","PC","13.413","0.006","1","qlp-s31-faintsearch","FAINT","37.24398","1.309474","18.148","0.046","1.331","0.047","2459165.819787","0.0019376","17.9450925","0.0000698","1.673","0.202","18.119288","0.027048","16550","24.9114","13.3791","","5.5686","427","18","652.129","11.3895","5681","122","4.44","","1.01","","","","1.01","","4,31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"142938659","4668.01","","3","4","3","3","1","4","4","35.1","122.5","23.87","1","0","0","PC","PC","13.8371","0.008","1","qlp-s31-faintsearch","FAINT","52.647353","-35.203715","35.823","0.072","-4.514","0.109","2459169.299411","0.0033847","1.0049552","0.0002556","0.92","0.749","9.377714","1.275186","8600","1173.8","5.19137","1.60086","63.8249","787","16","106.188","0.5875","3210","157","4.81","","0.42","0.01","","","0.416912","0.020375","31","V-shaped; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"71401634","4669.01","","5","5","5","5","5","5","5","44.4","117.9","28.48","1","0","0","PC","FP","13.1599","0.007","1","qlp-s31-faintsearch","FAINT","46.905585","-17.894406","-0.987","0.037","2.809","0.04","2459169.548716","0.001666","0.2476684","0.0000285","0.401","0.116","2.674202","0.074601","2460","68.7076","5.81442","","1087.04","1599","12","320.901","2.596","4886","122","4.59","","0.75","","","","0.8","","31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"404506270","4670.01","","3","4","4","3","1","4","4","4.3","95.7","80.87","2","0","0","PC","PC","14.8743","0.008","1","qlp-s31-faintsearch","FAINT","61.665802","-39.44461","-22.179","3.44","-43.197","3.44","2459150.617565","0.0019588","15.5014296","0.002701","1.663","0.167","102.480041","0.167819","90070","154.555","10.8287","0.617651","0.691797","254","18","","","3382","157","4.87","","0.36","0.01","","","0.341209","0.0216089","31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"439873430","4671.01","","3","4","3","3","4","4","4","3.2","28.5","24.86","2","8","3","PC","PC","11.6733","0.008","1","qlp-s31-faintsearch","FAINT","43.695622","-4.863004","50.511","0.083","3.054","0.106","2459167.096077","0.0061769","17.1470323","0.0001936","3.895","0.88","2.510952","0.005558","2310","5.11899","5.37173","0.404925","46.4785","727","13","325.257","6.6275","5689","125.6","4.34","0.08","1.13","0.06","","","1.01","0.127163","4,31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"332911893","4672.01","","3","4","3","3","3","4","4","31.6","40.4","317","4","2","5","PC","PC","11.8795","0.007","1","qlp-s31-faintsearch","FAINT","35.215761","-1.826042","8.625","0.095","1.857","0.113","2459168.770633","0.0010837","6.6132132","0.0000165","5.646","0.141","10.922981","0.001677","10010","1.54447","15.5423","0.795715","619.404","1389","81","559.243","15.677","6110","105.1","4.1","0.08","1.58","0.08","-0.141","0.015","1.15","0.158305","4,31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"118573065","4673.01","","3","4","3","3","1","4","4","52.8","67.9","317","2","0","0","PC","PC","12.9735","0.007","1","qlp-s31-faintsearch","FAINT","53.296574","-8.258428","4.92","0.058","-17.642","0.084","2459164.646167","0.0015342","4.8667353","0.0000213","0.728","0.322","6.938262","4.686376","6370","4307.01","16.8337","7.53444","35.4585","679","13","480.34","8.857","5383","126.5","4.38","0.08","1.03","0.06","","","0.93","0.1166","4,31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"89062142","4674.01","","3","4","3","3","1","4","4","17.6","44.3","111.48","0","0","0","PC","PC","13.1662","0.007","1","qlp-s31-faintsearch","FAINT","54.457028","-24.612628","10.518","0.031","-5.765","0.031","2459161.883903","0.0026232","4.2430633","0.0000222","3.582","0.286","7.922134","0.00638","7270","5.87641","12.965","","459.164","1289","20","860.97","17.4005","5595","122","4.07","","1.53","","","","0.99","","4,31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"279095914","4675.01","TIC 279095914.01","2","4","2","2","3","4","4","4.8","51.3","5.22","1","2","3","PC","PC","11.0418","0.006","1","qlp-s31-faintsearch","FAINT","50.542788","-4.111673","-6.765","0.079","-22.516","0.097","2459165.52615","0.0054252","3.5779775","0.0000333","1.795","0.409","0.901535","0.004575","830","4.21371","2.15124","0.251913","54.0709","755","9","61.629","0.1918","3991","119","4.67","0.12","0.61","0.06","","","0.62","0.0807863","4,31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"219225319","4676.01","","3","4","3","3","1","4","4","6","38.8","56.43","2","0","0","PC","PC","13.2172","0.006","1","qlp-s31-faintsearch","FAINT","62.72425","-49.383201","10.064","0.029","9.383","0.036","2459163.082504","0.0025266","13.291966","0.000066","2.48","0.941","8.020571","0.362999","7360","334.279","8.65633","","30.0086","652","17","428.86","3.0135","5042","122","4.45","","0.9","","","","0.84","","3,4,5,30,31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"100974694","4677.01","","3","4","3","3","3","4","4","8","41.2","28.85","0","0","1","PC","PC","12.4969","0.006","1","qlp-s31-faintsearch","FAINT","54.371568","-43.70451","5.93","0.036","-12.431","0.047","2459166.440518","0.0023526","4.0589926","0.0000187","0.789","0.286","2.652434","0.065424","2440","60.256","5.84962","0.899575","28.012","640","10","408.611","3.435","5556","136.2","4.44","0.08","0.99","0.05","","","0.98","0.126356","3,4,30,31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"206717400","4678.01","","3","4","3","3","1","4","4","20.8","61.5","102.67","1","0","0","PC","PC","13.0862","0.007","1","qlp-s31-faintsearch","FAINT","55.001711","-14.068976","-1.325","0.036","-4.952","0.037","2459168.253288","0.0019957","4.7743169","0.0000239","2.968","0.328","11.669003","0.01162","10690","10.7019","12.3583","","239.866","1096","26","614.098","8.291","5549","122","4.29","","1.18","","","","0.98","","4,31","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"283605976","4679.01","","3","4","3","3","3","4","4","12.1","52.1","43.34","0","2","3","PC","PC","11.7948","0.006","1","spoc-s01-s72-b0A-PC","FAINT","61.899944","11.517544","32","0.083","-23.608","0.055","2460211.223411","0.0028779772","6.8170909","0.0000255","4.3925840422951","0.20666744","3.237683","0.130791","2977.5740384865","120.455444","7.420014446175","0.5413704","297.40957838792","1059.1524798709","19.456196","320.502","3.954","4955","98.2","","","1.2571699619293","0.0712463","0.0142397","0.0123465","1.013","0.128922","5,32,42,43,44,70,71","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"31258738","4680.01","","3","4","4","3","1","4","4","5.4","33.1","70.11","1","0","0","PC","PC","13.1744","0.007","1","qlp-s32-faintsearch","FAINT","82.157034","-27.031688","4.856","0.023","12.214","0.027","2459173.504974","0.0052586","17.4314043","0.0001512","4.06","0.323","8.917846","0.009648","8180","8.88644","9.8169","","43.2591","714","17","671.413","6.7035","5923","122","4.4","","1.08","","","","1.08","","5,6,32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"248689510","4681.01","","3","4","4","3","1","4","4","44.8","47.1","317","5","0","0","PC","PC","13.3206","0.01","1","qlp-s32-faintsearch","FAINT","68.143794","-4.785446","0.078","0.076","-15.689","0.054","2459194.880219","0.0011728","3.0421828","0.0003832","2.628","0.104","22.366975","0.009126","20390","8.40549","14.5498","","414.535","1257","47","567.879","15.342","5582.5","95.8","4.43","","1","","-0.137908","0.0929921","0.99","","32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"449197624","4682.01","TIC 449197624.01","5","5","5","5","5","5","5","20.7","24.1","317","0","2","3","PC","FP","12.2624","0.008","1","qlp-s32-faintsearch","FAINT","79.684211","0.292396","3.381","0.056","-5.674","0.047","2459187.795987","0.0019212","6.7934811","0.0000265","1.824","0.541","5.878863","0.026159","5400","24.0931","15.1938","1.28426","111.068","904","19","816.554","20.548","6121","128.9","3.94","0.08","1.92","0.1","","","1.16","0.151006","5,32","potential slight offset to E but star seems isolated; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"264460005","4683.01","","5","5","5","5","5","5","5","20.5","53.8","93.35","1","0","2","PC","FP","12.9876","0.007","1","qlp-s32-faintsearch","FAINT","81.1665","1.757343","5.042","0.041","-19.948","0.035","2459194.816461","0.0025733","3.0929206","0.0000183","2.248","0.403","6.140886","0.010313","5640","9.49902","11.6629","0.750498","460.711","1290","14","757.235","15.262","5787.4","106","4.15","0.08","1.43","0.07","0.376","0.026","1.04","0.126391","6,32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"399757537","4684.01","","3","4","3","3","3","4","4","20.8","30.5","317","4","0","1","PC","PC","12.8181","0.008","1","qlp-s32-faintsearch","FAINT","73.583455","7.775395","-1.993","0.045","-2.395","0.027","2459194.248543","0.0022707","6.4879123","0.0000284","1.648","0.202","7.911197","0.01608","7260","14.8105","16.7425","1.12232","92.2897","863","12","1077.65","30.02","6782","132","4.13","0.09","1.73","0.09","","","1.46","0.251422","5,32","star marker in diffimage is not on target; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"431693152","4685.01","","2","4","2","2","3","4","4","3.4","35","12.82","1","2","1","PC","PC","11.6829","0.006","1","qlp-s32-faintsearch","FAINT","74.236863","2.66232","20.805","0.056","-11.563","0.037","2459188.98641","0.0061292","7.0308254","0.0000881","3.198","0.539","1.695071","0.005963","1560","5.49239","3.61495","0.299195","149.202","973","10","249.796","1.8905","5516","127.1","4.51","0.08","0.9","0.05","","","0.969","0.128746","5,32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"316875094","4686.01","","3","4","3","3","1","4","4","16.3","44.6","123.11","1","0","0","PC","PC","13.372","0.009","1","qlp-s32-faintsearch","FAINT","74.254788","-15.10348","13.652","0.133","3.33","0.145","2459190.957776","0.0023323","7.9461192","0.0000401","2.339","0.27","9.541999","0.014452","8750","13.3111","13.6973","","49.6833","739","13","751.692","47.713","5416","125","4.13","","1.38","","","","0.94","","5,32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"302759417","4687.01","","3","4","3","3","3","4","4","22.3","20.9","317","1","0","1","PC","PC","13.3354","0.013","1","qlp-s45-tois","FAINT","82.82353","14.314367","-2.919","0.05","-0.349","0.038","2459548.927537","0.0019103","3.313358","0.0000149","3.014","0.242","6.785295","0.005164","6230","4.75613","14.6999","","817.242","1489","23","977.374","28.735","6209","122","3.97","","1.87","","","","1.19","","6,32,43,44,45","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"245793479","4688.01","","3","4","3","3","1","4","4","19.8","72.5","91.16","2","0","0","PC","PC","12.587","0.01","1","qlp-s44-tois","FAINT","67.157759","14.533291","-6.637","0.05","-6.286","0.034","2459512.429858","0.001294","7.7688831","0.0000186","1.353","0.361","8.687985","0.051656","7970","47.576","11.4556","1.05342","40.9939","704","23","435.088","5.534","5851","134.8","4.35","0.08","1.14","0.06","","","1.06","0.133067","5,32,43,44","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"396935099","4689.01","","3","4","3","3","3","4","4","35.3","115","45.32","1","1","2","PC","PC","12.52","0.173","1","qlp-s32-faintsearch","FAINT","63.49606","2.762296","","","","","2459198.970846","0.0009791","2.4337374","0.0001529","1.835","0.092","13.701219","0.003927","12540","3.61706","8.67796","1.32915","116.886","916","52","","","4294.3","362.1","","","0.74","0.11","-0.095026","0.061637","","","32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"455033897","4690.01","","3","5","5","3","3","4","4","6.4","38.3","37.49","2","2","1","PC","APC","11.0796","0.009","1","qlp-s32-faintsearch","FAINT","76.597155","3.280489","-2.111","0.24","-3.495","0.174","2459180.689567","0.0038891","11.5341529","0.000086","1.332","0.424","1.901703","0.016866","1750","15.5342","6.82739","0.80733","19.425","584","9","395.245","20.5795","6356","137.3","4.18","0.1","1.51","0.1","","","1.26","0.199044","5,32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"200321577","4691.01","","3","4","3","3","1","4","4","6.8","25.3","76.76","0","0","0","PC","PC","13.364","0.006","1","qlp-s32-faintsearch","FAINT","76.320243","-44.654977","5.787","0.023","1.893","0.029","2459185.213746","0.0041218","8.5725884","0.0000708","4.495","0.54","5.311363","0.007384","4880","6.80098","10.4135","","222.607","1076","16","994.05","14.6365","5807","122","4.11","","1.5","","","","1.04","","4,5,6,31,32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"153723304","4692.01","","3","4","3","3","1","4","4","19.3","53.6","81.1","2","0","0","PC","PC","13.2815","0.006","1","qlp-s32-faintsearch","FAINT","66.070044","-47.111686","-0.831","0.027","-0.952","0.027","2459198.541053","0.0026639","4.0519584","0.000132","0.666","0.271","5.78062","0.441233","5310","406.308","10.7206","","24.4556","619","12","574.438","4.3645","5147","122","4.28","","1.12","","","","0.87","","4,5,30,31,32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"117843365","4693.01","","3","5","5","3","3","4","4","64","137.6","73.95","1","1","1","PC","APC","11.8326","0.007","1","qlp-s32-faintsearch","FAINT","70.222013","-16.590025","25.179","0.039","-13.253","0.038","2459198.727602","0.0008519","1.9113216","0.0001204","1.167","0.271","8.064323","0.057038","7400","52.5326","10.1581","1.14983","223.347","1076","46","213.014","1.521","4578","126.6","4.25","0.1","1.05","0.08","","","0.723","0.0812038","32","V-shaped; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"50745119","4694.01","","3","4","3","3","1","4","4","20.7","20.8","317","2","0","0","PC","PC","13.5249","0.008","1","qlp-s32-faintsearch","FAINT","83.000492","-2.417632","3.438","0.059","-2.612","0.045","2459193.698371","0.0041554","5.629318","0.0001422","1.847","0.37","8.753655","0.053503","8030","49.2769","14.4974","","86.4308","849","10","759.794","17.343","5885","122","4.1","","1.53","","","","1.07","","6,32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"139550876","4695.01","","3","4","3","3","3","4","4","8.1","76.8","115.05","3","0","1","PC","PC","12.4332","0.006","1","qlp-s32-faintsearch","FAINT","64.197037","-21.610135","-10.767","0.033","-65.897","0.037","2459155.04089","0.0009322","35.7861915","0.0000767","2.924","0.245","22.112088","0.08336","20160","76.7743","13.2073","1.04822","8.69035","478","61","358.057","3.5235","5755","122.6","4.59","0.08","0.85","0.04","","","1.03","0.13202","5,31,32","V-shaped; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"243011228","4696.01","","3","4","3","3","3","4","4","14.8","43.8","82.04","0","0","1","PC","PC","13.3233","0.009","1","qlp-s44-tois","FAINT","60.585987","12.414279","7.282","0.076","1.495","0.067","2459521.210956","0.0018522","4.1249095","0.0000118","3.025","0.199","5.966197","0.003776","5480","3.4778","10.7709","","453.643","1285","25","759.867","23.365","6007.5","24.5","4.16","","1.44","","0.122848","0.0234639","1.11","","5,32,42,43,44","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"250189842","4697.01","","3","4","3","3","1","4","4","11.9","24.2","126.22","0","0","0","PC","PC","13.5473","0.007","1","qlp-s32-faintsearch","FAINT","64.84729","-4.547885","4.02","0.035","-1.74","0.02","2459195.473718","0.0078865","5.0274739","0.0000984","6.229","1.056","4.427963","0.013258","4070","12.2109","13.8852","","861.273","1509","12","1206.44","36.675","5178","122","","","2.12","","","","","","5,32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"411781649","4698.01","","3","4","3","3","3","4","4","26.3","69.3","105.33","2","0","1","PC","PC","13.5306","0.011","1","qlp-s32-faintsearch","FAINT","78.673355","14.447352","9.835","0.067","-19.758","0.049","2459191.579713","0.0032873","4.2333233","0.0013356","2.325","0.358","11.844612","0.024486","10850","22.5524","12.5093","","217.929","1070","15","624.495","14.802","5696","33.7","4.33","","1.14","","0.245","0.032","1.01","","32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"34395020","4699.01","","3","4","3","3","1","4","4","9.9","39","84.8","1","0","0","PC","PC","13.2669","0.008","1","qlp-s32-faintsearch","FAINT","82.30396","-10.328696","6.73","0.035","19.161","0.035","2459186.707588","0.0055734","10.1766089","0.000103","4.474","1.133","8.69893","0.033054","7980","30.4434","11.0026","","154.351","981","17","621.613","8.748","5452","122","4.26","","1.19","","","","0.95","","6,32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"468911753","4700.01","","3","5","5","3","1","4","4","","","33.58","1","0","0","PC","APC","13.8159","0.009","1","qlp-s32-faintsearch","FAINT","62.720477","8.424155","","","","","2459197.315409","0.0027928","2.2964514","0.0000123","1.734","0.244","3.730477","0.00866","3430","7.97608","","","150.096","975","13","","","4391","123.3","","","","","","","","","5,32","found in faint-star QLP search; no stellar radius or parallax","2021-12-21","2024-08-22","2024-08-22"
+"9344899","4701.01","","3","4","3","3","1","4","4","9.8","46","63.23","1","0","0","PC","PC","12.735","0.006","1","qlp-s32-faintsearch","FAINT","72.793934","-8.44732","9.441","0.032","4.204","0.03","2459197.981561","0.0025735","8.5821795","0.0000605","3.835","0.31","7.397291","0.007681","6790","7.07428","9.30439","0.542853","149.861","974","18","532.228","5.3035","5818","127.8","4.38","0.07","1.1","0.05","","","1.047","0.127378","5,32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"248690688","4702.01","","3","4","3","3","3","4","4","48.2","52.4","317","2","2","1","PC","PC","12.2469","0.008","1","qlp-s32-faintsearch","FAINT","68.219308","-3.737468","0.354","0.051","-6.667","0.039","2459194.134783","0.0009654","3.121702","0.0002565","3.323","0.111","13.822174","0.002454","12650","2.2599","14.8115","0.787713","842.648","1500","64","521.26","9.665","5944","131.5","4.25","0.08","1.29","0.07","","","1.09","0.130788","32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"293514367","4703.01","","3","4","3","3","3","4","4","16.6","45.2","123.01","3","0","1","PC","PC","13.1052","0.008","1","qlp-s44-tois","FAINT","76.580083","13.772207","1.986","0.049","-8.642","0.038","2459517.108882","0.0023394","5.1155806","0.0000212","3.042","0.198","6.807146","0.005299","6250","4.88072","13.6976","","366.902","1219","21","934.743","23.838","6349","122","4.07","","1.71","","","","1.26","","5,32,43,44","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"455030519","4704.01","","3","5","5","3","3","4","4","20.6","44.2","117.92","0","1","1","PC","APC","12.4562","0.007","1","qlp-s32-faintsearch","FAINT","76.579417","3.588516","-0.485","0.054","-4.897","0.041","2459197.724648","0.0022265","2.6875966","0.0000118","1.469","0.259","2.69597","0.007643","2480","7.03954","13.3886","0.99904","272.867","1132","14","954.316","31.9","5885","131.4","3.77","0.08","2.24","0.13","","","1.07","0.132579","5,32","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"436637677","4705.01","TIC 436637677.01","3","4","3","3","3","4","4","11","44.6","70.65","0","11","2","PC","PC","11.4616","0.014","1","qlp-s44-tois","FAINT","72.164943","12.95525","-11.299","0.072","-3.552","0.037","2459519.126558","0.0025982","11.9140328","0.0000491","5.076","0.341","3.316556","0.00195","3050","1.79604","9.89059","0.547111","194.396","1040","25","454.797","8.648","5359","235.8","4.08","0.72","1.77","0.09","","","1.22","0.172489","5,32,43,44","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"37117064","4706.01","TIC 37117064.01","3","4","3","3","3","4","4","0.1","32","106.06","0","7","1","PC","PC","11.4558","0.006","1","qlp-s33-faintsearch","FAINT","90.488285","-29.136423","25.37","2","-27.01","2","2458483.114646","0.0011867","735.982363","0.0000953","5.289","0.377","9.925429","0.082876","9100","76.3286","12.541","","0.0728708","","50","217.627","","5309","35.1","4.41","2","1.01","","","","","","6,33","period may be several times shorter than max period of ~736 days; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"322825139","4707.01","","3","4","3","3","3","4","4","91.1","82","317","4","2","1","PC","PC","12.2096","0.014","1","qlp-s33-faintsearch","FAINT","101.244048","-14.546664","-5.192","0.063","9.409","0.073","2459226.690709","0.0022156","0.4709937","0.0000664","0.336","0.172","2.064861","1.85983","1900","1711.5","14.5973","6.74063","2761.87","2019","11","688.203","17.597","6719","153.5","4.26","0.09","1.47","0.08","","","1.43","0.237635","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"232194097","4708.01","","3","4","3","3","3","4","4","38.7","38.5","317","1","0","1","PC","PC","13.4142","0.011","1","qlp-s33-faintsearch","FAINT","91.473323","0.357256","0.258","0.049","-4.48","0.045","2459223.248135","0.0029808","3.3560085","0.0008467","3.354","0.938","11.844612","0.446323","10850","410.994","15.1419","","1635.6","1771","13","708.347","18.3615","5906","123","4.26","","1.27","","","","1.07","","33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"317328621","4709.01","","3","4","3","3","1","4","4","","","48.76","3","0","0","PC","PC","12.8771","0.009","1","qlp-s33-faintsearch","FAINT","87.490493","-12.835212","2.078","2.249","-0.931","2.249","2459220.512929","0.0018239","6.2397532","0.0000309","3.209","0.453","12.547332","2.706637","11490","2489.8","7.89594","3.42391","587.658","1371","26","","","5956.9","807","","","0.5","0.13","","","","","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"144486060","4710.01","","3","4","3","3","3","4","4","16","42.2","53.1","1","0","1","PC","PC","12.8983","0.006","1","qlp-s33-faintsearch","FAINT","84.166705","-38.519128","7.676","0.022","-6.491","0.031","2459226.526882","0.0020354","1.4798437","0.0000063","2.702","0.322","3.360119","0.002388","3090","2.19901","8.37272","0.524977","2205.43","1909","16","713.662","7.404","5475","131.7","4.07","0.08","1.5","0.08","","","0.96","0.122672","5,6,32,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"177718896","4711.01","","3","4","3","3","3","4","4","11.9","20.7","121.99","0","0","1","PC","PC","12.6127","0.03","1","qlp-s33-faintsearch","FAINT","107.311621","-11.063261","1.709","0.04","-2.203","0.038","2459221.348914","0.0079394","3.7081082","0.0000835","6.54","0.742","1.618953","0.004015","1490","3.69798","13.6266","","1874.58","1833","10","1162.16","32.88","5337","122","","","3.56","","","","","","7,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"317089770","4712.01","","3","4","4","3","1","4","4","8.9","38.4","57.57","4","0","0","PC","PC","12.4505","0.012","1","qlp-s33-faintsearch","FAINT","86.421113","-12.128385","-5.139","0.05","-4.147","0.058","2459221.840496","0.0024013","8.8720052","0.000062","3.592","0.375","4.755065","0.004482","4370","4.12787","8.76898","0.545847","117.013","916","21","494.543","6.571","5626","138.4","4.2","0.08","1.31","0.07","","","1","0.125953","6,32,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"102542376","4713.01","","3","5","5","3","3","4","4","43.7","76.3","317","0","2","2","PC","APC","11.8362","0.006","1","qlp-s33-faintsearch","FAINT","89.640838","10.220589","","","","","2459224.623802","0.0019302","2.9532479","0.0000126","3.095","0.352","6.763444","0.005548","6210","5.10948","","","2007.04","1864","18","1028.39","","7076.3","338.2","","","","","","","","","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"251111783","4714.01","","3","4","3","3","1","4","4","25.3","33.7","317","0","0","0","PC","PC","13.2837","0.017","1","qlp-s33-faintsearch","FAINT","94.936966","-5.719195","2.497","0.071","-1.325","0.072","2459219.562126","0.0031914","7.9144674","0.0000553","3.114","0.336","22.777137","0.031855","20760","29.3388","14.5746","","80.2209","833","15","517.611","11.617","5431","122","4.42","","1","","","","0.95","","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"268372005","4715.01","","5","5","5","5","5","5","5","23.2","70.1","111.6","0","2","1","PC","FP","11.907","0.008","1","qlp-s33-faintsearch","FAINT","105.00193","-2.339506","-3.207","0.066","-0.582","0.058","2459214.764692","0.0020006","6.4274159","0.0000342","1.277","0.196","4.28625","0.018898","3940","17.406","12.9491","1.05624","41.0821","705","11","583.6","14.2765","6227","148.7","4.12","0.09","1.58","0.09","0.132","0.019","1.2","0.17028","7,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"268689126","4716.01","","3","4","3","3","3","4","4","11.1","15.6","317","0","0","1","PC","PC","12.9871","0.016","1","qlp-s33-faintsearch","FAINT","105.24334","-2.259145","-0.431","0.05","-1.891","0.048","2459218.398096","0.006439","5.2376102","0.0000849","6.518","0.635","4.166353","0.00775","3830","7.13816","16.2444","1.48178","3686.59","2170","10","2046.79","144.535","7666","178.1","3.87","0.09","2.59","0.2","","","1.8","0.294916","7,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"269190305","4717.01","","3","4","3","3","1","4","4","21.4","33.9","317","0","0","0","PC","PC","13.187","0.01","1","qlp-s33-faintsearch","FAINT","105.737414","-0.80334","0.308","0.051","-0.877","0.048","2459219.329857","0.0026693","4.1583367","0.0000301","3.043","0.315","10.484383","0.014871","9610","13.6963","16.0152","","1509.9","1736","12","1422.73","64.565","8131.7","53.4","4.35","","1.55","","0.213","0.051","1.98","","7,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"234958949","4718.01","","3","4","3","3","3","4","4","12.4","54.6","52.45","3","0","2","PC","PC","12.6581","0.019","1","qlp-s33-faintsearch","FAINT","98.690645","4.395871","-2.894","0.041","-1.136","0.037","2459220.398799","0.0037437","5.1409029","0.0000346","2.265","0.294","6.348366","0.014281","5830","13.1535","8.29803","0.690693","207.445","1057","9","563.123","9.377","6282.4","140.6","4.47","0.1","1.07","0.07","0.429","0.132","1.23","0.167406","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"306363166","4719.01","","3","4","4","3","3","4","4","16.4","98.4","93.16","4","0","1","PC","PC","12.4967","0.006","1","qlp-s33-faintsearch","FAINT","91.094456","-16.340258","-10.051","0.029","16.681","0.037","2459201.745874","0.0013784","14.3953055","0.000045","2.87","0.466","18.964183","0.06933","17315","63.8537","11.615","1.03378","23.3681","612","16","239.104","1.054","4850","127.9","4.56","0.09","0.77","0.05","","","0.789","0.0920999","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"124322274","4720.01","","3","4","3","3","1","4","4","21.8","25.2","317","0","0","0","PC","PC","13.3224","0.011","1","qlp-s33-faintsearch","FAINT","104.182427","-7.824428","-4.163","0.051","2.15","0.051","2459225.607183","0.0027024","3.7810832","0.0000235","3.069","0.311","8.753655","0.012804","8030","11.793","15.3456","","702.278","1434","15","1113.96","33.535","6364","122","4.14","","1.59","","","","1.27","","6,7,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"229210014","4721.01","","3","4","3","3","3","4","4","16.7","70.7","43.71","1","0","1","PC","PC","12.8219","0.008","1","qlp-s33-faintsearch","FAINT","92.32577","11.411488","8.318","2.261","-20.373","2.262","2459223.127694","0.0018503","4.0086493","0.000016","2.384","0.208","7.058465","0.007987","6480","7.35663","7.43884","","120.607","","15","285.885","","4779","","","","0.77","","0.359","0.049","","","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"142530031","4722.01","","3","4","3","3","3","4","4","6.9","28.2","79.89","0","0","3","PC","PC","12.9256","0.074","1","qlp-s33-faintsearch","FAINT","103.329839","-12.503913","4.205","0.039","-13.823","0.037","2459219.500661","0.0056551","10.8910909","0.0000978","3.992","0.381","4.733255","0.008252","4350","7.60062","10.6208","0.702194","177.179","1016","11","942.214","21.1","6619","499.3","4.17","0.12","1.61","0.08","","","1.39","0.317135","6,7,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"322824542","4723.01","","3","4","3","3","1","4","4","22.2","25.9","317","2","0","0","PC","PC","13.0796","0.011","1","qlp-s33-faintsearch","FAINT","101.227819","-14.290038","-0.505","0.049","-4.443","0.051","2459226.361286","0.0036247","3.6590997","0.0009724","2.955","0.247","9.410569","0.01117","8630","10.288","14.6976","","814.239","1488","19","982.931","24.02","6624","123","4.18","","1.58","","","","1.39","","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"119638424","4724.01","","2","4","2","2","4","4","4","5.7","48.6","11.79","1","2","3","PC","PC","11.2567","0.006","1","qlp-s33-faintsearch","FAINT","100.907325","-10.584142","-3.075","0.083","11.605","0.097","2459221.311524","0.005248","3.572359","0.0000312","2.731","0.476","1.412375","0.004519","1300","4.16208","3.43709","0.275018","495.575","1314","10","225.229","2.11","5730","135","4.52","0.08","0.92","0.05","","","1.023","0.128462","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"26587613","4725.01","","3","4","3","3","3","4","4","65.3","172","106.52","5","2","2","PC","PC","12.2651","0.006","1","qlp-s45-tois","FAINT","108.008894","15.348909","-5.753","0.075","-6.822","0.065","2459546.99513","0.00037","2.0763072","0.0000034","1.223","0.107","17.755027","0.006228","16220","5.73659","12.6426","0.703632","243.693","1100","104","367.045","5.0275","5805","134.4","4.5","0.08","0.95","0.05","","","1.043","0.132035","33,44,45","V-shaped; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"409009431","4726.01","","3","4","4","3","3","4","4","69.5","198.8","129.37","4","3","3","PC","PC","12.1022","0.015","1","qlp-s33-faintsearch","FAINT","92.729819","-13.166915","-1.54","0.064","-18.699","0.062","2459223.153269","0.000539","4.2971136","0.0002266","2.775","0.061","28.613755","0.003254","26010","2.99713","14.1426","0.82402","166.22","1000","115","250.87","2.1935","5203","142.5","4.53","0.08","0.85","0.05","","","0.88","0.11313","33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"39824732","4727.01","","3","4","3","3","3","4","4","72.4","139.9","317","1","0","1","PC","PC","12.7858","0.006","1","qlp-s33-faintsearch","FAINT","90.272905","-2.287897","8.672","0.035","-0.34","0.038","2459214.055371","0.002505","7.151653","0.0000281","1.193","0.196","12.821956","4.547202","11740","4179.37","22.4773","8.20837","44.731","720","11","467.492","5.2135","5635","250.5","4.32","0.09","1.14","0.06","","","0.999","0.13545","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"270716565","4728.01","","3","4","4","3","3","4","4","37","127.5","110.4","3","0","2","PC","PC","13.2415","0.008","1","qlp-s33-faintsearch","FAINT","104.856724","9.377591","9.185","0.06","-28.056","0.048","2459223.951267","0.0010576","6.0879495","0.000014","1.639","0.304","29.405502","0.083339","26720","76.755","12.8134","0.745785","12.8029","526","26","196.016","1.4125","3971","157","4.6","0.01","0.66","0.02","","","0.636409","0.0204111","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"52738649","4729.01","","3","4","3","3","3","4","4","14","62.2","66.39","2","0","1","PC","PC","12.5934","0.006","1","qlp-s33-faintsearch","FAINT","99.131437","-2.137649","0.136","0.04","-14.945","0.04","2459220.206779","0.0025492","6.9279673","0.0000331","1.868","0.332","7.441018","0.016193","6830","14.9139","9.55039","0.639462","70.231","806","10","464.949","4.91","5950","201.3","4.44","0.09","1.04","0.05","","","1.088","0.160647","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"97866515","4730.01","","3","4","3","3","3","4","4","16.4","59.2","69.07","1","2","3","PC","PC","11.5548","0.006","1","qlp-s45-tois","FAINT","90.620926","16.49946","-4.156","0.103","-10.292","0.078","2459545.314424","0.0020388","4.0681112","0.0000186","3.284","0.806","2.336846","0.020039","2150","18.4566","9.75584","0.982277","4517.28","2283","30","572.079","20.4815","7070","406.1","4.13","0.1","1.78","0.09","","","1.565","0.296598","6,33,43,44,45","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"438368981","4731.01","","3","4","4","3","3","4","4","73.5","71.4","317","4","3","2","PC","PC","11.801","0.018","1","qlp-s45-tois","FAINT","97.14726","14.940385","","","","","2459548.375865","0.0002985","1.4553693","9e-7","1.236","0.176","10.70366","0.007687","9810","7.07973","13.4308","1.90665","1295.38","1671","102","","","6344.5","437.2","","","1.25","0.17","","","","","6,33,43,44,45","found in faint-star QLP search; v-shaped","2021-12-21","2024-08-22","2024-08-22"
+"78489364","4732.01","","3","4","3","3","1","4","4","129.8","187.8","317","1","0","0","PC","PC","13.1802","0.007","1","qlp-s33-faintsearch","FAINT","102.67513","-18.384855","-0.844","0.038","3.154","0.037","2459225.157456","0.0016095","1.8911553","0.0002379","1.085","0.223","15.89148","4.803299","14530","4414.23","21.7999","","538.48","1342","19","570.837","10.2715","5711","123","4.44","","1.01","","","","1.018","","33","V-shaped; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"438149332","4733.01","","3","4","3","3","3","4","4","34.2","53.6","317","1","0","2","PC","PC","13.0454","0.015","1","qlp-s45-tois","FAINT","96.000589","14.012921","-1.903","0.048","-2.825","0.041","2459544.58483","0.0009234","5.3054422","0.0000155","3.785","0.108","19.942431","0.003785","18200","3.48618","17.4742","","510.647","1324","49","796.776","16.7305","6473","122","4.35","","1.27","","","","1.32","","6,33,43,44,45","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"97714451","4734.01","","3","4","4","3","3","4","4","10.6","37","60.43","5","3","7","PC","PC","11.9039","0.014","1","qlp-s45-tois","FAINT","90.358122","12.547883","-1.641","0.185","-5.178","0.152","2459541.87525","0.0022294","6.2356356","0.0000298","5.544","0.277","2.685086","0.001038","2470","0.956138","9.02698","0.578445","633.344","1397","23","563.068","19.151","5854","149.4","3.97","0.08","1.76","0.11","","","1.06","0.133033","6,33,43,44,45","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"280292434","4735.01","","3","4","3","3","1","4","4","52.5","147.4","90.85","2","0","0","PC","PC","12.922","0.019","1","qlp-s33-faintsearch","FAINT","100.89956","-5.551933","-26.123","2.162","-29.634","2.162","2459221.109539","0.0008386","3.541053","0.0000064","2.031","0.211","23.731084","0.013086","21620","12.0527","","","","","35","","","","","","","","","","","","","6,33","found in faint-star QLP search; no stellar radius; Gaia DR2 Rstar ~ 0.587 Rsun which would make Rp planetary (~7 Re)","2021-12-21","2024-08-22","2024-08-22"
+"265619984","4736.01","","3","4","3","3","3","4","4","56","75.1","317","0","0","1","PC","PC","13.4148","0.011","1","qlp-s33-faintsearch","FAINT","94.809455","0.651664","4.023","0.043","-8.087","0.04","2459222.792459","0.0078987","2.8564778","0.0000502","4.678","0.682","5.791536","2.567553","5320","2362.01","21.5886","","8379.19","2665","10","914.606","24.497","5777","122","4.02","","1.65","","","","1.04","","6,33","V-shaped; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"142532090","4737.01","","3","4","4","3","3","4","4","6.3","27.9","48.09","6","14","3","PC","PC","11.992","0.006","1","qlp-s33-faintsearch","FAINT","103.410508","-13.436384","11.298","0.061","-20.718","0.071","2459222.401832","0.0050227","9.3202467","0.0000915","4.963","0.533","2.391251","0.003517","2200","3.2391","7.8768","0.526547","250.474","1108","15","580.199","12.472","5916","160","4.02","0.08","1.67","0.09","","","1.077","0.144326","6,7,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"247873937","4738.01","","5","5","5","5","5","5","5","27","49.3","317","0","10","1","PC","FP","12.1359","0.01","1","qlp-s45-tois","FAINT","87.824224","13.745892","-1.524","0.107","-2.472","0.086","2459549.304788","0.0009582","4.6498719","0.0000081","4.995","0.11","8.84122","0.000886","8110","0.815987","16.6839","1.12486","4756.94","2313","37","1102.97","67.07","9056","164","4.3","0.09","1.78","0.12","","","2.29","0.31967","6,33,44,45","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"281716779","4739.01","","3","4","3","3","3","4","4","58.2","141.6","317","1","1","1","PC","PC","10.5293","0.006","1","qlp-s33-faintsearch","FAINT","102.5057","-5.202063","-3.1","1.7","3.3","1.9","2459223.200936","0.0008547","8.1703609","0.0000166","3.365","0.186","10.265151","0.007172","9410","6.60552","22.3829","","1223.74","","55","626.217","","8190","","4.438","","2.1","","","","","","6,33","found in faint-star QLP search; likely inflated hot Jupiter","2021-12-21","2024-08-22","2024-08-22"
+"72097808","4740.01","","3","4","3","3","1","4","4","","","60.83","0","1","0","PC","PC","11.572","0.018","1","qlp-s33-faintsearch","FAINT","92.373395","-6.061524","","","","","2459226.154086","0.0014336","5.7728793","0.0005881","3.883","0.296","7.517545","0.002506","6900","2.30808","","","","","41","633.036","","","","","","","","","","","","33","found in faint-star QLP search; no stellar radius; Rp may be too large if host star is evolved","2021-12-21","2024-08-22","2024-08-22"
+"291198795","4741.01","","3","4","3","3","3","4","4","31.3","74.1","127.8","1","0","2","PC","PC","12.6648","0.026","1","qlp-s33-faintsearch","FAINT","105.418571","2.18915","-4.481","0.041","5.829","0.035","2459223.677938","0.0021153","2.4849639","0.0004804","2.977","0.213","7.441018","0.005811","6830","5.35247","14.0194","0.976199","1421.21","1710","14","772.403","14.6945","6252","105.3","4.11","0.09","1.6","0.1","-0.295","0.029","1.21","0.169145","33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"237637903","4742.01","TIC 237637903.01","3","4","3","3","3","4","4","14.5","54.6","77.75","2","0","1","PC","PC","12.9065","0.009","1","qlp-s33-faintsearch","FAINT","103.526509","5.47603","-3.345","0.046","-3.488","0.039","2459226.761013","0.0029643","4.1034672","0.0000338","2.918","0.274","7.539411","0.010605","6920","9.76711","10.5038","0.652592","689.785","1427","11","803.756","16.4875","6753","133.6","4.39","0.09","1.27","0.06","","","1.44","0.24886","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"23725901","4743.01","","3","4","3","3","1","4","4","17.1","32.1","317","3","0","0","PC","PC","13.0802","0.01","1","qlp-s33-faintsearch","FAINT","108.746489","-0.242934","-1.318","0.045","-0.298","0.037","2459217.210283","0.0036254","6.2185453","0.0000579","3.122","0.733","8.545715","0.031524","7840","29.0341","19.4459","","798.226","1480","14","1882.37","82.125","7968","123","4.06","","2.14","","","","1.92","","7,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"293931909","4744.01","","3","4","3","3","3","4","4","16.7","41.2","130.71","1","0","2","PC","PC","12.7323","0.029","1","qlp-s33-faintsearch","FAINT","95.81556","4.896407","2.178","0.04","-0.122","0.036","2459220.296088","0.0048311","4.8013522","0.000042","4.644","0.618","5.104081","0.008391","4690","7.72825","14.2355","1.32821","1151.39","1622","13","999.297","24.677","6399.9","149.9","3.9","0.11","2.11","0.17","0.237","0.083","1.28","0.20503","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"269278156","4745.01","","3","4","3","3","3","4","4","26.8","33.4","317","3","0","2","PC","PC","13.1524","0.006","1","qlp-s33-faintsearch","FAINT","104.738312","7.944615","-0.487","2.214","-0.456","2.214","2459220.372965","0.0021444","4.413935","0.0000221","2.604","0.308","11.31787","0.013373","10370","12.3169","13.3105","2.07289","293.437","1153","16","898.386","","5972","484.6","","","1.28","0.19","","","","","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"160180298","4746.01","","3","4","3","3","3","4","4","5.2","44.3","17.96","0","0","1","PC","PC","11.9046","0.006","1","qlp-s33-faintsearch","FAINT","79.129717","-41.447416","52.876","0.032","43.429","0.044","2459213.185298","0.0020748","7.5395871","0.000045","2.44","0.236","3.174987","0.004284","2920","3.94601","4.39334","0.315644","55.2646","759","20","218.705","0.9425","5223","135.1","4.6","0.09","0.78","0.05","","","0.89","0.109551","5,31,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"235078021","4747.01","TIC 235078021.01","2","4","2","2","3","4","4","4","33.9","14.07","0","0","3","PC","PC","11.8128","0.006","1","qlp-s33-faintsearch","FAINT","86.427665","-45.029229","9.399","0.04","59.156","0.042","2459222.486906","0.0038421","5.2192426","0.0000343","2.45","0.472","1.629827","0.003353","1500","3.0884","3.8343","0.273951","190.795","1035","14","304.615","2.015","5688","133.4","4.45","0.08","0.99","0.05","","","1.01","0.128202","5,6,32,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"59770954","4748.01","","3","4","3","3","3","4","4","23.8","66.3","126.68","2","0","2","PC","PC","13.3212","0.013","1","qlp-s45-tois","FAINT","100.933213","13.599214","-0.935","0.051","-5.169","0.045","2459544.135431","0.0020375","4.1018859","0.0000144","3.576","0.215","11.669003","0.007438","10690","6.85043","13.8992","","759.181","1462","24","883.931","22.6775","6327.7","115.2","4.3","","1.31","","0.0245324","0.107848","1.25","","6,33,44,45","7 arcsec from brighter 59770952 but faint-star diffimage indicates 59770954 is the correct target; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"153412485","4749.01","","3","4","3","3","3","4","4","67.4","66.5","317","4","0","1","PC","PC","13.4835","0.015","1","qlp-s33-faintsearch","FAINT","93.128141","6.245159","-0.397","0.044","-5.693","0.041","2459226.693605","0.0035472","1.3832999","0.0000088","2.774","0.183","9.837776","1.736666","9020","1598.25","16.4864","","10840.4","2842","16","692.636","13.5395","5786","122","4.33","","1.16","","","","1.04","","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"317189702","4750.01","","3","4","3","3","3","4","4","24.4","79.5","96.22","2","41","1","PC","PC","11.6252","0.008","1","qlp-s33-faintsearch","FAINT","87.074174","-15.199497","-0.86","0.06","-0.619","0.069","2459222.777563","0.0006657","3.2141617","0.0000063","1.618","0.162","3.66511","0.003602","3370","3.31717","11.8959","0.646356","462.146","1291","36","670.702","16.37","7137","129","4.17","0.09","1.72","0.08","","","1.59","0.273602","6,32,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"291580615","4751.01","","3","4","4","3","3","4","4","","","88.95","2","1","1","PC","PC","12.097","0.035","1","qlp-s33-faintsearch","FAINT","105.842099","1.681222","0.4","2.8","-0.7","3","2459227.341639","0.000916","3.6014534","0.0000077","3.747","0.239","11.778755","0.002642","10790","2.43349","","","","","46","773.945","","","","","","","","","","","","7,33","found in faint-star QLP search; no stellar parameters; Rp may be too large depending on stellar radius","2021-12-21","2024-08-22","2024-08-22"
+"237700098","4752.01","","3","4","3","3","3","4","4","12.4","48.4","71.3","0","0","1","PC","PC","13.3596","0.017","1","qlp-s33-faintsearch","FAINT","103.832704","1.1053","11.16","0.06","-3.877","0.049","2459218.934935","0.0051612","5.0467874","0.000069","4.516","1.071","7.834643","0.026804","7190","24.6873","9.9097","","995.585","1564","11","746.986","22.5215","6252","122","4.45","","1.08","","","","1.21","","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"306604742","4753.01","","3","4","3","3","3","4","4","12.2","32.3","94.52","0","0","2","PC","PC","12.4037","0.006","1","qlp-s45-tois","FAINT","97.617333","14.058323","-4.832","0.064","-3.695","0.057","2459541.712722","0.0038459","5.3970484","0.0000493","6.194","0.581","3.044325","0.002577","2800","2.37396","11.7601","0.812642","1200.61","1639","22","835.645","30.099","5996","172.8","3.78","0.09","2.24","0.14","","","1.105","0.156741","6,33,43,44,45","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"61344769","4754.01","","3","4","3","3","1","4","4","28.4","81.5","127.7","0","0","0","PC","PC","13.0345","0.032","1","qlp-s33-faintsearch","FAINT","99.476085","-14.040744","-2.45","0.04","3.974","0.045","2459226.014665","0.0016343","3.6307276","0.0000115","3.198","0.357","11.515368","0.008747","10550","8.05624","14.0586","","855.031","1506","31","746.24","13.242","6350","122","4.35","","1.25","","","","1.26","","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"267197567","4755.01","","3","4","3","3","3","4","4","16.3","34.2","317","1","0","1","PC","PC","12.022","0.006","1","qlp-s33-faintsearch","FAINT","93.487675","-37.668865","2.434","0.037","8.204","0.041","2459216.543014","0.0022427","22.7273078","0.0000959","2.485","0.624","7.09125","0.338406","6510","311.635","19.0824","3.93491","34.998","677","22","757.269","13.6025","6243","126.4","3.93","0.08","1.98","0.09","","","1.21","0.170729","6,7,32,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"119556803","4756.01","","3","4","3","3","3","4","4","35.5","51.3","317","1","0","1","PC","PC","12.687","0.022","1","qlp-s33-faintsearch","FAINT","100.862497","-7.196044","-15.241","2.162","5.028","2.163","2459216.307194","0.0027922","8.0823172","0.0000408","1.414","0.417","4.74416","3.872673","4360","3560.51","15.2282","6.66046","59.7456","774","9","553.387","","5351.5","313.9","","","0.98","0.11","","","","","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"53744258","4757.01","","3","4","3","3","1","4","4","14.8","40.7","92.04","2","0","0","PC","PC","13.4965","0.011","1","qlp-s33-faintsearch","FAINT","103.342745","-24.227866","-0.963","0.024","3.523","0.03","2459227.260198","0.0038733","2.0804611","0.0000227","3.608","0.477","5.726045","0.008941","5260","8.23508","11.5464","","3648.06","2165","17","1273.46","36.205","6434","122","4.14","","1.6","","","","1.3","","6,7,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"34524670","4758.01","","3","4","3","3","3","4","4","25.2","35.3","317","1","0","1","PC","PC","12.7743","0.008","1","qlp-s33-faintsearch","FAINT","95.379267","-16.525572","4.279","0.046","5.047","0.039","2459222.180238","0.0027749","5.7627112","0.0000383","3.501","0.953","10.550162","0.760565","9670","700.261","15.7774","4.36427","1176.49","1631","29","817.426","13.236","6589","126.9","4.24","0.09","1.48","0.07","","","1.37","0.215391","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"49705089","4759.01","","3","4","4","3","3","4","4","6.9","22.8","71.54","3","15","1","PC","PC","12.2627","0.007","1","qlp-s33-faintsearch","FAINT","95.934296","-24.024654","0.599","0.028","7.779","0.04","2459226.011756","0.0070672","9.6578504","0.0001249","5.943","0.619","2.500069","0.004627","2300","4.26169","9.98401","0.720278","258.473","1117","12","766.516","14.1815","5557","131.3","3.79","0.08","2.09","0.11","","","0.98","0.120076","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"291332861","4760.01","","3","4","3","3","3","4","4","22.2","63.6","317","2","0","1","PC","PC","13.4145","0.006","1","qlp-s33-faintsearch","FAINT","94.324291","9.637445","-0.295","2.28","5.583","2.28","2459226.580412","0.00374","7.7223185","0.0000716","3.344","0.689","12.437502","0.030173","11390","27.7898","","","717.021","1441","13","2406.51","","8539.7","456.9","","","","","","","","","6,33","found in faint-star QLP search; no stellar radius","2021-12-21","2024-08-22","2024-08-22"
+"440849210","4761.01","","3","4","3","3","3","4","4","10.1","33.4","71.31","1","2","2","PC","PC","12.1499","0.007","1","qlp-s46-tois","FAINT","109.574595","14.11587","-2.651","0.074","-2.894","0.06","2459575.895584","0.0019974","3.7863767","0.000015","5.123","0.301","2.38037","0.001021","2190","0.940273","9.94411","0.665626","2897.86","2044","27","1053.95","49.35","6892.9","107.2","3.95","0.09","2.16","0.14","-0.019","0.044","1.5","0.262896","7,33,44,45,46","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"119069946","4762.01","","2","4","2","2","4","4","4","4.1","32.5","12.8","1","2","5","PC","PC","11.2806","0.006","1","qlp-s33-faintsearch","FAINT","100.058596","-6.932085","16.588","0.068","-43.981","0.071","2459220.411888","0.0072041","4.3591525","0.0000561","3.559","0.665","1.118885","0.003694","1030","3.402","3.61577","0.304788","626.954","1394","9","304.955","4.3165","5866","143.2","4.3","0.08","1.2","0.06","","","1.061","0.13331","6,33","low SNR; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"143072696","4763.01","","3","4","3","3","3","4","4","18.9","22.3","317","0","2","1","PC","PC","11.9337","0.024","1","qlp-s33-faintsearch","FAINT","93.720773","-10.854988","1.325","0.054","-11.509","0.07","2459223.399542","0.0027662","5.8679992","0.0000354","5.605","0.334","4.951373","0.00331","4550","3.04842","14.2889","0.823283","1505.89","1735","19","849.357","25.497","7054","205.5","3.96","0.09","2.16","0.11","","","1.56","0.269361","6,33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"268456052","4764.01","","3","4","3","3","1","4","4","35.5","84","77.93","3","0","0","PC","PC","13.488","0.007","1","qlp-s33-faintsearch","FAINT","105.093951","-1.483723","4.425","0.052","5.187","0.045","2459224.633627","0.0046501","1.6025971","0.000513","2.212","0.308","14.262122","0.026175","13050","24.1074","10.4975","","905.776","1528","13","514.58","9.339","5164","124","4.43","","0.95","","","","0.874","","33","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"21747057","4765.01","","3","4","3","3","1","4","4","6.9","38","79.72","0","0","0","PC","PC","13.0513","0.006","1","qlp-s33-faintsearch","FAINT","88.432309","-38.031221","7.654","1.241","10.548","1.241","2459206.230052","0.0026124","16.3734954","0.0001018","5.022","0.298","8.512886","0.004815","7810","4.43435","","","67.779","799","24","600.635","","5809.3","263.3","","","","","","","","","5,6,32,33","found in faint-star QLP search; no stellar radius; Rp be too large to be planetary depending on Rstar","2021-12-21","2024-08-22","2024-08-22"
+"271307949","4766.01","","3","4","4","3","3","4","4","51.1","128.8","78.31","5","0","1","PC","PC","12.6574","0.006","1","spoc-s61-b0A","FAINT","117.097528","2.111455","-7.815","0.046","-9.925","0.032","2459963.946425","0.00076674414","1.9326572566146","0.000104912746","1.6191056056017","0.06687374","15.364955","0.378655","14051.982787647","348.69324","10.508830715266","0.817063","484.1155351971","1196.3465579222","30.83476","300.512","2.415","4909","124","4.47","0.09","0.86174297332764","0.0574598","","","0.804","0.0969495","7,34,61","found in faint-star QLP search","2021-12-21","2024-09-06","2024-09-06"
+"157127081","4767.01","","3","4","3","3","1","4","4","19.8","37.3","115.75","0","0","0","PC","PC","13.1935","0.006","1","qlp-s34-faintsearch","FAINT","104.997787","-36.319389","10.283","0.024","-7.743","0.029","2459252.112384","0.0046021","2.7319222","0.0000211","3.913","1.106","4.22085","0.019327","3880","17.801","13.2415","","2289.27","1927","23","969.091","13.762","5473","125","3.79","","2.08","","","","0.96","","6,7,33,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"108940329","4768.01","","3","4","3","3","3","4","4","47.7","65.4","317","4","2","1","PC","PC","10.4397","0.006","1","qlp-s61-ffi","FAINT","112.650574","-28.912866","-3.142","0.037","-3.566","0.049","2459979.776645","0.001389","7.2644599","0.000033","3.233","0.131","8.707686","0.329677","7988","303.598","15.0763","0.720355","468.187","1295","92","345.959","3.323","6617","136.1","4.15","0.09","1.64","0.07","","","1.385","0.236333","7,34,61","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"333814134","4769.01","","3","4","3","3","1","4","4","24","34.9","317","0","0","0","PC","PC","12.512","0.147","1","qlp-s34-faintsearch","FAINT","116.285722","-14.337636","","","","","2459249.745957","0.0021541","2.8636452","0.0000109","3.402","1.124","9.366762","0.31987","8590","294.568","","","11583.8","2890","25","1662.71","","8675.5","328.7","","","","","","","","","7,34","found in faint-star QLP search; no stellar radius","2021-12-21","2024-08-22","2024-08-22"
+"112110888","4770.01","","3","4","3","3","3","4","4","46.6","51.9","317","1","0","1","PC","PC","12.9825","0.006","1","qlp-s34-faintsearch","FAINT","111.76498","-32.185807","-4.006","0.025","2.335","0.027","2459963.442749","0.0022241178","1.9491813","0.0000098","3.119","0.861","12.745054","0.11528","11670","106.171","15.8333","1.68889","3650.34","2165","23","799.474","10.536","6472","133.7","4.29","0.09","1.36","0.06","","","1.32","0.213468","7,34,61","found in faint-star QLP search; possible offset on TIC 112110893 (Tmag~16)","2021-12-21","2024-08-22","2024-08-22"
+"266441563","4771.01","","3","5","5","3","3","4","4","26.7","92.7","108.24","0","2","2","PC","APC","11.9135","0.006","1","qlp-s34-faintsearch","FAINT","118.546528","1.792994","-4.393","0.065","0.344","0.044","2459249.632763","0.0014871","6.0049484","0.0000222","3.366","0.171","9.741366","0.003964","8932","3.65134","12.6954","0.674977","315.049","1173","18","498.418","9.3925","6373.5","110.5","4.26","2.01","1.26","0.06","","","1.26","0.192334","7,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"455153906","4772.01","","3","4","4","3","1","4","4","35.5","93.7","113.22","3","0","0","PC","PC","13.3319","0.006","1","qlp-s34-faintsearch","FAINT","124.547133","2.581065","0.487","0.066","-17.011","0.044","2459248.942017","0.0014144","2.8894603","0.0000082","2.561","0.257","18.649341","0.015498","17030","14.274","13.0354","","480.071","1304","35","591.645","13.627","5604","122","4.46","","0.97","","","","0.99","","7,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"415276070","4773.01","","3","4","3","3","3","4","4","64.5","161.3","129.77","5","2","1","PC","PC","11.4048","0.006","1","spoc-s61-b0A","FAINT","114.942649","-21.485618","-7.904","0.04","-1.659","0.044","2459963.256136","0.0009117556","1.7454827913435","0.0001046233","1.9232730380564","0.046850685","7.53846","0.187625","6919.1303309484","172.7944","14.145334939457","0.6684601","3879.8071247997","2012.9003882279","32.963398","492.888","7.729","6674","128.6","4.24","0.09","1.4871400594711","0.0654448","","","1.41","0.241322","34,61","found in faint-star QLP search","2021-12-21","2024-09-06","2024-09-06"
+"148129139","4774.01","","3","4","3","3","3","4","4","2.6","19.5","18.88","0","0","1","PC","PC","12.5447","0.006","1","qlp-s34-faintsearch","FAINT","100.707817","-41.409593","3.974","0.026","16.939","0.029","2459243.036813","0.0071986","8.6000244","0.000193","3.974","0.738","1.760319","0.008389","1620","7.72661","4.55822","0.424835","180.356","1020","11","469.594","3.533","5700.8","129.4","4.33","0.08","1.14","0.06","0.34878","0.0793574","1.02","0.126622","6,7,33,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"412521892","4775.01","","3","4","3","3","3","4","4","47.7","53","317","1","14","1","PC","PC","11.5293","0.012","1","qlp-s34-faintsearch","FAINT","110.784874","-22.439744","3.958","0.037","-10.469","0.047","2459248.828614","0.0014355","2.4732088","0.0000061","2.244","0.725","2.979","0.010237","2740","9.42897","15.4982","0.982332","1846.66","1826","9","635.261","13.085","6643","145.6","4.04","0.09","1.87","0.09","","","1.4","0.232454","7,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"196286578","4776.01","","3","4","4","3","4","4","4","15.4","71.1","72.63","0","9","4","PC","PC","11.6309","0.006","1","qlp-s34-faintsearch","FAINT","125.554446","-25.067535","20.178","0.042","-26.068","0.041","2459245.97102","0.0027326","10.4137997","0.0000465","3.774","0.303","7.320773","0.003746","6720","3.44993","10.0431","0.519066","118.725","919","13","385.641","4.5625","6079","128","4.33","0.08","1.2","0.05","","","1.138","0.153033","7,8,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"170368805","4777.01","","3","4","3","3","1","4","4","34.7","39.8","317","2","0","0","PC","PC","13.3209","0.007","1","qlp-s34-faintsearch","FAINT","122.05312","-9.487219","-4.361","0.035","0.766","0.022","2459250.950635","0.00205","2.9588764","0.0000108","2.682","0.647","14.09712","0.185806","12900","171.119","14.8585","","1285.38","1668","16","767.763","14.1875","6041","122","4.38","","1.13","","","","1.12","","7,34","star marker in diffimage does not look accurate; V-shaped; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"145163386","4778.01","","3","4","3","3","3","4","4","32.5","30.8","317","0","0","1","PC","PC","12.9318","0.006","1","spoc-s61-b0A","FAINT","122.342233","-34.567284","-0.122","0.026","5.286","0.027","2459966.545076","0.004181814","3.8074213","0.0000223","4.4775157444609","0.308612","9.42567","0.536297","8643.7888966217","493.82547","15.420270465946","1.3066698","805.22358639758","1358.6227154154","13.697488","685.855","7.9765","5296","133.8","4.01","0.09","1.5637500286102","0.0917464","","","0.91","0.119812","7,8,34,61","found in faint-star QLP search","2021-12-21","2024-09-06","2024-09-06"
+"170221808","4779.01","","3","4","3","3","1","4","4","9.4","38","90.25","1","0","0","PC","PC","13.4765","0.006","1","qlp-s34-faintsearch","FAINT","102.329632","-43.739862","2.059","0.028","16.64","0.029","2459249.337732","0.0028344","10.7490194","0.0000621","2.256","0.393","10.078839","0.022171","9240","20.4203","11.4707","","27.7925","639","16","664.114","6.6545","5424","122","4.3","","1.14","","","","0.94","","6,7,33,34","star marker in diffimage does not look accurate; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"231937828","4780.01","","3","4","3","3","3","4","4","24.1","29.1","317","1","0","1","PC","PC","12.4648","0.006","1","qlp-s34-faintsearch","FAINT","93.862256","-42.39217","-4.736","0.036","8.795","0.038","2459247.48951","0.001726","4.6942884","0.0000203","3.224","0.799","5.78062","0.015221","5310","14.0189","16.4932","1.16024","948.685","1546","33","1004.09","21.793","6400","132.9","3.93","0.09","2.03","0.1","","","1.28","0.20279","7,32,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"176242778","4781.01","","3","4","3","3","3","4","4","47.2","141.1","80.27","2","3","1","PC","PC","11.14","0.021","1","qlp-s34-faintsearch","FAINT","121.782131","-18.726765","-0.7","3.2","-6.1","3.4","2459250.822205","0.0010595","1.9055614","0.0000034","1.726","0.251","6.360379","0.007298","5841","6.72124","","","","","15","","","6071","193","","","","","","","","","7,34","found in faint-star QLP search; no stellar parameters","2021-12-21","2024-08-22","2024-08-22"
+"423128096","4782.01","","3","5","5","3","3","4","4","27.8","32.9","317","0","1","1","PC","APC","12.2563","0.006","1","qlp-s34-faintsearch","FAINT","113.074228","-19.261048","-3.526","1.094","2.175","1.094","2459247.428982","0.0024553","3.7244324","0.0000151","2.913","0.984","7.189611","0.400766","6600","369.051","","","3666.29","2167","19","814.057","","7759","431.7","","","","","","","","","7,34","star marker in diffimage does not look accurate; found in faint-star QLP search; no stellar radius; Rp may be too large depending on Rstar","2021-12-21","2024-08-22","2024-08-22"
+"218988652","4783.01","","3","5","5","3","3","4","4","24.6","53.1","317","0","2","1","PC","APC","12.6847","0.007","1","qlp-s34-faintsearch","FAINT","124.825286","-21.956958","-1.038","0.042","0.786","0.036","2459252.171087","0.0014873","6.7519508","0.0000192","1.603","0.313","12.064163","0.020867","11050","19.2193","19.5004","1.33286","209.336","1059","22","1349.57","61.78","8297","129.6","4.29","0.08","1.69","0.09","","","2.04","0.303586","7,8,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"409207712","4784.01","","3","4","3","3","1","4","4","18.2","63.1","58.88","0","0","0","PC","PC","13.2701","0.008","1","qlp-s34-faintsearch","FAINT","109.730884","-15.760907","-5.611","0.043","7.38","0.033","2459246.338861","0.002867","3.3583921","0.0000237","2.644","0.532","10.002131","0.02014","9170","18.5496","8.84831","","344.843","1200","13","446.767","5.134","5177","124","4.46","","0.91","","","","0.88","","7,33,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"50751260","4785.01","","3","4","3","3","3","4","4","11.4","44.2","90.38","1","0","3","PC","PC","12.7651","0.007","1","qlp-s34-faintsearch","FAINT","126.577821","-10.504751","-3.037","0.051","-1.03","0.038","2459242.498402","0.0025471","6.4311106","0.0000347","2.385","0.345","6.457581","0.01236","5930","11.384","11.4436","0.805081","202.251","1050","14","911.737","30.6825","6741","126.6","4.27","0.09","1.45","0.08","","","1.44","0.243455","7,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"127012328","4786.01","","3","4","3","3","3","4","4","12","48.3","82.9","0","1","1","PC","PC","11.9623","0.011","1","qlp-s34-faintsearch","FAINT","116.590947","-25.156426","-5.114","0.047","1.892","0.052","2459245.419299","0.0042352","5.6984189","0.0000495","4.475","0.491","4.385447","0.005673","4031","5.22457","10.8479","0.661949","1406.27","1706","11","885.636","27.872","7528","146.5","4.2","0.08","1.74","0.08","","","1.74","0.273815","7,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"431981595","4787.01","","3","4","3","3","3","4","4","26.9","72.9","113.13","1","0","1","PC","PC","12.5494","0.008","1","qlp-s34-faintsearch","FAINT","120.578645","-19.507612","-1.325","0.033","-7.392","0.03","2459251.312378","0.0019873","3.5037708","0.0000124","2.716","0.359","6.68697","0.007061","6140","6.50349","13.0482","0.702736","608.189","1383","11","695.55","11.0155","6107","122.7","4.19","0.08","1.42","0.06","","","1.15","0.162016","7,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"156999527","4788.01","TIC 156999527.01","3","4","3","3","3","4","4","31.9","88.7","127.44","3","0","1","PC","PC","12.4832","0.006","1","qlp-s34-faintsearch","FAINT","104.439613","-40.307924","-2.416","0.037","-0.795","0.041","2459244.550352","0.0006983","4.3930669","0.0000062","2.33","0.091","12.130037","0.003137","11110","2.88974","14.0261","0.669007","275.326","1134","79","620.549","9.399","6328","131.9","4.3","0.09","1.32","0.06","","","1.25","0.201483","6,7,33,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"134221850","4789.01","","3","4","3","3","1","4","4","13.2","49.3","88.15","1","0","0","PC","PC","13.1637","0.006","1","qlp-s34-faintsearch","FAINT","106.746934","-44.986628","0.723","0.027","15.373","0.025","2459251.273628","0.0023713","7.5002702","0.0000366","2.487","0.252","9.541999","0.010497","8750","9.66785","11.2467","","72.4941","812","18","626.811","5.6625","5644","122","4.32","","1.14","","","","1","","6,7,8,33,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"452903647","4790.01","","3","5","5","3","1","4","4","50.3","51.3","317","2","0","0","PC","APC","13.1561","0.007","1","spoc-s61-b0A","FAINT","121.334804","4.441215","3.317","0.072","-7.325","0.037","2459964.406443","0.004091589","1.610243547454","0.00048295408","2.325871056974","0.3088379","5.925235","0.692684","5442.4785934016","637.7822","16.83204854946","30.649446","3426.343546184","1951.3154177991","9.369143","954.883","40.178","6080.2","29.5","4.15","","1.4865100383759","","0.085","0.028","1.14","","7,34,61","found in faint-star QLP search; TFOP BEB/APC; v-shaped","2021-12-21","2024-09-06","2024-09-07"
+"100389539","4791.01","","3","5","5","3","4","4","4","48.4","133.5","112.87","2","8","1","PC","CP","10.8961","0.006","1","qlp-s34-faintsearch","FAINT","109.388382","-19.828939","-14.285","0.048","6.141","0.048","2459246.158055","0.001055","4.2809767","0.0001609","3.145","0.188","8.19559","0.002608","7520","2.402","13.0113","0.672296","445.261","1279","65","328.802","3.656","5964","130.5","4.13","0.08","1.49","0.07","","","1.093","0.140824","33,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"265350422","4792.01","","3","5","5","3","4","4","4","27.1","120","75.21","0","2","4","PC","APC","11.0783","0.006","1","qlp-s34-faintsearch","FAINT","133.586405","1.575503","-21.66","0.076","0.105","0.049","2459235.815084","0.0009986","8.4481666","0.0000188","1.255","0.281","8.069792","0.018302","7405","16.8564","10.2494","0.732487","22.9265","609","10","243.539","2.641","5826.1","136.1","4.42","0.08","1.05","0.06","0.022","0.02","1.049","0.12636","8,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"65949719","4793.01","","3","4","3","3","1","4","4","22.7","27.7","317","0","0","0","PC","PC","13.2584","0.006","1","qlp-s34-faintsearch","FAINT","114.554441","-4.006915","-2.901","0.038","0.326","0.029","2459248.821949","0.0028928","3.4658629","0.0000228","3.301","0.281","10.451496","0.012476","9580","11.4904","15.0462","","1145.52","1620","18","1174.05","29.83","6688","122","4.24","","1.49","","","","1.42","","7,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"95589845","4794.01","TIC 95589845.01","3","4","4","3","3","4","4","38.3","102.7","123.46","1","2","1","PC","PC","12.0465","0.014","1","qlp-s34-faintsearch","FAINT","110.483552","-12.565478","-14.434","0.053","-2.603","0.048","2459249.835617","0.0016313","3.5658043","0.0000081","3.914","0.167","10.944915","0.002013","10030","1.85403","13.7385","0.702907","1115.66","1610","30","543.008","10.599","6214","160.5","4.23","0.09","1.4","0.07","","","1.2","0.177601","7,34","crowded field; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"107090327","4795.01","","3","4","3","3","3","4","4","34.3","56.8","317","1","0","1","PC","PC","12.9188","0.007","1","qlp-s34-faintsearch","FAINT","110.654532","-26.506455","-0.585","2.043","7.936","2.043","2459250.177227","0.0032272","2.7431176","0.0000146","3.134","0.236","8.972582","0.009126","8230","8.4056","","","2172.06","1901","15","1429.87","","7143","202.1","","","","","","","","","7,34","star marker in diffimage does not look accurate; found in faint-star QLP search; no stellar radius","2021-12-21","2024-08-22","2024-08-22"
+"65905621","4796.01","","3","4","3","3","1","4","4","22.9","26.7","317","0","0","0","PC","PC","13.1502","0.007","1","qlp-s34-faintsearch","FAINT","108.682186","-27.700929","3.202","0.025","-11.228","0.024","2459250.341527","0.0018346","3.5775958","0.000014","2.779","0.257","9.520093","0.006789","8730","6.25319","15.3215","","665.763","1415","13","1090.77","19.325","6355","122","4.12","","1.61","","","","1.26","","7,33,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"265011923","4797.01","","3","4","3","3","3","4","4","44.1","58.6","317","0","0","1","PC","PC","13.3736","0.008","1","qlp-s34-faintsearch","FAINT","126.621993","3.001351","-0.135","0.058","-4.39","0.037","2459248.080834","0.0014572","2.9922495","0.0000085","1.594","0.182","11.894007","0.019078","10895","17.5711","20.032","","218.392","1070","11","1055.16","42.015","5932","122","4.09","","1.55","","","","1.08","","7,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"274137295","4798.01","","3","4","3","3","3","4","4","17.9","73.8","59.98","2","0","2","PC","PC","12.7577","0.006","1","qlp-s34-faintsearch","FAINT","116.616275","7.92953","-23.637","0.047","-25.126","0.027","2459248.758205","0.0019006","5.5261155","0.0000192","1.873","0.488","7.987757","0.03355","7330","30.8999","9.00518","0.799995","65.4488","792","16","293.788","2.443","4824","122.8","4.48","0.09","0.84","0.06","","","0.782","0.0899673","7,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"65805840","4799.01","","3","4","3","3","1","4","4","16.9","51.7","110.8","0","0","0","PC","PC","13.0983","0.012","1","qlp-s34-faintsearch","FAINT","108.587629","-25.646329","-2.348","0.022","0.978","0.024","2459250.007806","0.0028725","4.0234634","0.0000251","3.204","0.311","8.23935","0.010679","7560","9.83588","12.891","","832.08","1496","13","1008.83","16.6475","6678","122","4.26","","1.45","","","","1.41","","7,33,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"280307604","4800.01","","3","4","3","3","4","4","4","16.1","70.6","44.39","0","4","4","PC","PC","10.9833","0.009","1","qlp-s34-faintsearch","FAINT","114.708588","4.35637","-4.723","0.159","-1.102","0.124","2459244.040521","0.0016566","4.3229915","0.0000176","0.875","0.248","2.151889","0.019989","1980","18.4103","7.54314","0.759125","50.2356","741","13","344.296","10.057","6121","44.2","4.25","2.01","1.37","0.07","","","1.26","0.197957","7,34","found in faint-star QLP search; possibly on TIC 280307607","2021-12-21","2024-08-22","2024-08-22"
+"419092044","4801.01","","3","4","3","3","3","4","4","","","68.1","0","0","1","PC","PC","12.9613","0.006","1","qlp-s34-faintsearch","FAINT","120.655501","-32.127159","0.031","2.096","2.426","2.096","2459964.586749","0.003926272","3.251269","0.0000219","2.569","0.766","8.589489","0.116603","7880","107.39","","","549.047","1348","13","","","4883.7","149.4","","","","","","","","","7,8,34","found in faint-star QLP search; no stellar radius; Rp may be too large to be planetary if Rstar is evolved","2021-12-21","2024-08-22","2024-08-22"
+"50575306","4802.01","","3","4","3","3","1","4","4","12.8","47.7","37.96","0","0","0","PC","PC","13.1675","0.006","1","qlp-s34-faintsearch","FAINT","112.491073","-13.625055","-14.536","0.036","-21.278","0.03","2459249.153752","0.0034844","1.7131374","0.0000174","2.608","0.329","4.188152","0.008987","3850","8.27739","6.86542","","1919.49","1844","10","610.318","9.6275","5843","122","4.39","","1.08","","","","1.054","","7,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"19117967","4803.01","","3","4","3","3","3","4","4","7.9","34.5","52.18","6","3","2","PC","PC","12.0548","0.008","1","qlp-s45-tois","FAINT","120.307448","14.163226","-0.99","0.066","-6.162","0.042","2459540.496396","0.0027822","8.4516737","0.0001182","3.896","0.349","3.185877","0.002902","2930","2.67327","8.2562","0.505184","168.924","1004","19","531.218","11.221","5782.9","119.2","4.11","0.08","1.48","0.08","0.333","0.071","1.04","0.127051","34,44,45","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"320341952","4804.01","","3","4","3","3","3","4","4","11.1","41.8","52.37","0","2","1","PC","PC","10.2278","0.011","1","qlp-s61-ffi","FAINT","110.163384","-29.951583","4.74","0.045","3.41","0.065","2459982.488346","0.0039957","5.0648401","0.0000264","3.009","0.785","0.993903","0.084238","915","77.5832","8.28506","0.55227","873.95","1514","19","495.004","8.3585","6675","146.8","3.75","0.09","2.62","0.12","","","1.41","0.243049","7,33,34,61","found in faint-star QLP search; possible offset to S","2021-12-21","2024-08-22","2024-08-22"
+"7976072","4805.01","","3","4","3","3","3","4","4","7.2","30.6","66.6","0","0","2","PC","PC","13.2933","0.007","1","qlp-s34-faintsearch","FAINT","133.484281","-4.925834","3.371","0.045","-20.549","0.052","2459239.289015","0.0047356","8.9981735","0.0000825","4.547","0.488","7.058465","0.010583","6480","9.74735","9.52189","","155.205","983","11","695.316","13.713","5444","122","4.24","","1.22","","","","0.95","","8,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"96317115","4806.01","","3","4","3","3","3","4","4","4.5","31.5","21.85","0","0","1","PC","PC","11.7503","0.008","1","qlp-s34-faintsearch","FAINT","103.789612","-31.106599","3.1","0.035","13.368","0.04","2459248.293164","0.0035021","8.4476983","0.000081","3.79","0.522","2.173647","0.003125","2000","2.87847","4.97976","0.321895","189.537","1033","17","349.88","2.867","5902","129.4","4.36","0.08","1.13","0.06","","","1.07","0.134183","6,33,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"174546820","4807.01","","3","4","3","3","3","4","4","10.1","82.9","57.91","3","0","3","PC","PC","11.9698","0.006","1","qlp-s34-faintsearch","FAINT","114.720385","-37.67179","-17.552","0.047","27.988","0.046","2459245.196258","0.0030914","17.6868627","0.000082","1.379","0.393","11.252045","0.056025","10310","51.5995","8.80381","0.940455","2.06218","333","14","153.227","0.606","4496","127","4.52","0.1","0.77","0.06","","","0.71","0.0808572","7,8,34","V-shaped; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"126772538","4808.01","","5","5","5","5","5","5","5","25.5","24.9","317","0","0","0","PC","FP","13.4542","0.012","1","qlp-s34-faintsearch","FAINT","116.205938","-26.074575","-5.905","0.03","7.343","0.032","2459251.604328","0.0038008","1.4700596","0.00001","2.18","0.404","5.180444","0.016206","4760","14.9262","16.1051","","2605.29","1990","9","1585","52.07","6308","122","3.88","","2.12","","","","1.24","","7,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"143724857","4809.01","","3","4","3","3","3","4","4","10.1","37.7","61","0","0","1","PC","PC","12.6417","0.007","1","spoc-s61-b0A","FAINT","125.987724","-23.243406","-1.782","0.026","-7.009","0.024","2459964.285192","0.0034921977","4.4722598147146","0.0012048066","4.0659641374899","0.34242475","3.922831","0.305236","3606.5417293847","281.09317","9.07349244528","1.1975516","917.71995757342","1403.774320948","10.048325","767.716","11.0165","6211","118.4","4.18","0.08","1.4818799495697","0.0672739","","","1.2","0.168408","8,34,61","found in faint-star QLP search","2021-12-21","2024-09-06","2024-09-06"
+"281225729","4810.01","","3","4","3","3","3","4","4","21.8","21.9","317","0","0","1","PC","PC","12.7549","0.019","1","qlp-s34-faintsearch","FAINT","110.196243","-21.679526","-5.289","0.023","3.389","0.027","2459251.905341","0.0022323","2.4162514","0.0000121","3.055","0.335","3.229435","0.0044","2970","4.05264","14.6399","0.832893","2303.62","1930","14","1221.9","29.87","6688","163.8","3.95","0.1","2.1","0.1","","","1.42","0.254632","7,33,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"334414389","4811.01","","3","4","3","3","3","4","4","","","317","1","0","2","PC","PC","12.2124","0.007","1","spoc-s61-b0A","FAINT","122.972511","6.974992","6.279","0.076","-3.717","0.048","2459963.071494","0.0023781422","0.9828259014236","0.00016089961","1.3869248661241","0.60236984","1.882487","0.199463","1732.332475386","183.695","21.84863986539","31.872602","4395.3736340706","2076.6757868469","9.871416","1506.81","112.66","4959","122","","","5.2980399131775","","","","","","7,34,61","found in faint-star QLP search; multiple stars within 3 sigma of centroid; v-shaped","2021-12-21","2024-09-08","2024-09-08"
+"81744640","4812.01","","3","4","3","3","3","4","4","9.4","35.4","50.96","0","0","1","PC","PC","12.9655","0.008","1","qlp-s34-faintsearch","FAINT","107.081813","-23.545352","-1.629","0.021","2.882","0.031","2459250.009543","0.0042877","3.3138453","0.0000397","3.863","0.768","3.861221","0.010532","3550","9.70006","8.15594","0.605736","1568.27","1753","14","807.794","12.0785","6153","130.1","4.24","0.08","1.36","0.06","","","1.17","0.169353","7,33,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"333810741","4813.01","","3","4","3","3","1","4","4","21","36.3","317","0","0","0","PC","PC","13.3071","0.006","1","qlp-s34-faintsearch","FAINT","116.290974","-12.840349","-6.135","1.078","-3.587","1.006","2459247.778467","0.0043835","4.0492184","0.0000317","2.659","0.439","7.145894","0.017837","6560","16.4284","","","","","10","1798.25","","","","","","","","","","","","7,34","star marker in diffimage does not look accurate; found in faint-star QLP search; no stellar parameters","2021-12-21","2024-08-22","2024-08-22"
+"32004914","4814.01","","3","4","4","3","1","4","4","35.7","49.9","317","3","0","0","PC","PC","13.0015","0.007","1","qlp-s34-faintsearch","FAINT","116.816244","-7.66526","-23.227","0.036","0.102","0.029","2459246.539025","0.0013057","5.545745","0.0000135","2.302","0.269","22.8104","0.018866","20790","17.3765","15.8197","","118.195","918","32","559.569","7.2685","5706","122","4.41","","1.05","","","","1.02","","7,34","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"19447218","4815.01","","3","4","3","3","1","4","4","12.7","44.1","112.7","0","0","0","PC","PC","13.425","0.007","1","qlp-s34-faintsearch","FAINT","124.447282","-9.05703","5.951","0.037","-4.714","0.031","2459966.449361","0.0040096743","8.9727235","0.0000761","3.808","0.811","11.965359","0.046635","10960","42.9516","13.0195","","134.631","948","14","770.795","15.107","5605","122","4.27","","1.21","","","","0.99","","7,34,61","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"156990000","4816.01","","3","4","3","3","1","4","4","12.9","19.6","317","2","0","0","PC","PC","13.3087","0.006","1","qlp-s34-faintsearch","FAINT","99.848586","-43.82762","-10.127","0.028","8.72","0.028","2459967.174765","0.006716685","11.2473628","0.0000527","4.113","0.294","11.284957","0.007051","10340","6.49411","15.7487","","119.042","920","30","1047.64","16.75","6141","122","4.14","","1.53","","","","1.16","","6,7,33,34,61","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"60074373","4817.01","","5","5","5","5","5","5","5","33.9","91.8","99.87","1","0","0","PC","FP","14.6435","0.007","1","qlp-s35-faintsearch","FAINT","111.092717","-44.032701","-2.804","3.021","8.595","3.021","2459276.406959","0.002877","3.190373","0.0012317","2.684","0.294","47.209741","0.080584","42550","74.2181","12.0669","0.719336","75.4043","820","11","","","3722","157","4.65","0.01","0.6","0.02","","","0.590457","0.0226727","35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"181422954","4818.01","","3","4","3","3","1","4","4","12.4","48.4","51.51","2","0","0","PC","PC","13.2881","0.007","1","qlp-s35-faintsearch","FAINT","131.107268","-39.638326","-7.038","0.029","-0.924","0.035","2459279.100508","0.0048528","2.6005693","0.0000228","2.629","0.38","4.918652","0.013753","4520","12.6666","8.18984","","1444.5","1717","9","722.454","9.9445","6673","122","4.47","","1.14","","","","1.41","","8,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"82739585","4819.01","","3","4","3","3","1","4","4","97.2","200.6","129.27","2","0","0","PC","PC","13.0819","0.006","1","qlp-s35-faintsearch","FAINT","124.904596","-43.057211","8.222","0.03","-9.535","0.036","2459277.359548","0.0008696","1.5889429","0.0000483","1.183","0.215","24.741407","0.614897","22530","566.181","14.0293","","399.352","1245","55","319.863","1.801","5150","122","4.57","","0.8","","","","0.87","","34,35","V-shaped; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"394223845","4820.01","","3","4","3","3","3","4","4","5.5","37.2","71.12","7","0","1","PC","PC","11.9556","0.008","1","qlp-s35-faintsearch","FAINT","128.611432","-30.585959","-1.645","0.038","7.466","0.04","2459246.407688","0.0026194","27.1358856","0.0001523","3.348","0.29","5.464122","0.006729","5020","6.19803","9.90525","0.60346","16.1901","558","15","527.208","7.592","6315","134.7","4.28","0.08","1.33","0.06","","","1.24","0.179269","8,34,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"354937825","4821.01","","3","4","3","3","3","4","4","16.2","52.2","107.89","1","0","1","PC","PC","12.7761","0.007","1","qlp-s35-faintsearch","FAINT","122.427886","-42.156819","-4.063","0.029","-2.795","0.028","2459965.307736","0.004975547","5.469359","0.0000317","2.119","0.293","6.468504","0.01199","5940","11.0435","12.6725","0.760956","278.238","1137","16","833.962","12.042","7182","135.7","4.23","0.08","1.61","0.06","","","1.61","0.264214","7,8,34,35,61","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"52936161","4822.01","","3","4","3","3","3","4","4","31.8","40.2","317","0","0","1","PC","PC","12.6614","0.007","1","qlp-s35-faintsearch","FAINT","125.826083","-43.693856","-11.445","0.029","8.028","0.026","2459278.328014","0.0045267","4.4712213","0.0000382","3.771","0.617","5.595076","0.498258","5140","458.807","15.8899","4.0576","5650.08","2415","16","736.403","9.0185","7586","145.7","4.22","0.08","1.71","0.06","","","1.76","0.292697","8,9,34,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"348756659","4823.01","TIC 348756659.01","3","4","4","3","3","4","4","52.3","146.1","121.22","1","2","3","PC","PC","12.3474","0.008","1","spoc-s61-b0A","CTOI","134.192296","-12.572658","-27.316","0.074","24.101","0.086","2459964.280868","0.0006373004","3.7260939116487","0.00017559367","3.1192423359491","0.055218387","19.976752","0.270852","18231.035250819","249.43272","13.58879207739","0.7482983","428.58615534532","1160.4576184575","62.22323","401.311","8.785","5736","124.9","4.45","0.08","0.99750000238419","0.0526256","","","1.025","0.132696","8,35,61","found in faint-star QLP search and CTOI from Marco Montalto","2021-12-21","2023-08-10","2023-08-18"
+"179687771","4824.01","","3","4","3","3","3","4","4","18.6","47","122.97","1","1","1","PC","PC","12.8792","0.007","1","qlp-s35-faintsearch","FAINT","147.253606","-3.609379","-12.732","0.038","1.825","0.037","2459278.833839","0.0026039","5.124162","0.0000251","4.651","0.294","7.2224","0.005193","6630","4.7832","13.6708","0.827621","581.326","1367","20","839.462","17.2635","5750","125.2","4.01","0.08","1.65","0.09","","","1.03","0.126206","8,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"53047383","4825.01","","3","4","3","3","3","4","4","","","317","1","0","1","PC","PC","11.2275","0.6","1","spoc-s01-s65-b0A-PC","QLP","125.901301","-42.081323","-0.961","0.028","1.382","0.026","2459963.644232","0.0015892873","2.8183053030143","0.0001478377","4.1516796477674","0.11828905","8.62901","0.184495","7916.113186581","169.91205","","","655.19711448645","1290.3655018413","31.65196","1060.4","19.085","","","","","","","","","","","34,35,61,62","found in faint-star QLP search; no stellar radius in report; Gaia DR2 has Rstar ~ 2 Rsun which would indicate companion is planetary in size","2021-12-21","2024-09-06","2024-09-07"
+"17683158","4826.01","","3","4","3","3","3","4","4","20.8","59.8","123.99","0","0","1","PC","PC","12.8972","0.006","1","qlp-s35-faintsearch","FAINT","135.722015","-33.294867","-19.619","0.023","22.933","0.026","2459271.205436","0.0031647","5.9730504","0.0000338","4.041","0.352","8.961635","0.008599","8220","7.91951","13.7408","0.765335","421.342","1262","13","725.382","10.243","6137","125.8","4.2","0.08","1.41","0.06","","","1.16","0.162346","8,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"332630868","4827.01","","5","5","5","5","5","5","5","0.1","16.3","127.5","0","0","0","PC","FP","12.3805","0.006","1","qlp-s35-faintsearch","FAINT","136.943663","-17.051007","8.908","2.107","-3.021","2.106","2458525.417575","0.0025285","736.5601487","0.0041739","4.183","0.205","3.915703","0.010499","3600","9.66992","13.9475","","0.0558395","","12","478.847","","5895.4","","","","1.31","","0.0510485","0.0810161","","","8,35","period likely several times shorter than max period of ~736 days; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"291469139","4828.01","","3","4","3","3","1","4","4","4.2","36.5","51.02","3","0","0","PC","PC","13.351","0.006","1","qlp-s35-faintsearch","FAINT","111.14992","-48.619915","4.468","0.027","-18.01","0.028","2459265.674593","0.0032647","19.0286016","0.000185","3.938","0.346","9.717265","0.016747","8910","15.4246","8.13514","","13.7261","536","14","332.884","1.5675","4733","122","4.5","","0.81","","","","0.76","","7,8,33,34,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"268439377","4829.01","","5","5","5","5","5","5","5","21","50.7","82.68","0","0","0","PC","FP","13.1591","0.006","1","qlp-s35-faintsearch","FAINT","116.835959","-49.122453","1.335","0.033","2.225","0.034","2459279.259801","0.0019606","0.9855374","0.0000038","1.18","0.168","3.577961","0.00807","3290","7.43254","10.8393","","1493.99","1732","17","1007.8","19.7475","6198.4","88.5","4.02","","1.76","","-0.164454","0.0817319","1.19","","7,8,9,34,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"1260235","4830.01","","3","4","3","3","3","4","4","","","317","0","0","1","PC","PC","12.2452","0.007","1","qlp-s35-faintsearch","FAINT","131.407601","-26.503052","3.137","0.138","-2.713","0.111","2459275.292996","0.004313","7.6945481","0.0000678","3.436","0.568","3.817638","0.008003","3510","7.37103","","","87.6747","852","14","2693.98","587.91","4875.8","138.3","","","","","","","","","8,34,35","found in faint-star QLP search; no stellar radius; host star likely evolved based off Teff and plx; need Rstar < 4 Rsun for Rp to planetary","2021-12-21","2024-08-22","2024-08-22"
+"17896514","4831.01","","3","4","3","3","3","4","4","24.2","24","317","1","0","1","PC","PC","12.292","0.006","1","qlp-s35-faintsearch","FAINT","136.219646","-31.930076","-10.421","0.038","0.545","0.056","2459279.810162","0.005931","2.6375869","0.0000246","4.029","0.418","3.926599","0.006685","3610","6.15691","16.5853","1.24478","2389.95","1947","12","1142.11","42.605","6196","106.3","3.59","0.09","2.9","0.17","-0.339971","0.0661808","1.19","0.167268","8,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"186470968","4832.01","","3","4","3","3","1","4","4","26","77.6","57.77","1","0","0","PC","PC","13.7028","0.007","1","qlp-s35-faintsearch","FAINT","132.682582","-34.782931","-32.874","0.038","-21.244","0.039","2459990.290039","0.0013714909","2.7805098","0.0009159","1.547","0.244","17.291598","0.069835","15800","64.3181","8.80341","0.654227","48.6261","735","11","256.922","1.7015","3949","157","4.59","0.01","0.68","0.02","","","0.648265","0.0203657","35,61,62","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"176442805","4833.01","","3","4","3","3","3","4","4","18.6","61.2","99.85","0","6","1","PC","PC","12.2709","0.007","1","qlp-s35-faintsearch","FAINT","131.897866","-21.859336","-8.723","0.086","3.797","0.08","2459278.576518","0.0014531","3.6520005","0.0000112","3.638","0.187","4.995001","0.002158","4590","1.98768","12.1216","0.96246","1753.41","1802","29","878.599","55.6225","7194","127.5","4.19","0.1","1.69","0.13","","","1.61","0.273203","8,34,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"77550515","4834.01","","3","4","3","3","1","4","4","15","46.9","55.8","1","0","0","PC","PC","13.0519","0.007","1","qlp-s35-faintsearch","FAINT","142.40406","-0.992604","-5.699","0.105","11.469","0.203","2459275.262066","0.0027036","3.118166","0.0000235","2.285","0.274","5.605989","0.013127","5150","12.0907","8.60632","","273.914","1133","13","537.158","15.1625","5218.8","42.2","4.27","","1.15","","0.026","0.04","0.89","","8,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"434428836","4835.01","","3","4","3","3","1","4","4","14.7","38.4","121.52","0","0","0","PC","PC","13.0341","0.007","1","qlp-s35-faintsearch","FAINT","139.346697","-20.923355","2.831","0.044","-14.522","0.053","2459278.922756","0.0037421","5.1953991","0.0000486","3.032","0.515","5.355006","0.012009","4920","11.0608","13.6454","","343.068","1198","12","1068.04","30.59","6047","122","3.97","","1.82","","","","1.12","","8,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"231559817","4836.01","","3","4","3","3","3","4","4","25.3","85.9","123.01","1","2","2","PC","PC","11.031","0.031","1","spoc-s61-b0A","FAINT","127.690441","-27.408239","-5.5","2.8","0.5","2.4","2459965.74527","0.0017529663","5.1035091380971","0.00067420374","3.7190896087179","0.15555067","4.044805","0.216819","3718.4722724222","199.67812","13.7067","9.67955","296.84574690437","1058.6501351399","18.135302","790.152","","8086","221","4.1","1.42","2.07","1.46","","","","","8,34,35,61","found in faint-star QLP search; stellar parameters and planet radius from qlp-s08-ffi since spoc-s61-b0A is assuming solar radius; variable host; multiple stars in pixel","2021-12-21","2024-09-06","2024-09-07"
+"19612445","4837.01","","3","4","3","3","3","4","4","17","73.2","50.13","0","0","1","PC","PC","10.5378","0.006","1","qlp-s35-faintsearch","FAINT","139.870171","-32.297525","-10.1","2.5","1.2","2.4","2459991.372991","0.0021083597","4.4644761","0.0000136","1.185","0.184","1.836446","0.003672","1690","3.38183","8.09695","","136.451","","15","353.288","","7013","","","","1.7","","","","","","8,9,35,62","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"374200604","4838.01","","5","5","5","5","5","5","5","61.2","120.6","105.85","7","6","7","KP","FP","11.869","0.007","1","spoc-s01-72-b0A-PC","FAINT","158.073445","2.237845","-1.109","0.068","-19.544","0.066","2459525.795452","0.0004845685","0.76001901813468","0.000009617417","0.6387380397405","0.21088833","2.027429","0.149564","1865.5886517587","137.7442","7.2902589376596","5.471068","9667.9228083512","2529.0245379306","15.336781","515.491","12.07","5690.2","141.2","4","0.08","1.6599899530411","0.100274","0.252","0.036","1.01","0.126281","35,45,46,72","K2-399 b; found in faint-star QLP search; v-shaped","2021-12-21","2024-09-06","2024-09-07"
+"38118291","4839.01","","3","4","3","3","3","4","4","","","32.16","3","0","1","PC","PC","12.3907","0.006","1","qlp-s35-faintsearch","FAINT","137.018935","-28.916052","-10.36","2.162","5.276","2.161","2459273.977808","0.0105359","13.3441946","0.0002406","4.743","1.299","3.545282","0.013998","3260","12.893","","","58.1944","769","9","","","4866.9","267.7","","","","","","","","","8,35","found in faint-star QLP search; centroid image failed; no stellar radius","2021-12-21","2024-08-22","2024-08-22"
+"80029842","4840.01","","5","5","5","5","5","5","5","4.6","29.1","15.48","0","0","0","PC","FP","12.2896","0.006","1","qlp-s35-faintsearch","FAINT","121.23238","-47.76813","-5.803","0.051","4.208","0.064","2459279.306422","0.0058862","2.3992876","0.0000256","2.545","0.418","1.281925","0.004326","1180","3.98393","4.05839","0.310778","1543.44","1746","10","502.28","6.543","6536","130.2","4.45","0.09","1.15","0.05","","","1.35","0.229447","7,9,34,35","found in faint-star QLP search; possible L1 candidate with Rp error","2021-12-21","2024-08-22","2024-08-22"
+"453060368","4841.01","TIC 453060368.01","3","4","3","3","3","4","4","19.9","87.6","96.5","1","0","2","PC","PC","12.7964","0.016","1","qlp-s35-faintsearch","FAINT","145.897267","0.615029","-28.137","0.088","11.11","0.071","2459271.894843","0.0016971","9.6284672","0.0000266","3.554","0.137","19.710224","0.007382","17990","6.79878","11.9294","0.805713","66.4905","795","35","355.116","6.0045","5388.3","115.4","4.53","0.08","0.88","0.06","-0.686383","0.0216809","0.94","0.118016","8,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"131034657","4842.01","","3","4","3","3","3","4","4","27","22.9","317","0","0","1","PC","PC","11.8379","0.007","1","qlp-s35-faintsearch","FAINT","117.471528","-38.222254","-4.598","0.046","8.803","0.05","2459271.888906","0.0031248","5.3374045","0.0000314","1.849","0.487","3.02255","0.010195","2780","9.39018","16.5532","","104.023","889","16","696.792","15.8765","5064.7","96.5","","","3.01","","","","","","7,8,34,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"258051471","4843.01","","3","4","3","3","3","4","4","9.1","36.3","80.4","5","2","1","PC","PC","12.403","0.009","1","qlp-s35-faintsearch","FAINT","126.694615","-27.024954","-11.851","0.038","-0.144","0.04","2459970.499681","0.004134551","8.3548746","0.0000638","3.253","0.346","4.526083","0.006073","4160","5.59354","10.7025","0.665824","205.555","1054","15","846.607","20.6085","6643","134.6","4.16","0.09","1.63","0.08","","","1.4","0.233783","8,34,35,61","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"143994382","4844.01","","3","4","3","3","3","4","4","20.6","76.7","96.79","2","0","1","PC","PC","12.5368","0.006","1","qlp-s35-faintsearch","FAINT","119.174735","-42.963073","-3.933","0.042","8.491","0.044","2459991.385346","0.0019298987","4.5425274","0.0000324","2.92","0.408","9.454377","0.016735","8670","15.4135","11.925","0.721488","818.029","1489","13","686.445","11.66","7333","139","4.45","0.08","1.28","0.05","","","1.66","0.275199","7,8,34,35,61,62","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"26305150","4845.01","","3","4","3","3","3","4","4","14.2","32.4","98.32","1","0","1","PC","PC","12.749","0.008","1","spoc-s62-b0A","QLP","153.910453","-9.324686","-7.323","0.047","-10.603","0.053","2459992.31448","0.004446812","4.219089967096","0.0014656602","4.9314031865187","0.33917832","3.691011","0.226201","3393.775247848","208.31734","12.013622255789","1.5508232","1222.5643549873","1508.126189908","12.8348875","850.137","33.296","5367","126.9","3.79","0.09","2.0238499641419","0.136583","","","0.93","0.113775","35,62","found in faint-star QLP search","2021-12-21","2023-10-02","2023-10-19"
+"418971787","4846.01","","5","5","5","5","5","5","5","11.8","53.1","15.58","0","0","0","PC","FP","13.0246","0.006","1","qlp-s35-faintsearch","FAINT","120.497337","-35.061315","7.589","0.027","1.303","0.029","2459277.893321","0.0037196","1.0638184","0.0000071","3.191","0.39","3.501711","0.005209","3220","4.79803","4.08617","","4267.44","2251","18","282.469","1.3195","4963","122","4.63","","0.73","","","","0.82","","7,8,34,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"186541435","4847.01","","3","4","3","3","3","4","4","","","44.36","1","0","1","PC","PC","12.3056","0.006","1","qlp-s35-faintsearch","FAINT","132.809802","-31.914744","-3.365","2.109","4.235","2.109","2459271.910973","0.0043601","7.0465721","0.0000547","2.322","0.395","5.180444","0.01077","4760","9.91938","","","27.9177","640","9","","","4332.6","93","","","","","","","","","8,35","found in faint-star QLP search; no stellar radius; host is likely evolved based off Teff and plx; need Rstar < 4 Rsun for Rp to be planetary","2021-12-21","2024-08-22","2024-08-22"
+"134596619","4848.01","","3","4","3","3","1","4","4","15.3","50","101.71","0","0","0","PC","PC","13.0971","0.007","1","spoc-s01-s65-b0A-PC","FAINT","122.493817","-37.073013","-3.081","0.027","5.271","0.032","2459966.239964","0.0034375533","3.7235406957695","0.0004931412","2.1053503258796","0.24985236","8.818","1.16461","8088.7861019236","1072.0703","18.047884823669","14.271755","2131.4870510786","1732.967524632","11.740495","1097.3","19.685","7492","122","4.29","","1.5487899780273","","","","1.72","","7,8,34,35,61,62","crowded field; found in faint-star QLP search","2021-12-21","2024-09-06","2024-09-06"
+"132534906","4849.01","","5","5","5","5","5","5","5","17.3","75.8","50.15","0","0","1","EB","FP","12.5874","0.006","1","qlp-s35-faintsearch","FAINT","119.771898","-37.900646","1.578","0.032","20.622","0.037","2459277.978622","0.0029725","3.0617364","0.0000197","1.947","0.256","7.21147","0.017209","6620","15.85","8.08218","0.549472","583.235","1369","13","483.182","5.009","6783","131.6","4.62","0.09","0.98","0.04","","","1.46","0.248518","7,8,34,35,61","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"332705008","4850.01","","3","4","3","3","3","4","4","34.1","56.6","317","1","0","1","PC","PC","12.8901","0.008","1","qlp-s35-faintsearch","FAINT","150.189168","-14.834691","-15.948","0.045","-10.624","0.045","2459269.733623","0.0047987","7.6778158588864","0.00124068","3.492","0.368","6.938262","2.949877","6370","2713.25","17.73","6.88543","680.523","1422","14","643.481","12.0355","5938","126.9","4.32","0.08","1.19","0.06","","","1.08","0.140966","8,35,62","found in faint-star QLP search; odd-even likely due to the only odd-transit occurring at start of orbit","2021-12-21","2024-08-22","2024-08-22"
+"60377863","4851.01","","2","4","2","2","3","4","4","1.1","23.3","5.19","0","0","1","PC","PC","9.4051","0.006","1","qlp-s35-faintsearch","FAINT","112.229289","-44.139772","-16.087","0.052","81.461","0.047","2459278.824612","0.0061827","21.6091483","0.0004237","6.112","1.415","0.347491","0.0013","320","1.19731","2.134","0.170092","103.508","888","10","125.772","0.4755","5967","133","4.36","0.08","1.15","0.05","","","1.09","0.14208","7,8,34,35","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"74712191","4852.01","TIC 74712191.01","3","4","3","3","3","4","4","23.5","89.2","118.01","1","0","1","PC","PC","11.8422","0.007","1","qlp-s36-faintsearch","FAINT","137.795138","-42.518066","-15.257","0.046","3.23","0.049","2459304.797295","0.0011417","7.2307407","0.0000145","4.646","0.325","8.655152","0.002101","7940","1.93488","13.364","0.498144","1009.89","1570","44","603.347","10.71","7747","135.2","4.39","0.08","1.43","0.05","","","1.83","0.289775","8,9,35,36","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"74530173","4853.01","","3","4","3","3","1","4","4","13.5","59","65.51","1","0","0","PC","PC","13.2181","0.006","1","qlp-s36-faintsearch","FAINT","137.631803","-43.743559","-18.666","0.034","5.546","0.033","2459303.196658","0.0028761","7.2333744","0.0000361","1.118","0.212","11.515368","0.045306","10550","41.7278","9.46193","","14.6012","544","9","428.288","4.073","5508","122","4.53","","0.89","","","","0.97","","8,9,35,36","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"70780410","4854.01","","3","4","3","3","1","4","4","12.5","39.1","61.3","0","0","0","PC","PC","13.2372","0.011","1","qlp-s36-faintsearch","FAINT","151.906378","-31.768952","-18.951","0.034","-6.353","0.04","2459991.881756","0.0028398158","3.9230475","0.0000306","2.559","0.541","5.005909","0.014498","4600","13.353","9.13123","","336.151","1192","11","722.239","12.685","5620","122","4.23","","1.28","","","","1","","9,35,36,62","found in faint-star QLP search; two stars in pixel","2021-12-21","2024-08-22","2024-08-22"
+"44514807","4855.01","","3","4","3","3","3","4","4","15.1","18.7","317","0","0","1","PC","PC","12.9514","0.006","1","qlp-s36-faintsearch","FAINT","145.691325","-39.786778","-7.519","0.032","5.087","0.038","2459290.955895","0.003468","7.5872202","0.000052","1.826","0.422","4.635116","0.020922","4260","19.2696","16.4426","1.36529","76.4611","823","10","1198.79","34.445","6419","131.5","3.86","0.09","2.21","0.11","","","1.29","0.20695","9,35,36","found in faint-star QLP search; slight depth aperture correlation","2021-12-21","2024-08-22","2024-08-22"
+"428685938","4856.01","","5","5","5","5","5","5","5","3","84.4","45.63","1","0","2","EB","FP","14.379","0.007","1","qlp-s36-faintsearch","FAINT","180.231429","-23.634554","-60.995","0.121","38.976","0.059","2460022.855249","0.0015956159","14.4896397","0.003506","1.898","0.247","44.401089","0.103083","40070","94.9383","7.558","0.446523","1.21746","292","15","119.474","0.9925","3376","157","4.87","","0.35","0.01","","","0.339059","0.0205456","36,63","found in faint-star QLP search; slight depth aperture correlation; TFOP FP/retired as 27.884670 d EB","2021-12-21","2024-08-22","2024-08-22"
+"35972578","4857.01","","3","4","3","3","1","4","4","35.4","80","124.64","1","0","0","PC","PC","13.1051","0.006","1","qlp-s36-faintsearch","FAINT","149.242428","-43.384703","-10.011","0.028","-14.029","0.034","2459304.811948","0.0016774","1.8881146","0.0000061","2.761","0.377","9.848732","0.007316","9030","6.73859","13.7957","","2630.38","1995","31","849.5","13.8315","6309","122","4.23","","1.42","","","","1.24","","9,36","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"262499797","4858.01","","3","4","4","3","3","4","4","70.9","180.8","102.65","5","0","2","PC","PC","14.8083","0.008","1","qlp-s36-faintsearch","FAINT","109.880143","-55.728421","54.385","0.124","-92.48","0.092","2459989.547527","0.00084666524","1.7508811","0.0000923","1.13","0.159","68.185715","0.288357","60870","265.551","12.2167","0.88106","27.3999","637","31","193.977","2.033","3333","157","4.79","0.01","0.44","0.01","","","0.439909","0.0207054","35,36,61,62","found in faint-star QLP search; v-shaped; Rp likely too large for M dwarf host","2021-12-21","2024-08-22","2024-08-22"
+"152467154","4859.01","","3","4","3","3","1","4","4","46.6","77.9","317","1","0","0","PC","PC","13.1012","0.006","1","qlp-s36-faintsearch","FAINT","171.798638","-36.070515","-36.886","0.029","-21.174","0.023","2459291.242923","0.0024877","7.1878971","0.000035","3.321","0.265","12.481433","5.050249","11430","4640.65","18.372","","287.355","1147","22","434.224","4.4815","5144.9","71","4.4","","0.97","","0.493025","0.0791028","0.87","","10,36","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"335590096","4860.01","","3","5","5","3","4","4","4","97.7","306.1","60.97","4","0","2","PC","CP","13.7726","0.008","1","qlp-s36-faintsearch","FAINT","183.563961","-13.174841","-177.244","0.211","-5.516","0.165","2459304.245613","0.0005869","1.5229985","0.0000704","1.196","0.156","64.9419","0.113262","58060","104.313","8.99483","0.485033","37.1159","687","66","80.1423","0.643","3237","157","4.87","","0.35","0.01","","","0.337566","0.0205314","36","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"71341774","4861.01","","3","4","3","3","3","4","4","9.4","27.4","64.45","0","0","3","PC","PC","12.3349","0.006","1","qlp-s36-faintsearch","FAINT","154.751315","-35.683893","-5.189","0.051","3.053","0.072","2459299.868636","0.005668","3.4321678","0.000036","5.115","0.566","2.119253","0.003645","1950","3.35698","9.36413","0.707453","2393.6","1948","12","946.232","32.565","6176","134","3.82","0.09","2.22","0.13","","","1.18","0.165318","9,36","found in faint-star QLP search; Rp slightly underestimated in fit","2021-12-21","2024-08-22","2024-08-22"
+"322807371","4862.01","","3","4","4","3","4","4","4","","","71.3","0","2","1","PC","CP","11.6707","0.006","1","qlp-s36-faintsearch","FAINT","173.714867","-24.60548","23.791","0.063","-49.468","0.04","2459287.603184","0.0024978","","","5.513","0.78","10.973431","0.011205","10056","10.32","9.93012","0.653946","172.857","1010","28","238.377","2.4135","5427.9","123.3","4.49","0.08","0.91","0.05","0.0162228","0.0654486","0.946","0.123492","9,36","single at ~2287.6 TBJD; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"143032776","4863.01","","3","4","3","3","3","4","4","8.4","94.8","100.4","1","0","2","PC","PC","14.667","0.008","1","qlp-s36-faintsearch","FAINT","167.255241","-10.188311","-56.414","0.125","8.383","0.089","2459289.281849","0.0023674","12.4856615","0.0028788","2.538","0.452","75.610136","0.254311","67270","234.202","12.2535","0.848755","3.28873","375","19","184.734","2.7565","3473","157","4.78","0.01","0.45","0.01","","","0.442985","0.0211035","36","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"48274889","4864.01","","3","4","3","3","1","4","4","12.4","48.6","66.55","1","0","0","PC","PC","13.0585","0.006","1","qlp-s36-faintsearch","FAINT","148.064823","-33.044965","8.389","0.027","-6.881","0.036","2459990.592951","0.0023142127","5.2410982","0.0000223","1.188","0.248","6.162724","0.024906","5660","22.9389","9.54095","","53.3051","752","12","672.022","8.988","6119","123","4.4","","1.12","","","","1.15","","9,35,36,62","found in faint-star QLP search; v-shaped; possible secondary near phase 0.46","2021-12-21","2024-08-22","2024-08-22"
+"143059017","4865.01","","3","5","5","3","1","4","4","28.3","55.9","89.5","2","0","0","PC","APC","13.4804","0.007","1","qlp-s36-faintsearch","FAINT","167.903229","-8.694301","23.301","0.083","-18.989","0.059","2459303.401989","0.0035905","1.2655205","0.0004639","1.344","0.259","6.949189","0.030058","6380","27.6845","11.3966","","583.776","1369","11","803.063","32.2745","5243","122","4.1","","1.41","","","","0.9","","36","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"35758536","4866.01","","3","4","3","3","1","4","4","10.4","40.2","63.89","1","0","0","PC","PC","13.157","0.006","1","qlp-s36-faintsearch","FAINT","148.957422","-43.048866","-16.535","0.024","6.162","0.026","2459302.162367","0.0044689","4.1059615","0.0000332","3.688","0.405","5.71513","0.009088","5250","8.37075","9.32533","","1015.01","1572","12","839.783","12.012","6524","122","4.32","","1.32","","","","1.34","","9,36","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"74484423","4867.01","","3","4","3","3","3","4","4","15.2","43.8","87.81","0","0","1","PC","PC","12.959","0.007","1","qlp-s36-faintsearch","FAINT","137.475656","-43.366847","-15.414","0.024","12.824","0.026","2459992.374372","0.0059928847","2.835273","0.000021","4.249","0.881","3.66511","0.005734","3370","5.28099","11.2429","0.656232","5246.76","2371","14","948.787","14.5805","6996","138.5","4.1","0.08","1.83","0.08","","","1.54","0.258862","8,9,35,36,62","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"362370757","4868.01","","3","4","3","3","3","4","4","","","317","0","0","1","PC","PC","12.8007","0.006","1","qlp-s36-faintsearch","FAINT","145.189317","-49.815667","-8.341","2.935","5.657","2.935","2460014.699711","0.0032189824","3.5164369","0.0000246","3.119","0.608","7.23333","0.016543","6640","15.2363","22.1885","1.74868","227.514","1081","17","","","4395","134.8","","","2.57","0.16","","","","","9,10,35,36,62,63","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"71221700","4869.01","","3","4","3","3","3","4","4","11.7","48","42.4","0","2","1","PC","PC","12.3918","0.01","1","qlp-s36-faintsearch","FAINT","154.048644","-29.976349","","","","","2460016.892261","0.0015270386","3.0978928","0.0000172","1.17","0.223","2.979","0.011434","2740","10.5312","","","133.067","946","9","536.765","","5962","442.3","","","","","","","","","9,36,62,63","found in faint-star QLP search; no stellar radius; possible secondary","2021-12-21","2024-08-22","2024-08-22"
+"446135868","4870.01","","3","4","3","3","1","4","4","17.7","64.3","51.66","0","0","0","PC","PC","13.353","0.006","1","qlp-s36-faintsearch","FAINT","147.429759","-48.111763","-24.055","0.037","23.033","0.037","2460015.549392","0.0031092402","1.8119168","0.0000164","2.618","0.583","5.998949","0.021834","5510","20.11","8.20112","","2335.94","1936","9","643.517","9.049","6146","122","4.54","","0.96","","","","1.17","","9,36,62,63","found in faint-star QLP search; possible offset on nearby TIC 446135867 (Tmag~15.7) in SPOC s62 and s63","2021-12-21","2024-08-22","2024-08-22"
+"168158622","4871.01","","3","4","4","3","3","4","4","73.4","94","317","2","0","1","PC","PC","12.7595","0.008","1","qlp-s36-faintsearch","FAINT","153.17829","-29.168821","-6.595","0.069","5.841","0.059","2459988.602324","0.0037681991","1.7687528","0.0000077","1.471","0.218","4.504278","2.426888","4140","2232.75","19.8865","8.20769","3371.36","2122","11","853.761","27.1295","6176","134.5","4.12","0.09","1.56","0.09","","","1.18","0.171185","9,35,36,62","found in faint-star QLP search; possible phase modulations","2021-12-21","2024-08-22","2024-08-22"
+"310822679","4872.01","","3","4","3","3","3","4","4","8.1","28.1","69.43","0","0","1","PC","PC","12.6425","0.006","1","qlp-s36-faintsearch","FAINT","152.911589","-48.205913","-7.473","0.038","3.439","0.037","2459302.453868","0.0057138","1.7125104","0.0000238","3.465","0.581","1.966963","0.005012","1810","4.61637","9.77984","0.779756","12427.4","2941","10","1670.56","68.065","7938","146","3.92","0.08","2.52","0.13","","","1.91","0.306928","9,10,36","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"228694725","4873.01","","3","4","3","3","3","4","4","20","69","35.07","3","0","1","PC","PC","12.6116","0.008","1","qlp-s37-faintsearch","FAINT","194.027192","-26.204243","-24.526","0.045","-5.613","0.036","2459331.381252","0.0018081","0.8313018","0.0000027","1.181","0.173","1.923456","0.008603","1770","7.9232","6.57285","0.477274","1906.13","1840","12","516.417","7.721","5983","132.1","4.4","0.08","1.1","0.06","","","1.1","0.150519","10,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"463754499","4874.01","","3","4","3","3","1","4","4","16.5","19.4","317","0","0","0","PC","PC","13.1088","0.011","1","qlp-s37-faintsearch","FAINT","154.773709","-58.77487","-4.964","0.033","1.163","0.039","2459331.968016","0.0042755","2.2866856","0.000023","2.881","0.374","4.04647","0.009019","3720","8.30687","14.738","","5350.8","2382","14","1605.92","51.76","8277","122","3.98","","2.41","","","","2.04","","9,10,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"133512515","4875.01","","3","4","3","3","3","4","4","10.6","45.5","80.7","4","0","1","PC","PC","12.5502","0.006","1","qlp-s37-faintsearch","FAINT","150.022254","-53.460937","-21.164","0.038","10.976","0.038","2459330.737173","0.0034233","9.7929019","0.000082","3.362","0.34","6.643273","0.012869","6100","11.8526","10.6608","0.718737","127.221","935","14","651.686","10.6665","6322","138.7","4.28","0.09","1.33","0.06","","","1.25","0.184223","9,10,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"458300989","4876.01","","3","4","3","3","3","4","4","10.4","39.9","62.09","0","0","1","PC","PC","12.5386","0.014","1","qlp-s37-faintsearch","FAINT","159.657502","-56.593205","-12.033","1.186","13.504","1.185","2459328.149645","0.0072094","4.1379542","0.0001625","4.739","0.774","2.837476","0.011357","2610","10.4599","","","","","10","810.688","","","","","","","","","","","","10,36,37","found in faint-star QLP search; no stellar parameters","2021-12-21","2024-08-22","2024-08-22"
+"447054140","4877.01","","3","4","3","3","3","4","4","17.4","56.1","99.31","1","0","1","PC","PC","12.2316","0.006","1","qlp-s37-faintsearch","FAINT","156.66238","-52.23695","-14.404","0.047","4.465","0.047","2459330.373409","0.0017429","5.2220526","0.000017","4.243","0.217","5.278632","0.001495","4850","1.37701","12.0807","0.581877","896.671","1524","31","713.47","14.5485","6718","134.4","4.15","0.09","1.67","0.07","","","1.43","0.252908","9,10,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"144155193","4878.01","","3","4","3","3","1","4","4","20.5","58.7","113.54","1","0","0","PC","PC","13.4358","0.006","1","qlp-s37-faintsearch","FAINT","188.544304","-41.837289","-2.148","0.052","-3.501","0.084","2459330.771658","0.0026462","4.728422","0.0000218","1.398","0.238","11.756804","0.035795","10770","32.9681","13.0542","","59.5611","773","12","720.203","21.885","5655.8","90.5","4.29","","1.18","","0.0934859","0.0896844","1","","10,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"45465399","4879.01","","3","4","3","3","1","4","4","7.8","28.9","68.53","0","0","0","PC","PC","13.3342","0.006","1","qlp-s37-faintsearch","FAINT","130.643983","-59.619955","-5.358","0.063","5.652","0.061","2459325.008186","0.0047559","5.3763108","0.0000454","2.339","0.327","4.395259","0.010706","4040","9.8604","9.71605","","242.224","1099","12","1071.24","36.41","6543","122","4.2","","1.53","","","","1.35","","8,9,10,35,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"245099574","4880.01","","3","4","3","3","3","4","4","33.7","38.2","317","2","0","1","PC","PC","12.8382","0.007","1","qlp-s37-faintsearch","FAINT","198.004287","-53.449373","9.727","0.053","-3.456","0.054","2459329.598741","0.0032435","3.4717583","0.0009423","3.494","0.245","12.536349","0.010826","11480","9.97107","15.0586","0.858916","1172.33","1630","16","717.786","13.859","6549","133.8","4.26","0.09","1.43","0.07","","","1.35","0.222607","37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"359735804","4881.01","","3","4","3","3","1","4","4","10.3","23.8","87.89","0","0","0","PC","PC","13.2953","0.006","1","qlp-s37-faintsearch","FAINT","140.897667","-61.880266","3.327","0.038","-3.345","0.03","2460015.729632","0.006124786","4.4158835","0.0000447","4.663","0.53","3.534389","0.006613","3250","6.09072","11.2662","","647.404","1405","13","977.09","15.3075","5306","122","3.78","","2.03","","","","0.91","","9,10,36,37,62,63","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"458331312","4882.01","","3","4","3","3","3","4","4","32.9","112.3","95.51","1","2","1","PC","PC","11.2673","0.006","1","qlp-s37-faintsearch","FAINT","159.546802","-54.579059","-22.062","0.05","8.013","0.04","2459329.594358","0.0012387","4.4360402","0.0000188","2.438","0.269","7.670615","0.007044","7040","6.4873","11.7883","0.65443","410.649","1254","33","408.748","4.814","6633","132.4","4.29","0.09","1.39","0.06","","","1.39","0.236382","10,36,37","found in faint-star QLP search; possibly on neighbor TIC 458331314","2021-12-21","2024-08-22","2024-08-22"
+"446463666","4883.01","","3","4","3","3","3","4","4","12.1","41.2","80.79","0","0","1","PC","PC","12.9582","0.006","1","qlp-s37-faintsearch","FAINT","155.731521","-50.177433","-13.236","0.031","5.468","0.03","2459328.308088","0.0039917","4.4967355","0.0000301","4.218","0.468","6.850849","0.006637","6290","6.11283","10.7052","0.641647","1127.24","1614","13","907.699","17.035","6534","135.4","4.2","0.08","1.53","0.07","","","1.35","0.212107","9,10,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"80681136","4884.01","","3","4","3","3","1","4","4","18.7","50.9","87.61","0","0","0","PC","PC","13.351","0.007","1","spoc-s01-s65-b0A-PC","FAINT","165.888577","-51.459236","-8.539","3.06","4.815","3.059","2460015.656298","0.0031534329","1.5300842845759","0.00016353854","3.1055944584632","0.3937829","4.562767","0.320045","4193.6456999711","294.72925","","","1479.3430207188","1581.7468248792","11.903917","1102","","5951","710.7","","","","","","","","","10,36,37,63,64","found in faint-star QLP search; no stellar radius","2021-12-21","2024-09-07","2024-09-08"
+"72504752","4885.01","","3","4","3","3","1","4","4","25.4","36.5","317","0","0","0","PC","PC","13.3328","0.008","1","qlp-s37-faintsearch","FAINT","187.712917","-44.618489","-1.142","4.554","17.194","4.554","2459321.242029","0.0027165","6.9392854","0.0000363","5.859","0.263","15.957587","0.007187","14590","6.61952","","","","","22","691.779","","","","","","","","","","","","10,37","found in faint-star QLP search; no stellar radius in report but Gaia DR2 Rstar = 1 +/- 0.25 which indicates Rp is planetary","2021-12-21","2024-08-22","2024-08-22"
+"457743020","4886.01","","3","4","3","3","3","4","4","42.9","66.2","317","1","0","1","PC","PC","12.9004","0.007","1","qlp-s37-faintsearch","FAINT","158.261633","-57.281506","-12.973","0.029","3.519","0.03","2459327.581873","0.0010689","3.251249","0.0000089","2.123","0.293","13.151596","0.01749","12040","16.1091","19.6899","1.12885","706.995","1436","34","997.825","17.9015","6951","136.5","4.18","0.09","1.66","0.07","","","1.52","0.245933","10,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"274911400","4887.01","","3","4","3","3","3","4","4","13.3","43.9","101.68","0","0","1","PC","PC","12.6039","0.008","1","qlp-s37-faintsearch","FAINT","149.552915","-58.947542","-21.822","0.037","14.711","0.033","2459325.946083","0.0060474","5.1873583","0.00006","5.228","0.507","4.188152","0.008365","3850","7.70398","12.2426","0.729194","2667.28","2002","13","983.925","19.206","7868","146.4","4.13","0.08","1.96","0.07","","","1.88","0.294802","9,10,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"309292963","4888.01","","3","4","3","3","3","4","4","6.6","30.9","50.26","7","0","1","PC","PC","12.0728","0.006","1","qlp-s37-faintsearch","FAINT","124.337853","-60.030976","-4.98","0.053","7.402","0.047","2459319.759823","0.0057424","9.4185437","0.0001015","4.259","0.504","2.902793","0.004021","2670","3.70336","8.08768","0.504643","223.026","1076","15","595.898","9.0255","6243","127.9","4.12","0.09","1.58","0.07","","","1.21","0.186868","4,5,8,10,35,36,37","found in faint-star QLP search; weak transit shape due to poor detrending","2021-12-21","2024-08-22","2024-08-22"
+"441936163","4889.01","","3","4","3","3","3","4","4","","","25.4","0","0","3","PC","PC","12.6063","0.006","1","qlp-s37-faintsearch","FAINT","145.791652","-56.421755","","","","","2460041.259254","0.0024811658","1.895234","0.0000067","0.868","0.217","2.685086","0.036019","2470","33.1743","","","24.4753","619","9","","","3525","85.4","","","","","","","","","9,10,36,37,62,63,64","V-shaped; found in faint-star QLP search; no stellar radius or plx but color suggests host star is cool","2021-12-21","2024-08-22","2024-08-22"
+"92004082","4890.01","","3","4","4","3","3","4","4","46.1","54.7","317","4","0","1","PC","PC","11.6042","0.006","1","qlp-s37-faintsearch","FAINT","172.065775","-49.667865","-15.449","0.046","2.357","0.045","2459328.767105","0.0010477","3.0475227","0.0003807","2.953","0.15","9.060165","0.002523","8310","2.32331","14.8539","0.720619","1293.5","1670","36","575.512","10.093","6823","131.9","4.19","0.09","1.6","0.07","","","1.47","0.258106","37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"458199018","4891.01","","3","4","3","3","3","4","4","59.1","126.3","317","0","0","1","PC","PC","12.8844","0.008","1","spoc-s01-s65-b0A-PC","QLP","159.396893","-56.743513","-2.904","2.958","1.373","2.958","2460016.760002","0.0019200454","2.4498011857702","0.0001674462","3.918916782253","0.14031528","13.46168","0.35729","12322.11830436","329.02243","","","789.79595630768","1352.0678186844","22.871021","1393.25","","","","","","","","","","","","10,36,37,63,64","found in faint-star QLP search; no stellar radius","2021-12-21","2024-01-18","2024-01-27"
+"6010784","4892.01","","3","4","3","3","1","4","4","13.2","41.4","87.09","1","0","0","PC","PC","13.2078","0.008","1","qlp-s37-faintsearch","FAINT","193.942675","-18.736439","-8.396","0.065","8.277","0.061","2459323.755016","0.0038781","4.516649","0.0000344","3.654","0.336","6.654198","0.009275","6110","8.54266","11.1801","","509.073","1323","16","849.685","26.4825","5850","122","4.17","","1.4","","","","1.06","","10,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"441234277","4893.01","","3","4","3","3","3","4","4","","","98.4","1","0","1","PC","PC","12.6087","0.006","1","qlp-s37-faintsearch","FAINT","145.257124","-57.379026","-9.255","3.004","-0.064","3.004","2459325.325178","0.0019173","7.3262605","0.0000265","1.786","0.313","13.27249","0.033041","12150","30.4314","","","24.4878","619","20","","","4884.2","190.9","","","","","","","","","9,10,36,37","crowded; found in faint-star QLP search; no stellar radius; host is subgiant; Rp is likely planetary","2021-12-21","2024-08-22","2024-08-22"
+"469333534","4894.01","","3","4","3","3","1","4","4","14","41.6","96.67","0","0","0","PC","PC","13.4175","0.006","1","qlp-s37-faintsearch","FAINT","148.804843","-57.332467","-10.074","3.588","-10.33","3.588","2459329.469535","0.0058877","3.5611222","0.0000479","2.736","0.581","5.704216","0.025069","5240","23.0888","12.6024","1.19618","340.982","1197","10","1092.05","","5260","156.1","","","1.76","0.1","","","","","9,10,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"463365347","4895.01","","3","4","3","3","3","4","4","12","43.1","87.59","1","0","1","PC","PC","12.1122","0.007","1","qlp-s37-faintsearch","FAINT","153.729627","-58.677888","-13.857","0.045","3.118","0.045","2459321.815644","0.0024856","8.9641788","0.0000937","1.636","0.276","3.817638","0.015638","3510","14.4031","11.2056","0.885082","56.781","764","10","638.197","10.9955","6956","140.1","4.12","0.09","1.77","0.08","","","1.52","0.262646","9,10,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"438278301","4896.01","","3","4","3","3","3","4","4","11.9","45.2","79.46","0","0","1","PC","PC","12.554","0.006","1","qlp-s37-faintsearch","FAINT","142.254042","-58.862842","-11.153","0.044","11.298","0.038","2459322.428954","0.0050867","5.1609259","0.0000542","4.411","0.53","5.005909","0.008719","4600","8.03029","10.5964","0.679803","1325.48","1680","10","837.932","16.8435","7102","132.1","4.23","0.09","1.6","0.07","","","1.58","0.275248","9,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"81693792","4897.01","","3","4","3","3","1","4","4","17.4","59.1","92.49","1","0","0","PC","PC","13.1546","0.006","1","qlp-s37-faintsearch","FAINT","167.812428","-50.088877","-18.116","0.028","6.289","0.025","2459329.757212","0.0023981","4.3066915","0.00002","2.149","0.212","8.315933","0.012004","7630","11.0564","11.6239","","313.657","1172","11","781.614","11.825","6618","122","4.4","","1.23","","","","1.39","","10,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"124235800","4898.01","","2","4","2","2","3","4","4","10.1","65.5","11.97","3","0","1","PC","PC","11.9277","0.007","1","qlp-s37-faintsearch","FAINT","197.341671","-32.829454","-116.636","0.066","-48.539","0.061","2459330.01077","0.0020555","2.7652293","0.0000103","1.262","0.219","2.598015","0.006595","2390","6.07417","3.48557","0.201627","33.0144","667","14","98.5958","0.3946","3830","157","4.62","0.01","0.64","0.02","","","0.619077","0.0202249","10,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"376610581","4899.01","","3","4","3","3","3","4","4","28.4","32","317","2","0","1","PC","PC","12.4218","0.006","1","qlp-s37-faintsearch","FAINT","153.027758","-61.462095","-4.888","0.047","1.416","0.044","2459331.214533","0.0030882","2.3908076","0.0000357","3.28","0.49","6.544962","0.013257","6010","12.2105","14.4175","0.92373","3793.38","2186","13","951.545","20.172","7228","135.3","4.15","0.09","1.77","0.08","","","1.62","0.268788","11,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"425508314","4900.01","","3","4","3","3","1","4","4","14.6","17.5","317","0","0","0","PC","PC","13.1119","0.006","1","qlp-s37-faintsearch","FAINT","201.402547","-38.706171","-10.287","0.056","-11.227","0.051","2459320.969034","0.0048066","7.6650157","0.0000671","5.834","0.381","7.834643","0.005631","7190","5.18622","14.8051","","516.192","1327","19","1026.01","38.8435","6085","125","4.04","","1.68","","","","1.14","","11,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"107017977","4901.01","","3","4","3","3","3","4","4","9.3","43.1","82.08","2","0","1","PC","PC","12.5306","0.006","1","qlp-s37-faintsearch","FAINT","182.897552","-31.718427","-22.992","0.045","-14.147","0.035","2459315.344938","0.0025091","16.0462248","0.0000959","2.492","0.372","7.954945","0.010168","7300","9.36506","10.789","0.742008","14.0395","539","18","454.749","5.9535","5295.9","118","4.22","0.08","1.23","0.07","0.0305578","0.0706118","0.91","0.111741","10,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"358072664","4902.01","","5","5","5","5","5","5","5","10.9","32.4","65.62","0","0","0","PC","FP","12.8989","0.006","1","qlp-s37-faintsearch","FAINT","138.943337","-60.291854","0.336","0.031","9.124","0.026","2459327.06697","0.0035454","4.1934945","0.0000346","1.873","0.33","2.946339","0.009913","2710","9.1303","9.49438","0.749546","137.464","953","9","727.548","8.3025","5541","131.8","4.01","0.08","1.63","0.09","","","0.98","0.123093","9,10,35,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"457789844","4903.01","","3","4","3","3","3","4","4","18.9","61.5","105.23","0","0","1","PC","PC","12.3934","0.008","1","qlp-s37-faintsearch","FAINT","158.216344","-59.880412","-6.974","0.048","-2.564","0.047","2459331.925466","0.0028879","4.9142901","0.0000326","4.595","0.315","5.73696","0.005206","5270","4.79532","12.5243","0.634002","2462.94","1962","18","854.029","19.4445","8065","150.5","4.27","0.07","1.7","0.07","","","1.96","0.282266","10,36,37","crowded; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"464388115","4904.01","","3","4","3","3","3","4","4","35.1","65.5","317","2","0","1","PC","PC","12.5927","0.007","1","qlp-s37-faintsearch","FAINT","156.222381","-56.950477","-5.923","0.053","2.609","0.047","2459331.41006","0.0011294","2.4118274","0.0000058","1.722","0.242","10.089797","0.008613","9250","7.93282","19.2999","1.21375","2090.41","1883","32","1470.83","73.74","8765","166.3","4.21","0.08","1.92","0.11","","","2.2","0.31697","9,10,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"463011281","4905.01","","3","4","3","3","3","4","4","14","19.7","317","2","0","1","PC","PC","12.6595","0.006","1","qlp-s37-faintsearch","FAINT","152.727448","-56.182594","1.303","2.994","-6.21","2.994","2459311.21739","0.0040873","11.1378464","0.0001028","1.622","0.399","5.824283","0.042686","5350","39.3149","13.1836","1.26643","18.3455","576","9","852.832","","5809","151.3","","","1.56","0.08","","","","","9,10,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"385459345","4906.01","","3","4","3","3","1","4","4","5.7","31.2","58.3","1","0","0","PC","PC","13.3678","0.006","1","qlp-s37-faintsearch","FAINT","137.989614","-59.602869","-5.595","0.032","15.821","0.028","2459999.63407","0.0049765413","11.976824086297","0.0015115587","3.662","0.472","7.364497","0.020976","6760","19.3197","8.81618","","84.7541","845","10","708.385","8.2385","6059","122","4.41","","1.09","","","","1.13","","9,10,35,36,37,62","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"447585233","4907.01","","3","4","3","3","3","4","4","11.3","41.7","47.39","0","0","1","PC","PC","12.9489","0.006","1","qlp-s37-faintsearch","FAINT","157.67248","-53.568998","","","","","2459329.17652","0.0047455","3.3405202","0.0000282","2.693","0.608","3.425467","0.013627","3150","12.5508","","","361.948","1215","11","604.385","","5108.1","140.8","","","","","","","","","9,10,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"356835341","4908.01","","3","4","3","3","1","4","4","3.5","19.5","72.17","1","0","0","PC","PC","13.2223","0.006","1","qlp-s37-faintsearch","FAINT","135.345703","-63.562345","-9.363","0.036","10.164","0.035","2459311.07958","0.0112343","19.7112002","0.0004001","5.452","0.698","4.515181","0.014824","4150","13.6536","9.99929","","104.142","889","9","1076.25","20.88","6636","122","4.18","","1.59","","","","1.39","","9,10,11,35,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"272211398","4909.01","","3","4","3","3","3","4","4","32.7","48.5","317","8","0","1","PC","PC","10.609","0.007","1","spoc-s14-s65-b0A-PC","FAINT","180.114014","-47.243939","-4.8","1.7","-12.9","1.6","2459316.775014","0.0010630199","11.64846652244","0.000028024602","5.8782939372478","0.117981575","6.735004","0.177523","6183.9678461007","163.49173","16.077877835057","0.3984485","243.83976418774","1007.8499578497","36.47387","341.382","","6496","348.6","4.64","0.17","1.9951800107956","","-0.267348","0.0672552","","","10,37,64","found in faint-star QLP search","2021-12-21","2024-09-06","2024-09-06"
+"303327435","4910.01","","3","4","3","3","1","4","4","30.6","35.2","317","0","0","0","PC","PC","13.467","0.006","1","spoc-s01-s65-b0A-PC","FAINT","164.016026","-54.280472","-26.163","0.035","9.192","0.034","2460018.63378","0.003264315","5.5066909541317","0.00059555937","1.9113879750242","0.17710033","17.60759","1.707432","16086.399083005","1571.3674","14.636649352687","1.1643915","204.56016868922","964.55060518789","11.677083","544.636","7.157","5277","123","4.38","","1.0116100311279","","","","0.9","","10,36,37,63,64","found in faint-star QLP search","2021-12-21","2024-09-06","2024-09-06"
+"303814029","4911.01","","3","4","4","3","3","4","4","18.1","60.3","120.1","3","0","1","PC","PC","12.7706","0.006","1","qlp-s37-faintsearch","FAINT","164.519868","-56.385999","-10.238","0.029","2.621","0.03","2459332.056627","0.0024044","4.4573401","0.0000283","3.75","0.334","8.115734","0.00839","7447","7.72768","13.5074","0.694807","1527.79","1741","12","999.139","17.896","7514","141.4","4.3","0.08","1.54","0.06","","","1.73","0.285379","10,36,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"219769290","4912.01","","3","4","3","3","1","4","4","42.2","77","317","1","0","0","PC","PC","13.346","0.007","1","qlp-s37-faintsearch","FAINT","192.36952","-23.076218","-20.187","0.05","15.548","0.045","2459327.882942","0.003957","7.4105517","0.0000443","1.856","0.283","11.614131","5.246927","10640","4820.94","18.0468","","111.176","904","11","508.676","8.056","5546","122","4.53","","0.89","","","","0.98","","10,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"72401290","4913.01","","3","4","3","3","3","4","4","6.3","43.5","20.44","1","0","1","PC","PC","12.3375","0.006","1","qlp-s37-faintsearch","FAINT","187.110757","-46.072906","-19.402","0.037","-4.767","0.02","2459332.199038","0.0039273","6.5430693","0.0000461","2.585","0.366","4.155454","0.010505","3820","9.67559","4.75554","0.440526","53.4345","753","13","203.601","1.146","4689","127","4.55","0.1","0.76","0.06","","","0.75","0.0894296","10,37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"49254857","4914.01","","3","4","4","3","3","4","4","26.9","115.4","107.2","6","2","1","PC","PC","11.6629","0.012","1","qlp-s37-faintsearch","FAINT","204.542672","-28.142921","-13.357","0.066","-15.313","0.057","2459317.272697","0.0009292","10.5988743","0.0013519","1.638","0.205","14.119119","0.013039","12920","12.0092","12.6054","0.772646","18.1082","574","43","299.89","3.4375","5809.9","123.1","4.42","0.08","1.04","0.05","-0.166743","0.0825371","1.04","0.132074","37","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"440937096","4915.01","","3","4","3","3","3","4","4","","","22.4","0","0","1","PC","PC","11.7211","0.041","1","qlp-s37-faintsearch","FAINT","144.840665","-55.29414","-7.607","0.05","5.045","0.048","2459991.530389","0.0020879651","3.3362143","0.0000161","2.121","0.318","2.315085","0.004263","2130","3.92655","","","","","17","2147.14","136.93","","","","","","","","","","","9,10,36,37,62,63","found in faint-star QLP search; no stellar radius; Gaia parallax of 0.47 mas suggest host is possibly a giant","2021-12-21","2024-08-22","2024-08-22"
+"454069765","4916.01","","5","5","5","5","5","5","5","11.5","37.1","61.14","0","0","0","KP","KP","12.1137","0.006","1","qlp-s37-faintsearch","FAINT","176.240233","-38.139716","-21.126","0.046","-0.988","0.037","2459326.617962","0.0036295","4.1197036","0.0007363","4.547","0.456","2.924566","0.002989","2690","2.75282","9.06392","0.541736","1047.58","1584","20","647.595","14.7305","5848.8","105.9","3.96","0.07","1.79","0.09","0.412489","0.0671756","1.06","0.133559","10,36,37","found in faint-star QLP search; NGTS-13 b","2021-12-21","2024-08-22","2024-08-22"
+"317362389","4917.01","","3","4","3","3","3","4","4","45.8","144.9","118.28","1","0","1","PC","PC","11.1646","0.006","1","qlp-s38-faintsearch","FAINT","203.73203","-64.830059","-8.615","0.04","-5.091","0.043","2459356.533298","0.0031392","4.7738904","0.0011662","3.304","0.244","10.002131","0.013056","9170","12.0249","13.3725","0.790627","597.141","1377","24","364.963","4.4185","6681","129.3","4.33","0.09","1.35","0.06","","","1.41","0.244815","11,38","crowded; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"60859922","4918.01","","3","4","3","3","3","4","4","8.8","38.4","45.24","0","2","1","PC","PC","12.0272","0.009","1","qlp-s38-faintsearch","FAINT","211.722845","-29.306832","1.228","0.065","-0.198","0.061","2459357.329312","0.0041018","6.5329169","0.0000666","3.342","0.537","3.109654","0.004601","2860","4.23795","7.59526","0.514563","221.525","1074","13","465.792","8.4955","5698","129.5","4.15","0.08","1.39","0.07","","","1.01","0.126218","11,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"155419920","4919.01","","3","4","3","3","3","4","4","34.4","38.1","317","0","0","1","PC","PC","12.9098","0.006","1","qlp-s38-faintsearch","FAINT","233.386032","-42.100569","3.85","0.046","-7.486","0.033","2459358.158702","0.0023189","3.6470909","0.0000158","2.383","0.209","10.276112","0.012196","9420","11.2326","16.5056","1.00102","369.697","1221","17","804.907","15.1725","6050","131.3","4.09","0.08","1.58","0.08","","","1.13","0.148225","12,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"132611413","4920.01","","3","4","3","3","3","4","4","26.1","65.3","116.93","3","0","1","PC","PC","12.8127","0.007","1","qlp-s38-faintsearch","FAINT","229.63811","-51.282012","-6.228","0.049","-9.138","0.045","2459358.125475","0.0043127","2.5245706","0.0000524","3.741","0.54","5.245901","0.01693","4820","15.5928","13.3195","0.955661","3197.52","2094","17","832.199","17.5885","6687","134.5","4.15","0.09","1.66","0.08","","","1.42","0.237656","12,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"404227343","4921.01","","3","4","3","3","3","4","4","30.2","83.8","120.57","3","0","2","PC","PC","12.1004","0.007","1","qlp-s38-faintsearch","FAINT","195.436751","-52.591723","1.834","1.174","2.284","1.173","2459344.888612","0.0024567","3.4975869","0.0005047","1.734","0.489","4.896839","0.121734","4500","112.115","13.5654","","1161.69","","22","677.488","","6987","","","","1.69","","","","","","37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"411943564","4922.01","","3","4","3","3","3","4","4","13.8","51.5","82.83","0","0","1","PC","PC","12.798","0.006","1","qlp-s38-faintsearch","FAINT","189.824242","-57.593424","-14.708","2.944","-12.125","2.944","2459359.885613","0.0029849","7.5492321","0.0000742","5.259","0.363","7.113107","0.005574","6530","5.13355","","","251.146","1109","19","610.158","","5295.2","245","","","","","","","","","11,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"219181903","4923.01","TIC 219181903.01","3","4","3","3","3","4","4","9.1","40.5","71.06","9","0","1","PC","PC","12.2607","0.006","1","qlp-s38-faintsearch","FAINT","91.856826","-51.896853","23.47","0.04","-14.492","0.037","2459342.61396","0.0013888","12.9175271","0.0000304","4.46","0.155","5.02227","0.001173","4615","1.08074","9.95556","0.556566","69.9889","805","26","469.545","4.084","5501","126.9","4.17","0.08","1.34","0.07","","","0.96","0.121344","1,5,6,7,8,11,28,31,32,33,34,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"307099276","4924.01","","3","4","3","3","1","4","4","18.6","64.5","116.54","0","0","0","PC","PC","13.0029","0.011","1","qlp-s38-faintsearch","FAINT","179.524506","-60.773949","-6.792","0.067","-0.833","0.056","2459359.002207","0.0037141","3.1467665","0.0000263","3.359","0.283","6.129967","0.010228","5630","9.41992","","","3523.36","2146","12","1196.03","59.61","8232","123","","","","","","","","","10,11,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"399847887","4925.01","","3","4","3","3","1","4","4","17.8","48.9","109.44","0","0","0","PC","PC","13.484","0.006","1","qlp-s38-faintsearch","FAINT","165.117434","-67.872351","-5.332","0.031","-0.49","0.03","2459353.6013","0.0045925","3.9511085","0.0000283","2.727","0.367","8.21747","0.019199","7540","17.6829","12.8323","","388.353","1236","10","883.572","13.9605","5933","122","4.19","","1.38","","","","1.08","","10,11,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"454828937","4926.01","","3","4","3","3","3","4","4","8","27.1","73.65","0","0","1","PC","PC","12.29","0.006","1","qlp-s38-faintsearch","FAINT","177.011518","-72.715335","-9.283","0.046","1.204","0.045","2459351.143054","0.0031333","6.809144","0.0000452","6.35","0.283","2.162768","0.001487","1990","1.36967","10.1542","0.5783","1033.51","1579","17","880.334","21.156","6464","135.3","3.87","0.09","2.2","0.11","","","1.31","0.218942","11,12,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"376421071","4927.01","","3","4","3","3","1","4","4","22.2","46.6","82.81","0","0","0","PC","PC","13.1571","0.006","1","qlp-s38-faintsearch","FAINT","153.244609","-65.847247","-8.355","0.03","-1.319","0.03","2459359.635635","0.0021088","0.8166936","0.000012","1.234","0.207","3.14232","0.008384","2890","7.72176","10.8868","","2102.63","1886","13","1080.6","18.575","5951","122","3.89","","1.97","","","","1.09","","11,36,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"448820344","4928.01","","3","4","3","3","3","4","4","27.1","81.4","104.87","0","0","1","PC","PC","11.3943","0.007","1","qlp-s38-faintsearch","FAINT","213.704034","-66.714696","-1.41","0.035","-5.698","0.042","2459358.786025","0.0037357","2.7792649","0.0000192","3.764","0.388","3.926599","0.003558","3610","3.27738","12.48","0.645411","4287.92","2254","21","686.164","14.454","7544","136.9","4.05","0.08","2.08","0.08","","","1.75","0.294921","11,12,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"359403471","4929.01","","3","4","3","3","1","4","4","45.2","114","107.17","0","0","0","PC","PC","13.405","0.007","1","qlp-s38-faintsearch","FAINT","201.422241","-56.007319","-36.923","0.073","-23.864","0.145","2459358.085914","0.0050337","2.5547255","0.000026","2.953","0.371","6.075374","2.346649","5580","2159.01","13.5829","5.10741","2108.75","1887","10","494.931","13.0535","4956","143","","","0.99","0.06","","","","","11,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"307221757","4930.01","","3","4","3","3","3","4","4","6.2","34.7","29.16","0","0","1","PC","PC","12.0678","0.006","1","qlp-s38-faintsearch","FAINT","208.641888","-45.154479","3.886","0.199","-4.453","0.566","2459358.242592","0.0046252","6.7789159","0.0000541","4.138","0.484","2.870134","0.003681","2640","3.38988","5.88108","0.658657","310.079","1169","17","413.757","41.4235","5804","131.3","4.33","0.11","1.16","0.12","","","1.04","0.128199","11,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"296850254","4931.01","","3","4","3","3","3","4","4","18.1","70.6","64.33","0","0","1","PC","PC","12.129","0.006","1","qlp-s38-faintsearch","FAINT","176.648464","-70.335791","-22.266","1.269","2.463","1.259","2460047.119757","0.0018172917","6.7635161","0.0001223","3.079","0.237","6.195482","0.006882","5690","6.33874","","","74.7856","819","23","330.511","","4847.4","270.8","","","","","","","","","11,37,38,64,65","found in faint-star QLP search; no stellar radius","2021-12-21","2024-08-22","2024-08-22"
+"148772620","4932.01","","3","4","3","3","3","4","4","14.8","31.7","94.71","0","0","1","PC","PC","12.5116","0.006","1","qlp-s38-faintsearch","FAINT","230.921568","-36.199508","-10.17","0.071","-11.148","0.045","2459358.598278","0.00667","3.9417247","0.0000492","5.762","0.983","3.011662","0.00817","2770","7.52476","11.7599","1.09582","1541.06","1745","14","777.484","39.056","4900.9","75","","","2.3","0.17","","","0.94","0.119888","1,2,3,4,5,6,7,8,9,10,11,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"35106764","4933.01","","3","4","3","3","3","4","4","27.6","50.7","317","0","0","1","PC","PC","12.7116","0.006","1","qlp-s38-faintsearch","FAINT","224.731552","-56.41524","-3.882","3.025","4.366","3.025","2459354.560435","0.0061217","5.3861006","0.0000699","4.62","0.528","7.014753","0.010688","6440","9.84367","","","477.988","1302","14","1187.08","","5623.3","344.5","","","","","","","","","11,12,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"292797572","4934.01","","5","5","5","5","5","5","5","25.1","74","111.19","0","0","0","PC","FP","12.6554","0.009","1","qlp-s38-faintsearch","FAINT","218.676874","-58.297303","-7.637","0.083","-8.874","0.088","2459355.677383","0.0090147","2.8013515","0.0000386","5.405","1.516","4.995001","0.34444","4590","317.191","12.9252","3.31566","28108.4","3607","15","824.376","21.544","7518","142.8","4.23","0.08","1.67","0.07","","","1.74","0.264689","11,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"412635642","4935.01","","3","4","4","3","3","4","4","17.8","77.4","116.77","4","0","1","PC","PC","11.5845","0.006","1","qlp-s38-faintsearch","FAINT","193.181287","-58.931711","-0.9","4.6","0.5","4.2","2459333.235529","0.0017143","17.4230202","0.0000635","3.802","0.155","10.22131","0.005018","9370","4.62129","13.3223","","45.6259","","35","458.015","","6282","","","","1.37","","","","","","11,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"68030406","4936.01","","3","4","3","3","1","4","4","21.6","28.7","317","1","0","0","PC","PC","13.0936","0.007","1","qlp-s38-faintsearch","FAINT","190.219208","-55.501594","-7.55","0.025","-4.605","0.024","2459358.593442","0.0017054","4.7750178","0.0000205","3.64","0.189","10.330916","0.005891","9470","5.42584","15.088","","917.418","1533","28","956.723","23.049","7121","122","4.27","","1.53","","","","1.58","","11,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"241638905","4937.01","","3","4","3","3","3","4","4","10.3","25.9","93.69","0","0","1","PC","PC","12.4864","0.006","1","qlp-s38-faintsearch","FAINT","207.66961","-48.807654","-3.896","0.093","-2.15","0.131","2459358.244091","0.0105646","5.0414219","0.0001197","6.675","0.733","2.5436","0.006309","2340","5.81094","11.6667","1.11788","1527.97","1741","11","1030.16","63.256","5838","129.4","3.66","0.09","2.5","0.19","","","1.05","0.130797","11,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"457018819","4938.01","","3","4","4","3","3","4","4","57.7","155.8","120.54","3","0","3","PC","PC","12.4741","0.006","1","qlp-s38-faintsearch","FAINT","201.741869","-55.915198","-9.414","0.037","-4.69","0.043","2459357.454607","0.0023287","2.913692","0.0000177","2.665","0.191","22.078847","0.034672","20130","31.9336","13.5499","0.870113","586.602","1371","79","377.703","3.6995","5816","128.5","4.49","0.07","0.97","0.04","","","1.05","0.129854","11,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"149109125","4939.01","","3","4","3","3","3","4","4","11.1","43.2","108.28","0","0","1","PC","PC","12.1624","0.006","1","qlp-s38-faintsearch","FAINT","231.653777","-41.386244","-6.45","2.952","-6.852","1.497","2459342.285554","0.0046511","9.1717558","0.0052118","3.54","0.428","5.704216","0.008297","5240","7.64188","7.49243","0.439102","328.919","1186","12","972.238","","7513.5","145.4","","","1.08","0.04","","","","","38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"237929468","4940.01","","3","4","4","3","3","4","4","2.2","22.6","27.02","1","0","1","PC","PC","11.8153","0.006","1","qlp-s38-faintsearch","FAINT","58.251168","-62.407968","0.784","0.044","-3.596","0.057","2459317.035473","0.0027653","25.8675892","0.0001066","3.562","0.217","2.532717","0.001554","2330","1.43125","5.64345","0.339106","12.2516","521","14","345.659","3.619","5418.7","157.9","","","1.18","0.06","","","0.97","0.125745","1,2,3,4,8,11,28,29,30,31,34,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"77680373","4941.01","","3","4","4","3","3","4","4","39.3","109.3","83.83","4","0","2","PC","PC","13.1014","0.006","1","qlp-s38-faintsearch","FAINT","239.672825","-27.431264","-17.845","0.069","-6.697","0.038","2459354.639335","0.0012546","3.5569996","0.0000106","1.985","0.103","20.816414","0.014538","18990","13.3897","10.8822","","68.3964","801","26","259.563","2.4025","4440","122","4.49","","0.78","","","","0.695","","12,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-09-12"
+"166242494","4942.01","","3","4","3","3","3","4","4","5.9","32.9","39.13","0","0","1","PC","PC","12.5098","0.006","1","qlp-s38-faintsearch","FAINT","192.817352","-52.810546","-6.559","0.051","1.321","0.046","2459349.600449","0.004912","7.9248476","0.0001038","4.022","0.487","3.621535","0.008227","3330","7.5777","7.01304","0.508034","283.041","1142","12","562.338","13.5725","6274","127.3","4.35","0.09","1.22","0.06","","","1.22","0.180149","11,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"418567812","4943.01","","3","4","3","3","1","4","4","19.3","71.2","66.03","0","0","0","PC","PC","12.998","0.019","1","qlp-s38-faintsearch","FAINT","224.001903","-59.642969","","","","","2459352.427425","0.0019097","8.0176705","0.0000498","2.714","0.25","13.426373","0.016322","12290","15.0331","8.9733","0.782114","26.1122","629","18","","","4353","173.3","","","0.78","0.06","","","","","12,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"242190195","4944.01","","3","4","3","3","3","4","4","20.3","77.8","65.1","0","0","2","PC","PC","13.0161","0.006","1","qlp-s38-faintsearch","FAINT","210.951781","-43.273675","6.351","0.052","-22.801","0.061","2459359.477756","0.0015738","4.075051","0.0000139","1.176","0.225","10.045963","0.03155","9210","29.0583","9.4389","","77.2131","825","16","454.335","8.326","5674","123","4.56","","0.87","","","","1.01","","11,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"332017079","4945.01","","3","4","3","3","1","4","4","82.4","101.1","317","2","0","0","PC","PC","13.184","0.007","1","qlp-s38-faintsearch","FAINT","215.249404","-53.136559","-18.336","0.07","-7.076","0.071","2459357.969995","0.0019274","1.6500255","0.0000062","2.937","0.189","15.605064","1.257957","14270","1157.95","18.0511","","9993.06","2785","45","650.297","13.44","6449","122","4.44","","1.15","","","","1.31","","11,38","V-shaped; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"319783554","4946.01","","5","5","5","5","5","5","5","29.4","92.9","86.46","0","0","0","PC","FP","12.1164","0.008","1","qlp-s38-faintsearch","FAINT","205.145274","-63.742301","-6.418","0.038","-6.122","0.049","2459357.232388","0.0043968","1.819376","0.0000288","2.97","1.015","5.704216","0.088033","5240","81.078","11.1303","1.56849","12022.3","2917","12","664.284","14.649","7567","142.9","4.31","0.08","1.53","0.06","","","1.75","0.279985","11,38","crowded; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"382975217","4947.01","","3","4","3","3","3","4","4","26","75.1","109.48","1","0","1","PC","PC","11.5362","0.006","1","qlp-s38-faintsearch","FAINT","183.798729","-63.61391","-16.299","0.054","-3.527","0.042","2459353.765428","0.0020429","4.1400273","0.000022","3.936","0.381","4.918652","0.002501","4520","2.30323","12.7772","0.68478","1271.14","1663","23","607.38","12.3125","6639","130.3","4.05","0.09","1.85","0.09","","","1.4","0.245929","11,37,38","crowded; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"160476088","4948.01","","3","4","3","3","1","4","4","27.8","77.9","42.74","0","0","0","PC","PC","13.164","0.006","1","qlp-s38-faintsearch","FAINT","226.854216","-45.159596","-1.406","0.068","-3.801","0.048","2459360.065225","0.0018274","0.4722347","0.000002","1.074","0.187","3.926599","0.014585","3610","13.4332","7.34189","","4192.02","2241","13","608.062","11.6295","5827","122","4.37","","1.1","","","","1.05","","11,38","found in faint-star QLP search; transit slightly difficult to see because period is folded on a multiple of the cadence","2021-12-21","2024-08-22","2024-08-22"
+"401028336","4949.01","","3","4","4","3","3","4","4","64.6","81.6","317","5","0","1","PC","PC","12.4171","0.007","1","qlp-s38-faintsearch","FAINT","220.004623","-62.377726","-8.279","0.041","-4.645","0.056","2459356.989907","0.002382","1.7819156","0.0000087","2.748","0.208","13.129617","0.013765","12020","12.6778","17.5347","1.02881","3451.71","2135","19","718.588","18.167","6955","140.2","4.22","0.09","1.58","0.07","","","1.52","0.265499","11,12,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"245341495","4950.01","","3","4","3","3","3","4","4","18.7","59.5","98.26","1","0","3","PC","PC","11.997","0.006","1","qlp-s38-faintsearch","FAINT","199.717658","-50.065379","-12.902","0.08","-5.582","0.117","2459355.717367","0.00211","3.9358604","0.0000211","4.341","0.468","4.907746","0.003316","4510","3.05384","12.0264","0.781008","2417.15","1953","24","776.949","34.915","6975","128.3","4.11","0.1","1.8","0.1","","","1.53","0.261607","11,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"448435566","4951.01","","3","4","3","3","3","4","4","15.8","44.8","74.48","2","0","1","PC","PC","11.8412","0.006","1","qlp-s38-faintsearch","FAINT","210.694695","-70.381177","0.008","0.042","-5.947","0.045","2459357.872468","0.0027884","4.1042587","0.000023","4.642","0.309","3.033438","0.002118","2790","1.95061","10.2079","0.584086","1000.26","1566","12","585.603","10.9545","5823","125.1","3.89","0.08","1.92","0.09","","","1.05","0.12978","11,12,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"400073524","4952.01","","3","4","3","3","3","4","4","14.6","57.2","38.64","0","0","1","PC","PC","12.547","0.006","1","qlp-s38-faintsearch","FAINT","165.71721","-67.231516","-11.18","0.039","-0.568","0.035","2459359.897927","0.0025781","0.6534841","0.0000036","0.988","0.18","2.14101","0.009562","1970","8.80672","6.94706","0.564555","5084.28","2352","12","880.962","17.435","7540","135.8","4.31","0.08","1.53","0.06","","","1.74","0.284328","10,11,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"405571798","4953.01","","3","4","3","3","1","4","4","28.2","35.6","317","0","0","0","PC","PC","13.4571","0.007","1","qlp-s38-faintsearch","FAINT","191.759772","-59.080006","-8.147","0.029","-2.179","0.028","2459357.455769","0.0022874","2.9590176","0.0000183","2.832","0.206","13.679229","0.01753","12520","16.1458","15.6559","","1209.71","1643","16","1022.81","26.475","6808","122","4.31","","1.4","","","","1.47","","11,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"147723246","4954.01","","3","4","3","3","3","4","4","22.2","39.3","317","1","0","1","PC","PC","12.69","0.012","1","qlp-s38-faintsearch","FAINT","232.789568","-53.777178","-7.561","0.051","-4.308","0.045","2459352.202579","0.0029623","6.6819653","0.0000413","4.357","0.195","9.925429","0.007466","9100","6.87651","14.6987","0.627655","2766.53","2020","16","886.651","22.235","10126","295.4","4.49","0.06","1.51","0.05","","","2.6","0.335186","12,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"188865842","4955.01","","3","4","3","3","1","4","4","25.3","78.1","67.94","1","0","0","PC","PC","13.3356","0.006","1","qlp-s38-faintsearch","FAINT","233.735022","-48.546369","-39.771","0.064","-28.146","0.048","2459359.920886","0.0027674","3.1409607","0.0000388","1.284","0.406","11.647053","0.151073","10670","139.134","9.6232","","77.0719","825","9","367.517","4.6855","4924","122","4.5","","0.83","","","","0.81","","12,38","crowded; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"8005485","4956.01","","3","4","4","3","1","4","4","24.4","80.9","108.24","4","0","0","PC","PC","13.3624","0.007","1","qlp-s38-faintsearch","FAINT","234.525576","-30.534246","8.21","0.055","3.415","0.043","2459356.229775","0.0023114","5.1087099","0.0009549","1.011","0.184","17.755027","0.120315","16220","110.808","12.7621","","28.5078","643","14","572.058","12.6855","5770","122","4.52","","0.93","","","","1.03","","38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-09-01"
+"412485680","4957.01","","3","4","3","3","3","4","4","22.3","24.9","317","1","0","1","PC","PC","11.9955","0.008","1","qlp-s38-faintsearch","FAINT","193.084066","-54.22846","-16.449","0.07","-1.797","0.056","2459358.370512","0.0015636","4.6622996","0.00002","3.382","0.194","4.144555","0.002716","3810","2.50108","15.6435","1.06039","778.408","1471","30","914.534","43.7285","6870","133.9","3.82","0.1","2.48","0.15","","","1.49","0.258758","11,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"457649900","4958.01","","3","4","3","3","3","4","4","0.8","24.4","317","0","0","1","PC","PC","10.7546","0.006","1","qlp-s38-faintsearch","FAINT","217.998868","-51.07444","-27.343","0.085","-10.574","0.066","2458606.970698","0.0063809","748.8277169","0.0057585","5.812","0.676","2.355343","1.313471","2167","1209.02","21.1132","8.14178","0.530165","237","15","477.519","8.437","6713","137.6","3.94","0.09","2.11","0.1","","","1.43","0.257324","11,38","period likely several times shorter than max period of ~748.8 days; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"290337456","4959.01","","3","4","3","3","3","4","4","19.5","52.9","125","0","0","2","PC","PC","13.3895","0.007","1","qlp-s38-faintsearch","FAINT","234.283297","-45.43944","-3.429","0.113","-1.285","0.077","2459357.533033","0.0038728","4.6011828","0.000051","3.476","0.346","12.360628","0.022917","11320","21.1075","13.7898","","545.801","1346","11","911.483","50.2545","6183","122","4.21","","1.4","","","","1.18","","12,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"329672278","4960.01","","3","4","3","3","3","4","4","52.4","74","317","2","0","1","PC","PC","10.7133","0.008","1","qlp-s38-faintsearch","FAINT","211.627787","-63.053286","-23.922","0.035","-10.052","0.052","2459357.496025","0.0017834","4.0557174","0.0000246","1.615","0.229","4.613309","0.012004","4240","11.0564","16.4885","0.986089","481.002","1304","12","520.445","10.0425","6664.3","489.7","3.81","0.65","2.2","0.08","","","1.97","0.292504","1,2,3,4,5,6,7,8,9,10,11,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"420202798","4961.01","","3","4","4","3","3","4","4","31.6","121.1","84.68","2","1","1","PC","PC","11.6602","0.006","1","qlp-s38-faintsearch","FAINT","192.501862","-59.891934","2.975","0.04","-17.996","0.042","2459353.799895","0.0009715","7.4791873","0.00002","3.126","0.114","13.855164","0.004018","12680","3.70096","11.0113","0.704087","70.1254","806","61","213.073","1.3625","5078","129.2","4.39","0.08","0.97","0.06","","","0.85","0.0967173","11,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"210681065","4962.01","","3","4","3","3","3","4","4","42.8","65.4","317","0","0","1","PC","PC","12.6445","0.006","1","qlp-s38-faintsearch","FAINT","212.614222","-56.982395","-4.874","1.118","-0.818","1.118","2459359.714227","0.0026802","2.074205","0.0000104","2.806","0.48","8.885006","0.017649","8150","16.255","","","4122.6","2232","19","1175.45","","6987","325.1","","","","","","","","","11,38","found in faint-star QLP search; no stellar radius","2021-12-21","2024-08-22","2024-08-22"
+"407827885","4963.01","","3","4","3","3","1","4","4","","","52.1","0","0","0","PC","PC","13.1009","0.006","1","qlp-s38-faintsearch","FAINT","213.405362","-57.999764","-8.891","2.969","-16.682","2.969","2459358.024906","0.0116243","2.365766","0.0020713","4.298","0.62","6.261001","0.030767","5750","28.337","","","661.313","1412","9","","","4057.4","544.6","","","","","","","","","38","found in faint-star QLP search; no stellar radius; host star may be evolved","2021-12-21","2024-08-22","2024-08-22"
+"406443564","4964.01","","5","5","5","5","5","5","5","108.9","148","317","0","0","0","PC","FP","13.2364","0.006","1","qlp-s38-faintsearch","FAINT","198.097759","-58.753402","-13.191","0.024","-6.777","0.027","2459359.320018","0.0013318","1.1167145","0.0000043","1.817","0.13","13.998131","0.800836","12810","737.325","20.4041","","7730.28","2612","30","760.606","12.1755","6611","122","4.41","","1.22","","","","1.38","","11,38","V-shaped; found in faint-star QLP search; large but could be inflated at period","2021-12-21","2024-08-22","2024-08-22"
+"129890791","4965.01","","3","4","3","3","3","4","4","12.1","38.9","65.72","0","0","1","PC","PC","11.4543","0.006","1","qlp-s38-faintsearch","FAINT","222.60838","-45.685769","13.032","0.081","-7.299","0.077","2459355.756466","0.0066854","7.0857491","0.0000762","5.047","0.589","2.420631","0.004925","2227","4.53632","9.46717","0.68614","384.263","1233","11","484.805","10.6155","5353","105.8","4.29","2","1.98","0.11","","","1","0.124038","1,2,3,4,5,6,7,8,9,10,11,38","found in faint-star QLP search; only one odd transit which is messy; could have Px2","2021-12-21","2024-08-22","2024-08-22"
+"295507430","4966.01","","3","4","3","3","3","4","4","8.6","23.2","76.87","0","0","1","PC","PC","11.9852","0.006","1","qlp-s38-faintsearch","FAINT","171.252251","-66.488049","-13.151","0.044","7.883","0.038","2460044.771537","0.0050353603","7.3136902","0.0001326","5.53","0.6","1.60808","0.004359","1480","4.01471","10.3927","0.804219","425.471","1265","11","738.075","13.3155","5654","129.7","3.58","0.08","2.68","0.14","","","1","0.123516","10,11,37,38,64,65","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"243476396","4967.01","","3","4","3","3","1","4","4","34.6","76.9","75.9","1","0","0","PC","PC","13.2313","0.006","1","qlp-s38-faintsearch","FAINT","206.006149","-42.813654","-15.638","0.051","-12.761","0.05","2459359.528372","0.0022361","0.5979368","0.0000022","1.018","0.204","4.090062","0.0176","3760","16.2098","10.3319","","2472.04","1964","13","821.066","18.8305","5812","122","4.18","","1.38","","","","1.05","","11,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"253961767","4968.01","","3","4","3","3","3","4","4","60.2","79","317","0","0","1","PC","PC","12.5808","0.007","1","spoc-s01-s65-b0A-PC","FAINT","199.154488","-59.030514","-12.487","0.026","-2.716","0.031","2460070.677566","0.0012754805","2.2355936087593","0.00007728244","3.8169842751288","0.08400105","12.522362","0.232449","11467.265482808","214.07071","19.158361686725","0.96801645","3937.2018929376","2020.3037542708","37.303017","781.768","16.423","6731","139.6","4.11","0.09","1.7451900243759","0.0813843","","","1.43","0.236306","38,64,65","found in faint-star QLP search","2021-12-21","2024-09-06","2024-09-06"
+"406106335","4969.01","","3","4","3","3","3","4","4","21.2","59.3","122.42","0","0","1","PC","PC","12.8132","0.006","1","qlp-s38-faintsearch","FAINT","197.5465","-54.218835","-13.343","0.045","-4.016","0.033","2459358.240883","0.0020289","3.0773658","0.0000225","3.579","0.17","5.595076","0.005167","5140","4.75932","13.6438","0.734251","2446.41","1959","23","1019.68","23.788","7277","138.2","4.17","0.09","1.75","0.08","","","1.64","0.275583","11,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"359523751","4970.01","","3","4","3","3","3","4","4","22.7","80.1","94.12","4","0","1","PC","PC","12.365","0.007","1","qlp-s38-faintsearch","FAINT","201.239647","-57.733832","-4.281","0.051","-7.984","0.06","2459357.905176","0.0043004","4.8397625","0.0017762","3.244","0.316","9.6844","0.018522","8880","17.059","11.6978","0.782057","647.154","1405","15","583.541","12.8625","6859","132.7","4.4","0.08","1.27","0.06","","","1.49","0.245956","38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"453942180","4971.01","","3","4","3","3","3","4","4","","","29.28","0","0","1","PC","PC","11.9736","0.006","1","qlp-s38-faintsearch","FAINT","154.273599","-68.883731","","","","","2459355.694879","0.0026936","7.9674915","0.0000535","3.374","0.346","3.174987","0.003957","2920","3.64487","","","84.3794","844","20","","","5058.2","326.5","","","","","","","","","10,11,37,38","found in faint-star QLP search; no stellar radius","2021-12-21","2024-08-22","2024-08-22"
+"149585119","4972.01","","3","4","3","3","3","4","4","30.6","75.1","112.75","1","0","1","PC","PC","13.1773","0.006","1","qlp-s38-faintsearch","FAINT","232.995996","-40.635519","-13.674","0.053","-12.207","0.032","2459355.969484","0.001615","2.6492703","0.0000125","2.42","0.147","11.526341","0.008821","10560","8.12476","12.9788","","560.52","1355","20","677.826","11.296","5743","122","4.25","","1.25","","","","1.03","","12,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"397522142","4973.01","","3","4","4","3","3","4","4","34.4","161.8","66.59","4","0","1","PC","PC","10.7271","0.006","1","qlp-s38-faintsearch","FAINT","158.574934","-71.204192","0.63","0.044","-4.745","0.039","2459354.079175","0.0004803","7.9486299","0.0000099","1.29","0.229","6.905481","0.009976","6340","9.18865","9.54103","0.579988","34.816","676","34","178.064","0.7605","5742","124","4.51","0.08","0.93","0.05","0.00188596","0.0892368","1.03","0.128498","10,37,38","V-shaped; found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"148478039","4974.01","TIC 148478039.01","3","4","3","3","3","4","4","29.7","60.8","317","7","0","1","PC","PC","12.7126","0.006","1","qlp-s38-faintsearch","FAINT","230.322481","-38.832914","4.191","1.178","-3.627","1.178","2459348.686501","0.0016059","10.6006859","0.0000396","3.663","0.157","17.799173","0.010192","16260","9.3875","","","107.932","897","33","782.916","","6303.2","496.1","","","","","","","","","11,38","found in faint-star QLP search; no stellar radius","2021-12-21","2024-08-22","2024-08-22"
+"304085024","4975.01","","3","4","3","3","1","4","4","9.7","52.1","32.12","0","0","0","PC","PC","12.967","0.019","1","qlp-s38-faintsearch","FAINT","141.051186","-67.683704","-0.475","3.088","19.258","3.088","2459355.370186","0.0027259","4.4834145","0.0000254","2.363","0.252","5.234991","0.006961","4810","6.41111","","","","","15","612.156","","","","","","","","","","","","9,10,11,36,37,38","found in faint-star QLP search; no stellar radius or Teff","2021-12-21","2024-08-22","2024-08-22"
+"210629725","4976.01","","3","4","3","3","3","4","4","16.8","49.4","83.78","0","0","2","PC","PC","13.3665","0.007","1","qlp-s38-faintsearch","FAINT","212.70783","-54.29754","-2.558","0.055","-0.542","0.065","2459357.471434","0.0064187","3.027103","0.0000395","3.964","0.575","6.807146","0.019928","6250","18.3543","10.9691","","1882.44","1835","12","802.781","19.0945","6275","122","4.24","","1.39","","","","1.22","","11,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"68081952","4977.01","","3","4","4","3","3","4","4","40.9","62.7","317","3","0","1","PC","PC","12.5156","0.006","1","qlp-s38-faintsearch","FAINT","193.460711","-54.345963","-45.068","0.038","14.374","0.03","2459355.338541","0.00056","7.7023687","0.0000086","2.321","0.167","30.063872","0.009009","27310","8.29714","14.6181","0.872631","44.8696","721","93","294.629","3.632","5333","128.6","4.55","0.08","0.85","0.05","","","0.92","0.116953","11,37,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"145204443","4978.01","","3","4","3","3","3","4","4","36.6","47.6","317","2","0","1","PC","PC","12.2913","0.008","1","qlp-s38-faintsearch","FAINT","229.97328","-45.718","-8.053","0.221","-4.195","0.183","2459357.613735","0.0030552","4.7190303","0.0013827","1.538","0.485","7.408223","0.438676","6800","403.954","17.051","4.17738","292.335","1151","14","719.916","61.885","6389","137.3","4.07","0.11","1.73","0.17","","","1.28","0.193723","38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"311736478","4979.01","","3","4","3","3","3","4","4","14.5","62.9","24.8","0","0","1","PC","PC","10.5895","0.006","1","qlp-s38-faintsearch","FAINT","181.475721","-71.58616","-18.785","0.056","4.696","0.044","2459354.245025","0.0086992","3.6305988","0.0000545","2.303","0.623","0.619046","0.222236","570","204.666","5.32844","2.09033","2058.82","1876","9","182.678","1.042","5156","127","4.14","0.09","1.31","0.08","","","0.87","0.104636","11,12,38","found in faint-star QLP search","2021-12-21","2024-08-22","2024-08-22"
+"200435203","4980.01","","3","4","3","3","1","4","4","","","104.42","3","0","0","PC","PC","12.9331","0.006","1","qlp-s32-faintsearch","FAINT","70.411544","-45.484868","-3.871","3.387","0.949","3.387","2459187.422226","0.0014526","16.1565078","0.0000429","1.814","0.391","14.24012","0.029739","13030","27.3905","","","7.84717","466","26","","","5215","200.9","","","","","","","","","4,5,31,32","found in faint-star QLP search; no stellar radius","2022-01-05","2024-08-22","2024-08-22"
+"14029793","4981.01","","3","4","3","3","3","4","4","129.7","263.6","98.16","3","0","1","PC","PC","12.4813","0.006","1","qlp-s32-faintsearch","FAINT","76.446544","-38.864642","7.82","0.034","6.999","0.045","2459199.878456","0.0008661","0.2097217","4e-7","0.25","0.06","1.358019","1.564554","1250","1439.97","11.9597","4.55719","6373.11","2489","18","505.695","5.3265","6046","128.3","4.42","0.08","1.08","0.05","","","1.12","0.150034","5,6,31,32","found in faint-star QLP search; short period duration (~5 hours)","2022-01-05","2024-08-22","2024-08-22"
+"46627476","4982.01","","3","4","3","3","1","4","4","29.3","30.3","317","4","0","0","PC","PC","13.3495","0.007","1","qlp-s32-faintsearch","FAINT","85.01129","-17.564085","-0.398","0.029","8.184","0.033","2459197.858888","0.0014685","2.5665666","0.0000084","3.177","0.183","9.881602","0.00447","9060","4.1166","15.79","","1270.4","1663","27","1068.73","20.95","6020","122","4.09","","1.57","","","","1.11","","6,32","found in faint-star QLP search","2022-01-05","2024-08-22","2024-08-22"
+"80137654","4983.01","","3","4","3","3","1","4","4","66.5","327.6","317","0","0","0","PC","PC","13.01","0.166","1","qlp-s33-faintsearch","FAINT","105.149163","-20.564749","","","","","2459219.069151","0.0041786","5.7527363","0.0000463","5.075","1.011","14.174118","0.023213","12970","21.3794","","","795.35","1479","24","1403.22","","5951","526.5","","","","","","","","","6,7,33","found in faint-star QLP search; no stellar radius; likely inflated Jupiter at insolation; negative plx from Gaia","2022-01-05","2024-08-22","2024-08-22"
+"177391159","4984.01","","3","4","3","3","3","4","4","15.5","51.5","112.53","0","2","1","PC","PC","12.4373","0.006","1","qlp-s33-faintsearch","FAINT","106.060479","-0.367305","","","","","2459226.755662","0.0033211","3.6748618","0.0000262","4.042","0.345","3.251214","0.003583","2990","3.29978","","","1164.16","1627","15","1211.61","","6084.3","342.3","","","","","","","","","7,33","found in faint-star QLP search","2022-01-05","2024-08-22","2024-08-22"
+"294315741","4985.01","","5","5","5","5","5","5","5","93.5","294.9","317","2","0","1","PC","FP","13.3162","0.026","1","qlp-s45-tois","FAINT","93.095903","12.838602","0.484","0.05","-0.289","0.047","2459546.190637","0.001555","3.5678072","0.000034","2.968","0.176","19.356481","3.220353","17670","2961.66","34.7616","","4074.35","2225","45","1421.29","57.345","7819","123","4.24","","1.71","","","","1.86","","33,43,44,45","found in faint-star QLP search; likely inflated hot Jupiter","2022-01-06","2024-08-22","2024-08-22"
+"5592720","4986.01","","3","4","4","3","3","4","4","29.1","49","317","2","0","1","PC","PC","12.8742","0.009","1","qlp-s34-faintsearch","FAINT","111.521557","-6.082467","-1.867","0.08","0.358","0.067","2459245.46046","0.0035391","6.5946181","0.0000418","2.884","0.72","10.824281","0.029377","9920","27.0567","22.1605","2.2008","277.451","1137","12","1259.59","86.49","6345","125.1","3.89","0.11","2.12","0.18","","","1.26","0.193093","7,34","found in faint-star QLP search; large for period but likely inflated hot Jupiter","2022-01-06","2024-08-22","2024-08-22"
+"293607057","4987.01","","3","5","5","3","4","4","4","62.6","96.1","317","6","49","3","PC","CP","10.6311","0.008","1","qlp-s35-faintsearch","FAINT","153.669669","-15.642837","-5.608","0.096","7.078","0.087","2459274.884918","0.0007494","4.2889696","0.0000067","2.517","0.433","6.370208","0.0096","5850","8.8415","20.7112","1.29581","646.761","1404","61","589.423","16.164","6736.9","107.5","3.76","0.09","2.61","0.12","-0.209","0.0438178","1.44","0.249006","9,35","may have secondary but phased lightcurve has other bumps; found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"445392860","4988.01","","3","4","3","3","3","4","4","54.8","50.1","317","1","0","2","PC","PC","14.881","0.008","1","spoc-s01-s65-b0A-PC","FAINT","112.460205","-51.990765","5.705","0.076","1.527","0.066","2459990.471484","0.0019621064","2.3696547918771","0.0001259098","1.8925767688901","0.12613587","51.276373","2.998197","46129.427597156","2757.6318","21.171113987276","25.987839","119.55496465211","843.35738724819","22.259983","446.614","7.3195","3986","157","4.57","0.01","0.69723701477051","0.0222884","","","0.661524","0.0211177","35,61,62","found in faint-star QLP search","2022-01-06","2024-09-06","2024-09-06"
+"303385111","4989.01","","3","4","3","3","3","4","4","49","61.2","317","3","0","1","PC","PC","13.0413","0.006","1","qlp-s39-faintsearch","FAINT","256.799859","-64.547055","-6.471","0.022","-13.275","0.029","2459382.6896","0.0033107","3.429078","0.0008786","1.795","0.275","15.054477","0.037148","13770","34.214","21.1656","","185.229","1027","14","936.608","22.144","5654","122","3.91","","1.85","","","","1","","39","found in faint-star QLP search; likely irradiated hot Jupiter","2022-01-06","2024-08-22","2024-08-22"
+"295312916","4990.01","","3","4","3","3","3","4","4","19.1","46.7","118.07","1","0","1","PC","PC","12.9123","0.006","1","qlp-s39-faintsearch","FAINT","270.777435","-68.14639","-0.057","0.022","-38.951","0.028","2459383.064288","0.0025328","5.6386197","0.0000268","2.621","0.293","6.468504","0.00789","5940","7.26654","13.3798","0.88807","120.336","922","21","697.681","9.8965","5373","129.5","4.02","0.08","1.56","0.09","","","0.93","0.117261","12,13,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"247180220","4991.01","","3","4","3","3","1","4","4","107.6","143.9","121.74","5","0","0","PC","PC","14.6594","0.007","1","qlp-s39-faintsearch","FAINT","253.700297","-45.367406","10.653","0.089","-3.027","0.071","2459385.804489","0.0035446","0.7702101","0.0002013","0.857","0.261","32.097296","0.567233","29130","522.304","13.5452","1.77753","120.256","922","11","343.755","7.594","3601","157","4.58","0.01","0.68","0.02","","","0.65198","0.0216018","39","found in faint-star QLP search; low SNR","2022-01-06","2024-08-22","2024-08-22"
+"362111691","4992.01","","3","4","4","3","3","4","4","27.9","41.2","317","2","0","1","PC","PC","13.1812","0.006","1","qlp-s39-faintsearch","FAINT","244.854853","-66.670298","-5.638","0.018","-9.879","0.025","2459381.726318","0.0018076","4.8807474","0.0000199","3.148","0.234","12.492416","0.009581","11440","8.82437","18.7724","","424.843","1264","26","1150.11","24.245","6356","122","4.08","","1.7","","","","1.26","","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"360221713","4993.01","","3","4","3","3","3","4","4","17.3","35.5","108.25","0","0","1","PC","PC","12.782","0.006","1","qlp-s39-faintsearch","FAINT","262.31426","-59.107667","1.808","0.028","2.214","0.03","2459384.512135","0.0052144","3.1062522","0.0000376","4.824","0.576","4.002879","0.007536","3680","6.94051","12.6882","0.966342","1415.95","1708","15","888.672","17.817","5369","127.2","3.75","0.08","2.13","0.12","","","0.93","0.110702","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"277128619","4994.01","","3","4","4","3","3","4","4","6.9","47.2","61.07","6","0","1","PC","PC","11.9545","0.006","1","qlp-s39-faintsearch","FAINT","283.132534","-78.43443","1.03","0.032","9.964","0.043","2459363.698425","0.0017096","21.4921464","0.0000849","4.199","0.211","6.490348","0.002299","5960","2.11749","9.09747","0.512649","22.7774","608","34","329.304","2.4985","5520","127.1","4.34","0.08","1.11","0.06","","","0.97","0.1204","12,13,27,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"294295243","4995.01","","3","4","3","3","3","4","4","7.7","30.7","58.8","0","0","1","PC","PC","11.8014","0.006","1","qlp-s39-faintsearch","FAINT","265.23597","-69.443478","1.57","0.031","-14.675","0.035","2459371.589355","0.0053688","8.7802662","0.000085","2.45","0.495","2.325965","0.006966","2140","6.4161","8.87975","0.666371","87.107","851","12","639.661","9.3675","6124","130.6","3.95","0.08","1.88","0.09","","","1.16","0.148969","12,13,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"384709136","4996.01","","3","4","3","3","1","4","4","18.5","20.4","317","1","0","0","PC","PC","12.7523","0.006","1","qlp-s39-faintsearch","FAINT","257.612996","-81.70829","1.884","0.027","1.124","0.028","2459387.911786","0.0027316","4.8131406","0.0000243","4.932","0.283","5.475034","0.002555","5030","2.35346","15.2753","0.792837","1074.75","1595","27","1058.39","16.97","6287","126.9","3.88","0.09","2.1","0.1","","","1.23","0.181266","12,13,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"340624586","4997.01","","3","4","3","3","3","4","4","","","37.61","0","0","1","PC","PC","11.1281","0.006","1","qlp-s39-faintsearch","FAINT","238.241484","-63.860593","","","","","2459381.134323","0.0061362","13.3178839","0.0001588","4.344","1.078","4.26445","0.012932","3920","11.9104","","","261.545","1120","18","","","7295.5","117.2","","","","","","","","","12,39","found in faint-star QLP search; no stellar radius","2022-01-06","2024-08-22","2024-08-22"
+"76228620","4998.01","","3","4","3","3","3","4","4","13.8","63.9","60.91","12","0","3","PC","PC","11.2723","0.006","1","qlp-s39-faintsearch","FAINT","269.247209","-55.787941","-7.307","0.07","-12.645","0.074","2459378.907088","0.001704","9.7800223","0.0000331","4.245","0.376","4.72235","0.002871","4340","2.64462","9.06075","0.48984","187.783","1031","31","352.331","4.53","6113","130.3","4.25","0.08","1.33","0.06","","","1.15","0.154885","13,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"33227166","4999.01","","3","4","3","3","3","4","4","17.9","54.9","64.08","0","0","1","PC","PC","10.8235","0.006","1","qlp-s39-faintsearch","FAINT","266.628908","-43.374494","-14.791","0.072","-20.373","0.06","2459377.221706","0.0053024","5.5846356","0.0036282","5.066","0.511","2.413014","0.003719","2220","3.42511","9.33343","0.619178","624.784","1392","14","368.89","5.7405","5698","127.6","3.84","0.08","1.99","0.1","","","1.01","0.125611","39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"179230828","5000.01","","3","4","3","3","3","4","4","38.7","48.9","317","6","0","3","PC","PC","12.6702","0.006","1","qlp-s36-faintsearch","FAINT","158.600019","-23.73406","0.288","2.166","-11.5","2.166","2459302.141318","0.0013085","5.5422295","0.0000137","2.556","0.295","16.310224","0.293019","14910","269.844","14.7328","","271.918","","32","470.92","","5483","","","","1.02","","","","","","9,36","found in faint-star QLP search; potential multi","2022-01-06","2024-08-22","2024-08-22"
+"179230828","5000.02","","3","4","4","3","3","4","4","11.5","59.2","95.08","6","0","3","PC","PC","12.6702","0.006","2","qlp-s36-179230828","FAINT","158.600019","-23.73406","0.288","2.166","-11.5","2.166","2459285.959527","0.0019011","15.3392841","0.0000722","2.933","0.549","14.10812","0.026925","12910","24.7989","11.7705","","26.88","","28","470.92","","5483","","","","1.02","","","","","","9,36","found in faint-star QLP search; potential multi","2022-01-06","2024-08-22","2024-08-22"
+"95709395","5001.01","","3","4","3","3","3","4","4","24.5","77.6","115.9","1","0","1","PC","PC","12.1641","0.007","1","qlp-s39-faintsearch","FAINT","243.403564","-33.496496","-1.582","0.109","-2.587","0.058","2459379.729414","0.0021146","5.069043","0.0000219","4.185","0.321","8.906899","0.004838","8170","4.45559","13.2155","0.802792","939.466","1542","33","632.346","22.88","6763","135.7","4.24","0.1","1.51","0.08","","","1.45","0.248583","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"418471116","5002.01","","3","4","3","3","1","4","4","22.8","62.3","117.86","2","0","0","PC","PC","13.4479","0.006","1","qlp-s39-faintsearch","FAINT","205.298543","-78.882708","-10.403","0.031","-6.479","0.031","2459383.94915","0.0015687","3.7318818","0.0000126","3.231","0.176","11.844612","0.00418","10850","3.84999","13.3208","","653.055","1408","28","847.863","16.452","6129","122","4.32","","1.23","","","","1.16","","11,12,38,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"301900477","5003.01","","3","4","3","3","3","4","4","37.5","120.7","101.04","1","0","1","PC","PC","11.8406","0.006","1","qlp-s39-faintsearch","FAINT","259.699318","-66.348384","1.176","0.037","-14.967","0.042","2459388.445535","0.0009068","4.4540914","0.0000103","1.16","0.197","10.68173","0.025562","9790","23.5434","12.2601","0.844672","70.3253","806","24","404.148","5.5625","6188","133.8","4.41","0.08","1.13","0.05","","","1.18","0.163954","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"384386062","5004.01","","3","4","3","3","1","4","4","16.9","64.9","72.74","1","0","0","PC","PC","13.0071","0.006","1","qlp-s39-faintsearch","FAINT","249.366356","-80.975283","-21.803","0.028","-25.371","0.032","2459380.933567","0.0035142","5.7626113","0.0000361","4.004","0.799","9.498187","0.172129","8710","158.524","10.0697","","692.871","1429","29","446.494","3.801","5470","122","4.45","","0.97","","","","0.96","","12,13,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"282485660","5005.01","","3","4","4","3","3","4","4","13","77.9","30.33","1","0","1","PC","PC","11.13","0.006","1","qlp-s39-faintsearch","FAINT","238.108194","-48.1451","-7.626","0.091","-24.688","0.062","2459377.175525","0.0023907","6.3084728","0.0000353","2.871","0.344","4.013777","0.004721","3690","4.3484","6.00429","0.358546","174.188","1012","22","207.891","1.978","5840","125","4.48","0.08","0.97","0.05","","","1.05","0.132959","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"449107129","5006.01","","3","4","3","3","3","4","4","14.8","19.8","317","0","0","1","PC","PC","11.9055","0.007","1","qlp-s39-faintsearch","FAINT","216.471203","-69.83585","-8.182","0.046","-4.801","0.05","2459386.202615","0.0032531","4.254955","0.0000275","4.228","0.913","2.576249","0.003362","2370","3.09684","14.4712","0.925754","5255.5","2372","23","1340.01","54.355","8653","170.6","3.85","0.08","2.88","0.15","","","2.16","0.323413","11,12,38,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"424196109","5007.01","","3","4","4","3","1","4","4","47.2","117.3","78.83","6","0","0","PC","PC","13.6366","0.007","1","qlp-s39-faintsearch","FAINT","236.06387","-61.041365","-13.454","0.043","-29.894","0.048","2459384.64412","0.0034489","2.5432595","0.0006815","1.12","0.237","23.376029","0.171064","21300","157.543","10.6224","0.958412","23.828","615","10","203.352","1.235","3757","157","4.61","0.01","0.66","0.02","","","0.631249","0.0202704","39","found in faint-star QLP search; crowded field; slight depth aperture","2022-01-06","2024-08-22","2024-08-22"
+"150531994","5008.01","","3","4","3","3","3","4","4","31.2","91.5","75.89","0","0","3","PC","PC","12.9499","0.006","1","qlp-s39-faintsearch","FAINT","266.129426","-39.993496","2.532","0.053","-4.484","0.043","2459386.624188","0.0077597","2.7702532","0.0015413","3.748","0.387","11.778755","0.023248","10790","21.4117","10.2658","0.781612","840.782","1500","11","379.594","5.9475","5183","128.5","4.43","0.09","0.94","0.06","","","0.88","0.104859","39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"463781038","5009.01","","3","4","3","3","3","4","4","14.9","25.2","317","1","0","1","PC","PC","11.9032","0.022","1","qlp-s39-faintsearch","FAINT","261.294366","-40.583473","-0.322","0.083","-0.447","0.063","2459385.304236","0.008697","8.1755735","0.0002297","7.683","1.056","3.120543","0.008501","2870","7.82951","17.9327","1.50922","4574.7","2291","12","1324.39","82.64","9169","345.5","3.73","0.07","3.44","0.21","","","2.32","0.323838","12,39","found in faint-star QLP search; likely irradiated hot Jupiter","2022-01-06","2024-08-22","2024-08-22"
+"276735500","5010.01","","3","4","4","3","1","4","4","16.6","59.4","111.15","3","0","0","PC","PC","14.6681","0.007","1","qlp-s39-faintsearch","FAINT","270.340633","-79.353115","7.888","0.043","-32.317","0.054","2459376.396983","0.0025282","6.7107895","0.0025424","1.377","0.306","32.365724","0.235156","29370","216.563","12.843","1.20778","6.07437","437","10","420.252","5.551","3980","157","4.57","0.01","0.7","0.02","","","0.666186","0.0208486","39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"418298773","5011.01","","3","4","3","3","1","4","4","16.8","56","38.13","0","0","0","PC","PC","13.4962","0.006","1","qlp-s39-faintsearch","FAINT","197.361763","-81.962957","-43.799","0.03","-4.25","0.028","2459386.603449","0.0019478","2.6060495","0.0000116","1.565","0.226","5.595076","0.014732","5140","13.5687","6.89719","","99.3507","879","13","288.015","1.4225","4471","122","4.49","","0.79","","","","0.7","","11,38,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"245728942","5012.01","","3","4","3","3","3","4","4","37.1","61.4","317","1","0","1","PC","PC","11.4302","0.014","1","qlp-s39-faintsearch","FAINT","252.214926","-44.21966","0.012","0.094","-2.527","0.062","2459384.614713","0.0023799","4.18438","0.0000236","2.146","0.284","4.079164","0.008828","3750","8.13127","14.8687","0.763232","2440.51","1958","17","729.115","25.8505","10708","435.8","4.36","0.07","1.82","0.06","","","2.78","0.385433","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"287494667","5013.01","","3","4","3","3","3","4","4","9.3","27.9","119.87","0","0","1","PC","PC","12.7482","0.006","1","qlp-s39-faintsearch","FAINT","123.632846","-72.245005","-3.652","0.026","1.351","0.025","2460047.431086","0.0020802193","8.989491","0.0000324","1.43","0.28","3.14232","0.005906","2890","5.43986","13.4707","0.828681","40.9859","704","17","1224.74","19.89","6620","129.8","3.89","0.09","2.21","0.1","","","1.39","0.230623","2,3,5,6,9,10,11,12,13,29,30,32,33,35,36,37,38,39,62,63,64","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"362032529","5014.01","","3","4","3","3","3","4","4","9.9","31.9","50.92","0","0","1","PC","PC","12.4073","0.006","1","qlp-s39-faintsearch","FAINT","244.702801","-68.662731","3.081","0.029","-5.359","0.041","2459388.137789","0.0049732","3.4507193","0.0000655","3.498","0.6","2.467423","0.007289","2270","6.71331","8.16973","0.65939","830.757","1495","10","677.476","13.071","5712","137.1","3.99","0.08","1.7","0.09","","","1.02","0.12527","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"221656234","5015.01","","3","4","3","3","3","4","4","48.8","51.9","317","1","0","1","PC","PC","12.491","0.007","1","qlp-s39-faintsearch","FAINT","245.273071","-43.222686","-11.939","0.059","3.107","0.034","2459384.648481","0.0017453","2.4533968","0.0000113","3.425","0.244","9.585813","0.006872","8790","6.32972","16.1215","0.906705","2024.13","1868","23","637.121","11.521","6333","136.4","4.07","0.08","1.7","0.08","","","1.25","0.181591","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"68322189","5016.01","","5","5","5","5","5","5","5","288.4","380.2","317","2","0","1","PC","FP","12.5209","0.006","1","qlp-s39-faintsearch","FAINT","236.159176","-58.128314","-43.092","0.029","-26.992","0.028","2459385.759712","0.0020694","1.2833689","0.0000057","2.592","0.141","22.034526","3.236785","20090","2976.75","23.5753","6.22337","5124.73","2357","32","365.511","2.88","5442","131.8","4.4","0.08","1.01","0.06","","","0.95","0.123269","12,39","found in faint-star QLP search; v-shaped; crowded field","2022-01-06","2024-08-22","2024-08-22"
+"302054555","5017.01","","3","4","3","3","3","4","4","16","34","107.02","0","0","1","PC","PC","12.4698","0.006","1","qlp-s39-faintsearch","FAINT","260.016954","-67.444612","-3.185","0.028","-3.921","0.038","2459384.729363","0.0031689","3.3677179","0.0000224","5.049","0.308","3.338337","0.002403","3070","2.21315","12.6215","0.86585","1495.44","1732","17","872.49","20.3085","5575.2","133","3.71","0.08","2.3","0.14","-0.0377194","0.0780943","0.98","0.123531","12,13,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"294691204","5018.01","TIC 294691204.01","3","4","3","3","3","4","4","6.3","34.9","30.05","0","0","1","PC","PC","11.576","0.006","1","qlp-s39-faintsearch","FAINT","267.208534","-67.058468","10.994","0.03","-3.068","0.039","2459380.063674","0.0035485","6.5859565","0.0000469","1.553","0.701","1.705945","0.022785","1570","20.986","5.98453","0.764577","111.468","905","10","459.435","5.6815","6353","137.4","4.24","0.09","1.41","0.07","","","1.26","0.197465","12,13,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"420829332","5019.01","","3","4","3","3","3","4","4","34.8","93.6","59.54","0","0","1","PC","PC","12.6345","0.006","1","qlp-s39-faintsearch","FAINT","251.626959","-55.262592","-4.79","0.036","-7.517","0.037","2459385.957383","0.0031225","1.090295","0.0000079","1.895","0.685","5.704216","0.102018","5240","93.9578","8.96609","1.32215","3593.4","2156","13","453.404","5.6825","5479","136.5","4.31","0.08","1.14","0.07","","","0.96","0.119744","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"310266243","5020.01","","3","4","3","3","3","4","4","8.1","23.2","96.1","0","0","2","PC","PC","13.3298","0.006","1","qlp-s39-faintsearch","FAINT","251.32038","-76.166637","4.073","0.023","-0.523","0.032","2459387.587844","0.0185775","5.3450209","0.0001725","5.64","1.337","3.970187","0.016322","3650","15.0332","11.8547","","1370.06","1694","11","1440.15","35.105","6279","122","3.91","","2.04","","","","1.23","","12,13,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"403405969","5021.01","","3","4","4","3","1","4","4","6.7","28.6","96.58","4","0","0","PC","PC","13.2565","0.006","1","qlp-s39-faintsearch","FAINT","230.10612","-77.358859","0.529","0.022","-5.304","0.027","2459384.238317","0.0075013","12.975062","0.0001791","6.124","0.717","6.763444","0.013217","6210","12.1729","11.8674","","266.841","1125","13","1041.69","15.98","6480.9","85.1","4.2","","1.5","","-0.183404","0.0878402","1.32","","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"208772468","5022.01","","3","4","4","3","3","4","4","50.9","114.5","121.74","3","0","1","PC","PC","13.1509","0.006","1","qlp-s39-faintsearch","FAINT","245.215993","-57.641596","2.49","0.034","3.71","0.03","2459385.707127","0.0034277","2.244541","0.000512","2.1","0.201","18.781895","0.023698","17150","21.8261","13.6382","","465.777","1294","19","488.161","5.657","5455","122","4.39","","1.03","","","","0.95","","39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"213111428","5023.01","","3","4","3","3","1","4","4","152.3","233.1","317","2","0","0","PC","PC","14.9582","0.008","1","qlp-s39-faintsearch","FAINT","257.123769","-51.531661","-6.874","0.152","-60.621","0.143","2459386.471282","0.0000173","2.2749988","9e-7","0.632","0","77.392582","0.001444","68800","1.32978","17.0496","0.531341","4.17143","398","9","119.693","1.113","3199","157","4.9","","0.32","0.01","","","0.30088","0.0204413","39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"344130921","5024.01","","3","4","3","3","3","4","4","5.8","27.7","74.96","1","0","1","PC","PC","12.9267","0.006","1","qlp-s39-faintsearch","FAINT","279.09562","-77.375951","-2.241","0.021","-6.312","0.029","2459368.639064","0.0046885","14.7765802","0.0001221","4.996","0.434","5.038632","0.005769","4630","5.31379","10.2309","0.587635","119.223","920","16","829.942","9.7915","6247","127","4.19","0.08","1.46","0.07","","","1.21","0.178954","12,13,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"217838717","5025.01","","3","4","3","3","3","4","4","45","70.1","317","4","0","1","PC","PC","12.3666","0.008","1","qlp-s39-faintsearch","FAINT","261.365163","-46.988032","2.395","0.073","-5.187","0.064","2459384.454284","0.001378","2.8846592","0.0000077","2.783","0.163","14.075122","0.005154","12880","4.74726","16.5935","0.853853","2563.35","1982","30","803.602","28.987","8219","145.9","4.44","0.08","1.42","0.07","","","2.01","0.297809","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"161247580","5026.01","","3","4","3","3","3","4","4","27.4","83.8","83.62","1","0","1","PC","PC","11.831","0.006","1","qlp-s39-faintsearch","FAINT","261.946819","-33.163141","-6.167","2.103","-9.804","2.103","2459383.306298","0.0018288","3.2813635","0.0000194","3.203","0.245","5.158625","0.004102","4740","3.77821","10.9441","","1226.1","","20","462.227","","6622","","","","1.54","","","","","","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"361711730","5027.01","","3","4","4","3","3","4","4","32.8","157.5","88.06","3","0","1","PC","PC","10.9097","0.006","1","qlp-s39-faintsearch","FAINT","243.885021","-69.217097","-22.023","0.031","-31.99","0.04","2459387.004152","0.0011595","10.2436729","0.0000279","2.999","0.286","10.265151","0.328213","9410","302.25","11.2818","1.9152","190.912","1035","50","204.429","1.0515","5845.9","122.8","4.5","0.08","0.96","0.05","-0.290904","0.0754052","1.06","0.130457","12,39","V-shaped; found in faint-star QLP search","2022-01-06","2024-08-22","2024-09-04"
+"76894548","5028.01","","3","4","4","3","3","4","4","39.3","48.5","317","3","0","1","PC","PC","12.5587","0.006","1","qlp-s39-faintsearch","FAINT","271.090009","-55.636862","-0.77","0.036","1.291","0.034","2459388.664235","0.0019344","3.9353218","0.0000153","3.169","0.537","8.74271","0.010334","8020","9.51834","20.2069","1.3146","575.011","1364","35","929.659","18.8965","5806","134.6","3.78","0.08","2.17","0.12","","","1.04","0.136602","13,39","found in faint-star QLP search; likely inflated Jupiter","2022-01-06","2024-08-22","2024-08-22"
+"154400369","5029.01","","3","4","4","3","3","4","4","29","110.3","82.33","1","0","1","PC","PC","12.1989","0.02","1","qlp-s39-faintsearch","FAINT","259.95298","-35.740745","-9.373","0.13","-21.635","0.085","2459384.065789","0.0026251","3.8861815","0.0000227","2.565","0.266","6.402972","0.008794","5880","8.0994","10.8516","0.57219","1616.52","1766","16","383.371","9.8755","8615","274","4.49","0.07","1.39","0.05","","","2.15","0.307115","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"444290896","5030.01","","3","4","3","3","3","4","4","","","317","2","0","1","PC","PC","12.3927","0.039","1","qlp-s39-faintsearch","FAINT","267.466654","-32.095911","2.507","0.128","-3.641","0.107","2459381.764066","0.0036939","4.4299239","0.0024831","4.671","0.383","5.747875","0.009288","5280","8.55497","","","","","12","990.831","72.926","","","","","","","","","","","39","found in faint-star QLP search; no stellar parameters in TIC 8; Gaia DR2 Rstar ~ 2.09 Rsun; Rp likely planetary","2022-01-06","2024-08-22","2024-08-22"
+"46807139","5031.01","","3","4","3","3","3","4","4","","","317","0","0","2","PC","PC","13.302","0.21","1","qlp-s39-faintsearch","FAINT","230.789617","-58.726784","-4.528","0.1","-1.773","0.123","2459381.694747","0.0100815","4.5314275","0.0001267","6.41","0.978","6.601763","0.015993","6062","14.7304","","","242.998","1099","10","3154.91","976.47","3605","200.3","","","","","","","","","12,38,39","found in faint-star QLP search; no stellar radius","2022-01-06","2024-08-22","2024-08-22"
+"283665218","5032.01","","3","4","3","3","3","4","4","23","27.3","317","0","0","2","PC","PC","12.7954","0.006","1","qlp-s39-faintsearch","FAINT","233.198015","-56.080098","-5.535","3.129","-12.032","3.094","2459376.494429","0.0030706","6.032661","0.0000458","4.689","0.327","7.462883","0.00603","6850","5.55387","","","255.942","1114","19","732.552","","5049.5","78.3","","","","","","","","","12,38,39","found in faint-star QLP search; no stellar radius but Rp is likely small enough to be planetary based on Teff and transit depth","2022-01-06","2024-08-22","2024-08-22"
+"318180448","5033.01","","2","4","2","2","1","4","4","1.5","6.7","2.54","0","0","0","PC","PC","11.7405","0.007","1","qlp-s39-faintsearch","FAINT","309.399793","-83.092931","91.91","0.066","-193.137","0.064","2459389.289886","0.0039812","5.4695364","0.000047","1.274","0.262","1.738569","0.008561","1600","7.885","1.39203","0.119311","6.09736","437","10","37.3076","0.05755","3465","157","4.86","","0.36","0.01","","","0.347681","0.020304","13,27,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"306990399","5034.01","","2","4","2","2","3","4","4","3","34.5","12.54","3","0","3","PC","PC","12.0635","0.006","1","qlp-s39-faintsearch","FAINT","266.949667","-62.527452","16.223","0.036","0.536","0.039","2459377.128539","0.0065665","8.7042937","0.0000921","2.726","0.413","2.315085","0.005702","2130","5.2516","3.59413","0.28214","52.2984","749","11","221.335","1.8495","5160.9","117","4.61","0.08","0.77","0.04","0.0879476","0.059727","0.87","0.105369","12,13,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"401509690","5035.01","","3","4","3","3","3","4","4","12.1","52","50.05","2","0","1","PC","PC","12.5787","0.006","1","qlp-s39-faintsearch","FAINT","215.630691","-72.802221","-14.241","0.023","-8.964","0.026","2459378.670278","0.0024746","5.8009082","0.0000308","3.175","0.271","5.584162","0.005664","5130","5.21696","8.06972","0.512267","171.882","1008","19","394.439","2.7655","5406","127.7","4.37","0.08","1.05","0.06","","","0.94","0.115239","11,12,38,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"406726743","5036.01","","3","4","3","3","3","4","4","7.7","32.6","91.95","0","0","1","PC","PC","12.5819","0.006","1","qlp-s39-faintsearch","FAINT","222.810426","-78.378242","-14.213","0.026","-9.16","0.026","2459380.200716","0.0051735","17.7481897","0.0036893","2.516","0.359","5.671473","0.017319","5210","15.9512","11.5797","0.926806","11.794","516","11","567.804","4.8965","5393","129.1","4.06","0.08","1.51","0.08","","","0.94","0.118605","38,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"263486257","5037.01","","3","4","3","3","3","4","4","37","45","317","2","0","1","PC","PC","12.3155","0.006","1","qlp-s39-faintsearch","FAINT","234.548332","-71.927874","-7.659","0.04","-17.994","0.058","2459388.356058","0.0021013","4.1239984","0.0005356","2.978","0.144","13.448358","0.007649","12310","7.04462","14.8401","0.836909","542.264","1344","34","605.313","14.529","6433","129.9","4.3","0.09","1.33","0.07","","","1.3","0.205803","39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"127115861","5038.01","","3","4","3","3","3","4","4","50.9","72.4","317","8","0","1","PC","PC","11.9036","0.017","1","qlp-s39-faintsearch","FAINT","267.168701","-29.5226","-0.062","0.088","-2.416","0.068","2459384.821608","0.0059926","0.9990876","0.0004245","1.27","0.322","5.04954","0.031285","4640","28.8145","16.981","","9983.53","","10","1087.44","55.21","9391","","4.05","","2.41","","","","2.39","","39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"396649769","5039.01","","3","4","3","3","1","4","4","15.1","34.4","93.16","0","0","0","PC","PC","13.4924","0.006","1","qlp-s39-faintsearch","FAINT","214.410109","-75.324247","-8.187","0.034","-7.313","0.043","2460070.345183","0.0042688856","2.1967461","0.000017","3.749","0.287","3.991982","0.006129","3670","5.64468","11.6242","","2106.93","1887","14","1079.8","34.155","5709","122","3.94","","1.8","","","","1.02","","12,38,39,65,66","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"412828754","5040.01","","3","4","3","3","3","4","4","21.4","24.4","317","3","0","1","PC","PC","12.9612","0.006","1","qlp-s39-faintsearch","FAINT","263.127273","-50.291903","5.115","0.044","3.716","0.037","2459385.934136","0.0036252","3.3808424","0.0000293","3.135","0.508","4.809591","0.01328","4420","12.2308","15.6348","1.17978","1136.54","1617","12","1145.04","43.905","6445","133.1","3.97","0.09","1.96","0.11","","","1.31","0.199404","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"324609476","5041.01","","3","4","3","3","1","4","4","153.5","240.8","109.54","5","0","0","PC","PC","14.9276","0.008","1","spoc-s01-s69-b0A-PC","FAINT","312.602815","-81.443121","34.031","0.14","-6.974","0.139","2460097.675656","0.0006392106","0.73389196315031","0.000015300178","0.96637992687058","0.063723065","46.363936","2.233352","41803.841408445","2054.8794","12.803151658145","15.131779","162.61220050629","910.76856219339","24.338802","195.854","3.042","3423","157","4.79","0.01","0.43870800733566","0.0139951","","","0.434388","0.0210083","39,66,67","found in faint-star QLP search; ~8-10 sigma odd-even in SPOC s1-s69; v-shaped","2022-01-06","2024-08-22","2024-08-22"
+"282221346","5042.01","","3","4","3","3","3","4","4","7.3","26.6","39.23","0","0","1","PC","PC","11.0384","0.006","1","qlp-s39-faintsearch","FAINT","210.985629","-78.772446","-14.214","0.044","-7.588","0.042","2459384.430453","0.0043699","5.6316098","0.0000476","5.877","0.785","1.021072","0.001366","940","1.25773","6.99657","0.442546","989.195","1562","18","489.651","6.371","5784","129.2","3.72","0.08","2.32","0.11","","","1.04","0.125714","12,38,39","found in faint-star QLP search; TCE at ~1642 likely BEB due to changing depth with aperture","2022-01-06","2024-08-22","2024-08-22"
+"75522633","5043.01","","3","4","4","3","3","4","4","71.7","76.1","317","2","0","1","PC","PC","12.4337","0.006","1","qlp-s39-faintsearch","FAINT","267.099516","-54.9322","14.515","0.048","-10.453","0.046","2459384.329786","0.0004916","3.8027513","0.0000043","3.148","0.072","28.714085","0.002206","26100","2.03198","14.5097","0.898905","245.058","1102","93","279.685","2.7535","5061","125.5","4.5","0.09","0.86","0.05","","","0.85","0.10394","13,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"298946836","5044.01","","3","4","3","3","3","4","4","20.2","57","89.11","0","0","1","PC","PC","11.1072","0.006","1","qlp-s39-faintsearch","FAINT","243.221573","-61.031281","8.162","0.05","-4.417","0.046","2459377.568492","0.0040241","5.55692","0.0034764","4.092","0.627","2.69597","0.006121","2480","5.63748","11.3578","0.772031","534.233","1339","10","487.432","7.3055","5964","128.1","3.83","0.08","2.1","0.1","","","1.09","0.137748","39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"297950791","5045.01","","3","4","3","3","1","4","4","20.6","21.5","317","1","0","0","PC","PC","13.3209","0.006","1","qlp-s39-faintsearch","FAINT","242.186675","-65.25866","-4.788","0.016","-1.414","0.027","2459386.865879","0.0030326","3.4792084","0.0000293","3.545","0.39","9.071114","0.012093","8320","11.1376","14.4016","","940.992","1542","16","1024.34","18.94","6052","122","4.1","","1.57","","","","1.13","","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"306512967","5046.01","","3","4","3","3","1","4","4","1.7","40.1","10.01","0","0","0","PC","PC","13.069","0.019","1","qlp-s39-faintsearch","FAINT","119.031193","-69.861455","-23.418","3.229","16.596","3.229","2459377.361953","0.0025533","11.1838046","0.0000484","5.302","0.316","4.068266","0.001316","3740","1.2121","","","","","33","737.214","","","","","","","","","","","","1,2,3,4,5,6,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39","found in faint-star QLP search; no stellar radius; two stars in pixel","2022-01-06","2024-08-22","2024-08-22"
+"291857895","5047.01","","3","4","3","3","3","4","4","33.5","114.3","107.21","2","0","1","PC","PC","12.6794","0.006","1","qlp-s39-faintsearch","FAINT","248.591364","-38.239147","-30.36","0.069","-33.18","0.05","2459379.29804","0.0015493","7.3142625","0.0000351","3.367","0.18","20.617217","0.01302","18810","11.9915","12.5859","0.908956","69.2385","803","25","266.138","2.455","4881","128.5","4.47","0.09","0.86","0.06","","","0.8","0.0917127","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"323022088","5048.01","","3","5","5","3","1","4","4","47.2","85.2","120.89","1","0","0","PC","APC","13.115","0.012","1","qlp-s39-faintsearch","FAINT","247.424651","-28.504414","-13.219","0.092","-22.782","0.05","2459386.66595","0.0021909","1.3583233","0.0000053","1.463","0.241","7.397291","0.018866","6790","17.3763","13.5621","","812.252","1487","17","610.636","12.391","5604","122","4.05","","1.56","","","","0.99","","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"261020738","5049.01","","3","4","4","3","3","4","4","41.8","102.3","112.04","2","0","1","PC","PC","12.9072","0.006","1","qlp-s39-faintsearch","FAINT","226.112079","-66.203063","-5.947","0.023","-7.316","0.041","2459384.733856","0.0013638","2.9204289","0.0000137","2.679","0.163","11.273986","0.011505","10330","10.596","12.9535","0.823871","470.192","1297","21","478.128","6.799","5508","131.9","4.36","0.08","1.08","0.06","","","0.97","0.120554","12,38,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"282701278","5050.01","","3","4","3","3","3","4","4","35.3","88","120.93","1","0","1","PC","PC","12.6487","0.007","1","qlp-s39-faintsearch","FAINT","232.617533","-55.787488","-1.202","0.047","-5.846","0.035","2459382.640227","0.0012881","2.3064574","0.000011","2.071","0.197","6.151805","0.008126","5650","7.48419","13.5732","0.751026","1020.03","1574","19","693.064","10.707","6692","136.9","4.25","0.09","1.48","0.07","","","1.42","0.246246","12,38,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"217933560","5051.01","TIC 217933560.01","3","4","3","3","3","4","4","92.9","80.9","317","2","0","1","PC","PC","11.6451","0.006","1","qlp-s39-faintsearch","FAINT","261.385143","-44.046683","-3.217","0.081","-18.508","0.06","2459379.848245","0.0010411","3.5980715","0.0000103","2.842","0.138","17.015842","0.006066","15550","5.58672","14.8005","1.11035","180.551","1021","36","213.538","2.2705","4708","124.8","4.21","0.09","1.13","0.08","","","0.75","0.0885871","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"208151094","5052.01","","3","4","3","3","3","4","4","59","65.9","317","5","0","1","PC","PC","12.3562","0.006","1","qlp-s39-faintsearch","FAINT","244.35621","-59.097565","-10.817","0.053","-14.726","0.057","2459381.491256","0.0018074","4.0668104","0.0007668","2.988","0.178","21.591418","0.011012","19690","10.1422","15.0245","0.867809","286.231","1145","31","384.47","5.6155","5496","129.2","4.36","0.08","1.07","0.06","","","0.96","0.128773","39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"324426685","5053.01","","3","4","3","3","3","4","4","17.7","80.6","75.68","3","0","1","PC","PC","12.6916","0.006","1","qlp-s39-faintsearch","FAINT","285.668452","-77.582499","-10.629","0.021","7.488","0.029","2459372.59318","0.0010847","9.8830331","0.0000266","3.432","0.243","17.104076","0.008215","15630","7.56632","10.3147","0.85123","29.7162","650","65","216.915","0.6765","4456","123","4.46","0.1","0.82","0.06","","","0.7","0.081241","13,27,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"401704685","5054.01","","3","4","3","3","1","4","4","26","69.7","121.37","1","0","0","PC","PC","12.7372","0.006","1","qlp-s39-faintsearch","FAINT","318.86343","-83.164507","3.918","0.026","-5.976","0.023","2459384.347387","0.0015944","4.2100055","0.0000256","2.653","0.343","8.709875","0.004473","7990","4.11976","13.6161","0.71117","427.599","1266","35","695.421","6.9835","6160","136","4.2","0.08","1.42","0.07","","","1.17","0.166693","27,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"407146538","5055.01","","3","4","3","3","1","4","4","59.6","47.8","317","0","0","0","PC","PC","11.9139","0.006","1","qlp-s39-faintsearch","FAINT","235.152828","-81.208241","-3.915","0.038","-21.842","0.039","2460069.763644","0.002778957","2.0915616","0.0000126","3.634","0.241","2.783049","0.599578","2560","552.079","14.2961","4.26469","10148.1","2796","23","439.874","4.431","5551","131.6","4.01","0.08","1.62","0.09","","","0.98","0.122365","12,13,39,65,66","V-shaped; found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"216925130","5056.01","","3","4","3","3","3","4","4","13.2","46.8","58.2","0","0","1","PC","PC","10.9531","0.006","1","qlp-s39-faintsearch","FAINT","259.468864","-44.865144","19.534","0.08","-2.928","0.061","2459381.819163","0.0098157","7.6686232","0.0001491","4.794","1.264","2.173647","0.009841","2000","9.06342","8.82795","0.784793","480.358","1304","11","397.322","8.774","6066","131.6","3.91","0.08","1.96","0.1","","","1.13","0.157003","12,39","found in faint-star QLP search; possible additional transit at ~1632 TBJD","2022-01-06","2024-08-22","2024-08-22"
+"37291237","5057.01","","3","4","3","3","3","4","4","59.1","76.4","112.16","1","0","1","PC","PC","11.0837","0.006","1","qlp-s39-faintsearch","FAINT","254.842052","-35.388933","-5.988","0.096","-8.568","0.056","2459385.829606","0.0031661","1.1437772","0.0000094","1.501","0.3","1.923456","0.009077","1770","8.36035","12.9975","","548.925","1348","12","347.227","6.797","4520","122","","","2.85","","","","","","12,39","found in faint-star QLP search; check neighboring TIC 37291215","2022-01-06","2024-08-22","2024-08-22"
+"277034534","5058.01","","3","4","3","3","3","4","4","17.9","93.9","110.77","3","0","1","PC","PC","10.9425","0.006","1","qlp-s39-faintsearch","FAINT","279.790982","-79.505335","-2.3","2.1","-37.5","2","2460109.372596","0.010115978","23.7123919","0.0000965","5.841","0.4","6.708819","0.084885","6160","78.1793","12.8901","","181.582","","48","269.351","","6130","","","","1.29","","","","","","12,13,39,66,67","V-shaped; found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"458027465","5059.01","","3","4","4","3","3","4","4","36.2","157.2","92.31","4","0","3","PC","PC","11.8876","0.006","1","qlp-s39-faintsearch","FAINT","250.408499","-41.58444","0.028","0.097","-35.849","0.065","2459370.258532","0.0013387","8.7876771","0.0000279","2.935","0.195","22.655181","0.01301","20650","11.9826","11.5115","0.890268","30.7909","656","36","156.693","1.3435","4676","122.4","4.54","0.09","0.77","0.06","","","0.75","0.0879873","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"16264917","5060.01","","3","4","3","3","3","4","4","50.8","67.5","317","0","0","2","PC","PC","13.4489","0.015","1","qlp-s39-faintsearch","FAINT","247.643085","-49.414177","-1.247","0.042","-2.5","0.029","2459373.110938","0.0086632","1.2695326","0.0017102","2.229","0.658","14.658227","0.150831","13410","138.911","14.8016","","17833.5","3219","10","941.579","28.9025","9561","125","4.68","","1.18","","","","2.43","","39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-09-12"
+"214218272","5061.01","","3","4","3","3","3","4","4","20.1","61.5","96.49","0","0","1","PC","PC","12.9971","0.006","1","qlp-s39-faintsearch","FAINT","260.73494","-51.983412","-0.467","0.042","-6.512","0.036","2459384.08724","0.003084","3.3645349","0.000023","3.14","0.318","7.637813","0.011333","7010","10.4384","11.8831","0.727395","978.355","1558","14","792.868","13.585","6443","129.5","4.3","0.09","1.34","0.06","","","1.3","0.209154","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"294768072","5062.01","","3","4","3","3","3","4","4","7.6","26.6","52.72","0","0","1","PC","PC","11.8105","0.006","1","qlp-s39-faintsearch","FAINT","267.651938","-71.286618","-1.786","0.034","-14.358","0.039","2459380.139505","0.0054163","6.2244575","0.0000794","5.174","1.135","1.705945","0.004581","1570","4.21901","8.34496","0.632402","639.699","1401","15","627.41","10.769","5692.8","114.8","3.81","0.08","2.08","0.11","0.309716","0.068023","1.01","0.127044","12,13,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"173979859","5063.01","","3","4","4","3","3","4","4","29.4","37.9","317","2","0","1","PC","PC","12.6019","0.006","1","qlp-s39-faintsearch","FAINT","258.239194","-59.367192","-4.933","0.043","-8.245","0.041","2459386.531727","0.0019125","3.613799","0.0000192","3.323","0.25","10.352839","0.00797","9490","7.34059","15.4064","0.868134","1276.89","1665","19","881.246","23.582","6955","125","4.25","0.09","1.54","0.07","","","1.52","0.26709","12,39","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"407127579","5064.01","","3","4","3","3","1","4","4","6.8","30.9","25.35","0","0","0","PC","PC","11.5939","0.006","1","qlp-s39-faintsearch","FAINT","234.351892","-82.485339","-7.065","0.041","-2.533","0.04","2460099.296227","0.0038148866","3.5108018","0.0000234","2.791","0.349","1.042807","0.002492","960","2.29537","5.42543","0.375845","561.487","1356","12","433.55","3.941","5860","130.8","4.06","0.08","1.59","0.08","","","1.06","0.131158","12,13,39,65,66","found in faint-star QLP search","2022-01-06","2024-08-22","2024-08-22"
+"243244680","5065.01","","5","5","5","5","5","5","5","6.2","52.9","26.22","0","2","8","KP","KP","9.66896","0.006","1","qlp-s46-tois","QLP","136.574193","19.402057","45.492","0.06","-41.791","0.045","2459575.851873","0.0007485","19.4921473","0.0000079","3.568","0.061","1.847322","0.000116","1700","0.107002","5.50689","0.255766","31.9085","662","86","181.69","1.286","6128","124.1","4.23","0.08","1.36","0.06","","","1.158","0.154946","44,45,46,72","K2-236 b / EPIC 211945201 b","2022-01-06","2024-02-01","2024-02-01"
+"56655478","5066.01","","3","4","3","3","4","4","4","23.3","92.2","41.59","1","2","3","PC","PC","10.3418","0.009","1","qlp-s70-ffi","QLP","63.833786","27.062203","-8.478","0.102","-5.972","0.073","2460231.615855","0.0013421","1.3454079","0.0000031","1.208","0.409","1.331929","0.12183","1226","112.203","7.22545","0.467627","3632.59","2162","23","402.304","8.2375","7509.4","107.3","4.07","0.08","2","0.08","0.4323","0.0123592","1.73","0.293137","43,44,70","slight depth aperture correlation without offset in difference image","2022-01-06","2023-12-06","2023-12-08"
+"117275513","5067.01","","5","5","5","5","5","5","5","4.3","35.9","11.23","0","2","6","KP","KP","11.7421","0.006","1","qlp-s72-ffi","QLP","130.878348","24.422956","1.18","0.058","-34.594","0.037","2460276.929305","0.0026616","4.6886342","0.0000058","2.651","0.107","1.596119","0.031244","1469","28.776","3.36071","0.226598","133.083","946","57","201.856","1.4895","4954","129.1","4.47","0.09","0.87","0.06","","","0.816","0.0935","21,44,45,46,72","K2-348 b; multi","2022-01-06","2024-02-01","2024-02-02"
+"366631954","5068.01","","5","5","5","5","5","5","5","4.6","46.5","8.99","0","1","10","KP","KP","11.1704","0.006","1","qlp-s72-ffi","QLP","130.180046","10.982951","-65.162","0.088","1.417","0.062","2460277.077587","0.001291","4.7369669","0.0000024","2.58","0.099","1.344974","0.032438","1238","29.8764","2.93924","0.156577","307.522","1166","93","154.83","1.246","5069.2","124.4","4.46","2","0.79","0.04","0.155","0.024","0.878","0.107425","7,34,44,45,46,72","K2-182 b","2022-01-06","2024-02-01","2024-02-02"
+"381360757","5069.01","","2","4","2","2","3","4","4","2.4","23.5","9.4","0","2","4","PC","PC","9.63679","0.006","1","qlp-s44-ffi","QLP","46.920838","15.324683","7.264","0.129","-42.785","0.14","2459519.107426","0.0177621","8.8558739","0.0039338","6.144","0.775","0.304049","0.001256","280","1.15681","3.014","0.261343","599.445","1378","10","231.014","3.517","6332","125.5","3.99","0.09","1.87","0.09","","","1.252","0.188019","42,43,44","low SNR","2022-01-06","2022-01-06","2022-12-14"
+"319968129","5070.01","","3","4","3","3","3","4","4","38.6","127.6","96.49","0","2","1","PC","PC","10.3879","0.006","1","qlp-s71-ffi","QLP","95.305914","20.878513","-10.55","0.084","3.158","0.07","2460248.028169","0.0028528","6.2170098","0.0000297","3.269","1","2.0703","3.763347","1905","3460.17","11.8966","4.20312","1988.94","1860","20","286.43","3.519","6304","199.3","4.16","0.1","1.54","0.07","","","1.238","0.211342","43,44,45,71","crowded field","2022-01-06","2024-01-04","2024-01-05"
+"307733361","5071.01","","5","5","5","5","5","5","5","10.3","73.1","11.71","0","1","5","KP","KP","10.0121","0.006","1","qlp-s72-ffi","SPOC/QLP","129.601086","20.106007","-36.144","0.108","-13.014","0.061","2460284.308584","0.0012089","1.6739029","7e-7","1.355","0.117","0.937395","0.024251","863","22.3356","3.44449","0.189317","757.167","1461","20","188.959","2.4405","6115.5","141.5","4.33","0.09","1.22","0.06","0.28076","0.0100895","1.153","0.168413","44,45,46,72","K2-100 b","2022-01-06","2024-02-01","2024-02-02"
+"7059054","5072.01","","5","5","5","5","5","5","5","22.5","112","44.07","0","3","8","KP","KP","12.244","0.007","1","qlp-s71-ffi","SPOC/QLP","126.936662","17.579327","-13.871","0.062","-14.712","0.04","2460255.017005","0.0081182","5.185768","0.0000164","2.356","0.166","14.209318","0.555583","13002","511.58","7.50399","0.660588","126.877","935","256","169.398","1.0545","4664.8","144.3","4.68","0.11","0.65","0.06","0.110723","0.0130056","0.74","0.0906058","44,45,46,71","K2-121 b","2022-01-06","2024-01-17","2024-01-27"
+"458686969","5073.01","","3","4","4","3","1","4","4","30.5","31","317","2","0","0","PC","PC","13.3042","0.008","1","qlp-s72-ffi","QLP","133.866599","10.04531","-3.723","0.053","6.427","0.034","2460282.514849","0.0028142","3.1393667","0.0000043","3.957","0.027","12.104785","0.135478","11087","124.772","15.9004","","963.197","1597","115","910.734","29.796","5653.4","182.8","4.08","","1.52","","-0.035","0.172","1","","34,44,45,46,72","","2022-01-06","2024-02-01","2024-02-14"
+"6893917","5074.01","","5","5","5","5","5","5","5","163.2","256.2","317","0","0","0","KP","KP","9.02097","0.006","1","qlp-s46-tois","SPOC/QLP","125.617407","13.735309","-25.428","0.082","-2.014","0.052","2460253.959401","0.0014858","3.0801833","0.0000086","3.233","0.014","10.517272","0.000039","9640","0.0357111","17.5341","0.599089","2090.4","1883","468","226.5","2.4795","7511","130.4","4.21","0.08","1.7","0.06","","","1.732","0.289663","44,45,46,71","KELT-17 b","2022-01-06","2024-01-04","2024-01-04"
+"23113034","5075.01","","5","5","5","5","5","5","5","14","84.1","21.87","0","1","1","EB","FP","8.3482","0.009","1","qlp-s71-ffi","QLP","60.838304","25.343808","-12.418","0.115","-5.113","0.07","2460256.342409","0.0014298","1.7134571","0.0000048","1.433","0.448","0.385505","0.028126","355","25.9045","4.95462","0.283062","4181.14","2240","19","246.968","5.4675","8638","152.9","3.93","0.07","2.64","0.09","","","2.16","0.320039","43,44,70,71","possible odd-even; short period for host star; TFOP FP/NEB","2022-01-06","2023-12-13","2024-01-05"
+"303432813","5076.01","","1","5","5","1","4","4","4","3.1","56.8","13.79","0","2","4","PC","CP","9.9909","0.006","1","qlp-s70-ffi","QLP","50.510417","17.239209","168.793","0.081","-175.975","0.065","2460204.013569","0.0126447","23.4435474","0.0004393","5.261","1.179","1.79947","0.380496","1656","350.388","3.78169","0.512511","100.496","882","19","82.857","0.30515","4794.4","151.4","4.47","0.11","0.85","0.07","0.299","0.1","0.77","0.0950006","42,43,44,70","potential L1 planet","2022-01-06","2023-12-06","2024-05-30"
+"87873211","5077.01","","3","4","3","3","4","4","4","29.6","93.6","62.41","0","2","5","PC","PC","9.51297","0.006","1","qlp-s72-ffi","QLP","107.532776","25.819332","8.223","0.076","24.631","0.067","2460281.227232","0.0040478","5.8879518","0.0000464","3.534","1.118","0.811348","1.284164","747","1182.06","9.19044","3.05918","3105.54","2079","17","208.721","1.6375","5641","128.1","3.85","0.08","1.97","0.1","","","1","0.131243","44,45,71,72","v-shaped; two stars in pixel: this and TIC 740814028; possible centroid offset towards TIC 87873218","2022-01-06","2024-02-01","2024-02-02"
+"303523128","5078.01","","1","4","1","1","3","4","4","6.1","9.9","2.7","2","2","4","PC","PC","9.7119","0.006","1","qlp-s70-ffi","QLP","51.365399","13.507488","17.331","0.133","23.39","0.1","2460231.408268","0.0023643","1.5110273","0.0000068","1.209","0.411","0.390935","0.047879","360","44.0969","1.44083","0.138465","271.144","1130","13","53.579","0.2628","4595","122.2","4.63","0.1","0.68","0.05","","","0.73","0.0875129","42,43,44,70","potential L1 planet; variable host","2022-01-06","2023-12-06","2023-12-08"
+"69672493","5079.01","","5","5","5","5","5","5","5","11","99.1","5.59","2","2","2","EB","FP","9.642901","0.006","1","qlp-s71-ffi","QLP","77.394839","24.324493","75.031","0.078","-186.132","0.05","2460257.096765","0.001873","1.4920726","0.0000047","1.594","0.315","0.98521","0.055807","907","51.3985","2.23482","0.160056","654.339","1409","22","77.3109","0.24775","5125","124","4.56","0.08","0.81","0.05","","","0.86","0.100986","43,44,71","visual binary; TFOP NEB/FP","2022-01-06","2023-12-20","2024-01-05"
+"17409453","5080.01","","5","5","5","5","5","5","5","5.4","23.6","41.69","0","1","1","KP","KP","12.9285","0.009","1","qlp-s71-ffi","QLP","66.236364","18.827362","25.965","0.052","-13.642","0.038","2460243.190501","0.0079088","9.72665","0.0000246","4.584","0.529","2.485922","0.090245","2287","83.1154","7.23871","0.399353","361.739","1214","21","491.242","6.9575","5583.6","118.3","4.11","0.08","1.45","0.07","0.348445","0.0130817","0.99","0.125784","43,44,70,71","K2-87 b; detected with K2 and QLP/TESS","2022-01-06","2023-12-14","2024-01-05"
+"203214138","5081.01","","5","5","5","5","5","5","5","24.7","95.4","63.22","0","14","6","KP","KP","10.5649","0.007","1","qlp-s45-ffi","SPOC/QLP","134.69028","20.868979","-2.621","0.078","-29.697","0.05","2460280.381301","0.0139915","5.1699026","0.0000311","1.972","0.094","3.381901","0.001253","3110","1.15401","9.23587","0.555516","562.184","1356","79","306.57","4.5895","6283.4","149.9","4.18","0.09","1.48","0.08","-0.303","0.009","1.23","0.18029","44,45,46,72","EPIC 212036875 b; brown dwarf (Persson+2019)","2022-01-06","2024-02-01","2024-02-01"
+"437011608","5082.01","TIC 437011608.01","1","4","1","1","4","4","4","16.2","168","7.56","5","2","8","PC","PC","7.6253","0.006","1","qlp-s72-ffi","QLP","106.569578","22.683148","-92.348","0.08","-78.817","0.07","2460284.802643","0.0008711","4.2403543","0.0000074","2.353","0.354","0.914575","0.028013","842","25.8007","2.64301","0.127163","255.637","1113","31","43.1406","0.0966","5670","110.1","4.5","0.07","0.93","0.04","0.09","0.1","1.01","0.127915","44,45,71,72","bright target; potential L1 planet","2022-01-06","2024-01-04","2024-01-05"
+"5882269","5083.01","","5","5","5","5","5","5","5","5.7","50","11.44","0","2","6","KP","KP","12.0394","0.006","1","qlp-s71-ffi","QLP","79.140797","20.254903","25","0.082","-45.938","0.059","2460251.750696","0.00306","4.7948642","0.0000063","2.245","0.325","2.478305","0.118453","2280","109.093","3.3985","0.328165","118.638","919","30","107.272","0.4995","4072","123.7","4.62","0.11","0.65","0.06","","","0.637","0.0816038","43,44,45,71","K2-284 b","2022-01-06","2024-01-17","2024-01-27"
+"438260486","5084.01","","1","4","4","1","3","4","4","3.7","12.1","1.65","3","2","7","PC","PC","7.564","0.006","1","qlp-s71-ffi","QLP","45.954561","20.110588","31.663","0.206","-64.966","0.129","2460252.991856","0.0029409","5.8321337","0.0000266","2.039","0.437","0.297532","0.016899","274","15.5645","1.15554","0.100161","49.8722","740","17","21.3575","0.0282","4544","122","4.54","0.1","0.75","0.06","","","0.72","0.0876522","42,43,44,70,71","L1 candidate; bright small star","2022-01-06","2024-01-03","2024-01-05"
+"6785559","5085.01","","2","4","2","2","4","4","4","3.9","34.1","8.77","1","2","5","PC","PC","10.1125","0.006","1","qlp-s45-tois","QLP","81.433488","20.544071","-8.611","0.072","25.889","0.055","2459546.925741","0.0163277","4.5117148","0.0013546","4.48","0.756","0.597319","0.000962","550","0.886008","2.89398","0.196671","921.698","1535","9","196.662","1.763","5785","138.5","4.19","0.08","1.35","0.06","","","1.038","0.134024","43,44,45","low SNR; bad difference image; possible odd-even","2022-01-06","2022-03-11","2024-02-15"
+"178217113","5086.01","","5","5","5","5","5","5","5","59.9","155.5","115.59","0","1","7","KP","KP","11.0514","0.006","1","qlp-s71-ffi","SPOC/QLP","127.578723","22.235919","-14.196","0.077","1.046","0.05","2460256.812967","0.0002002","2.9956366","2e-7","2.287","0.078","8.47787","0.049357","7778","45.4583","13.1937","0.714035","963.566","1552","128","348.646","6.2145","6135.5","142","4.21","0.09","1.4","0.08","0.0284445","0.0105308","1.162","0.160956","44,45,46,71","K2-34 b","2022-01-06","2024-01-17","2024-01-27"
+"18310799","5087.01","","1","4","1","5","5","5","5","4","67.4","13.58","0","3","10","KP","KP","10.1192","0.006","1","qlp-s71-ffi","QLP","67.412861","22.882567","82.874","0.134","-35.617","0.077","2460253.01276","0.0021694","17.3070631","0.0000158","3.646","0.202","2.074651","0.056537","1909","52.0714","3.7275","0.296614","31.2616","658","64","59.2474","0.1871","4230.6","104.4","4.48","0.09","0.77","0.06","-0.002","0.033","0.66","0.0792569","43,44,70,71","K2-136 c","2022-01-06","2023-12-14","2024-07-17"
+"234388232","5088.01","","3","4","3","3","4","4","4","14.4","121.7","17.13","2","2","5","PC","PC","9.3422","0.006","1","qlp-s44-ffi","QLP","112.891681","12.034442","-89.825","0.079","-36.455","0.059","2459518.182648","0.0071062","7.3242777","0.00007","3.984","0.656","0.511502","0.222994","471","205.364","4.30351","1.3837","2700.2","2008","10","86.9438","0.32345","5638.7","108.8","4.56","0.07","0.87","0.04","-0.191","0.021","1","0.123389","7,44","possible multi; possible centroid offset","2022-01-06","2022-01-06","2023-11-29"
+"234388232","5088.02","","2","4","2","2","4","4","4","1.1","28.5","2.97","2","2","5","PC","PC","9.3422","0.006","2","qlp-s44-ffi","QLP","112.891681","12.034442","-89.825","0.079","-36.455","0.059","2459521.211119","0.0083326","13.4155226","0.0014156","3.665","0.781","0.597319","0.003414","550","3.14485","1.53506","0.183248","62.2227","782","9","86.9438","0.32345","5638.7","108.8","4.56","0.07","0.87","0.04","-0.191","0.021","1","0.123389","7,44","low SNR; possible multi","2022-01-06","2022-01-06","2023-11-29"
+"330687113","5089.01","","5","5","5","5","5","5","5","7.8","41.4","28.78","0","1","5","KP","KP","10.999","0.009","1","qlp-s46-ffi","SPOC","136.489426","16.325515","-9.238","0.082","-9.538","0.059","2459574.716448","0.002158","5.1138588","0.0000078","2.361","0.334","1.466734","0.00012","1350","0.110179","5.83713","0.309099","359.228","1212","36","371.823","6.419","6315.7","140.9","4.17","0.09","1.51","0.08","0.14626","0.0061105","1.24","0.18688","44,45,46","K2-334 b","2022-01-06","2022-01-21","2022-12-14"
+"184892124","5090.01","","5","5","5","5","5","5","5","49.1","177.5","88.52","0","1","1","KP","KP","16.0573","0.008","1","spoc-s42-s46-b0A","SPOC","130.664165","19.41436","-36.805","0.226","-13.133","0.131","2459552.222387","0.0015271736","1.9827515124353","0.000037031492","1.2129130243772","0.06079615","160.107829","6.220542","137107.1539626","5712.9497","11.295429520993","0.58791214","20.617769139904","543.47574641596","25.374565","185.731","4.86","3213","157","4.93347","0.00109246","0.29304701089859","0.0116176","","","0.268704","0.0219432","44,45,46","AD 3116 b; 54 Mjup BD (Gillen+2017)","2022-01-06","2022-07-15","2022-12-14"
+"438073782","5091.01","TIC 438073782.01","3","4","4","3","3","4","4","60.1","81.4","317","6","3","2","PC","PC","11.4438","0.006","1","qlp-s45-tois","SPOC","95.635062","14.017632","-6.536","0.095","-7.317","0.085","2459546.828897","0.0004144","3.6413702","0.0000031","3.705","0.051","12.382591","0.000671","11340","0.618427","16.4955","0.852025","1340.13","1685","101","500.511","16.0175","6832","197.284","4.2575","0.0962536","1.5","0.08","","","1.475","0.279252","6,33,43,44,45","also a CTOI from Olmschenk","2022-01-06","2022-03-10","2024-02-20"
+"90853136","5092.01","","3","5","5","3","4","4","4","34.8","137","38.85","4","3","2","PC","APC","11.6786","0.006","1","spoc-s42-s46-b0A","SPOC","101.625573","28.841238","23.727","0.083","-4.309","0.069","2459546.216863","0.0011951","2.362690081112","0.00010348808","1.4468336445838","0.088101976","5.163076","0.380971","4744.0800284792","350.8254","6.9577388075404","2.4283702","340.33433046052","1095.4591557653","21.331743","189.575","1.5475","5222.44","104.606","4.63151","0.075155","0.75504702329636","0.0378392","-0.14132","0.024","0.89","0.105328","43,44,45","v-shaped","2022-01-06","2022-07-15","2024-02-22"
+"63189173","5093.01","","5","5","5","5","5","5","5","114.1","97.6","317","1","0","0","KP","KP","12.8033","0.006","1","qlp-s46-tois","SPOC","118.48315","23.938219","-23.655","0.039","-1.467","0.022","2459574.55039","0.0004089","2.2983835","0.0000206","1.93","0.043","36.894256","0.003896","33410","3.58874","15.2047","1.13146","117.166","916","132","202.152","0.948","4221.54","100.121","4.45733","0.0928819","0.79","0.06","-0.011483","0.0318496","0.66","0.0799454","44,45,46","HAT-P-68 b","2022-01-06","2022-03-10","2022-12-14"
+"19028197","5094.01","","5","5","5","5","5","5","5","36.4","246.3","17.56","0","0","0","KP","KP","10.2479","0.007","1","qlp-s46-tois","SPOC/QLP","119.773502","15.391209","-185.734","0.106","-57.263","0.06","2460257.95533","0.0004184","3.3366513","0.0000022","1.78","0.171","7.113107","0.000163","6530","0.149938","4.36319","0.132075","40.5809","703","134","29.4214","0.05075","3552","157","4.74","0.01","0.5","0.01","","","0.497757","0.0203467","44,45,46,71","GJ 3470 b","2022-01-06","2024-01-04","2024-01-04"
+"434226736","5095.01","","5","5","5","5","5","5","5","8","124.3","9.9","0","0","2","KP","KP","13.0275","0.008","1","spoc-s44-b02","SPOC","63.273935","15.247703","122.148","0.223","-18.337","0.118","2459501.774068","0.0010882552","3.4847528262488","0.00029493737","0.71718127705738","0.2384122","12.384503","1.115376","11341.740447579","1026.7719","3.1137985946145","1.0545624","9.5034188834702","447.80580342546","11.066787","44.9565","0.16585","3204","157","4.93668","0.00702832","0.29021599888802","0.00869257","","","0.265494","0.0201666","44","K2-25 b","2022-01-06","2022-01-06","2022-12-14"
+"26826078","5096.01","","5","5","5","5","5","5","5","187.9","536.1","86.01","0","0","0","KP","KP","10.2832","0.006","1","qlp-s72-ffi","SPOC/QLP","111.91643","24.336119","-4.985","0.068","-96.235","0.06","2460285.252669","0.000081","2.8753183","4e-7","1.615","0.037","26.015087","0.058062","23676","53.4753","11.1331","0.873749","85.1168","846","216","71.0374","0.19885","4604","127.2","4.64","0.1","0.68","0.05","0.21104","0.0887045","0.73","0.0866324","44,45,46,71,72","HAT-P-20 b","2022-01-06","2024-01-17","2024-01-27"
+"203214081","5097.01","","5","5","5","5","5","5","5","3.6","95.7","4.79","0","3","2","KP","KP","11.5219","0.007","1","qlp-s46-ffi","SPOC/QLP","134.718851","21.074796","175.512","0.103","-318.469","0.067","2460261.803357","0.0024045277","5.7459945","0.0000061","1.185","0.127","3.970187","0.000071","3650","0.0651263","2.06081","0.0618536","3.99828","393","21","27.9276","0.04505","3413","157","4.91","","0.32","0.01","","","0.294283","0.0201546","44,45,46,72","G 9-40 b","2022-01-06","2024-02-01","2024-02-01"
+"14770122","5098.01","","5","5","5","5","5","5","5","57.7","84.1","317","0","0","0","KP","KP","11.8887","0.006","1","qlp-s46-tois","SPOC","113.758253","17.830028","1.121","0.064","-8.592","0.055","2459574.804053","0.00062","3.5438893","0.0000596","3.991","0.068","12.745054","0.000662","11670","0.60946","19.5349","0.976657","1319.04","1678","128","697.004","17.5065","6466","128.891","4.07444","0.0909332","1.75","0.09","","","1.32","0.213835","44,45,46","HAT-P-39 b","2022-01-06","2022-03-10","2022-12-14"
+"91481801","5099.01","","3","4","3","3","3","4","4","62.1","265.3","84.6","1","4","1","PC","PC","6.9762","0.006","1","spoc-s42-s46-b0A","SPOC","44.79356","19.989734","52.39","0.158","-24.507","0.168","2459505.606278","0.0014997266","14.450540107369","0.00043414428","1.7882915233461","0.087368704","1.207916","0.069912","1111.9132883536","64.38881","10.998339929526","6.702243","462.69192226804","1182.8855566325","18.219017","93.1501","0.6444","6761.32","121.447","3.96878","0.0886725","2.0669500827789","0.0853669","","","1.45","0.245344","42,43,44","variable star; bright star; v-shaped","2022-01-06","2022-07-15","2022-12-14"
+"349582831","5100.01","TIC 349582831.01","3","4","4","3","3","4","4","63.2","79.4","317","3","0","1","PC","PC","12.4261","0.008","1","spoc-s59-b0A","SPOC","66.934984","33.086274","1.168","0.065","-13.99","0.051","2459911.622062","0.001306317","3.453631658141","0.0002784099","2.3375959503886","0.06984774","15.119233","0.411379","13828.818964061","378.82184","17.313918546879","0.9207271","958.65902730383","1419.1744740058","35.972168","513.756","9.618","6028","131.193","4.2444","0.0795407","1.3226399421692","0.0649296","","","1.12","0.147241","44,59","also a CTOI from Olmschenk","2022-01-06","2023-03-06","2024-09-01"
+"366410512","5101.01","","5","5","5","5","5","5","5","3.3","22.4","25.49","0","3","3","KP","KP","11.6718","0.008","1","qlp-s71-ffi","SPOC","126.488211","11.511093","-15.968","0.073","-9.524","0.048","2460247.820034","0.0031022","10.1367283","0.0000116","5.341","0.689","1.150404","0.044427","1059","40.9179","5.44119","0.285221","992.258","1563","24","518.625","11.2775","6283","128.818","4.17177","0.086253","1.51","0.07","","","1.23","0.184813","7,34,44,45,46,71","K2-98 b","2022-01-06","2024-01-17","2024-01-27"
+"82508808","5102.01","","3","5","5","3","3","4","4","39.8","72.6","43.15","1","1","1","PC","APC","15.0155","0.007","1","spoc-s44-b02","SPOC","123.152165","17.930123","-15.795","0.253","-28.933","0.161","2459500.505423","0.0013688256","0.4522013058695","0.0000498067","0.57737122870701","0.3707279","16.797106","2.214163","15351.649806838","2037.2416","7.9172286345031","4.65683","731.23872227318","1326.2779362953","8.141622","379.43","21.726","3739","157","4.6228","0.0220427","0.63394600152969","0.0300458","","","0.614948","0.0271051","44","EPIC 211843564.01","2022-01-06","2022-01-06","2023-04-05"
+"366443576","5103.01","","3","5","5","3","3","4","4","14.5","51","61.86","0","5","2","PC","APC","11.5679","0.007","1","qlp-s46-tois","SPOC/QLP","126.624043","10.555371","-7.924","0.081","-7.336","0.057","2459570.084477","0.0008077","4.9898664","0.000002","1.037","0.169","2.010472","0.0104","1850","9.57883","9.128","0.730217","167.032","1001","28","528.469","13.8585","6242","123.7","4.09","0.09","1.63","0.08","","","1.21","0.183152","7,34,44,45,46","EPIC 211335816.01; two stars in pixel","2022-01-06","2022-03-10","2022-12-14"
+"415443327","5104.01","TIC 415443327.01","3","4","3","3","3","4","4","21.6","27.5","317","1","0","1","PC","PC","13.7667","0.008","1","spoc-s44-b02","QLP","75.754432","11.449226","4.118","0.062","-1.562","0.041","2459501.630362","0.0036299266","4.8903760467894","0.0014708674","3.9844445555883","0.29257944","13.151004","0.821115","12039.46081364","755.98865","16.168355945759","1.0929224","796.3219694719","1354.8522095715","13.19661","1026.28","39.904","6278","122","4.20771","","1.4458800554275","","","","1.23","","44","also a CTOI from Olmschenk","2022-01-25","2022-01-25","2023-04-05"
+"203287192","5105.01","","3","4","3","3","3","4","4","25.4","28.5","317","2","4","6","PC","PC","12.1476","0.007","1","qlp-s72-ffi","SPOC/QLP","136.169901","20.931448","-16.007","0.061","-1.144","0.045","2460277.666516","0.0013567","4.4455436","0.0000028","4.152","0.041","6.358195","0.042893","5839","39.5051","15.8181","0.805938","905.997","1528","230","923.354","32.421","6355.8","103.2","3.89","0.09","2.11","0.11","-0.374311","0.022866","1.26","0.201393","44,45,46,72","EPIC 212040382.01","2022-01-25","2024-02-01","2024-02-02"
+"59351345","5106.01","","3","4","3","3","3","4","4","16.9","65","47.03","0","1","3","PC","PC","10.0704","0.006","1","qlp-s45-ffi","QLP","89.288232","14.878993","0.26","0.114","4.116","0.101","2460257.699928","0.0023814","2.4361097","0.0000056","1.095","0.278","0.912402","0.001979","840","1.82257","7.79741","0.573809","807.375","1485","19","450.49","15.0935","7182.5","135.7","3.91","0.1","2.33","0.14","-0.036","0.009","1.606","0.276215","6,33,43,44,45,71","possibly synchronized; slight depth aperture correlation; crowded field;  possible secondary based off QLP s71 finding at half period with odd-even","2022-01-25","2024-01-03","2024-01-03"
+"97735297","5107.01","","5","5","5","5","5","5","5","7","44.3","28.51","1","1","3","PC","FP","9.4098","0.02","1","qlp-s45-ffi","QLP","92.674931","31.328397","-3.453","0.332","-2.91","0.269","2459547.910111","0.0033759","1.8354365","0.0001606","1.633","0.382","0.33663","0.001118","310","1.02976","5.7988","0.788472","6809.52","2530","13","650.943","82.0725","9758","344.1","3.8","0.12","3.27","0.39","","","2.49","0.34668","43,44,45","weak signal but strong BLS; possible centroid offset","2022-01-25","2022-01-25","2024-02-05"
+"350348197","5108.01","","3","4","4","3","4","4","4","21.8","116.1","32.81","3","4","4","PC","PC","9.18458","0.006","1","qlp-s72-ffi","QLP","166.269504","11.246407","67.555","0.108","-46.579","0.111","2460285.356746","0.0011628","6.7535728","0.0000226","2.173","0.21","1.890826","0.064238","1740","59.1636","6.28796","0.328078","122.785","927","39","130.919","1.679","5880","130.1","4.22","0.08","1.32","0.07","","","1.065","0.138975","45,46,72","one transit near end of orbit in s72 possibly affecting transit fit but MCMC fits well","2022-01-25","2024-02-01","2024-02-02"
+"411930845","5109.01","","3","4","3","3","3","4","4","32.3","59.5","317","1","1","2","PC","PC","10.2846","0.01","1","qlp-s45-ffi","QLP","79.413022","17.714524","1.239","0.097","-5.651","0.069","2459547.384113","0.0014013","3.2104815","0.0001071","1.693","0.41","1.738569","0.002759","1600","2.54145","20.5754","1.71191","2847.04","2035","32","1165.13","78.905","9124","172.7","3.46","0.09","4.71","0.34","","","2.31","0.331998","43,44,45","large star; likely inflated hot Jupiter; possible secondary","2022-01-25","2022-01-25","2023-01-04"
+"239977528","5110.01","","3","5","5","3","4","4","4","8.9","38.5","87.58","4","2","3","PC","PC","10.2592","0.006","1","qlp-s72-ffi","QLP","94.404269","31.610331","-6.299","0.082","-1.756","0.068","2460227.480457","0.002712","30.1584857","0.000152","3.852","0.199","2.492452","0.099261","2293","91.4186","11.2128","0.618438","15.1027","549","23","392.259","8.099","6083","149.4","3.74","0.09","2.38","0.12","","","1.139","0.16475","43,44,45,60,71,72","warm Jupiter; evolved host","2022-01-25","2024-02-01","2024-05-24"
+"203289099","5111.01","","5","5","5","5","5","5","5","3.2","37.5","4.35","0","1","4","KP","KP","11.7538","0.007","1","qlp-s72-ffi","QLP","136.361492","21.668589","14.473","0.08","-25.94","0.057","2460280.32405","0.0042669","3.3557219","0.0000066","1.599","0.088","1.196054","0.026356","1101","24.2749","1.9149","0.0624086","37.2966","688","41","75.1691","0.30675","3807","157","4.68","0.01","0.56","0.02","","","0.555026","0.0204108","44,45,46,72","K2-344 b","2022-01-25","2024-02-01","2024-02-02"
+"337385330","5112.01","TIC 337385330.01","2","4","2","2","4","4","4","1.6","47.1","5.33","0","2","5","PC","PC","10.1857","0.008","1","qlp-s72-ffi","QLP","110.304466","17.588565","-67.888","0.08","-57.018","0.082","2460261.292276","0.0042396","15.532806","0.0001054","3.564","0.961","1.3428","0.121824","1236","112.198","2.17742","0.13157","31.4267","659","18","43.8372","0.087","3973","157","4.65","0.01","0.61","0.02","","","0.592837","0.0203215","44,45,46,71,72","potential L1 planet; possible centroid offset in QLP s46","2022-01-25","2024-01-04","2024-01-05"
+"2685481","5113.01","","1","4","1","1","4","4","4","4","35.2","9.38","1","2","2","PC","PC","10.2212","0.006","1","qlp-s45-ffi","QLP","80.498464","30.948728","-8.491","0.082","-6.195","0.056","2459545.541329","0.0045176","4.1363202","0.0001179","3.19","0.424","0.510416","0.000961","470","0.884717","3.00841","0.202615","632.772","1397","11","222.874","2.505","6113","192.4","4.21","0.09","1.39","0.07","","","1.152","0.164357","19,43,44,45","asymmetric transit; potential stellar variability","2022-01-25","2022-01-25","2023-11-27"
+"26693519","5114.01","","3","4","3","3","4","4","4","","","317","0","2","4","PC","PC","10.0643","0.006","1","qlp-s72-ffi","QLP","110.7852","25.558752","2.2","2.4","-6.3","2.4","2460280.731884","0.0017529","6.1539077","0.0000182","2.115","0.493","1.777719","0.13273","1636","122.241","22.3615","1.27753","114.033","910","26","","","5234.4","178.8","","","5.63","0.18","-0.065255","0.0149052","","","44,45,46,71,72","evolved host; possibly too large; Rstar ~ 5.6 Rsun in TIC 8","2022-01-25","2024-02-01","2024-02-01"
+"366499151","5115.01","","2","4","2","2","4","4","4","0.9","19.1","6.28","1","2","5","PC","PC","12.1045","0.006","1","qlp-s46-ffi","QLP","127.154488","10.249488","97.645","0.079","-115.839","0.048","2459554.641004","0.0114752","13.8240078","0.0001263","3.512","0.459","1.238445","0.00124","1140","1.14251","2.38171","0.169823","35.732","681","12","207.618","2.061","5129","127","4.67","0.09","0.71","0.04","","","0.864","0.104601","7,44,45,46,61,72","K2 candidate; EPIC ID 211319779; possible slight centroid offset","2022-01-25","2024-02-01","2024-02-01"
+"149496868","5116.01","","3","4","3","3","4","4","4","8.4","50.3","16.4","5","3","7","PC","PC","11.9783","0.008","1","qlp-s46-reprocessed","SPOC/QLP","164.375996","12.535614","-42.782","0.072","-4.601","0.062","2459578.653916","0.0020427","3.4355113","0.0000043","2.11","0.109","2.804819","0.000184","2580","0.169385","4.18368","0.28212","146.577","969","47","197.234","2.0595","4870","126.5","4.53","0.09","0.8","0.05","","","0.79","0.091793","45,46","K2 candidate","2022-01-25","2022-04-20","2022-12-14"
+"26469462","5117.01","","1","4","1","1","4","4","4","3","35.6","12.26","1","2","5","PC","PC","10.3657","0.006","1","qlp-s45-ffi","QLP","107.762809","14.947519","-19.745","0.075","-21.328","0.062","2459534.137427","0.0033102","11.6986928","0.0001808","3.37","0.222","1.010204","0.001959","930","1.8044","3.51877","0.22891","89.0703","855","13","217.786","1.7845","6247.5","109.3","4.39","0.08","1.16","0.05","0.021","0.036","1.212","0.171898","33,44,45","potential L1 candidate","2022-01-25","2022-01-25","2022-12-14"
+"438412198","5118.01","","2","4","2","2","3","4","4","3.7","32.5","6.86","0","2","3","PC","PC","10.0769","0.006","1","qlp-s71-ffi","QLP","97.362073","15.65565","2.188","0.084","1.625","0.071","2460257.667531","0.00588","1.5749553","0.000024","2.216","0.402","0.330114","0.027621","304","25.4399","2.51186","0.18806","3031.49","2067","13","280.37","3.46","6635","234.1","4.19","0.1","1.57","0.07","","","1.393","0.265845","6,33,43,44,45,71","Multiple stars in pixel; L1 candidate","2022-01-25","2024-01-03","2024-01-03"
+"75427473","5119.01","","5","5","5","5","5","5","5","9.6","41","12.8","0","3","1","EB","FP","8.96861","0.006","1","qlp-s71-ffi","QLP","85.222404","25.872525","20.218","0.095","20.66","0.073","2460258.206104","0.0078513","1.4713984","0.0000175","3.028","0.453","0.256264","0.014971","236","13.7886","3.62613","","2280.57","1925","16","179.327","1.703","5110.7","14.5","","","2.66","","-0.264","0.013","","","43,44,45,71","TFOP FP/NEB","2022-01-25","2023-12-18","2024-01-05"
+"58723861","5120.01","","3","4","4","3","3","4","4","18.3","90.6","98.66","7","2","3","PC","PC","10.2326","0.006","1","qlp-s45-ffi","QLP","104.214073","22.595448","6.129","0.073","-65.605","0.062","2460267.926815","0.0011434","24.9163182","0.0000498","6.745","0.131","6.818072","0.000686","6260","0.631576","12.0398","0.523996","51.1862","745","80","229.962","1.961","5778.4","103.5","4.12","0.07","1.47","0.06","0.203727","0.00646821","1.036","0.129875","44,45,71,72","warm Jupiter candidate","2022-01-25","2024-02-01","2024-02-06"
+"366568760","5121.01","","5","5","5","5","5","5","5","","","73.47","0","2","6","KP","KP","11.6522","0.007","1","qlp-s72-ffi","QLP","127.762837","10.847557","-1.278","0.107","-6.778","0.067","2460269.511157","0.0066926","8.4071591","0.0000223","5.002","0.226","0.578852","0.024446","533","22.5152","10.1248","","114.149","910","16","878.43","49.94","4642.6","29.9","","","4.71","","0.313","0.028","","","7,44,45,46,61,72","K2-97 b","2022-01-25","2024-02-01","2024-02-02"
+"116668723","5122.01","","1","4","1","1","4","4","4","23","106.9","31.45","0","2","3","PC","PC","9.82614","0.006","1","qlp-s71-ffi","QLP","85.682297","30.762919","21.05","0.082","-28.271","0.066","2460256.936361","0.0031354","3.3885867","0.0000143","1.377","0.4","0.694007","1.030323","639","948.512","6.12917","1.73718","1838.7","1824","11","183.637","2.224","6148.7","149","4.25","0.09","1.34","0.09","0.183","0.014","1.167","0.157895","19,43,44,45,71","possible secondary not at half phase; possible eccentric NEB/BEB","2022-01-25","2024-01-03","2024-01-05"
+"332022997","5123.01","","5","5","5","5","5","5","5","3.1","33.8","4.77","0","1","8","KP","KP","11.1983","0.006","1","qlp-s45-ffi","QLP","132.16988","20.455016","-4.872","0.074","-15.641","0.044","2459550.358225","0.0028752","3.2809598","0.0000047","1.897","0.098","0.814608","0.000578","750","0.532744","2.03745","0.134005","126.314","933","20","123.438","0.71","4783.6","103","4.59","0.08","0.74","0.04","-0.023","0.026","0.772","0.0891363","44,45","K2-275 b","2022-02-08","2022-02-08","2022-12-14"
+"332022997","5123.02","","5","5","5","5","5","5","5","2.1","30.3","6.23","0","1","8","KP","KP","11.1983","0.006","2","qlp-s46-ffi","QLP","132.16988","20.455016","-4.872","0.074","-15.641","0.044","2459572.871765","0.0019385","8.4388359","0.0000088","2.129","0.193","1.021072","0.000514","940","0.473828","2.38569","0.151464","25.215","624","17","123.438","0.71","4783.6","103","4.59","0.08","0.74","0.04","-0.023","0.026","0.772","0.0891363","44,45,46","K2-275 c","2022-01-25","2022-02-07","2022-12-14"
+"306902029","5124.01","","5","5","5","5","5","5","5","17.6","46.8","53.46","1","2","2","PC","FP","10.4406","0.014","1","qlp-s45-ffi","QLP","98.039425","17.38055","7.881","0.079","-4.025","0.067","2459549.901817","0.0034951","1.0754572","0.0000838","1.832","0.258","0.749417","0.000902","690","0.830544","8.40705","0.567744","3593.53","2156","22","588.788","17.201","6290","152.2","3.49","0.09","3.29","0.18","","","1.23","0.179822","43,44,45","a/Rs ~ 1.4; evolved host; possible phase modulations","2022-01-25","2022-01-25","2022-12-14"
+"247906954","5125.01","","1","4","1","1","3","4","4","4.3","44.5","9.08","1","2","4","PC","PC","9.02342","0.006","1","qlp-s72-ffi","QLP","87.9525","15.882044","-4.046","0.103","-7.112","0.083","2460280.082357","0.0026472","5.909621","0.0000219","2.784","0.742","0.472398","0.024203","435","22.2911","2.96154","0.165651","468.76","1296","17","171.506","1.6725","6710","142.9","4.21","0.09","1.55","0.07","","","1.426","0.236298","6,33,44,45,71,72","variable host","2022-01-25","2024-01-03","2024-01-05"
+"27064468","5126.01","TIC 27064468.01","3","5","5","3","4","4","4","10.5","73.6","17.98","9","3","3","CP","CP","9.56225","0.006","1","qlp-s48-tois","QLP","151.659783","18.634063","-54.591","0.101","-10.621","0.092","2460282.114507","0.0042282","5.4589863","0.000078","3.39","0.164","1.336278","0.000503","1230","0.463667","4.40571","0.225116","402.195","1247","32","160.414","1.598","6223","130.6","4.33","0.08","1.24","0.06","","","1.201","0.164762","45,46,48,72","TOI-5126 b","2022-01-25","2024-02-01","2024-02-12"
+"27064468","5126.02","","1","5","5","1","4","4","4","2.2","33.5","9.39","9","3","3","CP","CP","9.56225","0.006","2","qlp-s72-ffi","QLP","151.659783","18.634063","-54.591","0.101","-10.621","0.092","2460258.338552","0.0094753","17.9051919","0.0002375","4.555","0.739","0.837425","0.046776","771","43.0811","3.00633","0.193885","76.5725","824","14","160.414","1.598","6223","130.6","4.33","0.08","1.24","0.06","","","1.201","0.164762","45,46,48,72","TOI-5126 c","2022-02-08","2024-02-01","2024-02-02"
+"438170612","5127.01","","2","4","2","2","4","4","4","1.6","27.9","7.3","1","2","5","PC","PC","9.80493","0.006","1","qlp-s71-ffi","QLP","96.199683","13.362053","8.182","0.168","-10.893","0.119","2460239.027496","0.0110932","17.5328625","0.0002295","3.11","1.253","0.59406","0.06863","547","63.2083","2.60324","0.241906","53.5244","753","11","162.582","5.4915","6160","140","4.39","0.08","1.14","0.07","","","1.172","0.166585","6,33,43,44,45,71","some transits near end of orbit; multiple stars in pixel","2022-01-25","2024-01-04","2024-01-05"
+"406495245","5128.01","TIC 406495245.01","3","4","3","3","4","4","4","33.6","157.9","60.44","0","2","5","PC","PC","8.2893","0.008","1","qlp-s72-ffi","SPOC/QLP","143.31764","9.168421","-17.275","0.301","-14.549","0.222","2460274.61075","0.0009403","7.6014943","0.0000119","3.018","0.522","2.062685","0.071668","1898","66.0068","9.00796","0.389099","492.37","1312","64","193.998","4.402","7642","138.8","4.09","0.08","1.99","0.08","","","1.79","0.286992","45,46,72","double star","2022-01-25","2024-02-01","2024-02-02"
+"101520163","5129.01","","1","4","1","1","4","4","4","4.8","46.5","13.11","3","2","3","PC","PC","10.1843","0.006","1","qlp-s71-ffi","SPOC/QLP","99.702791","29.089322","-12.218","0.111","6.43","0.095","2460247.000236","0.0049461","7.4121119","0.000054","1.78","0.481","1.063456","0.077012","979","70.9286","3.6822","0.246479","82.6575","840","10","201.912","2.7075","6178","135.5","4.36","0.08","1.19","0.06","","","1.18","0.157543","43,44,45,71","potential L1 planet","2022-01-25","2024-01-04","2024-01-05"
+"75589027","5130.01","","1","4","1","1","3","4","4","4.6","53.8","3.81","0","6","3","PC","PC","8.64885","0.006","1","qlp-s71-ffi","QLP","85.516418","28.241192","56.565","0.092","-84.021","0.071","2460255.333156","0.013134","2.1667786","0.0000389","4.416","0.413","0.306221","0.017848","282","16.4382","1.77975","0.11083","4654.09","2301","12","101.55","0.6565","6224","135.5","4.36","0.09","1.2","0.05","","","1.201","0.181084","43,44,45,71","possible depth-aperture correlation; multiple similarly bright stars nearby","2022-01-25","2024-01-04","2024-01-05"
+"350043412","5131.01","","3","4","3","3","4","4","4","6.8","54","33.81","2","2","5","PC","PC","13.1113","0.007","1","qlp-s45-ffi","SPOC/QLP","155.515614","10.003199","-71.739","0.051","16.205","0.046","2459555.456557","0.002266939","9.4813433","0.0000123","1.019","0.031","10.308994","0.003929","9450","3.6185","6.37051","","2.79712","360","27","215.18","1.624","4427","122","4.67","","0.63","","","","0.693","","45,46,72","marginal TESS detection; K2 target; V-shaped","2022-01-25","2024-02-01","2024-05-01"
+"114516994","5132.01","","3","5","5","3","3","4","4","39.2","129.3","85.02","0","3","4","PC","APC","10.1485","0.006","1","qlp-s45-ffi","QLP","88.308222","21.917925","-2.003","0.086","-2.653","0.071","2459549.386944","0.0009967","1.5985577","0.0000647","1.19","0.123","2.815705","0.001711","2590","1.576","11.0534","0.518317","1717.96","1793","56","493.91","12.1515","7947","233.4","4.04","0.08","2.2","0.08","","","1.909","0.314469","44,45","possible odd-even or 200 ppm secondary; v-shaped","2022-01-25","2022-01-25","2023-02-08"
+"312221462","5133.01","","5","5","5","5","5","5","5","4.5","41.7","41.2","0","2","1","PC","FP","10.3703","0.029","1","qlp-s45-ffi","QLP","88.396157","33.232368","-3.125","0.104","-3.281","0.082","2459507.390544","0.0051778","30.4408598","0.000641","4.586","1.174","1.629827","0.028341","1500","26.1023","7.19468","0.989414","371.746","1223","12","404.955","8.775","8158.9","134.1","4.34","0.09","1.58","0.1","-0.171","0.017","1.99","0.311066","19,43,44,45","potential multi","2022-01-25","2022-01-25","2022-12-14"
+"95010343","5134.01","","5","5","5","5","5","5","5","3.9","45.4","8.13","0","2","2","PC","FP","9.16636","0.006","1","qlp-s72-ffi","QLP","114.312857","24.515713","-20.777","0.074","-17.203","0.061","2460272.398924","0.0034227","6.880459","0.0000388","2.037","0.391","0.48326","0.035482","445","32.68","2.77633","0.170915","123.942","929","10","149.969","0.9485","6474","128.7","4.32","0.09","1.31","0.06","","","1.319","0.211935","44,45,46,71,72","TFOP NEB/FP","2022-01-25","2024-01-17","2024-01-27"
+"172110606","5135.01","","5","5","5","5","5","5","5","9.6","61.5","10.93","1","2","2","EB","FP","8.96147","0.006","1","qlp-s73-ffi","QLP","97.83249","32.39678","64.652","0.07","-10.055","0.057","2460310.708798","0.0016921","2.0197299","0.0000055","2.563","0.588","0.462622","0.017488","426","16.1069","3.29943","0.183988","1353.12","1689","31","152.97","0.912","5810","139.5","3.96","0.08","1.77","0.09","","","1.045","0.133942","20,43,44,45,60,71,72,73","TFOP FP; retired as NEB","2022-01-25","2024-01-30","2024-02-02"
+"175236511","5136.01","","5","5","5","5","5","5","5","1.1","12.1","7.79","0","0","12","KP","KP","12.0789","0.007","1","qlp-s45-ffi","QLP","129.813701","23.357437","13.176","0.07","-10.366","0.047","2459550.096564","0.0039616","7.8092052","0.0000171","3.393","0.534","0.521278","0.00011","480","0.101394","2.70889","0.135045","230.628","1085","15","446.821","8.546","5906.9","108.1","4.3","0.08","1.22","0.06","-0.063","0.041","1.07","0.1433","44,45","K2-188 c","2022-01-25","2022-01-25","2022-12-14"
+"14570132","5137.01","","3","4","3","3","4","4","4","15","62.5","33.17","3","3","10","PC","PC","12.345","0.006","1","qlp-s72-ffi","QLP","126.023493","22.783201","-18.659","2.223","-15.149","2.223","2460280.973096","0.0008269","3.2092033","0.000001","0.677","0.111","2.214988","0.364632","2038","335.782","6.33877","","67.6268","","42","238.775","","5060.5","","","","0.91","","0.296","0.029","","","44,45,46,71,72","K2 candidate; EPIC 212138198","2022-01-25","2024-01-17","2024-01-27"
+"38087018","5138.01","","5","5","5","5","5","5","5","39.1","78","96.71","0","1","4","KP","KP","14.6026","0.007","1","spoc-s46-b0A","SPOC","169.632755","-1.774058","-28.15","0.078","21.666","0.058","2459552.134438","0.0018801944","1.7290233608562","0.00020046558","1.6887274076602","0.16843405","27.452683","1.408274","24967.871187968","1296.2272","11.89808734181","1.3123196","313.99007364679","1073.6153921466","15.108186","495.317","10.556","4377","122","4.50156","","0.76649498939514","","","","0.68","","45,46","K2-45 b","2022-01-25","2022-03-10","2022-12-14"
+"95337971","5139.01","","3","4","3","3","4","4","4","15.4","88.7","40.27","3","2","2","PC","PC","12.7263","0.007","1","qlp-s48-tois","SPOC","153.384453","19.948217","-130.701","0.053","-66.654","0.054","2459626.883017","0.0041837","5.9471027","0.000448","1.544","0.409","3.850325","2.125083","3540","1955.36","7.14437","2.91129","47.8442","732","10","131.219","0.94","3859","157","4.65384","0.011004","0.6","0.02","","","0.58554","0.0204224","45,46,48","low SNR","2022-01-25","2022-07-07","2024-05-01"
+"175193677","5140.01","","1","4","1","1","4","4","4","9.9","145.6","8.79","0","4","6","PC","PC","6.3687","0.006","1","spoc-s42-s46-b0A","SPOC","129.689446","23.685265","-47.303","0.065","-148.778","0.046","2459547.722323","0.0013911","15.611363326614","0.0011265326","3.2002614954301","0.1838049","0.565262","0.036941","520.48976065412","34.02321","2.9033346686438","0.5247555","111.97286683176","829.65579108269","15.49408","35.26","0.05255","6061.77","141.954","4.31439","0.0884508","1.2256799936295","0.0643367","0.125872","0.0287348","1.13","0.150757","45,46","K2 PC; potential L1 planet; HD 73344 (Liang Yu et al 2018)","2022-01-25","2022-07-15","2022-12-14"
+"350020859","5141.01","","5","5","5","5","5","5","5","17.5","85.5","38.98","0","2","4","KP","KP","8.74761","0.006","1","spoc-s42-s46-b0A","SPOC","154.671098","10.128846","5.348","0.079","-42.449","0.071","2459556.003033","0.0016437146","11.814172615256","0.0007113047","5.564935226087","0.14044397","1.635149","0.03764","1504.8941670103","34.66735","6.9724932215186","0.58439887","275.64272987993","1039.2173413351","34.01303","132.345","0.8035","5609","128.932","3.93083","0.0760211","1.7859799861908","0.0933392","","","0.992","0.125112","45,46","HD 89345 b","2022-01-25","2022-07-15","2022-12-14"
+"393495970","5142.01","","5","5","5","5","5","5","5","130.2","295.4","106.94","0","0","1","KP","KP","11.0658","0.008","1","spoc-s42-s46-b0A","SPOC/QLP","160.602369","7.435077","-32.17","0.079","-1.165","0.067","2459576.373848","0.0002262","1.7554285352988","0.00001703907","1.7729986363267","0.021282302","16.097077","0.144361","14716.592267713","132.95274","12.62298499417","0.7464507","867.73652958292","1384.2569724341","87.35919","185.932","1.469","5306","130.7","4.43","0.08","0.96522200107574","0.0564422","","","0.91","0.109865","45,46","WASP-104 b","2022-01-25","2022-07-15","2022-12-14"
+"281837575","5143.01","TIC 281837575.01","3","4","4","3","3","4","4","59.6","209.8","91","43","31","4","PC","PC","11.2668","0.007","1","spoc-s46-b0A","SPOC","165.36512","5.139481","-49.26","0.096","-0.122","0.076","2459553.292836","0.0011061968","5.2092331523539","0.00040031056","1.7362988497079","0.057907194","12.430707","0.49954","11383.812589458","459.9875","11.479613629343","1.9044112","158.18386361808","904.50358868622","35.99435","181.38","2.106","5296.38","107.392","4.53407","0.0772605","0.85412001609802","0.0427136","0.1976","0.018783","0.91","0.11438","45,46","possible multi; CTOI from Alton Spencer","2022-01-25","2022-03-10","2023-02-24"
+"281837575","5143.02","TIC 281837575.02","1","4","3","1","3","4","4","6.2","49.7","8.55","43","31","4","PC","PC","11.2668","0.007","2","spoc-s42-s46-b0A","SPOC","165.36512","5.139481","-49.26","0.096","-0.122","0.076","2459526.760734","0.0024408253","2.3851678831727","0.00019530013","1.7173073425187","0.51408833","1.191754","0.112897","1097.0438268951","103.976395","2.8574876599797","2.8526106","448.23108273945","1173.5328254198","9.352187","181.38","2.106","5296.38","107.392","4.53407","0.0772605","0.85412001609802","0.0427136","0.1976","0.018783","0.91","0.11438","45,46","possible multi; CTOI from Alton Spencer","2022-01-25","2022-07-15","2024-01-10"
+"380619414","5144.01","","5","5","5","5","5","5","5","254.3","262.6","317","0","0","2","KP","KP","10.15","0.014","1","spoc-s42-s46-b0A","SPOC/QLP","175.908033","6.563784","-77.24","0.083","11.016","0.07","2460262.66986","0.00018431582","2.655675250962","0.00001099895","2.611101390299","0.009682583","22.222044","0.069241","20259.22626256","63.771496","","","640.32576342927","1282.9803167432","300.182","141.887","1.2185","5817.3","609.9","","","","","0.118","0.019","","","45,46,72","WASP-85 A b; SPOC assuming solar radius but Rs ~ 0.9","2022-01-25","2024-02-01","2024-02-02"
+"281885301","5145.01","","5","5","5","5","5","5","5","8.5","54","35.45","0","2","5","KP","KP","12.3049","0.007","1","spoc-s42-s46-b0A","SPOC","174.960254","0.603596","-18.788","0.104","4.415","0.066","2459554.042178","0.0022733966","7.9177855285975","0.00061280356","3.1506390453111","0.20482807","6.69833","0.276704","6150.3984311639","254.82172","6.5930785690451","0.72927785","88.706625970179","782.72420607925","22.755013","289.827","5.5745","5322","104.314","4.5528","0.0768234","0.84047597646713","0.0425352","0.05","0.1","0.92","0.113896","45,46,72","K2-19 b","2022-01-25","2024-02-01","2024-02-02"
+"173103335","5146.01","","5","5","5","5","5","5","5","2.6","56","5.74","0","5","9","KP","KP","10.5459","0.007","1","spoc-s42-s46-b0A","SPOC","172.335371","-1.455136","94.034","0.094","-78.139","0.057","2459528.168292","0.0025809468","10.053943872078","0.0019294797","2.068692441883","0.5575528","1.822642","0.159108","1677.3066773643","146.53297","2.2586220404703","1.67416","4.5834495120888","373.17957222103","10.982085","44.0727","0.10815","3920","157","4.6932","0.00973992","0.55085599422455","0.0164328","","","0.546024","0.0203319","45,46","K2-3 b","2022-01-25","2022-07-15","2022-12-14"
+"95361530","5147.01","","3","4","3","3","4","4","4","16.9","73.1","39.77","4","2","3","PC","PC","12.2325","0.006","1","qlp-s48-tois","SPOC","154.241054","18.213862","-1.75","0.08","-23.854","0.081","2459631.96789","0.0016927","3.9178573","0.0000928","0.739","0.144","4.64602","0.022098","4270","20.3528","7.07511","0.565614","17.9382","573","18","272.747","4.316","5174.39","100.009","4.4946","0.0755123","0.88","0.04","0.308","0.034","0.877","0.103405","45,46,48","V-shaped","2022-01-25","2022-07-08","2022-12-14"
+"291517604","5148.01","","3","4","3","3","3","4","4","59.7","134.9","120.43","3","0","1","PC","PC","10.0143","0.006","1","qlp-s39-291517604","QLP","261.241401","-58.633055","9.639","0.059","7.988","0.065","2460117.346088","0.0012664","5.0637114","0.0000095","6.023","0.247","5.376829","0.000302","4940","0.278402","13.5595","0.730511","843.513","1501","101","237.514","3.044","5447","126.6","3.86","0.08","1.91","0.1","","","0.95","0.128198","12,39,66","evolved host","2022-02-08","2023-08-28","2023-08-28"
+"286094277","5149.01","","3","4","3","3","3","4","4","32.3","71.6","317","0","9","1","PC","PC","10.4815","0.006","1","spoc-s14-s60-b0A-PC","QLP","310.458865","48.028314","-13.835","0.095","16.83","0.096","2459814.873357","0.0007994","27.371495248623","0.00008098927","9.7083210076015","0.07048239","12.067288","0.100199","11052.846042673","92.28213","18.307132198532","0.9397903","95.488653290433","797.27416552866","121.55991","298.458","4.4835","5903","334","4","0.11","1.7058099508286","0.0866133","","","1.073","0.199546","15,16,41,55,56","large for insolation","2022-02-08","2023-05-22","2023-06-16"
+"40954422","5150.01","","5","5","5","5","5","5","5","61.1","134.9","126.51","0","0","0","EB","FP","10.0768","0.006","1","qlp-s74-ffi","QLP","301.393952","39.588455","-1.886","0.046","2.989","0.047","2460336.483913","0.0020682","1.7578288","0.0000053","3.218","0.39","2.299852","0.673244","2116","619.888","13.9433","1.9048","29799.8","3660","40","434.304","5.3045","6640","178.4","3.76","0.09","2.59","0.11","","","1.396","0.248221","14,15,41,54,55,74","TFOP FP/NEB","2022-02-08","2024-03-04","2024-03-16"
+"388130237","5151.01","","3","4","3","3","1","4","4","2.9","23.6","317","0","0","0","PC","PC","12.8337","0.006","1","qlp-s39-388130237","QLP","65.399258","-67.47014","2.927","0.04","-4.08","0.033","2459323.834982","0.0013774","92.1950434","0.0002252","4.425","0.213","30.164337","0.010552","27400","9.71836","16.0082","0.882858","1.32226","298","69","485.421","3.954","5643","129.6","4.44","0.08","1","0.05","","","1","0.129305","1,3,4,5,6,7,8,9,10,11,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65","source of signal previously alerted as TOI-2239.01 /TIC-388130235 (now retired as FP); this is the real star","2022-02-08","2024-04-22","2024-04-23"
+"257527578","5152.01","TIC 257527578.01","3","5","5","3","4","4","4","6","40.6","92.86","0","2","1","PC","CP","10.6509","0.008","1","qlp-s31-257527578","CTOI","46.292637","-21.933647","19.845","0.08","-1.076","0.082","2459084.832076","0.0841835","54.3212423","0.007034","4.024","0.721","4.033392","0.007007","3708","6.4541","11.6348","0.753551","6.76453","449","16","382.898","7.296","6207","129.4","3.99","0.08","1.82","0.09","","","1.19","0.167014","4,31","CTOI from Sol¿¿ne Ulmer-Moll","2022-02-08","2022-02-08","2022-12-14"
+"124029677","5153.01","TIC 124029677.01","3","5","5","3","4","4","4","12","65.6","89.82","0","7","1","PC","CP","11.215","0.007","1","qlp-s33-124029677","CTOI","91.54032","-19.953444","8.695","0.041","-34.562","0.059","2459197.092933","0.0017019","20.9108406","0.0000669","4.478","0.243","6.464135","0.002134","5936","1.96593","11.3547","0.545364","49.5559","739","34","390.484","4.457","6408","125.6","4.27","0.09","1.38","0.06","","","1.29","0.198849","6,33","CTOI from Sol¿¿ne Ulmer-Moll","2022-02-08","2022-02-08","2022-12-14"
+"240849748","5154.01","","3","5","5","3","3","4","4","27.4","46.3","317","0","1","4","PC","APC","10.7203","0.007","1","qlp-s42-240849748","QLP","340.959712","-16.462463","6.033","0.1","-3.321","0.083","2459470.788849","0.0016856","17.7256773","0.0000123","1.629","0.081","3.109654","0.192176","2860","176.985","15.4613","2.51723","39.274","697","37","338.491","7.912","6010","124.4","4.06","0.08","1.63","0.08","","","1.11","0.139394","2,29,42","EPIC 205947161","2022-02-08","2022-02-08","2022-12-14"
+"388811663","5155.01","","5","5","5","5","5","5","5","2.4","33.3","9.25","0","3","5","KP","KP","11.7603","0.006","1","qlp-s70-ffi-k2-tessonly","QLP","18.424101","3.097073","162.635","0.086","31.577","0.07","2460230.586626","0.0058262","9.7957298","0.0001071","2.39","0.47","2.355343","0.233513","2167","215.05","3.00478","0.359176","13.3238","532","10","109.218","0.9235","4147","124.6","4.55","0.11","0.71","0.07","","","0.649","0.0794256","42,43,70","K2-212 b; detected with combined K2 + TESS data","2022-02-08","2023-12-06","2023-12-08"
+"468889418","5156.01","","3","4","3","3","3","4","4","13.9","104.2","60.09","0","2","2","PC","PC","10.2409","0.006","1","qlp-s71-ffi","QLP","56.757474","8.664659","13.94","0.092","-22.601","0.065","2460221.038488","0.0037087","22.8524131","0.0000697","2.035","0.806","1.374326","4.278358","1265","3932.76","8.99211","3.15004","52.664","750","10","160.968","1.294","5857.9","140.7","4.4","0.09","1.08","0.08","-0.4555","0.00777817","1.059","0.13726","5,42,43,44,70,71","Gaia DR3 NSS SB1 list has a 14 km/s signal at the same period as planet candidate (from ExoFOP Observing Notes)","2022-02-08","2024-01-04","2024-01-05"
+"38161230","5157.01","","3","5","5","3","4","4","4","12.2","43.1","45.84","1","3","4","PC","APC","11.7475","0.006","1","qlp-s72-ffi","SPOC/QLP","171.235952","-2.08516","7","1.8","3","1.5","2460284.25085","0.0274946","2.5194039","0.0000202","1.113","0.034","2.102935","0.044174","1935","40.6849","7.65729","","219.344","","95","476.884","","6380","","","","1.76","","-0.67","0.1","","","45,46,72","V-shaped; TFOP ST3/APC","2022-02-08","2024-02-01","2024-02-02"
+"337647366","5158.01","","3","4","3","3","3","4","4","7.3","20.6","75.8","0","0","1","PC","PC","12.8325","0.008","1","qlp-s46-ffi","QLP","131.191359","16.243654","-6.348","0.049","-6.114","0.028","2459575.676862","0.0045724","4.7464485","0.0000168","2.408","0.404","2.108374","0.002983","1940","2.74774","10.3209","0.71537","281.823","1141","12","1175.98","43.015","5890.5","110.4","3.76","0.08","2.26","0.13","0.107083","0.0335047","1.07","0.133169","44,45,46","marginal TESS detection; EPIC ID 211724246","2022-02-08","2022-02-08","2023-02-19"
+"286712787","5159.01","","2","4","2","2","4","4","4","2.5","6.7","2.46","0","2","4","PC","PC","8.6739","0.006","1","qlp-s46-ffi","QLP","142.785956","20.019343","0.145","0.186","-67.278","0.209","2459567.004212","0.005013","5.8382783","0.0017124","2.478","0.44","0.282328","0.001221","260","1.1247","1.36437","0.124352","110.835","903","9","55.1788","0.1828","5259","119.5","4.53","0.08","0.85","0.05","","","0.9","0.115128","45,46","small PC; low SNR","2022-02-08","2022-02-08","2022-12-14"
+"4165850","5160.01","","2","4","2","2","4","4","4","3.1","34.9","5.67","2","2","5","PC","PC","10.187","0.006","1","qlp-s71-ffi","QLP","114.639398","31.394454","-10.013","0.072","4.252","0.063","2460258.887433","0.0041144","4.2807509","0.0000279","2.051","0.302","0.485433","0.038151","447","35.138","2.23474","0.145041","177.537","1016","12","151.465","1.035","5653.3","111.1","4.41","0.07","1.03","0.05","0.204","0.018","1.003","0.128826","20,44,45,46,47,60,71","","2022-02-08","2024-01-04","2024-01-05"
+"277697921","5161.01","","2","4","2","2","4","4","4","2.7","24.5","9.12","5","1","6","PC","PC","12.1875","0.006","1","qlp-s46-ffi","QLP","153.350015","3.960129","-3.152","0.068","-14.097","0.065","2459577.648713","0.0056979","5.7519475","0.0000202","2.428","0.215","1.303666","0.000719","1200","0.662236","2.96374","0.295888","37.7733","690","16","157.656","1.3555","4181.8","127.7","4.4","0.11","0.84","0.08","0.17","0.085","0.654","0.0792452","8,45,46","marginal QLP detection","2022-02-08","2022-02-08","2022-12-14"
+"60286662","5162.01","","5","5","5","5","5","5","5","5.9","31.7","45.74","1","0","3","KP","KP","13.2027","0.007","1","qlp-s71-ffi","QLP","125.223914","16.090796","9.738","0.068","-34.554","0.034","2460274.962182","0.000751","8.5623265","0.0000025","3.18","0.067","6.105946","0.060547","5608","55.7646","7.63717","","83.4514","842","125","564.454","13.7","5545.3","88.6","4.41","","1.02","","-0.422","0.086","0.98","","44,45,46,71,72","K2-271 b; marginal TESS detection","2022-02-08","2024-01-17","2024-01-27"
+"115010361","5163.01","","5","5","5","5","5","5","5","3.4","31.5","22.59","0","1","6","KP","KP","11.6271","0.007","1","qlp-s50-tois","QLP","201.616856","-2.281902","-38.804","0.067","-4.082","0.053","2459674.578483","0.0036536","15.4658691","0.0000393","3.16","0.279","2.587132","0.001254","2380","1.15527","5.07911","0.266584","33.0649","668","27","268.515","3.679","5480.8","106.3","4.41","0.08","1.02","0.05","-0.232","0.028","0.96","0.126936","23,46,50","K2-353 b","2022-02-08","2022-12-12","2022-12-16"
+"6892385","5164.01","","5","5","5","5","5","5","5","3.4","36.4","11.68","0","2","4","KP","KP","11.2089","0.006","1","qlp-s71-ffi","SPOC/QLP","125.420299","13.497512","6.963","0.065","-4.878","0.04","2460256.367181","0.0150878","8.2669589","0.0000523","3.328","0.529","1.42977","0.063713","1316","58.6805","3.44807","0.224015","140.125","958","82","197.989","1.5425","5411.1","139","4.49","0.09","0.92","0.05","0.32768","0.0150921","0.941","0.119116","44,45,46,71","K2-105 b","2022-02-08","2024-01-17","2024-01-27"
+"349986198","5165.01","","1","4","1","1","4","4","4","3.7","27.4","10.96","2","1","6","PC","PC","12.5389","0.007","1","qlp-s46-ffi","QLP","154.250153","6.866478","-63.855","0.047","4.976","0.05","2459546.601483","0.0929042","3.577501","0.000206","1.662","0.276","1.412375","0.001661","1300","1.53004","3.3001","0.246493","95.4633","870","15","245.302","2.09","4642.1","107.9","4.43","0.09","0.87","0.06","0.0663889","0.0341866","0.74","0.0850912","45,46","marginal TESS detection; potential L1 candidate","2022-02-08","2022-02-08","2022-12-14"
+"59582240","5166.01","","3","4","3","3","4","4","4","4.2","44.9","3.57","0","2","4","PC","PC","10.0063","0.006","1","qlp-s46-ffi","QLP","145.827534","15.004027","-77.045","0.084","-79.201","0.068","2459576.329573","0.0054858","1.7726881","0.0003463","1.409","0.348","0.42352","0.002757","390","2.53953","1.7148","0.182078","482.108","1305","9","112.335","0.621","5502","135.3","4.53","0.08","0.89","0.05","","","0.965","0.128101","45,46","low SNR","2022-02-08","2022-02-08","2022-12-14"
+"458686504","5167.01","","3","4","3","3","1","4","4","12.9","14.7","317","1","0","0","PC","PC","13.3935","0.009","1","qlp-s46-ffi","QLP","133.817943","11.548868","0.159","0.048","-3.108","0.033","2460282.322925","0.0184413","4.8740385","0.0000453","4.125","0.157","6.98197","0.000344","6410","0.316859","14.3194","","819.404","1490","15","1425.02","59.235","6504.4","32.5","4.05","","1.8","","-0.097","0.031","1.33","","44,45,46,72","K2 candidate; EPIC ID 211393988","2022-02-08","2024-02-01","2024-02-01"
+"363548415","5168.01","","5","5","5","5","5","5","5","6.6","45.2","22.86","0","1","4","KP","KP","11.9186","0.006","1","qlp-s46-ffi","QLP","171.515187","1.230624","3.434","0.066","-26.977","0.057","2460280.226861","0.4094134","6.7713411","0.0000084","2.836","0.368","3.185877","0.0014","2930","1.28903","5.07965","0.345574","144.17","965","31","249.645","2.465","5231","137.3","4.49","0.09","0.89","0.06","0.13","0.1","0.89","0.109648","45,46,72","K2-27 b","2022-02-08","2024-01-24","2024-01-24"
+"350023518","5169.01","","1","4","1","1","4","4","4","7.4","110.5","5.78","5","2","4","PC","PC","8.1644","0.006","1","qlp-s72-ffi","SPOC/QLP","154.868917","6.582766","-41.684","0.077","-48.011","0.069","2460269.548352","0.0023371","8.0387972","0.0000287","1.487","0.487","0.801569","0.070514","738","64.944","2.25604","0.174709","42.1222","709","16","36.2194","0.07735","5002","120.069","4.56836","0.0851961","0.78","0.05","","","0.83","0.0985157","45,46,72","variable star","2022-02-08","2024-02-01","2024-02-02"
+"330690135","5170.01","","5","5","5","5","5","5","5","4","31","28.01","0","1","3","KP","KP","11.5559","0.007","1","spoc-s42-s46-b0A","SPOC","136.789275","15.205677","-5.996","0.076","-10.886","0.059","2459558.616394","0.004437971","14.756501494468","0.0016876621","4.9375033182692","0.37319934","2.433126","0.14796","2238.4830034556","136.26735","5.73956169727","0.9270195","102.12664948004","810.78278806358","12.945139","343.99","5.1565","5790.7","105","4.3","0.07","1.201740026474","0.0541709","0.118188","0.0272167","1.04","0.134105","44,45,46,72","K2-333 b","2022-02-08","2024-02-01","2024-02-02"
+"110996418","5171.01","TIC 110996418.01","3","4","3","3","1","4","4","9.5","43.3","114.15","0","1","3","PC","PC","13.4003","0.006","1","spoc-s01-s46-b0A","SPOC","188.696788","-10.31971","-8.077","1.787","-10.82","1.287","2459559.099655","0.0043874085","15.781579057058","0.000078728546","3.9993972073041","0.30025932","13.116209","0.817475","12007.799264084","752.6389","11.767679711498","0.6352225","65.890391230934","726.64998867989","15.210717","696.695","","5780","","4.438","","1","","","","","","10,46","Rs = 0.96 Rsun from K2 obs. notes; SPOC is assuming solar parameters","2022-02-08","2022-07-15","2022-12-14"
+"53287554","5172.01","TIC 53287554.01","1","4","1","1","4","4","4","8","73.5","9.96","6","2","3","PC","PC","10.648","0.006","1","spoc-s46-b02","SPOC","192.989892","-0.499038","12.446","0.104","-37.564","0.089","2459552.170815","0.0050463066","4.7218077274829","0.0014607732","2.7238343024352","0.30422735","1.532462","0.13599","1410.4539373987","125.243416","3.1241379573059","0.38128746","80.196721267318","763.2360984919","11.499211","84.1815","0.38335","4570","118.117","4.59581","0.0931772","0.70761501789093","0.0515578","","","0.72","0.0841192","46","","2022-02-08","2022-02-08","2022-12-14"
+"98669309","5173.01","","5","5","5","5","5","5","5","18.2","46.8","111.88","0","0","3","KP","KP","14.1768","0.008","1","spoc-s46-b02","SPOC","186.085306","-6.378954","-18.592","0.079","-14.043","0.046","2459552.707286","0.003681751","4.003577329939","0.00088797754","2.0958153283014","0.29475176","15.609307","1.237897","14273.851313691","1139.4954","12.962787852577","1.9405705","365.81854029248","1115.4142221414","10.604074","876.565","27.908","5318","122","4.33106","","1.0849200487137","","","","0.92","","46","K2-253 b","2022-02-08","2022-02-08","2022-12-14"
+"49428710","5174.01","TIC 49428710.01","3","4","3","3","4","4","4","5.5","45.7","20.7","0","2","4","CP","CP","10.6309","0.007","1","spoc-s01-s72-b0A-CP","SPOC","174.109497","-2.023351","6.788","0.085","-70.792","0.054","2459527.296517","0.0023219802","12.219339242986","0.00006691485","4.8876935325507","0.27608815","1.814838","0.080292","1670.1310625213","73.94849","4.8045458405365","0.42492387","100.91116241473","808.37263820808","19.858253","197.243","2.1815","5643.77","110.947","4.35958","0.0736267","1.0945700407028","0.0513442","0.415","0.02","1","0.125268","45,46,72","TOI-5174 b","2022-02-08","2024-06-06","2024-08-16"
+"55266835","5175.01","","3","4","3","3","3","4","4","36.1","44.2","317","2","0","2","PC","PC","13.0207","0.007","1","spoc-s42-s46-b0A","SPOC","139.324444","15.97982","-4.214","0.048","-1.847","0.033","2459554.977553","0.001469899","6.854846459115","0.0002769813","1.5226064012698","0.06860644","17.817143","0.922628","16276.281579398","849.4104","15.654500440849","0.68081576","126.50734607771","855.35950514636","24.047335","414.845","5.696","4797.5","34.9666","4.27798","","1.0619200468063","","0.201906","0.0325582","0.78","","45,46","close to synchronized; also a K2 PC","2022-02-08","2022-07-15","2023-04-05"
+"437054764","5176.01","","3","4","4","3","1","4","4","3","47.7","78.3","1","3","1","PC","PC","14.6831","0.008","1","spoc-s42-s46-b0A","SPOC","135.019493","13.273706","-71.736","0.088","-27.058","0.069","2459553.71434","0.0031329908","20.355073906824","0.0022565296","3.5018936465225","0.255799","41.497855","2.28547","37499.734354239","2102.782","10.507993337396","0.6571722","3.5797006319521","350.81764322748","15.9675665","268.685","3.6615","3728","157","4.70337","0.0102615","0.53909200429916","0.0168765","","","0.535338","0.0208694","44,45,46","first event near start of orbit; also a K2 PC","2022-02-08","2022-07-15","2024-09-01"
+"350033870","5177.01","","2","4","2","2","4","4","4","3","31.9","4.21","0","3","6","PC","PC","8.8471","0.007","1","qlp-s72-ffi","SPOC","155.072519","7.273586","17.551","0.076","-78.213","0.07","2460284.438815","0.0071447","2.2085904","0.0000067","3.992","0.355","0.163959","0.004798","151","4.41938","1.8831","0.0952637","3785.82","2185","28","154.965","1.164","6183","128.3","4.06","0.08","1.68","0.08","","","1.18","0.164104","45,46,72","potential L1 planet; K2 target","2022-02-08","2024-02-01","2024-02-02"
+"149969625","5178.01","","5","5","5","5","5","5","5","2.5","38.3","10.32","0","2","4","KP","KP","10.7875","0.006","1","spoc-s46-b02","SPOC","184.900488","0.968327","29.168","0.098","-14.59","0.072","2459560.41257","0.003892966","14.066601406446","0.0052145733","2.707837251396","0.75385404","1.576357","0.20343","1450.8250307138","187.34854","3.1908776692086","2.8080952","37.081949881207","629.37630762956","7.6214685","134.591","1.189","5141.67","104.391","4.53051","0.0751918","0.8376060128212","0.0416307","0.105","0.043","0.868","0.101607","46","K2-165 d","2022-02-08","2022-02-08","2022-12-14"
+"288671122","5179.01","","3","4","4","3","4","4","4","46.2","153.1","26.26","3","2","5","PC","PC","11.3617","0.009","1","qlp-s52-tois","FAINT","280.251649","83.055747","-19.061","0.04","18.122","0.045","2459768.887248","0.0005578","0.2874782","2e-7","0.445","0.075","2.108374","0.01524","1940","14.0362","5.53402","0.498202","5953.77","2447","48","256.739","1.6705","5702","129.2","4.43","0.07","1.02","0.05","","","1.02","0.125814","14,18,19,20,24,25,26,40,47,52","found in faint-star QLP search; low a/Rs","2022-02-28","2024-08-22","2024-08-22"
+"346972413","5180.01","","3","4","3","3","3","4","4","42","51.9","317","2","1","2","PC","PC","12.2175","0.014","1","qlp-s40-faintsearch","FAINT","282.877583","19.560248","4.182","0.066","0.005","0.089","2459413.390215","0.0013588","2.7779767","0.0000236","1.753","0.161","8.600432","0.009047","7890","8.33302","15.9998","1.0191","609.495","1384","16","705.408","24.7675","6976","161","4.16","0.1","1.71","0.09","","","1.53","0.26467","26,40","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"346667887","5181.01","","3","4","4","3","4","4","4","34","84.4","113","2","2","5","PC","PC","11.7242","0.009","1","qlp-s40-faintsearch","FAINT","280.677474","21.69982","8.258","0.031","2.798","0.046","2459415.698567","0.0013331","3.8922407","0.0000233","2.652","0.236","6.643273","0.004633","6100","4.2674","13.0318","0.783838","387.931","1236","37","480.155","6.6805","5943","137.4","4.03","0.08","1.66","0.09","","","1.09","0.137298","26,40","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"99654378","5182.01","","3","4","3","3","3","4","4","5.6","48","16.28","3","2","2","PC","PC","11.1303","0.007","1","qlp-s47-tois","FAINT","124.20331","71.286898","12.431","0.049","6.32","0.062","2459598.659187","0.0020574","7.3039588","0.0000656","3.218","0.304","2.228044","0.001837","2050","1.69203","4.15031","0.243239","149.732","974","21","208.267","1.7885","5718","127.2","4.53","0.08","0.9","0.04","","","1.02","0.129477","26,40,47","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"298829544","5183.01","","3","4","3","3","3","4","4","28.1","28.8","317","2","0","1","PC","PC","13.4685","0.007","1","spoc-s76-b0A","FAINT","287.764397","52.24468","-5.225","0.083","-10.256","0.068","2460368.824795","0.0028341457","2.7395591098912","0.00052204187","3.4295122259556","0.2019175","10.065055","0.514277","9227.4218481237","473.5541","15.259201024717","0.84697515","1691.1708698854","1635.5605317762","14.733875","1084.09","43.235","5919","122","4.1","","1.5425000190735","","","","1.08","","15,40,56,73,74,75,76","found in faint-star QLP search","2022-02-28","2024-09-06","2024-09-06"
+"28643432","5184.01","","5","5","5","5","5","5","5","28.1","72.9","79.16","1","2","1","PC","FP","11.649","0.009","1","qlp-s40-faintsearch","FAINT","282.699884","34.494757","-7.173","0.039","-7.145","0.045","2459418.221331","0.001655","2.2751393","0.0000111","2.087","0.591","3.643322","0.008163","3350","7.51845","10.5509","0.714627","1207.23","1642","24","504.97","6.169","5810","123.9","3.99","0.08","1.71","0.08","","","1.04","0.13","14,26,40","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"462808933","5185.01","","3","4","4","3","3","4","4","35.1","42.6","317","2","0","2","PC","PC","12.3595","0.012","1","qlp-s40-faintsearch","FAINT","277.589668","16.908527","2.504","0.071","-3.629","0.073","2459414.668268","0.0017531","4.2788309","0.0000295","4.399","0.231","8.447231","0.003271","7750","3.01276","17.4175","1.05619","1098.85","1603","27","770.483","26.5795","6353","144.2","3.94","0.09","1.98","0.11","","","1.26","0.192991","26,40","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"68453985","5186.01","","3","4","4","3","3","4","4","51.1","74.9","317","6","1","2","PC","PC","12.2428","0.017","1","qlp-s40-faintsearch","FAINT","291.589776","17.06358","0.146","0.046","-3.603","0.043","2459416.39218","0.0010426","2.503254","0.0000108","2.828","0.134","10.868146","0.003835","9960","3.53245","17.5644","0.750468","3356.68","2120","20","804.742","20.562","8076","180.8","4.25","0.08","1.73","0.06","","","1.96","0.312055","14,40","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"441590110","5187.01","","3","4","3","3","3","4","4","3.4","27.3","31.23","0","2","2","PC","PC","11.6215","0.007","1","qlp-s47-tois","FAINT","113.27293","77.577697","-5.687","0.035","-11.938","0.038","2459596.505388","0.0049427","17.8597459","0.0001572","4.862","0.391","2.369489","0.002348","2180","2.163","6.12838","0.34412","80.0325","833","17","436.183","4.8755","6263","123.1","4.3","0.08","1.3","0.06","","","1.22","0.176911","19,20,26,40,47","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"141677268","5188.01","","3","4","3","3","3","4","4","4.1","21.2","39","0","2","1","PC","PC","10.5784","0.006","1","qlp-s52-tois","FAINT","111.926404","83.647091","26.919","0.042","14.297","0.046","2459918.195827","0.0051833354","22.43341","0.0002413","6.077","0.656","1.021072","0.001187","940","1.09305","6.9652","0.467528","46.3189","726","17","357.174","3.418","5395","130.5","3.7","0.08","2.25","0.13","","","0.937","0.125423","19,20,26,40,47,52,59,60","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"408549705","5189.01","","5","5","5","5","5","5","5","22.5","33.7","317","1","0","1","EB","FP","12.9177","0.013","1","qlp-s52-tois","FAINT","94.084217","87.317511","0.056","0.033","-2.664","0.032","2459753.52285","0.0018893","9.5064017","0.0000298","3.258","0.315","9.498187","0.717647","8710","660.759","14.3253","3.14276","287.739","1147","16","497.269","3.5445","5999","141.1","4.41","0.08","1.09","0.05","","","1.11","0.144507","19,20,25,40,47,52,59","found in faint-star QLP search; centroid offset centered on another star in spoc s59","2022-02-28","2024-08-22","2024-08-22"
+"289574465","5190.01","","3","4","4","3","3","4","4","20.1","65.3","107.67","1","2","2","PC","PC","11.7191","0.007","1","qlp-s40-faintsearch","FAINT","278.781977","36.615633","-0.352","0.036","-1.371","0.04","2459413.172126","0.0017694","5.7488688","0.000042","4.412","0.236","5.529597","0.002669","5080","2.45816","12.6677","0.633074","786.234","1475","26","675.281","9.674","6728","127.4","4.12","0.09","1.73","0.08","","","1.43","0.247125","26,40","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"359469754","5191.01","","3","4","3","3","3","4","4","32.3","41.1","317","0","0","2","PC","PC","12.6103","0.164","1","qlp-s40-faintsearch","FAINT","291.567585","18.995258","-0.452","0.029","-6.847","0.036","2459417.858614","0.0040663","3.0278609","0.0000276","3.669","0.375","7.27705","0.010309","6680","9.49451","15.5158","0.928047","4163.14","2237","15","757.613","14.7465","8032","1134.2","4.17","0.14","1.9","0.08","","","1.94","0.545132","14,40","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"336125492","5192.01","","3","4","3","3","3","4","4","27.2","33.6","317","1","2","1","PC","PC","12.5231","0.008","1","qlp-s40-faintsearch","FAINT","281.06595","38.007341","-2.836","0.043","-5.382","0.048","2459416.096484","0.0018788","4.7271324","0.0000187","4.672","0.191","9.377714","0.002844","8600","2.61966","16.0689","0.814824","868.672","1512","33","825.977","17.15","6121.7","109.4","4.02","0.08","1.74","0.08","-0.146","0.036","1.16","0.15654","14,26,40","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"336126253","5193.01","","3","4","3","3","4","4","4","2.6","31.7","20.68","0","2","2","PC","PC","11.8002","0.006","1","qlp-s40-faintsearch","FAINT","281.074106","37.366161","1.858","0.037","33.042","0.037","2459408.15505","0.006186","18.9972068","0.0002025","3.906","0.517","3.218545","0.006155","2960","5.66922","4.7954","0.334897","28.2737","642","11","253.938","1.4435","5469","123.8","4.53","0.08","0.88","0.04","","","0.957","0.119929","14,26,40","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"288612903","5194.01","","3","4","3","3","4","4","4","12.8","49.7","69.35","1","2","2","PC","PC","12.1605","0.008","1","qlp-s40-faintsearch","FAINT","275.085296","40.332613","-0.376","0.041","-15.717","0.041","2459408.106913","0.0018483","7.0485133","0.0000575","3.543","0.258","5.38774","0.003166","4950","2.91602","9.80458","0.528981","202.23","1050","27","526.642","6.109","5889","123.5","4.2","0.08","1.37","0.06","","","1.07","0.134787","26,40","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"357145112","5195.01","","3","4","4","3","4","4","4","35","86.7","107.31","6","2","3","PC","PC","12.1391","0.006","1","qlp-s40-faintsearch","FAINT","290.124851","23.819189","-9.374","0.042","-1.533","0.048","2459416.086326","0.0022328","3.1523405","0.0000151","3.111","0.244","7.014753","0.006977","6440","6.42572","12.6359","0.813147","895.126","1523","19","491.054","7.456","6124","456","4.13","0.12","1.54","0.08","","","1.157","0.224507","14,40","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-28"
+"383828887","5196.01","","3","4","4","3","2","4","4","26.2","67.5","106.74","4","0","2","PC","PC","13.2357","0.007","1","qlp-s40-faintsearch","FAINT","284.160862","33.279514","-1.158","0.026","-10.127","0.029","2459418.347453","0.0025875","2.5677096","0.0000139","2.882","0.196","11.383698","0.012559","10430","11.5672","12.6572","","917.773","1533","18","763.703","9.5725","5854","122","4.28","","1.24","","","","1.06","","14,40","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"219431828","5197.01","","3","4","3","3","3","4","4","7.4","61.9","55.2","2","2","2","PC","PC","11.906","0.006","1","qlp-s47-tois","FAINT","146.712487","76.893849","-13.01","0.038","-41.276","0.043","2459588.291193","0.0013911","20.5773388","0.000058","1.503","0.259","9.290105","0.014914","8520","13.7363","8.59393","0.629426","2.81608","360","26","232.248","1.3955","5062","122.2","4.47","0.09","0.89","0.05","","","0.85","0.0977076","20,40,47","found in faint-star QLP search; V-shaped","2022-02-28","2024-08-22","2024-08-22"
+"193628179","5198.01","","5","5","5","5","5","5","5","36.8","96.3","115.07","0","0","0","PC","FP","11.9993","0.008","1","qlp-s40-faintsearch","FAINT","266.562261","46.498341","6.191","0.042","-10.148","0.047","2459415.348922","0.0007658","3.2623468","0.0000083","2.91","0.215","9.312006","0.0025","8540","2.30303","13.2175","0.746512","689.893","1427","71","504.372","5.6395","5957.4","142.7","4.18","0.08","1.41","0.08","0.341","0.032","1.09","0.140991","25,26,40","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"298049015","5199.01","","5","5","5","5","5","5","5","24.4","69.2","104","2","0","0","PC","FP","14.9652","0.008","1","qlp-s41-faintsearch","FAINT","185.336268","81.647682","-3.769","0.098","3.148","0.076","2459438.721301","0.0047744","3.9131371","0.0006544","1.846","0.355","41.904324","0.25688","37860","236.567","12.4444","1.12235","25.4932","625","10","372.355","6.7285","3773","157","4.64","0.01","0.62","0.02","","","0.603055","0.0212929","40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"21101556","5200.01","","3","4","3","3","3","4","4","12.4","61.7","90.69","0","7","2","PC","PC","11.3862","0.007","1","qlp-s48-tois","FAINT","274.422007","52.572205","-2.654","0.037","-3.732","0.037","2459887.497008","0.0039044754","17.4372954","0.000114","2.967","0.362","2.238923","0.620556","2060","571.39","11.4845","3.78653","215.608","1067","17","451.568","4.6525","6520","132.2","4.26","0.09","1.43","0.06","","","1.34","0.204825","14,15,18,21,25,26,40,41,48,58","found in faint-star QLP search; slightly v-shaped","2022-02-28","2024-08-22","2024-08-22"
+"267810289","5201.01","","3","4","3","3","3","4","4","34.6","42.5","317","3","0","1","PC","PC","13.306","0.007","1","qlp-s50-tois","FAINT","293.096015","58.368884","-4.569","0.03","-4.699","0.031","2459686.760358","0.0011175","3.8558229","0.0000063","3.462","0.079","15.010442","0.001877","13730","1.72897","17.8128","","502.171","1318","63","914.238","11.6475","5704","123","4.1","","1.48","","","","1.02","","14,15,16,17,20,23,40,41,47,50","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"320324079","5202.01","","3","4","3","3","3","4","4","2.7","20.4","46.34","0","32","2","PC","PC","11.5405","0.009","1","qlp-s51-tois","FAINT","246.458472","74.838054","-9.516","0.035","21.8","0.037","2459684.507843","0.0047257","34.6141657","0.0002519","2.66","1.184","1.597206","0.086485","1470","79.6523","7.6965","1.72567","31.4696","659","12","567.18","5.708","6382","125.9","4.07","0.09","1.72","0.07","","","1.28","0.210483","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51","found in faint-star QLP search; weak centroid offset and depth aperture correlation","2022-02-28","2024-08-22","2024-08-22"
+"158323182","5203.01","","3","4","3","3","3","4","4","3.9","15","75.03","1","0","1","PC","PC","12.6934","0.006","1","qlp-s41-faintsearch","FAINT","286.90686","47.905245","-0.051","0.026","-4.643","0.027","2459423.366212","0.0122987","15.1255732","0.0003451","6.424","0.967","2.260683","0.007043","2080","6.48721","10.2442","0.849297","161.672","993","9","1119.77","19.87","5907.2","140.3","3.75","0.09","2.28","0.12","0.0731765","0.0154349","1.07","0.139465","14,15,26,40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"65845738","5204.01","","3","4","3","3","3","4","4","36.8","34.2","317","1","2","1","PC","PC","12.3428","0.103","1","qlp-s41-faintsearch","FAINT","310.938842","40.29807","10.545","0.056","6.208","0.052","2459825.299287","0.0015837926","1.593603","0.0000075","3.244","0.277","5.769705","0.003242","5300","2.98608","14.4804","0.755636","5402.33","2388","26","821.754","23.463","6589","613","3.98","0.11","1.99","0.09","","","1.37","0.314778","15,41,56","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"419411415","5205.01","","3","5","5","3","4","4","4","128.3","330.9","85.22","5","0","1","PC","CP","13.6136","0.009","1","qlp-s41-faintsearch","FAINT","313.770682","24.360977","41.772","0.079","52.161","0.075","2459443.470673","0.0005016","1.6306523","0.0000568","1.202","0.083","76.518468","0.040249","68050","37.07","11.1125","0.428663","30.1966","653","84","86.4493","0.41585","3262","157","4.83","","0.4","0.01","","","0.388752","0.0203937","41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"159117779","5206.01","","3","4","3","3","3","4","4","20.4","22.9","317","0","0","1","PC","PC","12.8715","0.007","1","qlp-s48-tois","FAINT","192.905209","78.027244","2.415","0.031","-3.707","0.023","2459634.597943","0.0018283","4.4716261","0.0000156","6.451","0.192","5.442298","0.001059","5000","0.975158","17.4958","0.935213","1694.87","1787","11","1297.27","24.245","5972","128.3","3.72","0.08","2.41","0.12","","","1.1","0.13836","14,20,21,26,40,41,47,48","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"147892178","5207.01","","3","4","3","3","3","4","4","1.7","42.3","34.27","3","0","1","PC","PC","13.2754","0.007","1","qlp-s47-tois","FAINT","142.729233","71.740257","-15.026","0.024","-27.223","0.028","2459585.838983","0.0038425","24.6951647","0.0001775","3.696","0.411","14.526176","0.015067","13290","13.8769","6.41046","0.298545","3.18912","372","18","156.815","0.4225","3850","157","4.68","0.01","0.56","0.02","","","0.558209","0.0201886","14,20,40,41,47","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"110738386","5208.01","","3","4","3","3","4","4","4","10.7","55.3","56.38","1","2","7","PC","PC","11.4731","0.006","1","qlp-s41-faintsearch","FAINT","291.541081","28.68856","2.962","0.83","-0.206","0.83","2459423.385838","0.0022461","12.2307873","0.0001094","3.627","0.28","4.711445","0.004845","4330","4.46222","8.68366","","85.8245","","14","386.638","","6164","","","","1.31","","","","","","14,40,41","found in faint-star QLP search; detrending issues in one sector affecting transit shape","2022-02-28","2024-08-22","2024-08-22"
+"111108561","5209.01","","3","4","4","3","3","4","4","60","155.5","124.07","2","0","1","PC","PC","12.8462","0.006","1","qlp-s41-faintsearch","FAINT","291.871283","25.453331","-3.037","0.028","-0.068","0.032","2459443.478986","0.000881","2.635737","0.0000073","2.207","0.103","23.597925","0.010339","21500","9.52251","13.8231","0.764196","479.892","1303","38","404.438","3.271","5900","209.1","4.54","0.08","0.92","0.05","","","1.072","0.132283","14,40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"265979849","5210.01","","3","4","4","3","3","4","4","38.3","113.9","93.09","2","2","3","PC","PC","11.4194","0.006","1","qlp-s41-faintsearch","FAINT","314.316923","21.950206","23.297","0.054","3.435","0.043","2459443.959352","0.0007126","4.5661309","0.0000079","3.543","0.205","8.315933","0.001609","7630","1.48185","11.6029","0.618573","377.954","1228","77","302.086","2.682","5569","151.3","4.21","0.08","1.28","0.07","","","0.982","0.130795","15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"215595454","5211.01","","3","4","3","3","1","4","4","42.9","54.6","317","4","0","0","PC","PC","13.3285","0.01","1","qlp-s41-faintsearch","FAINT","295.168022","28.682559","-0.295","0.023","-6.593","0.027","2459445.520941","0.0035171","2.0961984","0.0002699","3.22","0.255","14.988425","0.019769","13710","18.2078","18.2172","","2405.31","1951","18","1054.17","17.98","6379","122","4.15","","1.57","","","","1.27","","40,41","found in faint-star QLP search; ephemeris match to TIC 2155954564 but this appears to be the correct source","2022-02-28","2024-08-22","2024-08-22"
+"424699834","5212.01","","5","5","5","5","5","5","5","22.2","56.9","93.8","1","0","1","EB","FP","12.8257","0.007","1","spoc-s14-s60-b0A-PC","FAINT","294.459175","58.986723","-7.142","0.038","-12.713","0.03","2459826.176137","0.0035112626","2.4011406561232","0.00013257423","3.6926411011155","0.25668642","3.47338","0.300334","3193.9893037697","276.5797","11.68626090163","5.5325575","1918.6201878463","1687.9788551091","18.24495","790.407","9.6785","5911","129","4.11","0.08","1.508780002594","0.0740277","","","1.08","0.130424","14,15,16,17,20,23,24,40,41,47,50,56,57,58,60","found in faint-star QLP search; retired as TFOP FP/EB","2022-02-28","2024-09-06","2024-09-07"
+"247356332","5213.01","","3","4","4","3","3","4","4","43.9","64.6","317","2","0","1","PC","PC","12.8179","0.015","1","qlp-s41-faintsearch","FAINT","309.275892","29.365411","-1.595","0.029","-0.189","0.027","2459445.58846","0.0027955","4.5333993","0.0000226","1.083","0.445","8.38158","3.257345","7690","2995.63","16.84","6.78721","159.735","990","10","625.326","8.7165","6254","153.2","4.42","0.09","1.12","0.05","","","1.21","0.189877","14,15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-09-01"
+"7583660","5214.01","","3","4","3","3","3","4","4","14.3","33.5","117.11","1","2","1","PC","PC","12.0228","0.007","1","qlp-s41-faintsearch","FAINT","272.537667","47.875676","-2.938","0.043","3.143","0.053","2459445.571125","0.0024711","5.3333965","0.0000382","5.577","0.361","2.946339","0.001625","2710","1.49702","13.3147","0.87594","871.955","1513","18","893.944","21.2615","5840.8","140.2","3.65","0.08","2.53","0.15","0.353","0.028","1.05","0.127708","14,25,26,40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"236632480","5215.01","","3","4","3","3","4","4","4","12.4","44","86.67","2","0","2","PC","PC","12.8507","0.015","1","qlp-s41-faintsearch","FAINT","314.987438","31.485279","-4.014","0.021","-4.631","0.024","2459443.206935","0.0038216","7.4244269","0.0000734","3.655","0.474","7.944008","0.015577","7290","14.3468","11.1736","0.805202","196.654","1043","15","666.058","7.4415","5873","158.7","4.21","0.08","1.34","0.07","","","1.06","0.144668","15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"256561562","5216.01","","3","4","3","3","3","4","4","9.1","27","74.31","0","0","1","PC","PC","12.9392","0.007","1","qlp-s51-tois","FAINT","299.937613","61.653163","-1.944","0.024","-4.043","0.025","2459714.938781","0.0028736","1.8951273","0.0000073","3.518","0.293","2.315085","0.001414","2130","1.30236","10.1981","0.551156","5318.45","2379","24","1526.91","28.565","6818","129.2","3.89","0.09","2.28","0.11","","","1.47","0.247138","14,15,16,17,18,21,24,41,47,48,51,57","found in faint-star QLP search; variable host","2022-02-28","2024-08-22","2024-08-22"
+"215018906","5217.01","","3","4","3","3","4","4","4","25.7","61.4","112.16","0","2","7","PC","PC","10.9992","0.006","1","qlp-s54-tois","FAINT","294.922389","28.572231","-7.516","0.046","-25.038","0.045","2459790.808604","0.0038523","4.3713133","0.0000638","4.113","0.46","3.218545","0.194104","2960","178.76","12.9868","3.75756","847.146","1502","23","517.506","7.5775","6029","204.2","3.71","0.12","2.45","0.2","0.426","0.188","1.118","0.162216","40,41,54","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"259172249","5218.01","","3","4","3","3","1","4","4","14","50.7","64.64","1","0","0","PC","PC","14.5179","0.007","1","spoc-s14-s60-b0A-PC","FAINT","292.663464","71.762961","7.893","0.043","17.451","0.052","2459825.392121","0.0014917637","4.2914878609616","0.000094888404","2.3462655717504","0.13660301","21.027518","0.82401","19180.72337748","758.653","9.3875780924219","0.6077101","49.179211051807","675.40634916623","23.207605","377.483","3.627","3937","157","4.59","0.01","0.67570698261261","0.0205381","","","0.646066","0.0205255","41,47,48,49,56,57,59,60","found in faint-star QLP search","2022-02-28","2024-09-06","2024-09-06"
+"378708888","5219.01","","3","4","3","3","1","4","4","28.4","28.6","317","0","0","0","PC","PC","13.4066","0.018","1","qlp-s41-faintsearch","FAINT","302.828492","34.368508","-4.339","0.03","-15.491","0.037","2459442.47017","0.0045964","2.88753","0.0000249","3.547","0.4","8.370639","0.015505","7680","14.2807","16.2965","","1422.54","1710","15","991.551","20.8575","6095","122","3.95","","1.87","","","","1.14","","14,15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"394691478","5220.01","","3","4","4","3","1","4","4","41.5","54.5","317","5","0","0","PC","PC","13.1562","0.01","1","qlp-s41-faintsearch","FAINT","291.435194","30.028078","-2.196","0.029","-2.313","0.032","2459445.188913","0.0012648","2.0876485","0.0000078","2.873","0.15","14.141118","0.006357","12940","5.85477","18.0794","","2243.2","1917","26","1094.99","23.405","6655","122","4.19","","1.58","","","","1.4","","14,40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"233409941","5221.01","","3","4","4","3","3","4","4","18.9","65.7","80.47","3","0","1","PC","PC","13.3911","0.01","1","qlp-s57-tois","FAINT","302.166535","59.482017","-13.162","0.027","-4.058","0.028","2459878.821878","0.0011752","4.4247361","0.0000076","2.757","0.186","14.550384","0.509956","13312","469.577","10.688","","223.224","1076","38","539.904","3.8505","5536","122","4.48","","0.94","","","","0.97","","14,15,16,17,41,55,57","found in faint-star QLP search; v-shaped; multiple stars in pixel","2022-02-28","2024-08-22","2024-08-22"
+"30791047","5222.01","","3","5","5","3","3","4","4","11.8","47.3","123.4","0","2","2","PC","APC","11.3171","0.012","1","qlp-s41-faintsearch","FAINT","289.709501","31.648175","-0.51","0.059","-4.223","0.071","2459435.553446","0.00347","13.3057762","0.0001522","5.5","0.501","4.024674","0.004368","3700","4.02334","13.7171","0.827885","505.593","1321","10","900.45","35.1945","8104","153.6","4.02","0.08","2.26","0.11","","","1.97","0.311615","14,40,41","found in faint-star QLP search; variable star","2022-02-28","2024-08-22","2024-08-22"
+"377297285","5223.01","","3","4","4","3","3","4","4","34.6","52.3","317","4","0","1","PC","PC","13.0628","0.007","1","spoc-s14-s60-b0A-PC","FAINT","286.716198","54.612108","-5.723","0.03","-15.672","0.027","2460369.865078","0.0024759104","4.0656968187015","0.00004354478","4.2275631982742","0.06927085","14.976029","0.212357","13698.7386688","195.56935","18.708197710463","0.22975263","1207.0370102263","1503.314672471","65.11341","1027.87","13.625","6424","122","4.18","","1.5311599969864","","","","1.3","","14,15,16,19,40,41,49,56,59,60,73,74,75,76","found in faint-star QLP search","2022-02-28","2024-09-06","2024-09-06"
+"406361982","5224.01","","3","4","3","3","3","4","4","14.7","34.4","127.83","1","0","1","PC","PC","12.5459","0.022","1","qlp-s55-tois","FAINT","308.190536","27.546096","-7.002","0.027","-12.604","0.025","2459818.154198","0.0072097","5.2819763","0.0000463","5.909","0.655","3.610641","0.226347","3320","208.452","14.0062","4.0342","1409.33","1706","18","960.824","17.475","6228","186.4","3.72","0.08","2.5","0.12","","","1.2","0.174345","14,15,41,55","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"383645563","5225.01","","3","4","3","3","3","4","4","4.1","25.9","59.21","1","0","1","PC","PC","12.5117","0.007","1","qlp-s49-tois","FAINT","278.846728","60.427895","-7.779","0.031","-20.515","0.034","2459831.811611","0.0037024654","22.9367426","0.0001174","1.706","0.51","3.828534","0.018778","3520","17.2949","8.88483","0.759682","5.57635","428","15","584.497","5.718","5721","126.1","4.19","0.08","1.34","0.07","","","1.02","0.127614","15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,56,57,59,60","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"195093356","5226.01","","5","5","5","5","5","5","5","62.5","110.1","317","0","5","1","PC","FP","11.8572","0.007","1","qlp-s41-faintsearch","FAINT","313.339745","37.475083","5.231","0.04","-1.491","0.046","2459432.674379","0.0007072","7.8284207","0.000012","5.456","0.138","35.827678","0.004386","32460","4.03967","17.0783","0.875392","275.376","1134","123","296.602","2.3845","5707","134.6","4.5","0.08","0.94","0.05","","","1.017","0.128845","15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-27"
+"313453776","5227.01","","3","4","3","3","3","4","4","21.5","76.3","61","2","2","2","PC","PC","11.6078","0.006","1","qlp-s48-tois","FAINT","198.684521","75.235992","-36.003","0.057","20.687","0.038","2459632.264968","0.0006423","3.7325203","0.0000044","2.851","0.102","5.224082","0.000967","4800","0.890541","9.10598","0.451212","445.556","1279","86","388.807","3.902","5824.6","158.2","4.24","0.07","1.3","0.06","","","1.06","0.129","15,20,21,40,41,47,48","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"154014059","5228.01","","3","4","3","3","3","4","4","8.6","29.3","88.36","2","0","1","PC","PC","12.9534","0.007","1","qlp-s49-tois","FAINT","206.75296","68.867137","-0.678","0.033","-0.786","0.024","2459651.416456","0.0024238","8.3221959","0.0000355","2.771","0.229","4.853214","0.004425","4460","4.0754","11.2943","0.649256","90.1896","858","22","925.944","13.4405","5899","120.2","4.03","0.08","1.65","0.08","","","1.07","0.133308","14,15,21,22,41,47,48,49","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"288428649","5229.01","TIC 288428649.01","2","4","4","2","3","4","4","3","26.8","11.91","1","2","3","PC","PC","11.9919","0.007","1","qlp-s52-tois","FAINT","269.035507","78.213123","3.477","0.039","-71.214","0.043","2459883.298899","0.009094398","5.9184575","0.000022","2.947","0.241","1.347148","0.000972","1240","0.894902","3.4729","0.227687","130.7","941","24","273.283","1.6965","5087.5","153.5","4.41","0.09","0.97","0.06","","","0.88","0.107852","14,15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49,50,51,52,58","found in faint-star QLP search; possible secondary","2022-02-28","2024-08-22","2024-08-22"
+"55778666","5230.01","","3","4","3","3","3","4","4","17.4","66.3","98.94","2","0","1","PC","PC","13.1924","0.007","1","qlp-s48-tois","FAINT","182.33384","57.503601","7.924","0.027","-5.105","0.026","2459630.986564","0.0013044","7.1452343","0.0000171","3.169","0.13","15.880463","0.005938","14520","5.46937","12.0822","","120.883","923","33","576.539","5.9405","5685","122","4.46","","0.98","","","","1.01","","15,21,22,41,48","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"105387356","5231.01","","5","5","5","5","5","5","5","16.2","41.7","76.61","0","0","0","PC","FP","11.4186","0.017","1","qlp-s41-faintsearch","FAINT","300.767548","31.059697","2.811","0.039","-5.302","0.05","2459445.816359","0.0058876","1.5163046","0.0000222","3.619","0.489","1.281925","0.00354","1180","3.26034","10.3854","0.792852","7863.45","2623","12","876.326","22.547","6529","165.8","3.58","0.09","3.11","0.15","","","1.35","0.235575","14,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"69356857","5232.01","","3","4","4","3","4","4","4","27.7","73.6","112.16","3","17","6","PC","PC","11.7791","0.009","1","qlp-s41-faintsearch","FAINT","294.337425","35.276493","-14.119","0.039","-35.952","0.04","2459440.069991","0.0013954","4.0966887","0.0000185","4.557","0.195","6.119048","0.001928","5620","1.7761","12.9734","0.639339","1193.86","1637","26","609.388","8.6305","6212","128.4","4.04","0.08","1.74","0.08","","","1.2","0.168151","14,40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"259100469","5233.01","","3","4","3","3","4","4","4","3.3","36.8","28.21","0","3","4","PC","PC","11.1752","0.01","1","qlp-s52-tois","FAINT","291.172808","69.125175","21.226","0.044","87.366","0.047","2459727.105947","0.0015343","25.763332","0.0000682","1.668","0.23","2.783049","0.003019","2560","2.78039","5.77167","0.343342","3.75556","387","23","248.564","1.4095","5795","131.7","4.41","0.08","1.06","0.05","","","1.04","0.129249","14,15,16,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,57,58","found in faint-star QLP search; two stars in pixel","2022-02-28","2024-08-22","2024-08-22"
+"335681838","5234.01","","2","4","2","2","4","4","4","1.1","17.7","7.82","0","2","4","PC","PC","10.8964","0.006","1","qlp-s41-faintsearch","FAINT","222.513957","63.038437","9.659","0.047","-12.506","0.05","2459442.434681","0.0139225","15.1016086","0.0004979","4.403","1.124","0.56473","0.002543","520","2.34201","2.71644","0.233876","126.721","934","9","302.144","2.184","6511","128.7","4.42","0.09","1.18","0.05","","","1.34","0.219902","15,16,21,22,23,41,48,49","found in faint-star QLP search; potential L1 candidate","2022-02-28","2024-08-22","2024-08-22"
+"154814765","5235.01","","3","4","3","3","3","4","4","8","67.6","51.61","1","11","3","PC","PC","10.8131","0.006","1","qlp-s47-tois","FAINT","183.093158","84.411214","7.469","0.044","-4.822","0.042","2459559.856973","0.0032806","26.1442304","0.0002067","2.368","0.442","2.151889","0.658568","1980","606.38","8.19739","2.96378","35.8503","681","12","214.496","1.0225","5721","135","4.38","0.08","1.08","0.05","","","1.021","0.127512","14,19,21,26,40,41,47","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"193765661","5236.01","","3","4","3","3","3","4","4","9.4","34.7","70.9","0","25","1","PC","PC","11.3335","0.02","1","qlp-s55-tois","FAINT","306.286561","43.233222","-11.556","0.043","-10.361","0.043","2459807.154831","0.0060345","10.9974977","0.0000995","7.182","0.85","3.697793","0.142979","3400","131.68","9.89885","2.79615","461.346","1291","11","582.527","8.9075","6188","181.5","3.83","0.09","2.18","0.1","","","1.18","0.174289","14,15,41,55","found in faint-star QLP search; multiple stars in pixel","2022-02-28","2024-08-22","2024-08-22"
+"435740442","5237.01","","3","4","4","3","3","4","4","60.9","75.8","317","6","0","3","PC","PC","12.4705","0.006","1","qlp-s41-faintsearch","FAINT","297.495261","29.891252","8.162","0.037","3.93","0.044","2459444.873065","0.0051884","2.9889845","0.0013254","1.858","0.315","15.219624","0.077469","13920","71.3494","17.7415","1.56968","314.21","1172","10","603.735","9.8895","6002","144.7","4.18","0.08","1.42","0.07","","","1.107","0.148206","41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"219016883","5238.01","","3","4","3","3","4","4","4","7.2","44.3","21.48","1","2","3","PC","CP","11.637","0.006","1","qlp-s49-tois","FAINT","223.358891","68.859472","-7.542","0.037","-18.493","0.032","2459661.51574","0.0013815","4.8721904","0.0000111","2.584","0.15","2.369489","0.000747","2180","0.68771","4.89644","0.255533","195.925","1042","25","290.646","1.5395","5430.5","134.1","4.42","0.08","1.02","0.05","","","1","0.127538","14,15,16,21,22,23,41,47,48,49","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"230290708","5239.01","","3","4","3","3","3","4","4","6.6","32.8","58.63","1","0","1","PC","PC","12.7986","0.009","1","qlp-s41-faintsearch","FAINT","276.382262","44.901409","8.925","0.026","-21.366","0.025","2459431.315024","0.0040348","11.3182327","0.0000888","2.956","0.297","5.529597","0.00782","5080","7.20219","8.83548","0.542817","59.5158","773","15","648.893","5.688","5969","130.2","4.29","0.08","1.24","0.06","","","1.1","0.139494","14,26,40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"40055053","5240.01","","3","4","4","3","4","4","4","25.4","34.3","317","2","11","2","PC","PC","11.6917","0.009","1","qlp-s41-faintsearch","FAINT","293.083789","34.940397","-0.519","0.038","0.524","0.04","2459444.902109","0.0013426","4.1793301","0.0000208","5.161","0.198","5.333184","0.001289","4900","1.18721","16.1603","0.741838","2876.9","2040","26","980.487","24.951","7349","131.9","3.93","0.09","2.31","0.1","","","1.67","0.27645","14,40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"305948428","5241.01","","3","4","3","3","4","4","4","26.7","74.4","99.01","2","2","3","PC","PC","12.1019","0.006","1","qlp-s41-faintsearch","FAINT","295.483771","23.127392","-11.829","0.039","-12.006","0.044","2459439.553965","0.0011536","4.8398399","0.0000197","2.818","0.146","7.670615","0.003415","7040","3.14494","12.0967","0.736018","199.608","1047","27","441.596","5.595","5506","210.5","4.14","0.09","1.39","0.08","","","0.966","0.129277","14,40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"426122503","5242.01","","3","4","4","3","3","4","4","49.8","131.6","91.31","5","2","1","PC","PC","12.789","0.006","1","qlp-s41-faintsearch","FAINT","287.658473","35.4957","7.689","0.022","-41.371","0.025","2459445.351035","0.0012585","2.4038486","0.0000108","1.87","0.177","18.064089","0.015893","16500","14.638","11.4754","0.78415","242.515","1099","22","331.852","1.6305","5074","123.6","4.51","0.08","0.85","0.05","","","0.849","0.103068","14,40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"322504451","5243.01","","3","4","4","3","3","4","4","49.6","47.4","317","4","0","1","PC","PC","12.5949","0.013","1","qlp-s41-faintsearch","FAINT","309.333017","48.04051","-3.132","0.03","-8.46","0.029","2459825.686941","0.001533626","1.6087939","0.0000081","1.966","0.23","8.895952","0.014593","8160","13.4409","16.2542","1.08003","1301.71","1673","21","764.006","10.6045","5995","145.8","3.96","0.08","1.81","0.09","","","1.1","0.149987","15,16,41,56","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"352151292","5244.01","","3","4","3","3","3","4","4","12.4","39.3","80.53","1","0","1","PC","PC","12.8105","0.017","1","qlp-s41-faintsearch","FAINT","305.263323","52.910316","1.159","0.031","-0.827","0.031","2459827.2985","0.004006133","5.0821798","0.0000374","4.249","0.356","5.365917","0.006505","4930","5.99153","10.6708","0.671855","592.328","1374","13","766.439","10.007","5929","164.6","4.1","0.08","1.53","0.08","","","1.08","0.137338","14,15,16,41,56","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"123041007","5245.01","","3","5","5","3","1","4","4","116.1","148.7","103.52","3","0","0","PC","APC","14.5795","0.008","1","qlp-s41-faintsearch","FAINT","279.057886","42.519276","-3.364","2.196","-6.651","2.196","2459446.067776","0.0019255","0.4305826","0.0000561","0.435","0.129","16.971727","1.336321","15510","1230.04","12.4063","2.70006","156.925","986","16","","","3861","157","4.58","0.02","0.69","0.03","","","0.655483","0.0236543","41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"295807723","5246.01","","5","5","5","5","5","5","5","40.4","34.5","317","0","0","0","PC","FP","13.4161","0.018","1","qlp-s41-faintsearch","FAINT","304.045452","48.876297","-0.264","0.027","-2.122","0.032","2459445.21928","0.0017965","0.6972223","0.0000022","1.095","0.176","7.036609","0.016376","6460","15.0831","14.5958","","3144.23","2086","21","1095.81","19.9","6556","122","4.09","","1.74","","","","1.36","","14,15,16,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"289307883","5247.01","","3","4","3","3","3","4","4","20.9","33.1","317","4","0","1","PC","PC","12.4228","0.012","1","qlp-s41-faintsearch","FAINT","314.8042","23.733206","12.623","0.049","24.614","0.044","2459440.338894","0.0017676","12.9177538","0.0000459","1.8","0.517","12.514382","0.077786","11460","71.641","15.194","1.45257","21.7315","601","23","497.041","8.219","5606","133.3","4.21","0.08","1.3","0.07","","","0.99","0.126743","15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"256154857","5248.01","","3","5","5","3","1","4","4","75.7","150.2","84.6","3","0","0","PC","APC","13.4319","0.02","1","qlp-s54-tois","FAINT","300.045751","21.740611","8.456","0.086","2.989","0.089","2459794.85633","0.0028039","0.701239","0.0000058","1.05","0.209","14.977417","2.00152","13700","1841.77","10.9462","","1087.15","1599","11","423.737","11.3855","5126","122","4.51","","0.85","","","","0.86","","41,54","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"185598695","5249.01","","3","4","3","3","3","4","4","21.7","68.7","109.24","3","0","1","PC","PC","13.4752","0.015","1","qlp-s41-faintsearch","FAINT","302.183898","42.496338","0.58","0.03","-1.339","0.03","2459446.223146","0.0026436","4.6285493","0.0000227","2.844","0.216","16.740155","0.016869","15300","15.537","12.8401","","300.005","1159","13","668.429","8.016","6007","122","4.44","","1.06","","","","1.11","","14,15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"278105308","5250.01","","3","4","3","3","3","4","4","43.2","66.7","317","1","1","2","PC","PC","11.7781","0.017","1","qlp-s41-faintsearch","FAINT","302.751801","23.34472","-11.399","0.089","-10.617","0.077","2459446.167966","0.0020476","5.4463931","0.0000343","2.222","0.25","9.103959","0.014531","8350","13.3833","20.2415","1.48983","236.789","1092","15","782.324","35.9985","6815","163.3","3.92","0.1","2.19","0.13","","","1.47","0.263353","14,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"436007113","5251.01","","3","4","3","3","3","4","4","43.7","47.4","317","2","2","1","PC","PC","12.2492","0.043","1","qlp-s41-faintsearch","FAINT","305.803809","29.872672","8.056","0.045","5.014","0.046","2459445.018309","0.0012268","2.3205922","0.0000061","2.393","0.176","9.70631","0.005307","8900","4.88809","14.7239","0.759025","1400.15","1704","35","668.834","14.7355","6756","287.1","4.24","0.09","1.51","0.07","","","1.44","0.246208","14,15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"395385033","5252.01","","3","4","3","3","3","4","4","12.4","39.7","119.5","1","0","2","PC","PC","12.899","0.017","1","qlp-s41-faintsearch","FAINT","302.499233","23.40978","5.278","0.027","2.079","0.024","2459437.267399","0.0073902","8.5394045","0.0001975","5.884","0.956","7.036609","0.019262","6460","17.7405","13.4388","1.01718","566.287","1359","13","913.714","15.9665","6369","157.4","4.08","0.09","1.7","0.08","","","1.27","0.192188","14,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"284660935","5253.01","","3","5","5","3","3","4","4","59.7","123.2","111.6","3","0","1","PC","APC","13.286","0.007","1","qlp-s48-tois","FAINT","179.211893","58.405356","-24.188","0.026","-10.536","0.025","2459635.041369","0.0018782","1.1110609","0.0000032","1.155","0.169","4.417062","2.052286","4060","1888.44","12.9236","","2976.45","2057","17","582.471","5.954","5500.1","172.7","4.4","","1.02","","-0.08","0.16","0.96","","14,15,21,22,41,48","TFOP APC/BEB; found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"126225595","5254.01","","3","4","3","3","3","4","4","24.6","52.4","126.34","1","2","2","PC","PC","11.7137","0.019","1","qlp-s41-faintsearch","FAINT","315.261844","26.591654","-3.225","0.058","-8.38","0.051","2459440.496405","0.0021816","4.4836616","0.0000209","3.542","0.315","3.719582","0.003293","3420","3.03256","13.9078","0.886004","445.248","1279","28","613.744","13.819","5646","176.1","3.69","0.08","2.35","0.13","","","1","0.132316","15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"158325942","5255.01","","3","4","4","3","3","4","4","30.8","74.6","110.52","2","0","1","PC","PC","12.6023","0.007","1","qlp-s41-faintsearch","FAINT","287.007826","45.396659","7.245","0.027","8.847","0.028","2459441.513501","0.0009428","2.612273","0.0000063","3.005","0.129","8.370639","0.002113","7680","1.94614","12.9095","0.614722","989.904","1562","50","678.578","8.173","5874","108.7","4.14","0.07","1.45","0.06","0.16179","0.0218861","1.06","0.129392","14,26,40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"356146869","5256.01","","3","4","3","3","4","4","4","2.8","28.6","37.81","2","0","5","PC","PC","13.089","0.007","1","qlp-s41-faintsearch","FAINT","266.336079","52.475176","10.132","0.03","12.003","0.034","2459884.678947","0.003233611","21.1968768","0.0001142","4.228","0.346","7.2224","0.006203","6630","5.71289","6.85964","","15.5174","552","20","352.109","2.0115","4934","122","4.5","","0.84","","","","0.81","","14,17,21,24,25,40,41,51,52,58","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"185226925","5257.01","","5","5","5","5","5","5","5","15.1","31.9","112.25","0","5","1","PC","FP","12.1624","0.012","1","qlp-s54-tois","FAINT","301.240411","46.707217","0.04","0.045","-4.161","0.046","2459790.753011","0.0067541","3.1979646","0.0000331","5.69","0.851","2.238923","0.176029","2060","162.116","12.9757","4.17196","3205.65","2096","17","1021.21","29.701","5990","139.8","3.54","0.09","2.93","0.17","","","1.1","0.145949","14,15,41,54","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-27"
+"147895461","5258.01","","5","5","5","5","5","5","5","26.4","66.4","70.79","2","2","1","PC","FP","12.4322","0.006","1","qlp-s41-faintsearch","FAINT","163.757949","67.043652","11.007","0.032","5.387","0.035","2459445.918105","0.0016045","0.5919629","0.0000021","1","0.116","2.663318","0.004165","2450","3.83586","9.90447","0.622673","3301.1","2111","18","908.659","17.7455","6337","123.6","4","0.09","1.85","0.09","","","1.25","0.192077","21,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"375419034","5259.01","","3","4","4","3","3","4","4","36.5","100.9","104.81","6","0","1","PC","PC","13.0157","0.03","1","qlp-s41-faintsearch","FAINT","294.065225","21.794676","-11.269","0.032","-5.444","0.031","2459441.712932","0.0013684","3.0321361","0.0000147","2.078","0.208","15.076495","0.01414","13790","13.0235","12.5315","","403.028","1248","27","487.68","5.202","6071","122","4.44","","1.06","","","","1.13","","14,40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"326347927","5260.01","","5","5","5","5","5","5","5","3.5","26.2","14.88","0","0","0","PC","FP","11.9625","0.006","1","qlp-s41-faintsearch","FAINT","303.964054","21.899468","8.839","0.042","21.922","0.042","2459445.564135","0.0118663","7.2617331","0.0002188","6.258","1.237","1.423247","0.006228","1310","5.73631","3.97249","0.406198","306.111","1165","9","256.473","2.2245","4780","131.1","4.25","0.09","1.09","0.08","","","0.771","0.0901005","14,41","found in faint-star QLP search; potential L1 candidate","2022-02-28","2024-08-22","2024-08-22"
+"402828941","5261.01","","3","4","4","3","3","4","4","30.3","101.4","83.1","5","11","2","PC","PC","12.1444","0.006","1","qlp-s41-faintsearch","FAINT","305.458545","19.435847","-17.45","0.076","-20.087","0.072","2459442.968277","0.0014521","4.1509756","0.0000107","2.029","0.178","10.670766","0.007656","9780","7.05147","10.8804","0.649425","159.592","990","26","377.054","7.651","5686","123.6","4.41","0.08","1.04","0.05","","","1.012","0.129194","14,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"274122380","5262.01","","5","5","5","5","5","5","5","5.5","37.7","15","1","0","5","PC","FP","11.8225","0.006","1","qlp-s41-faintsearch","FAINT","298.455751","42.967308","2.555","0.04","12.077","0.042","2459444.494366","0.0063583","2.873138","0.0000339","2.908","0.566","1.347148","0.005053","1240","4.65408","3.97027","0.326139","953.868","1548","10","355.201","2.954","5856","131","4.37","0.08","1.11","0.05","","","1.058","0.132052","14,15,41","found in faint-star QLP search; potential L1 candidate","2022-02-28","2024-08-22","2024-08-24"
+"275527293","5263.01","","3","4","4","3","3","4","4","54.8","75.5","317","2","0","1","PC","PC","13.1549","0.023","1","qlp-s41-faintsearch","FAINT","304.702586","41.970517","3.707","0.034","0.907","0.034","2459442.190431","0.0015705","3.1501356","0.0000091","2.201","0.144","17.81021","0.014398","16270","13.2605","20.3727","","357.357","1211","28","836.02","13.276","5950","127","4.09","","1.56","","","","1.09","","14,15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-09-01"
+"435719275","5264.01","","3","4","3","3","3","4","4","52.3","81.5","317","7","2","1","PC","PC","11.9275","0.022","1","qlp-s41-faintsearch","FAINT","297.552063","27.481047","-6.832","0.04","3.152","0.043","2459439.859036","0.0016417","4.4274169","0.000018","5.435","0.205","11.570235","0.003815","10600","3.51354","19.9341","0.988097","1995.4","1861","16","673.959","13.267","6812","192.4","4.04","0.09","1.92","0.09","","","1.47","0.268023","14,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"219847787","5265.01","","3","4","3","3","3","4","4","1.7","21.4","10.17","0","2","2","PC","PC","11.456","0.006","1","qlp-s41-faintsearch","FAINT","255.603468","69.109664","-8.542","0.051","-15.133","0.05","2459892.032608","0.0041295","11.5914514","0.000065","1.968","0.472","0.903709","0.084075","832","77.4328","3.16826","0.228928","29.4907","649","12","301.885","2.567","5896","126.5","4.4","0.08","1.08","0.05","","","1.07","0.138529","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,56,57,58","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"312899686","5266.01","","5","5","5","5","5","5","5","60.6","92.2","317","0","0","0","PC","FP","12.7821","0.006","1","qlp-s41-faintsearch","FAINT","308.105327","35.873629","0.039","0.024","0.678","0.027","2459443.031522","0.0026987","4.4138638","0.0000225","2.387","0.26","12.338665","2.908203","11300","2674.97","18.0459","5.90785","709.493","1437","17","519.694","4.4985","6006","168","4.46","0.08","1.03","0.05","","","1.109","0.151147","14,15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"153971295","5267.01","","2","4","2","2","4","4","4","1.2","19.4","8.43","0","2","3","PC","PC","11.9139","0.007","1","qlp-s47-tois","FAINT","202.071927","70.416036","1.514","0.052","15.095","0.037","2459599.727409","0.0305775","13.7036806","0.0005331","4.766","1.067","1.108016","0.006745","1020","6.21234","2.8229","0.279196","96.0669","872","7","273.233","1.6785","5546","120.5","4.55","0.08","0.87","0.04","","","0.98","0.120515","14,15,22,41,47","found in faint-star QLP search; low SNR","2022-02-28","2024-08-22","2024-08-22"
+"202468443","5268.01","","3","4","4","3","2","4","4","106.4","354","103.86","2","0","2","PC","PC","14.5982","0.007","1","qlp-s50-tois","FAINT","229.00618","62.718259","-9.674","0.103","-20.267","0.116","2459690.596819","0.00012","2.0685871","0.000001","0.598","0","42.130039","0.001277","38060","1.17599","12.5176","0.383319","6.13725","438","28","97.0798","0.5954","3162","157","4.92","","0.31","0.01","","","0.284947","0.020289","41,48,49,50","found in faint-star QLP search; slightly v-shaped","2022-02-28","2024-08-22","2024-08-22"
+"359321688","5269.01","","3","4","3","3","3","4","4","14.9","57.4","65.6","1","2","4","PC","PC","11.4416","0.013","1","qlp-s41-faintsearch","FAINT","291.219573","22.12466","-0.175","0.044","-1.93","0.05","2459446.348846","0.0033033","2.7340756","0.0000428","1.994","0.406","1.847322","0.006677","1700","6.14981","9.45026","0.713606","2179.86","1903","12","656.146","16.4055","8524","186.4","4.06","0.07","2.25","0.09","","","2.12","0.312178","14,40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"424112727","5270.01","","3","4","3","3","3","4","4","34.8","39.9","317","1","0","1","PC","PC","12.7655","0.017","1","qlp-s41-faintsearch","FAINT","300.066897","22.162093","-0.39","0.024","-2.724","0.025","2459446.035629","0.0037583","1.0513177","0.0002454","2.562","0.235","6.228241","0.007377","5720","6.79412","16.1359","0.903504","13073.2","2978","20","1229.65","28.655","7529","181.4","3.98","0.08","2.22","0.09","","","1.74","0.283938","41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"296461391","5271.01","","3","4","3","3","4","4","4","6.7","40.9","18.5","0","2","3","PC","PC","10.7988","0.006","1","qlp-s41-faintsearch","FAINT","306.984801","48.318598","-4.1","2.1","-5.2","2","2459827.010531","0.003914712","4.3108587","0.000034","3.486","0.446","1.108016","0.001515","1020","1.39521","4.50948","","836.11","","17","295.41","","6358","","","","1.41","","","","","","14,16,41,56","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"278668358","5272.01","","3","4","3","3","3","4","4","11.5","38.3","62.7","1","0","1","PC","PC","12.4603","0.02","1","qlp-s55-tois","FAINT","307.952689","48.232153","-3.063","0.037","-10.635","0.036","2459822.945623","0.0043093","5.0135727","0.0000353","4.396","0.31","3.828534","0.223799","3520","206.105","9.19425","2.51141","635.189","1398","18","612.204","7.8475","5930","178.1","4.08","0.08","1.56","0.08","","","1.08","0.145107","15,16,41,55","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"172871230","5273.01","","5","5","5","5","5","5","5","16.4","68","48.58","1","0","2","PC","FP","12.2794","0.006","1","qlp-s41-faintsearch","FAINT","299.878862","41.742074","-8.779","0.058","-17.725","0.055","2459442.295386","0.0027177","3.4100261","0.0000198","2.233","0.265","5.660559","0.008829","5200","8.13195","7.9526","0.515343","406.598","1251","15","437.517","6.3985","6109","170.1","4.43","0.08","1.08","0.05","","","1.15","0.161664","14,15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"356682805","5274.01","","3","4","3","3","3","4","4","4.8","30.8","20.71","2","1","1","PC","PC","13.1293","0.006","1","qlp-s48-tois","FAINT","174.64475","72.265344","-79.367","0.033","-37.06","0.028","2459628.259748","0.0028212","6.1313492","0.0000341","2.447","0.266","4.057368","0.005429","3730","5.00004","4.7793","","39.468","698","15","245.857","1.085","4310","122","4.5","","0.76","","","","0.67","","14,20,21,40,41,47,48","found in faint-star QLP search; possible depth-aperture correlation","2022-02-28","2024-08-22","2024-08-22"
+"219466803","5275.01","","3","4","4","3","3","4","4","5.8","32","50.82","3","0","3","PC","PC","12.9179","0.006","1","qlp-s48-tois","FAINT","209.896071","74.073261","2.941","0.033","-17.332","0.032","2459618.541036","0.0025177","12.5951009","0.0000564","0.876","0.292","4.656924","0.085426","4280","78.6774","8.14346","1.16273","2.98815","366","11","486.898","4.4715","5251","125.3","4.32","0.09","1.09","0.06","","","0.9","0.114601","14,15,20,21,22,40,41,47,48","found in faint-star QLP search; low SNR","2022-02-28","2024-08-22","2024-08-22"
+"282935857","5276.01","","3","5","5","3","3","4","4","26.3","52.4","120.02","0","2","2","PC","APC","11.7163","0.009","1","qlp-s41-faintsearch","FAINT","313.175021","25.502871","-1.847","0.055","-4.908","0.057","2459444.189059","0.0022285","2.3612205","0.0000141","2.303","0.426","2.619782","0.005415","2410","4.98762","13.5272","1.02318","875.429","1515","19","749.716","21.0715","5766","133.5","3.59","0.08","2.7","0.16","","","1.03","0.130131","15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"276381737","5277.01","","3","4","3","3","3","4","4","8.5","32.1","119.75","2","0","1","PC","PC","13.233","0.01","1","qlp-s56-tois","FAINT","308.119189","58.095462","7.332","0.032","9.611","0.029","2459829.069249","0.0039946","15.9929608","0.0000877","3.747","0.601","8.578545","0.61189","7870","563.413","13.4988","","53.3959","753","17","876.326","10.736","6132","122","4.13","","1.54","","","","1.16","","15,16,17,41,55,56","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"264301607","5278.01","","3","4","3","3","2","4","4","508.2","351.8","317","8","0","1","PC","PC","14.9343","0.007","1","spoc-s14-s60-b0A-PC","FAINT","295.80865","66.571374","-8.349","0.111","-35.871","0.096","2459825.576076","0.000068275614","0.43543496501161","7.068945e-7","1.0529945340242","0.008931451","119.397891","1.14638","104138.56029758","1055.2979","17.974871121642","8.748386","252.72875209106","1016.9120950062","145.49867","166.421","1.3755","3349","157","4.84","","0.3832840025425","0.0118038","","","0.372494","0.0205352","41,47,48,49,50,51,52,56,57,58,59,60","found in faint-star QLP search; likely too large to be planet around M dwarf; ~6000 ppm secondary","2022-02-28","2024-09-08","2024-09-08"
+"7681574","5279.01","","3","4","3","3","3","4","4","6.6","43.2","58.57","2","0","1","PC","PC","12.485","0.006","1","qlp-s41-faintsearch","FAINT","273.240396","47.336205","-16.29","0.039","-3.71","0.037","2459428.849564","0.0032906","16.0104634","0.0001066","2.151","0.388","8.119016","0.015998","7450","14.7343","8.86029","0.745059","14.2918","541","15","440.9","4.5885","5733.4","169.6","4.42","0.09","1.03","0.07","0.098","0.156","1.024","0.127873","14,25,26,40,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"194679333","5280.01","","3","4","3","3","3","4","4","11.7","46.7","69.47","2","2","1","PC","PC","11.1568","0.011","1","qlp-s41-faintsearch","FAINT","312.860751","38.329749","-0.344","0.043","-8.26","0.053","2459440.705384","0.0038635","9.0165933","0.0000847","2.886","0.481","2.88102","0.007008","2650","6.45437","9.81811","1.03746","145.183","967","12","537.068","9.175","6543.2","284.3","4.02","0.14","1.88","0.17","0.171","0.282","1.35","0.240027","15,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"405932063","5281.01","","3","4","3","3","3","4","4","15","43.7","108.28","2","0","1","PC","PC","13.1569","0.007","1","qlp-s41-faintsearch","FAINT","301.464969","51.856929","-1.737","0.035","-5.958","0.029","2459825.472799","0.0026376876","5.5047275","0.0000504","4.025","0.606","8.20653","0.01626","7530","14.9757","12.7051","","448.634","1282","16","875.436","15.164","5865","123","4.13","","1.47","","","","1.06","","14,15,16,41,56","found in faint-star QLP search; apparent centroid offset in SPOC s56 likely due to nearby bright star","2022-02-28","2024-08-22","2024-08-22"
+"329346586","5282.01","","3","4","3","3","3","4","4","18.6","51.9","68.89","3","0","3","PC","PC","13.1137","0.007","1","qlp-s52-tois","FAINT","269.831796","49.54974","-3.442","0.026","-16.003","0.027","2459742.132395","0.0019117","1.392516","0.0000059","1.209","0.168","4.776875","0.008655","4390","7.97118","9.7757","","769.854","1467","20","892.373","11.1915","6082","122","4.17","","1.45","","","","1.14","","14,25,40,41,52","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"399956873","5283.01","","5","5","5","5","5","5","5","9.9","43.1","60.35","1","2","3","EB","FP","11.7513","0.009","1","qlp-s41-faintsearch","FAINT","287.537943","52.288047","-4.527","0.057","0.688","0.054","2459831.192001","0.0023307733","6.949428","0.0000277","2.725","0.207","3.316556","0.003031","3050","2.79174","9.02158","0.508686","208.013","1058","25","624.699","11.5895","6817","241.6","4.18","0.09","1.61","0.07","","","1.42","0.234928","14,15,26,40,41,56","found in faint-star QLP search; centroid offset centered on another star in SPOC s56; retired as TFOP NPC","2022-02-28","2024-08-22","2024-08-22"
+"171312653","5284.01","","3","4","4","3","3","4","4","43.6","63.8","317","7","0","1","PC","PC","13.4842","0.009","1","qlp-s41-faintsearch","FAINT","298.748378","36.162883","-0.225","0.031","-1.12","0.032","2459444.105892","0.0035948","2.0327015","0.000016","2.019","0.313","14.251121","0.045366","13040","41.7824","21.5462","","1195.69","1638","11","1430.26","38.675","6555","122","4.03","","1.86","","","","1.36","","14,41","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"250330564","5285.01","","3","4","4","3","3","4","4","33.3","104.2","74.48","8","3","1","PC","PC","12.9354","0.006","1","qlp-s42-faintsearch","FAINT","340.969106","-1.83855","-52.251","0.046","-82.905","0.039","2459469.314451","0.0022156","4.3852176","0.0016486","2.188","0.217","19.809735","0.027157","18080","25.012","10.2627","1.06479","41.2399","705","15","187.506","0.9","4076","121","4.49","0.12","0.76","0.07","","","0.638","0.0813506","42","found in faint-star QLP search","2022-02-28","2024-08-22","2024-09-08"
+"301035553","5286.01","","3","4","3","3","1","4","4","20.4","73.9","68.75","3","0","0","PC","PC","13.1789","0.007","1","qlp-s42-faintsearch","FAINT","3.035148","-4.612959","4.499","0.06","8.319","0.033","2459469.122508","0.0025132","3.2988824","0.0006811","2.352","0.273","12.184935","0.015073","11160","13.8825","9.7209","","358.69","1212","18","533.065","9.211","5735","122","4.54","","0.9","","","","1.02","","42","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"909930","5287.01","","3","5","5","3","3","4","4","62.7","63","317","0","2","1","PC","APC","10.7217","0.008","1","qlp-s42-faintsearch","FAINT","328.038687","-8.419663","-8.674","0.105","-29.594","0.099","2459468.058757","0.0009744","4.1976789","0.0004518","3.829","0.148","7.583144","0.001474","6960","1.35734","14.6667","1.01501","713.476","1439","38","357.584","8.8605","6058","176","4.02","0.1","1.71","0.12","","","1.13","0.16411","42","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"857186","5288.01","","3","4","4","3","3","4","4","47.9","145.8","85.61","2","0","1","PC","PC","12.2037","0.006","1","qlp-s42-faintsearch","FAINT","327.719173","-8.635946","-24.523","0.07","-57.103","0.075","2459465.891746","0.0006765","3.8123614","0.000504","2.565","0.134","20.086202","0.009968","18330","9.18044","11.0835","0.817706","138.253","955","35","215.501","1.9615","4780","124.6","4.5","0.09","0.82","0.06","","","0.771","0.0953452","42","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"176279915","5289.01","","3","4","3","3","4","4","4","9.5","49.3","21.41","0","2","2","PC","PC","11.8884","0.006","1","qlp-s42-faintsearch","FAINT","0.760104","-7.786416","-37.259","0.112","-42.057","0.06","2459469.615289","0.0032873","3.4411264","0.0000587","2.669","0.38","2.891906","0.005654","2660","5.20773","4.89568","0.367884","341.303","1197","11","258.455","4.5265","5244","125.6","4.44","0.09","0.94","0.05","","","0.896","0.116099","29,42","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"224217761","5290.01","","3","4","3","3","1","4","4","26.2","75.3","81.49","1","0","0","PC","PC","13.491","0.02","1","qlp-s42-faintsearch","FAINT","343.323535","-0.168347","16.383","2.235","-18.795","2.172","2459469.15972","0.0039103","2.5688104","0.0012034","2.198","0.304","10.550162","0.033428","9670","30.7877","","","","","12","","","","","","","","","","","","","42","found in faint-star QLP search; no stellar parameters","2022-02-28","2024-08-22","2024-08-22"
+"250983039","5291.01","","3","4","3","3","3","4","4","21.9","85.4","32.31","0","4","1","PC","PC","10.8921","0.009","1","qlp-s42-faintsearch","FAINT","338.733227","-11.363238","-2.923","0.075","20.448","0.074","2459467.596354","0.0020158","2.3007511","0.0004842","1.35","0.229","2.598015","0.007302","2390","6.72504","6.24136","0.470327","256.685","1115","15","236.736","2.443","5603","128.2","4.27","0.08","1.21","0.06","","","0.99","0.12824","42","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"33397739","5292.01","","3","4","3","3","1","4","4","52.3","108.6","117.69","2","0","0","PC","PC","14.8951","0.008","1","qlp-s42-faintsearch","FAINT","344.222363","-8.119747","-8.702","0.1","-6.868","0.091","2459469.424307","0.0029985","2.0231137","0.0006929","1.133","0.304","48.889341","0.991874","44030","913.133","13.4378","2.00141","35.677","680","11","337.095","8.1645","3767","157","4.66","0.01","0.59","0.02","","","0.576836","0.021779","42","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"250111245","5293.01","","3","5","5","3","4","4","4","58.3","179.9","97.44","6","0","0","PC","CP","13.9766","0.006","1","qlp-s42-faintsearch","FAINT","355.828682","-2.045095","-16.78","0.113","0.39","0.059","2459466.496662","0.0009681","2.9304371","0.0002822","1.73","0.087","56.639992","0.036549","50830","33.6627","11.8933","","31.8905","662","21","162.229","1.3055","3692","122","4.77","","0.5","","","","0.545","","42","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"422486295","5294.01","","3","4","3","3","3","4","4","26.3","108.7","61.54","2","2","1","PC","PC","11.861","0.019","1","qlp-s42-faintsearch","FAINT","351.467705","4.454898","35.253","1.036","-33.422","0.952","2459470.434517","0.0014655","5.6707432","0.0007223","2.294","0.223","8.469116","0.006388","7770","5.88352","","","97.4725","","21","269.595","","5462.7","","","","","","0.341","0.027","","","42","found in faint-star QLP search; possible odd-even likely due to detrending issues; only 4 transits and one is at the start of an orbit; no stellar radius","2022-02-28","2024-08-22","2024-08-22"
+"4619242","5295.01","","3","5","5","3","1","4","4","38.3","152.3","76.08","5","0","0","PC","APC","13.0176","0.007","1","qlp-s42-faintsearch","FAINT","349.288896","-9.435693","53.06","2","-142.85","2","2459467.507313","0.0010825","4.3023572","0.0005371","1.579","0.102","33.160213","0.026924","30080","24.7973","10.2749","0.483136","11.1055","508","34","140.9938","","3504","157","4.67","0.01","0.58","0.02","","","0.574184","0.0223329","42","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"241102583","5296.01","","5","5","5","5","5","5","5","78.9","208.8","82.31","6","0","1","O","FP","12.4323","0.007","1","qlp-s55-tois","FAINT","328.978312","-0.937407","44.386","0.045","-7.432","0.051","2459820.897665","0.0005478","1.7386091","0.0000037","1.691","0.07","20.805346","0.660432","18980","608.095","10.8015","2.15843","444.5","1279","74","271.346","2.0485","5362.8","134","4.65","0.09","0.75","0.05","0.373","0.132","0.928","0.116726","42,55","similar brightness neighbour (241102582); found in faint-star QLP search; retired as NPC","2022-02-28","2024-08-22","2024-08-22"
+"422423972","5297.01","","3","4","3","3","3","4","4","23.3","69.2","94.11","1","2","2","PC","PC","12.2411","0.008","1","qlp-s56-tois","FAINT","339.802206","1.688259","-5.816","0.065","-8.582","0.066","2459851.450755","0.0015008","3.3014986","0.0000199","2.106","0.195","6.140886","0.307358","5640","283.047","11.7342","0.775075","426.381","1265","20","670.528","22.054","6311.9","140","4.16","0.09","1.53","0.09","0.0927533","0.0106411","1.24","0.189417","42,56","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"313835568","5298.01","","3","4","4","3","2","4","4","33.2","82.8","107.3","2","0","1","PC","PC","13.4476","0.008","1","qlp-s55-tois","FAINT","331.051478","-2.397099","13.1","0.053","-25.38","0.055","2459818.888822","0.0018736","2.6831464","0.0000179","1.952","0.178","15.318724","0.882489","14010","812.472","12.7073","","262.791","1121","26","553.486","11.552","5348","122","4.38","","1.03","","","","0.92","","42,55","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"407997410","5299.01","","3","4","3","3","3","4","4","115.4","144.9","317","2","0","1","PC","PC","12.3913","0.007","1","qlp-s42-faintsearch","FAINT","359.71347","-4.961134","23.141","0.104","2.406","0.054","2459465.671672","0.0017878","2.5792489","0.000432","0.528","0.387","7.725288","4.293379","7090","3946.54","19.2523","7.63589","56.7896","764","12","407.758","10.5535","5452","130.5","4.34","0.08","1.09","0.06","","","0.95","0.119704","42","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"267215820","5300.01","","3","4","4","3","3","4","4","95","209.9","98.8","8","4","2","PC","PC","12.4559","0.006","1","qlp-s42-faintsearch","FAINT","356.481137","0.458798","16.138","0.045","-44.052","0.03","2459470.418163","0.0006106","2.2623535","0.0001164","1.958","0.077","26.898426","0.007926","24470","7.29968","11.9692","1.11512","131.906","944","74","162.51","0.8205","4219","126.1","4.53","0.11","0.73","0.07","","","0.66","0.078633","42","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"58825110","5301.01","","3","4","4","3","3","4","4","18","52","100.34","1","19","1","PC","PC","11.1893","0.007","1","qlp-s43-faintsearch","FAINT","12.990801","13.078371","5.761","0.088","-5.445","0.053","2459494.147012","0.0017136","5.8588751","0.000025","3.581","0.201","2.924566","0.001333","2690","1.22771","12.1366","0.740487","429.794","1268","26","629.161","20.002","6418","133.4","3.82","0.09","2.31","0.13","","","1.29","0.204501","17,42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"337025682","5302.01","","3","4","4","3","3","4","4","34.7","104.7","92.64","6","0","1","PC","PC","13.0557","0.009","1","qlp-s43-faintsearch","FAINT","32.249191","8.057199","24.046","0.046","-24.591","0.046","2459490.634183","0.0010595","4.2417694","0.0002136","1.832","0.265","20.196809","0.020312","18430","18.7082","11.5903","","67.8153","799","35","313.459","3.0915","4794","122","4.51","","0.81","","","","0.77","","42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"58798731","5303.01","","3","4","3","3","3","4","4","10.8","41.4","111.1","2","0","1","PC","PC","13.101","0.007","1","qlp-s57-tois","FAINT","9.607237","17.19279","-4.001","0.041","-10.96","0.024","2459869.502622","0.0027911","9.809558","0.0000505","1.924","0.52","8.317027","0.801056","7631","737.528","12.8969","","52.7617","750","13","955.654","21.21","6480","122","4.27","","1.39","","","","1.32","","17,42,43,57","found in faint-star QLP search; v-shaped","2022-02-28","2024-08-22","2024-08-22"
+"293407882","5304.01","","3","4","4","3","3","4","4","12.9","52.1","49.68","4","0","3","PC","PC","13.3526","0.007","1","qlp-s43-faintsearch","FAINT","12.072754","6.918223","24.866","0.062","-11.794","0.042","2459493.482802","0.0043253","3.7079439","0.0005716","2.259","0.421","8.436289","0.024248","7740","22.3327","8.08217","","203.091","1051","14","472.687","9.6865","5265","122","4.5","","0.89","","","","0.9","","42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-09-01"
+"408743161","5305.01","","3","4","3","3","3","4","4","21.9","64.8","92.8","2","0","1","PC","PC","12.5679","0.012","1","qlp-s43-faintsearch","FAINT","36.581794","15.890418","16.073","0.039","-7.542","0.036","2459496.393658","0.0027348","4.4632038","0.0004147","3.659","0.27","7.856515","0.004709","7210","4.33745","11.6079","0.636508","545.343","1346","26","566.267","8.844","5921.4","101.4","4.2","0.07","1.37","0.07","0.228","0.021","1.08","0.136072","42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"387401076","5306.01","","3","4","3","3","3","4","4","13.8","55.3","65.04","1","0","1","PC","PC","12.985","0.024","1","qlp-s43-faintsearch","FAINT","41.507272","6.461628","","","","","2459492.592296","0.0024341","5.3331348","0.0000351","2.805","0.213","6.173643","0.006587","5670","6.06642","10.0196","0.689866","203.229","1051","18","655.851","","5807.7","172.3","","","1.31","0.08","","","","","4,31,42,43","found in faint-star QLP search; phantom split with TIC 640054019","2022-02-28","2024-08-22","2024-08-22"
+"369477998","5307.01","","3","5","5","3","3","4","4","7.3","57","15.33","3","0","1","PC","APC","12.1314","0.007","1","qlp-s43-faintsearch","FAINT","15.886532","9.913917","38.216","0.077","-18.202","0.053","2459490.963737","0.0029835","5.2976347","0.0005887","1.711","0.217","4.26445","0.007234","3920","6.66271","4.00604","0.453098","19.2351","583","13","105.824","0.4495","4031","127.2","4.65","0.12","0.62","0.06","","","0.63","0.0819553","42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"422653398","5308.01","","5","5","5","5","5","5","5","45.1","56.3","317","2","8","2","PC","FP","11.0208","0.007","1","qlp-s43-faintsearch","FAINT","29.00124","0.179786","-11.379","0.124","-27.652","0.09","2459485.685359","0.0008176","8.34034","0.0000106","3.176","0.352","8.020571","0.007057","7360","6.49971","16.0764","0.902475","206.357","1055","58","360.412","8.563","5444.3","205.3","3.89","0.61","1.67","0.08","0.32","0.016","1.01","0.121403","4,42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-27"
+"52052461","5309.01","","3","4","3","3","3","4","4","9","40.9","49.68","3","0","1","PC","PC","13.0427","0.007","1","qlp-s57-tois","FAINT","4.463744","14.498767","32.034","0.07","-23.395","0.069","2459875.569968","0.0031873","6.4666483","0.000067","3.284","0.543","7.535038","0.442016","6916","407.029","8.02442","","166.169","1000","17","500.708","8.7965","5441","122","4.41","","1.01","","","","0.95","","42,43,57","found in faint-star QLP search; possible ramp-like features before transit","2022-02-28","2024-08-22","2024-08-22"
+"306204904","5310.01","","3","4","3","3","3","4","4","5.7","42.2","31.64","1","0","1","PC","PC","12.4887","0.006","1","qlp-s43-faintsearch","FAINT","30.183054","20.023188","32.719","0.044","-80.093","0.043","2459486.096679","0.0027539","11.2036244","0.0001002","3.039","0.516","6.075374","0.010227","5580","9.41919","6.17248","0.551891","19.2497","583","20","188.541","0.919","4329.8","104","4.45","0.09","0.81","0.06","-0.144","0.04","0.677","0.076313","17,42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"306401382","5311.01","","3","4","3","3","3","4","4","2.9","55.9","119.59","1","0","1","PC","PC","13.6546","0.007","1","qlp-s43-faintsearch","FAINT","32.333404","21.451856","1.225","0.068","-34.78","0.06","2459453.71507","0.0023694","39.0536929","0.0028443","2.239","0.394","36.400132","0.094732","32970","87.2476","13.5254","0.823376","0.431293","225","22","243.32","2.119","3793","157","4.57","0.01","0.7","0.02","","","0.66184","0.0203766","42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"399724238","5312.01","","3","4","3","3","3","4","4","2.4","36.1","52.39","2","0","2","PC","PC","12.3207","0.008","1","qlp-s43-faintsearch","FAINT","21.075658","4.531542","0.498","0.084","-14.384","0.071","2459450.251093","0.0025748","46.1965072","0.0028349","3.718","0.332","9.224403","0.008105","8460","7.4646","8.33656","0.583623","3.59287","383","24","321.637","4.5525","5397.7","138.5","4.5","0.09","0.91","0.06","0.138844","0.0218202","0.94","0.118308","42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"347469901","5313.01","","3","4","3","3","3","4","4","31.2","79.6","115.22","5","0","1","PC","PC","13.4367","0.007","1","qlp-s43-faintsearch","FAINT","28.721577","8.857654","13.36","0.059","-7.792","0.069","2459495.625991","0.0020908","3.2571037","0.0002755","2.5","0.198","16.872476","0.012412","15420","11.4319","13.21","","313.937","1172","28","596.925","12.4","5442.9","52.5","4.38","","1.04","","0.41","0.05","0.95","","42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"302202317","5314.01","","3","4","4","3","3","4","4","33.5","97","106.88","5","0","1","PC","PC","13.0707","0.007","1","qlp-s57-tois","FAINT","9.33988","13.859072","4.604","0.043","-16.103","0.029","2459879.837056","0.0010095","2.5351022","0.0000078","2.251","0.149","15.216321","0.46358","13917","426.882","12.5634","","688.571","1427","47","641.876","11.0625","6143","122","4.46","","1.05","","","","1.16","","42,43,57","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"126982221","5315.01","","3","4","3","3","1","4","4","110.6","159.5","317","9","0","0","PC","PC","14.5597","0.008","1","qlp-s43-faintsearch","FAINT","24.299742","16.018723","69","8","-82","8","2459493.470036","0.0000194","2.4704071","9e-7","0.948","0","45.963071","0.001232","41450","1.13502","17.1677","0.838859","14.841","546","19","","","3333","157","4.8","0.01","0.43","0.02","","","0.421973","0.0272214","42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"309439436","5316.01","","3","4","3","3","3","4","4","27.5","61.1","83.33","2","0","1","PC","PC","13.0211","0.01","1","qlp-s43-faintsearch","FAINT","91.802333","35.958044","0.036","0.046","-3.94","0.038","2459496.567378","0.0038727","0.9997277","0.000313","1.574","0.258","5.322274","0.014203","4890","13.0813","10.9188","","2105.63","1887","13","793.998","14.1705","5849.8","24.8","4.05","","1.61","","0.214","0.023","1.06","","43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"408824640","5317.01","","3","4","3","3","3","4","4","13.7","52.6","87.12","1","0","1","PC","PC","12.5035","0.008","1","qlp-s43-faintsearch","FAINT","39.065002","13.504228","1.715","0.076","-0.939","0.055","2459489.509979","0.0025969","8.662046","0.0011555","3.278","0.274","7.703419","0.007626","7070","7.02394","11.1852","0.659868","119.291","920","23","578.773","13.663","5981.3","111.8","4.24","0.08","1.31","0.06","0.065","0.036","1.1","0.136881","42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"435871546","5318.01","","3","4","3","3","3","4","4","22.1","22.7","317","1","3","3","PC","PC","12.1357","0.007","1","qlp-s57-tois","FAINT","12.518892","18.985772","1.031","0.082","-4.968","0.062","2459881.551547","0.0021696","4.9583217","0.0000199","5.223","0.435","5.57434","0.155035","5121","142.782","16.3815","1.0868","862.417","1509","26","916.994","36.5525","5801","128.1","3.64","0.09","2.55","0.16","","","1.04","0.125463","17,42,43,57","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"246965431","5319.01","","2","4","2","2","4","4","4","11.3","111.5","13.78","6","3","4","PC","PC","12.0828","0.006","1","qlp-s43-faintsearch","FAINT","35.213556","23.520441","41.969","0.122","-86.743","0.084","2459884.041681","0.0031516561","4.0785273","0.000017","1.561","0.553","4.929559","0.04375","4530","40.2943","3.74681","0.617629","38.7885","695","24","61.171","0.2085","3580","124.3","4.77","0.18","0.48","0.07","","","0.5","0.0961848","18,42,43,58","slightly fainter star (TIC 620306169) 3 arcsec away; found in faint-star QLP search; L1 candidate","2022-02-28","2024-08-22","2024-08-22"
+"257562160","5320.01","","3","5","5","3","3","4","4","38.6","107.8","30.35","6","7","1","PC","APC","11.422","0.007","1","qlp-s43-faintsearch","FAINT","22.644064","17.254698","0.653","0.072","-32.575","0.053","2459497.672348","0.001696","0.3852177","0.0000013","0.319","0.113","1.36889","0.044122","1260","40.6367","5.99543","0.941018","429.583","1268","9","275.255","2.6775","5313.9","103.9","4.19","0.08","1.27","0.06","0.11493","0.0376237","0.92","0.120177","17,42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"243153196","5321.01","","5","5","5","5","5","5","5","33.3","49.4","317","1","7","1","PC","FP","10.7304","0.007","1","qlp-s43-faintsearch","FAINT","15.685485","20.050424","-7.432","0.072","-1.574","0.058","2459478.895755","0.0006523","10.1391591","0.0000281","2.662","0.21","7.025681","0.003713","6450","3.41999","16.5118","0.820598","90.2977","858","67","483.421","9.988","6584.3","100.6","3.96","0.09","2.04","0.09","0.046","0.015","1.37","0.22826","17,42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-27"
+"336691874","5322.01","","3","4","4","3","3","4","4","48.3","61.2","317","1","2","3","PC","PC","12.0075","0.007","1","qlp-s57-tois","FAINT","6.529337","14.336428","-10.731","0.093","6.675","0.05","2459872.580817","0.0007797","5.4233428","0.0000144","4.975","0.131","14.629615","0.220788","13384","203.333","16.7305","0.914122","558.524","1354","90","476.899","11.577","5790","129.3","4.15","0.08","1.43","0.08","","","1.04","0.12878","42,43,57","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"272146465","5323.01","","3","5","5","3","3","4","4","31.9","45","317","0","0","2","PC","APC","12.2431","0.007","1","qlp-s43-faintsearch","FAINT","9.206607","2.130744","-5.016","0.203","-7.926","0.14","2459497.678672","0.0020426","5.8049376","0.0004494","4.055","0.207","7.769029","0.002924","7130","2.69321","20.5615","2.09018","395.882","1242","24","967.25","85.759","5978.2","110.4","3.73","0.11","2.38","0.24","-0.591","0.044","1.1","0.139031","42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"408643099","5324.01","","3","4","3","3","3","4","4","26.7","95.2","78.07","2","0","1","PC","PC","13.1886","0.006","1","qlp-s43-faintsearch","FAINT","35.91117","15.482955","6.104","0.047","-16.544","0.037","2459488.483015","0.0016553","5.0269053","0.0003343","2.676","0.151","20.229993","0.009605","18460","8.8461","10.4869","","83.5964","842","21","281.555","1.75","4738","122","4.57","","0.75","","","","0.76","","42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"270406298","5325.01","","1","4","1","3","3","4","4","6.6","50.6","41.44","4","3","2","PC","PC","12.0261","0.007","1","qlp-s43-faintsearch","FAINT","32.912647","4.192318","9.774","0.073","14.188","0.072","2459498.292378","0.0013514","15.057596","0.0000381","1.385","0.269","5.85703","0.010611","5380","9.77274","7.19514","0.492223","8.48258","475","23","339.049","7.813","5948","126","4.54","0.08","0.92","0.05","","","1.09","0.140986","4,31,42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"257922326","5326.01","","3","4","3","3","3","4","4","17","58.4","61.25","1","2","3","PC","PC","11.7624","0.006","1","qlp-s43-faintsearch","FAINT","26.45366","10.253401","-7.1","4.3","-10.6","4.4","2459493.482375","0.0021571","3.133469","0.0002958","2.26","0.293","3.262104","0.003254","3000","2.99674","9.11145","","615.127","","23","455.36","","6312.9","","","","1.61","","-0.009","0.02","","","42,43","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"303502327","5327.01","","3","4","3","3","3","4","4","42.3","126.2","90.88","4","0","1","PC","PC","12.6345","0.006","1","qlp-s44-faintsearch","FAINT","51.029236","12.435963","23.34","0.07","-20.224","0.054","2459521.337748","0.0006627","4.6671176","0.0000176","2.378","0.1","16.34329","0.004435","14940","4.08439","11.4089","0.654802","128.159","937","10","235.121","2.192","5377","142.6","4.48","0.08","0.91","0.05","","","0.932","0.12029","31,42,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"58372253","5328.01","","3","4","3","3","3","4","4","53.4","56","317","0","5","1","PC","PC","11.2303","0.012","1","qlp-s44-faintsearch","FAINT","65.293362","27.16792","-5.347","0.083","-16.312","0.058","2459519.397889","0.001758","5.4886518","0.0004019","6.921","0.171","4.984094","0.000697","4580","0.642169","17.6429","0.844283","1434.4","1714","42","410.855","6.6755","6119.8","100.9","3.69","0.07","2.54","0.12","0.036","0.034","1.15","0.146794","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"61145589","5329.01","","3","4","3","3","3","4","4","22.5","66.7","87.81","1","0","1","PC","PC","12.7692","0.007","1","qlp-s44-faintsearch","FAINT","56.654523","22.872829","5.181","0.058","-9.42","0.034","2459518.514709","0.0019512","3.7796053","0.0003577","0.695","0.518","4.438865","0.610456","4080","562.093","11.2162","3.2121","47.7257","732","10","572.23","9.8075","5892","126.6","4.3","0.07","1.21","0.06","","","1.07","0.13034","42,43,44","found in faint-star QLP search; slightly v-shaped","2022-02-28","2024-08-22","2024-08-22"
+"436843539","5330.01","","3","4","3","3","3","4","4","24.8","78.1","112.26","0","0","1","PC","PC","12.4333","0.008","1","qlp-s44-faintsearch","FAINT","40.451187","24.102318","-4.055","0.057","-2.963","0.051","2459884.465962","0.0029347162","4.6303272","0.0000983","3.94","0.327","10.111715","0.011842","9270","10.9069","13.0324","0.764419","958.026","1549","16","667.058","14.8985","6701","108.6","4.31","0.09","1.38","0.06","-0.028","0.019","1.42","0.233826","18,42,43,44,58","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"387544178","5331.01","","3","4","3","3","3","4","4","10.5","70.9","94.79","4","0","1","PC","PC","12.4433","0.006","1","qlp-s44-faintsearch","FAINT","44.245077","7.859332","-11.054","0.047","-10.626","0.046","2459517.930293","0.0011323","22.7545332","0.00014","3.262","0.257","16.365334","0.005586","14960","5.14532","11.7908","0.725752","12.7448","526","51","322.87","2.7215","5580","246.1","4.5","0.09","0.93","0.05","","","0.985","0.1384","4,31,42,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"387515920","5332.01","","3","4","3","3","3","4","4","15.2","50.7","63.66","3","0","1","PC","PC","12.6345","0.014","1","qlp-s44-faintsearch","FAINT","43.248217","8.854979","7.278","0.08","-1.721","0.058","2459520.191396","0.0015062","3.9544873","0.0000135","1.716","0.307","5.038632","0.007759","4630","7.14588","9.29453","0.655407","195.804","1042","21","609.385","12.9455","6002.5","119.4","4.22","0.08","1.35","0.08","0.2","0.119","1.11","0.137516","4,31,42,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"96948338","5333.01","","3","4","3","3","3","4","4","3.1","29.8","16.02","0","2","1","PC","PC","11.992","0.006","1","qlp-s44-faintsearch","FAINT","74.457947","31.318666","14.045","0.092","-13.908","0.051","2459507.73612","0.006401","11.4420309","0.0002086","5.092","0.631","2.489187","0.00538","2290","4.95535","4.14274","0.364964","83.2925","841","13","208.746","2.0435","4932","304.2","4.47","0.12","0.87","0.06","","","0.81","0.137877","19,43,44","found in faint-star QLP search; 3 stars in pixel; potential L1 candidate given Rp error","2022-02-28","2024-08-22","2024-08-22"
+"247409676","5334.01","","3","4","3","3","3","4","4","31","82.4","102.29","1","0","1","PC","PC","12.3857","0.009","1","qlp-s44-faintsearch","FAINT","42.176259","20.809427","0.8","0.099","-1.157","0.122","2459520.904138","0.0015268","3.6136326","0.0001299","3.31","0.135","7.933071","0.002073","7280","1.90899","12.3259","0.843475","674.791","1419","35","536.758","21.624","5957.5","143.5","4.18","0.09","1.41","0.09","-0.095","0.025","1.09","0.14713","42,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"381360750","5335.01","","3","4","3","3","3","4","4","5","31.6","15.64","0","0","1","PC","PC","12.5223","0.006","1","qlp-s44-faintsearch","FAINT","46.952373","15.359083","1.808","0.084","-1.831","0.068","2459520.725645","0.008269","3.6139919","0.0006334","2.008","0.365","1.934333","0.009632","1780","8.87114","4.08922","0.372453","200.83","1048","8","331.289","4.4255","5427","134.3","4.49","0.09","0.92","0.05","","","0.945","0.121142","42,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"430099722","5336.01","","3","4","3","3","3","4","4","37.3","46.3","317","2","0","1","PC","PC","12.8019","0.017","1","qlp-s44-faintsearch","FAINT","96.234561","23.657844","0.944","0.042","-8.527","0.036","2459520.536355","0.0041219","4.0153167","0.001535","3.825","0.293","13.72321","0.014592","12560","13.4395","16.8231","1.09473","776.308","1470","16","778.572","14.7715","6093.9","101.3","4.16","0.08","1.48","0.08","0.217","0.031","1.14","0.138262","44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"27294830","5337.01","","3","4","3","5","4","5","5","81.7","134.7","78.21","4","1","4","PC","PC","12.8997","0.006","1","qlp-s44-faintsearch","FAINT","77.556092","19.640084","12.755","0.171","-15.725","0.117","2459522.876624","0.0017229","0.7135221","0.000047","0.514","0.207","5.071356","0.265117","4660","244.152","10.5169","2.06325","221.115","1074","18","296.179","10.8305","4626","271","4.24","0.11","1.08","0.09","","","0.734","0.105372","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"467615239","5338.01","","3","4","3","3","3","4","4","53.9","121.7","126.99","3","0","1","PC","PC","13.1504","0.006","1","qlp-s44-faintsearch","FAINT","78.172728","22.505924","4.649","0.065","-17.73","0.036","2459522.34129","0.0014742","2.6429687","0.0001395","2.184","0.094","19.500176","0.007756","17800","7.14343","13.9715","","346.2","1201","40","430.82","6.4185","5439","122","4.41","","1.01","","","","0.949","","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"101348333","5339.01","","3","4","3","3","3","4","4","14.1","88.1","59.79","2","2","3","PC","PC","11.375","0.006","1","qlp-s44-faintsearch","FAINT","49.173462","30.74703","83.165","0.195","-48.795","0.111","2459494.722261","0.0018451","15.1873222","0.0001001","3.535","0.239","9.498187","0.007032","8710","6.47711","8.96869","0.535744","43.4731","715","17","225.157","4.114","5938","182.4","4.49","0.09","0.98","0.05","","","1.084","0.144818","18,42,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"14156936","5340.01","","3","4","4","3","3","4","4","32","86.5","121.8","2","12","3","PC","PC","11.7085","0.009","1","qlp-s44-faintsearch","FAINT","59.309482","22.378337","10.228","0.072","-11.137","0.044","2459519.940368","0.0012768","4.9393117","0.0001821","4.696","0.163","6.992898","0.001012","6420","0.931936","13.6199","0.661625","908.364","1529","59","532.629","11.3105","6287.2","106.7","4.07","0.08","1.69","0.08","0.126","0.016","1.23","0.174195","42,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"90669930","5341.01","","3","4","4","3","1","4","4","8.4","64.8","93.44","2","0","0","PC","PC","13.3053","0.006","1","qlp-s44-faintsearch","FAINT","53.494348","32.118772","0.195","0.082","-17.18","0.047","2459513.930501","0.0019014","20.6875239","0.000112","2.57","0.312","24.696978","0.034237","22490","31.5325","11.6872","","4.38918","403","18","273.76","3.831","4660.7","102.6","4.56","","0.75","","0.00370666","0.0140921","0.742","","18,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"356990855","5342.01","","3","4","3","3","3","4","4","31","70.1","59.58","1","2","3","PC","PC","11.4217","0.006","1","qlp-s44-faintsearch","FAINT","76.431732","29.725539","5.366","0.109","-5.05","0.058","2459524.058419","0.0032341","0.5894678","0.0000686","0.631","0.199","1.108016","0.018198","1020","16.7606","8.96055","1.2016","1143.23","1619","12","534.078","14.3275","5946","327.6","3.72","0.1","2.39","0.14","","","1.087","0.160178","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"34980970","5343.01","","2","4","2","2","3","4","4","1.7","33.6","6.75","0","2","3","PC","PC","11.1828","0.006","1","qlp-s44-faintsearch","FAINT","48.026043","24.533561","-10.435","0.071","36.372","0.059","2459503.519191","0.0054885","12.836391","0.0023429","3.366","0.606","1.423247","0.004104","1310","3.78032","2.49822","0.214512","39.9592","700","10","120.861","0.5225","5156","227","4.7","0.09","0.69","0.04","","","0.872","0.11441","42,43,44","found in faint-star QLP search; potential L1 candidate","2022-02-28","2024-08-22","2024-08-22"
+"16005254","5344.01","","3","4","4","3","3","4","4","37.2","132.1","68.58","3","0","1","PC","PC","13.2239","0.007","1","qlp-s44-faintsearch","FAINT","63.266216","20.915157","40.291","0.1","-22.02","0.075","2459522.82521","0.0011749","3.7927572","0.000182","1.47","0.096","26.865037","0.017872","24440","16.4604","9.66312","0.390388","13.7486","536","30","138.367","1.3235","3575","157","4.67","0.01","0.58","0.02","","","0.57434","0.0204236","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"96165095","5345.01","","2","4","2","2","3","4","4","9.2","43.1","11.78","2","2","1","PC","PC","11.0543","0.006","1","qlp-s44-faintsearch","FAINT","72.60148","33.014025","3.011","0.082","-19.67","0.052","2459523.116855","0.0027173","1.1062164","0.0000111","1.728","0.261","0.716822","0.001905","660","1.75447","3.45691","0.331124","996.39","1565","12","207.17","1.85","4816","421.3","4.03","0.13","1.41","0.11","","","0.78","0.161842","19,43,44","found in faint-star QLP search; potential L1 candidate","2022-02-28","2024-08-22","2024-08-22"
+"26018819","5346.01","","3","4","3","3","3","4","4","20.2","62.1","102.7","1","0","1","PC","PC","13.4348","0.011","1","qlp-s44-faintsearch","FAINT","52.523054","20.807824","5.37","0.06","-4.086","0.044","2459520.301801","0.0026129","3.9783327","0.0002564","2.643","0.177","11.888518","0.007867","10890","7.24601","12.3611","","470.153","1297","24","839.92","22.0475","6441.1","67.6","4.41","","1.18","","-0.179","0.065","1.3","","42,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"21119973","5347.01","","3","4","3","3","3","4","4","33.9","88.9","51.85","2","2","1","PC","PC","13.032","0.02","1","qlp-s44-faintsearch","FAINT","36.136874","24.101546","","","","","2459883.253886","0.0011668275","1.7109175","0.0000036","1.625","0.205","10.594016","0.006818","9710","6.27994","7.44992","0.666691","324.161","1182","42","","","4686.8","201.7","","","0.72","0.06","","","","","18,42,43,44,58","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"366527844","5348.01","","3","4","4","3","3","4","4","42.7","49.7","317","6","0","1","PC","PC","12.4069","0.017","1","spoc-s01-s72-b0A-PC","FAINT","76.478371","32.72313","-0.676","0.085","-1.313","0.049","2459910.695281","0.0008380262","3.0890069751172","0.00001273245","2.0583148612925","0.07690372","9.647031","0.348056","8845.886671731","320.51974","15.804685645714","0.91796994","1786.954844522","1658.2428910032","27.441236","631.337","17.7835","6622","166.1","4.23","0.1","1.4927799701691","0.0784222","","","1.39","0.229933","43,44,59,71","found in faint-star QLP search","2022-02-28","2024-09-06","2024-09-06"
+"26054627","5349.01","","3","4","4","3","3","4","4","29.2","97.2","64.39","6","0","1","PC","PC","13.8117","0.007","1","qlp-s44-faintsearch","FAINT","52.71257","20.879628","37.14","0.131","-19.382","0.089","2459521.813826","0.0017811","3.3176675","0.0001424","1.796","0.141","27.499597","0.022586","25010","20.8026","9.42671","0.409875","29.6839","650","25","188.336","2.1015","3640","157","4.66","0.01","0.59","0.02","","","0.576672","0.0204883","42,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"68808155","5350.01","","3","4","3","3","3","4","4","37","140.1","92.8","0","13","2","PC","PC","11.1846","0.006","1","qlp-s44-faintsearch","FAINT","74.402302","21.601976","-1.556","0.116","-23.974","0.058","2459520.679657","0.0013409","7.5811005","0.0003228","4.457","0.118","10.72559","0.001743","9830","1.60497","11.5863","0.957323","321.879","1180","82","277.419","4.057","6257.6","169.7","4.41","0.11","1.14","0.09","-0.117","0.158","1.217","0.182249","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"27476314","5351.01","","3","4","3","3","3","4","4","29.3","28.4","317","2","0","2","PC","PC","12.8807","0.007","1","qlp-s44-faintsearch","FAINT","78.372399","18.259576","0.418","0.049","-4.598","0.031","2459523.18765","0.0034445","2.8817237","0.0003267","1.596","0.229","7.933071","0.014051","7280","12.9414","14.306","0.992239","310.304","1169","10","796.298","18.831","6182","125.3","4.08","0.08","1.64","0.09","","","1.18","0.16827","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"69995219","5352.01","","3","4","3","3","3","4","4","20.3","65","56.02","0","0","1","PC","PC","12.6022","0.006","1","qlp-s44-faintsearch","FAINT","78.039675","28.546876","-1.922","0.057","6.144","0.036","2459523.255686","0.0041254","2.0389145","0.0002887","1.42","0.554","3.872117","0.0412","3560","37.9463","8.65136","0.999615","868.398","1512","11","508.519","8.745","6396","177.7","4.28","0.09","1.36","0.06","","","1.282","0.199468","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"113919944","5353.01","","5","5","5","5","5","5","5","29.2","76.3","71.92","1","0","1","PC","FP","12.55","0.009","1","qlp-s44-faintsearch","FAINT","54.165272","19.565919","4.558","0.048","-14.963","0.03","2459524.201966","0.0025809","1.2297408","0.0001024","1.234","0.139","4.373456","0.007153","4020","6.58768","9.99875","0.673167","1036.94","1580","8","647.462","10.3255","6186.6","135.1","4.19","0.09","1.45","0.08","-0.224","0.043","1.18","0.175127","42,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"34781378","5354.01","","3","4","4","3","3","4","4","28.6","80.3","100.16","5","3","1","PC","PC","12.0664","0.008","1","qlp-s44-faintsearch","FAINT","46.330681","28.185824","-0.81","0.179","-2.38","0.147","2459520.861271","0.0008672","4.7949288","0.0000127","3.898","0.123","7.867451","0.001228","7220","1.13101","12.1728","0.75176","487.852","1309","46","461.002","17.943","5850","128.2","4.17","0.09","1.41","0.08","","","1.06","0.133861","18,42,43,44,58","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"96170689","5355.01","","3","4","3","3","3","4","4","11.6","44.6","61.06","0","0","1","PC","PC","12.0647","0.007","1","qlp-s44-faintsearch","FAINT","72.789609","34.627726","20.515","0.081","-15.809","0.056","2459912.057185","0.0031586413","9.6125545","0.0000893","4.242","0.509","3.774056","0.004671","3470","4.30177","9.05686","0.546357","165.055","998","18","397.84","6.0475","5825.7","101.7","4.1","0.08","1.51","0.07","0.194","0.039","1.05","0.13357","19,43,44,59","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"467684543","5356.01","","3","4","3","3","3","4","4","21.6","52.6","116.87","1","0","1","PC","PC","12.5434","0.008","1","qlp-s44-faintsearch","FAINT","60.964678","31.775965","-2.239","0.053","0.215","0.03","2459521.25817","0.0040831","3.1948695","0.0005079","3.786","0.312","5.005909","0.003905","4600","3.59627","13.3231","0.773565","1793.16","1812","21","933.117","23.156","6577.4","111.2","3.97","0.09","2","0.1","-0.025","0.049","1.37","0.214024","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"150006846","5357.01","","3","4","3","3","3","4","4","20","75.6","96.87","0","0","1","PC","PC","12.669","0.006","1","qlp-s44-faintsearch","FAINT","69.841243","27.288032","28.908","0.064","-23.799","0.048","2459513.678245","0.0016475","9.6995203","0.0007293","3.998","0.197","13.756197","0.004701","12590","4.32995","11.9608","0.77657","95.3586","870","37","343.58","3.31","5504","332.4","4.38","0.1","1.06","0.07","","","0.966","0.147278","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"46631742","5358.01","","2","4","2","2","3","4","4","9.3","59.3","12.23","0","12","3","PC","PC","11.5278","0.006","1","spoc-s01-s72-b0A-PC","FAINT","54.183897","28.550269","19.873","0.091","-45.404","0.062","2459450.140226","0.0014772407","2.6599132445599","0.000011119833","2.1637069797746","0.17323726","1.367637","0.099286","1258.8468444399","91.442024","3.4087338592181","0.35318363","231.44732388829","994.79315996462","14.823005","138.708","1.063","4636.3","110.2","4.5","0.1","0.80252397060394","0.0636332","0.0535241","0.0251917","0.736","0.0825654","18,42,43,44,58,70,71","found in faint-star QLP search; L1 candidate","2022-02-28","2024-09-08","2024-09-08"
+"90767677","5359.01","","3","4","3","3","1","4","4","43.3","115.6","63.36","2","0","0","PC","PC","14.8143","0.008","1","qlp-s44-faintsearch","FAINT","54.066052","30.20593","38.658","0.183","-24.723","0.152","2459522.004048","0.0031504","1.6817287","0.0001363","0.491","0.297","17.368823","3.46861","15870","3189.61","9.28931","2.93309","6.00664","436","9","175.567","3.847","3174","157","4.76","0.01","0.47","0.02","","","0.467069","0.0216791","42,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"427578289","5360.01","","3","5","5","3","3","4","4","66.8","124.9","317","1","0","1","PC","APC","13.3701","0.007","1","qlp-s44-faintsearch","FAINT","54.910139","28.98062","9.034","0.064","-5.383","0.04","2459882.51727","0.004263757","4.0107869","0.0000305","0.829","0.284","9.038269","5.332355","8290","4899.24","24.4253","","115.574","913","14","895.565","36.8165","6175.1","85.2","4.23","","1.38","","-0.264","0.082","1.18","","18,42,43,44,58","found in faint-star QLP search; TFOP APC","2022-02-28","2024-08-22","2024-08-22"
+"366602797","5361.01","","5","5","5","5","5","5","5","15.7","49.6","51.37","0","0","0","PC","FP","13.0581","0.008","1","qlp-s44-faintsearch","FAINT","76.575162","31.273775","-1.088","0.054","-7.303","0.032","2459523.395332","0.0069489","1.3574339","0.0003208","2.315","0.373","3.676004","0.009167","3380","8.44277","8.22797","","3506.27","2143","16","703.628","13.5575","6332","122","4.25","","1.4","","","","1.25","","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"308522539","5362.01","","3","4","3","3","3","4","4","7.8","30.2","93.24","0","0","1","PC","PC","13.357","0.012","1","qlp-s44-faintsearch","FAINT","75.369103","28.816605","4.428","0.055","-2.666","0.031","2459505.662464","0.0068725","13.7279713","0.0002402","3.039","0.629","5.671473","0.029315","5210","26.9996","11.6412","","59.8936","775","9","905.181","24.89","6416.5","168.1","4.16","","1.57","","-0.183","0.16","1.29","","19,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"426448042","5363.01","","3","4","3","3","3","4","4","12.9","53.5","69.94","1","0","2","PC","PC","13.462","0.007","1","qlp-s44-faintsearch","FAINT","40.201941","18.821761","20.718","0.057","-4.728","0.048","2459521.5485","0.0032289","6.7504762","0.0006531","3.105","0.384","12.997752","0.015426","11900","14.2074","9.83914","","111.352","904","23","493.144","7.3685","5318.7","59.3","4.5","","0.89","","0.208","0.057","0.92","","42,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"366754985","5364.01","","3","4","3","3","3","4","4","26.5","50.3","104.09","1","2","3","PC","PC","10.8227","0.014","1","qlp-s44-faintsearch","FAINT","77.00647","31.898377","-2.382","0.098","-13.629","0.06","2459524.130515","0.0020386","1.4466879","0.0000091","0.952","0.275","0.749417","0.006243","690","5.75017","12.418","1.2835","600.438","1379","12","645.231","16.7165","6332","150.8","3.27","0.09","4.28","0.21","","","1.25","0.190507","19,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"21132157","5365.01","","3","4","3","3","3","4","4","7.6","25.7","42.97","0","3","2","PC","PC","11.0418","0.009","1","qlp-s44-faintsearch","FAINT","36.519788","26.091793","14.097","0.072","-10.155","0.062","2459886.030983","0.0058456813","4.0069668","0.0000443","5.848","0.934","0.847205","0.001536","780","1.41469","7.39456","0.585378","2636.63","1996","17","651.291","18.1495","6080.3","136.6","3.61","0.09","2.76","0.17","0.04","0.016","1.14","0.158325","18,42,43,44,58","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"45034406","5366.01","","3","4","3","3","3","4","4","15.6","51.6","61.23","0","3","1","PC","PC","12.4595","0.02","1","qlp-s44-faintsearch","FAINT","91.789601","23.131649","2.468","0.08","-4.026","0.064","2459521.306343","0.0048908","1.5328484","0.0003309","2.227","0.394","3.229435","0.009575","2970","8.81882","9.08045","0.734698","3844.96","2193","12","866.009","30.433","6943","186.3","4.17","0.09","1.67","0.09","","","1.52","0.255177","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"81178747","5367.01","","3","4","3","3","3","4","4","28.5","87.5","69.17","3","0","1","PC","PC","12.9139","0.014","1","qlp-s44-faintsearch","FAINT","91.796289","27.622043","-11.68","0.045","-0.428","0.038","2459521.649686","0.0019492","1.6647221","0.0001155","1.392","0.144","8.666096","0.012167","7950","11.2065","9.78767","0.60143","659.103","1411","21","571.89","8.091","6155","146.4","4.46","0.09","1.06","0.05","","","1.17","0.166874","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"56457123","5368.01","","3","4","3","3","3","4","4","32.7","90.8","128.45","0","0","2","PC","PC","12.8879","0.011","1","qlp-s44-faintsearch","FAINT","62.893626","28.17861","-2.041","0.069","-4.311","0.045","2459519.98093","0.0024554","3.612762","0.0003549","2.8","0.21","8.184651","0.004752","7510","4.37639","14.0647","0.679559","1578.1","1755","28","748.464","17.4105","7976.9","117.7","4.31","0.08","1.6","0.06","-0.061","0.067","1.92","0.299688","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"113804153","5369.01","","3","4","3","3","3","4","4","14.5","40.2","90.98","0","0","3","PC","PC","13.1765","0.009","1","qlp-s44-faintsearch","FAINT","47.381894","20.578164","12.02","0.06","-12.714","0.047","2459518.990013","0.0045335","4.2455163","0.000775","4.028","0.381","6.075374","0.007052","5580","6.49486","11.4879","","748.73","1457","17","821.427","21.0565","5905.5","22.9","4.08","","1.56","","-0.0735361","0.0209024","1.07","","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"400381085","5370.01","","3","4","3","3","3","4","4","35.6","37","317","2","0","1","PC","PC","12.4064","0.007","1","qlp-s44-faintsearch","FAINT","91.747143","30.18939","9.017","0.071","6.191","0.063","2459522.197579","0.0016959","3.7539574","0.0002403","2.544","0.128","9.859689","0.003871","9040","3.56572","14.5318","0.871992","469.124","1296","40","621.805","15.8265","6350","343.9","4.19","0.11","1.5","0.08","","","1.26","0.236333","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"17457400","5371.01","","3","4","4","3","3","4","4","102.7","64.5","317","3","0","1","PC","PC","13.3689","0.01","1","qlp-s44-faintsearch","FAINT","66.80026","20.774863","-1.467","0.097","1.862","0.054","2459522.846281","0.0016422","1.27615","0.000087","0.992","0.214","16.122871","0.066287","14740","61.0505","14.5092","","212.433","1063","19","324.08","4.225","4671","123","4.28","","1.03","","","","0.74","","43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"371470493","5372.01","","3","4","3","3","3","4","4","12","44.5","74.21","0","2","3","PC","PC","11.8941","0.008","1","qlp-s44-faintsearch","FAINT","43.572773","23.199186","29.647","0.084","-11.225","0.082","2459513.585855","0.0022852","11.6270831","0.0000708","2.383","0.753","3.861221","0.016063","3550","14.7949","10.1847","0.888093","58.1485","769","14","459.882","12.5295","5776.1","125.1","4.05","0.08","1.6","0.09","-0.021","0.056","1.04","0.134997","18,42,43,44","found in faint-star QLP search","2022-02-28","2024-08-22","2024-08-22"
+"9155187","5373.01","","5","5","5","5","5","5","5","47.8","142.3","94.95","0","0","2","KP","KP","11.4556","0.006","1","spoc-s47-b02","SPOC","116.716387","39.094469","-21.525","0.074","-23.906","0.044","2459582.167296","0.0005462688","4.1878374782312","0.0001841526","2.9905903597651","0.05615697","12.46514","0.150976","11415.165518316","139.04398","11.76950647634","0.6327308","397.47993276932","1138.8028660883","72.59221","276.211","3.8655","5521.95","115.726","4.34199","0.0811434","1.1000699996948","0.0542789","0.299","0.051","0.97","0.128046","47","XO-5 b","2022-03-01","2022-02-28","2022-12-14"
+"20096620","5374.01","","5","5","5","5","5","5","5","124.7","129.7","317","0","0","2","KP","KP","9.9596","0.007","1","spoc-s47-b02","SPOC/QLP","129.882377","47.351908","-24.142","0.055","-26.346","0.045","2459580.063121","0.0004351924","2.9164004495212","0.00007712813","3.2868100029474","0.028533638","7.908685","0.050248","7257.702548116","46.278923","16.778361035147","0.82368296","1978.5244535101","1701.0031001671","144.50359","246.81","2.208","5720","119.2","3.92","0.08","1.8274400234222","0.0888216","0.46","0.07","1.02","0.12974","47","HAT-P-13 b","2022-03-01","2022-02-28","2022-12-14"
+"71268730","5375.01","TIC 71268730.01","3","4","4","3","3","4","4","129.4","269.6","91","6","0","3","PC","PC","12.456","0.009","1","spoc-s14-s55-b0A-PC","SPOC","113.784894","71.400673","48.468","0.019","19.008","0.028","2459580.736149","0.00032540015","1.7215575425862","0.00000141452","1.7411525163518","0.01620373","35.104581","0.343193","31815.406006026","316.04227","11.480114540953","0.3511035","140.27857679643","877.74342984785","113.69737","121.333","0.221","3865","157","4.62323","0.0113623","0.63342601060867","0.0187028","","","0.614549","0.0202159","40,47,53","orbital period close to variability period; active host","2022-03-01","2023-03-17","2023-04-05"
+"219113246","5376.01","","3","5","5","3","3","4","4","25.7","60.6","115.9","0","1","2","PC","APC","10.8175","0.007","1","qlp-s56-tois","SPOC","271.759525","70.472763","1.497","0.066","10.81","0.068","2459850.073687","0.0028041","2.9859596","0.0000121","1.671","0.257","2.064861","0.199038","1900","183.304","13.2487","0.953968","388.241","1236","10","685.736","16.4045","6417","124.477","3.6338","0.0871999","2.87","0.14","","","1.29","0.200232","14,15,16,17,18,20,21,22,23,24,25,26,40,41,47,48,50,51,52,53,54,55,56","V-shaped; possibly synchronized; evolved host star; TFOP SM/APC","2022-03-01","2023-02-05","2023-02-27"
+"467153319","5377.01","","2","4","2","2","4","4","4","3.2","33.6","7.67","0","2","5","PC","PC","9.3672","0.006","1","qlp-s47-ffi","QLP","131.135061","59.406708","-39.15","2","-46.53","2","2459605.750481","0.0102496","4.4626933","0.0001249","3.643","0.764","0.32577","0.001339","300","1.23363","2.68559","","1155.12","","10","214.278","","6803","","","","1.62","","","","","","20,47","weak depth aperture correlation; no centroid offset","2022-03-01","2022-02-28","2022-12-14"
+"321069529","5378.01","","3","4","3","3","4","4","4","","","121.45","1","2","3","PC","PC","10.2275","0.007","1","qlp-s47-ffi","QLP","103.602033","38.646103","15.992","0.072","-28.869","0.065","2459598.389742","0.0059116","5.2841676","0.0001685","3.41","1.005","0.760281","0.005299","700","4.88093","13.6017","","186.605","1029","9","492.608","11.1965","4626","122","","","5.09","","","","","","20,47","weak centroid offset; red giant; variable star; weak BLS","2022-03-01","2022-02-28","2023-11-27"
+"328325110","5379.01","","3","4","3","3","3","4","4","71.4","127.4","317","5","2","2","PC","PC","9.59788","0.006","1","qlp-s60-ffi","QLP","112.424109","50.6838","-7.068","0.066","0.371","0.047","2459942.544324","0.0003891","12.7426508","0.0000192","3.633","0.152","11.751316","0.42544","10765","391.768","16.6789","0.815273","213.224","1064","129","200.226","1.9615","6385","132.8","4.21","0.09","1.47","0.07","","","1.277","0.198776","47,60","Gaia DR2 RV error ~10.16 km/s; large for period; v-shaped","2022-03-01","2023-02-27","2023-03-03"
+"441587756","5380.01","","2","4","2","2","3","4","4","3.6","31.2","10.02","1","2","2","PC","PC","10.1684","0.006","1","qlp-s74-ffi","QLP","112.761149","73.128784","6.31","0.044","-5.511","0.055","2460339.036648","0.0028928","3.7723119","0.0000158","2.893","0.292","0.510416","0.026347","470","24.266","3.13069","0.178863","796.305","1479","16","286.781","3.4505","6525","130.1","4.18","0.09","1.56","0.07","","","1.343","0.225945","20,26,40,47,53,60,73,74","","2022-03-01","2024-04-01","2024-04-05"
+"241174783","5381.01","","3","4","3","3","4","4","4","9.2","41.1","32.82","0","2","3","PC","PC","9.54224","0.006","1","spoc-s14-s60-b0A-PC","QLP","116.368498","44.129824","2.341","0.073","-16.876","0.051","2459603.311382","0.0036062","4.080286421762","0.000034268385","1.4789164867393","0.57551175","0.561061","0.069129","516.62292500337","63.66809","6.3009669926489","7.320291","4280.323561169","2062.9509379391","7.5044556","390.33","6.9965","6802.3","102.5","3.75","0.08","2.6818499565124","0.109739","-0.116","0.022","1.464","0.24407","20,47,60","centroid offset centered near TIC 241174784 (Tmag~14.05) and TIC 741666846 (Tmag~ 15) in spoc-s14-s60 multisector","2022-03-01","2023-05-19","2024-02-19"
+"356472238","5382.01","","3","4","3","3","4","4","4","4.1","33.4","17.42","1","2","4","PC","PC","9.46981","0.006","1","qlp-s60-ffi","QLP","116.954491","48.114999","-13.408","0.059","3.51","0.048","2459961.944111","0.0074171","14.5416243","0.0003706","4.356","1.354","0.772233","0.069973","711","64.4456","4.35314","0.328103","176.698","1015","15","215.238","1.7975","6277","131.8","4.06","0.08","1.72","0.08","","","1.226","0.180475","20,47,60","slight depth-aperture correlation","2022-03-01","2023-02-27","2023-03-03"
+"166053959","5383.01","","1","5","5","1","4","4","4","2.4","5.7","2.56","1","2","4","PC","PC","7.90653","0.006","1","qlp-s48-tois","SPOC","212.720875","62.522196","-17.495","0.104","-2.621","0.099","2459635.64596","0.0058674","2.8114961","0.0000318","3.35","0.509","0.097721","0.000306","90","0.282011","1.39962","0.105234","2368.07","1943","10","102.134","0.592","6768","125.338","4.26201","0.0845762","1.47","0.06","","","1.45","0.23877","15,16,21,23,41,48","potential L1 planet; possible odd-even likely due to detrending; transits stronger in s48 than in previous sectors","2022-03-24","2022-07-07","2024-04-26"
+"165297570","5384.01","","5","5","5","5","5","5","5","204.1","271.4","317","0","0","0","KP","KP","9.6022","0.006","1","spoc-s48-b02","SPOC/QLP","157.06262","25.573137","14.098","0.073","-12.2","0.079","2459610.390465","0.0002237973","2.9895092","0.0000515","3.350388266192","0.016779294","13.237076","0.055543","12117.778875443","51.155663","18.818221844907","0.7559893","1949.8717061322","1694.8109408531","247.27235","218.05","2.0865","6317","109.1","4.12","0.08","1.6139600276947","0.0645854","-0.01","0.1","1.24","0.185789","48","KELT-4 A b","2022-03-24","2022-03-24","2022-12-14"
+"85266608","5385.01","","3","4","3","3","4","4","4","35.3","37","317","0","16","6","PC","PC","10.8583","0.008","1","spoc-s48-b02","SPOC","160.630713","28.198626","-9.182","0.085","0.852","0.077","2459608.235785","0.0024902683","5.1665548527624","0.00073721877","5.9764523680557","0.13450961","4.543429","0.132074","4175.9093299376","121.63699","14.319441904965","0.7824828","1508.1655987457","1589.3956027067","25.407656","483.675","12.2885","6238","124.118","3.88506","0.0864414","2.0792000293732","0.103347","","","1.21","0.180399","48","nearby neighbor TIC 85266607 (Tmag~16.465)","2022-03-24","2022-03-24","2024-02-19"
+"202425357","5386.01","TIC 202425357.01","3","4","4","3","4","4","4","63.3","69.2","317","5","2","3","PC","PC","11.3502","0.007","1","qlp-s50-tois","SPOC","226.106919","60.536232","-16.152","0.062","6.139","0.065","2459690.091662","0.000318","3.6215615","0.0000019","1.867","0.244","11.219134","0.007212","10280","6.6425","15.1893","0.852616","346.581","1202","149","394.486","5.697","5920.2","43.2","4.17","0.08","1.43","0.07","","","1.1","0.139107","15,16,22,23,48,49,50","two stars in pixel","2022-03-24","2022-09-07","2023-07-07"
+"166086403","5387.01","","1","5","5","1","3","4","4","1.5","4.2","2.17","1","2","4","PC","PC","8.19888","0.006","1","qlp-s49-tois","SPOC","214.44542","62.758386","-121.666","0.06","108.705","0.055","2459660.851073","0.0058395","2.8037514","0.0000534","2.771","0.591","0.076004","0.000544","70","0.500761","1.27317","0.125447","2552.75","1980","8","140.907","0.706","7531","126.157","4.31266","0.081399","1.52","0.05","","","1.74","0.290718","15,16,21,22,23,41,48,49","some systematics in difference image","2022-03-24","2022-08-19","2022-12-14"
+"407591297","5388.01","TIC 407591297.01","2","4","4","2","4","4","4","12.6","186.7","4.32","8","2","3","PC","PC","10.5737","0.007","1","qlp-s48-tois","SPOC","152.176517","35.547557","192.536","0.065","133.121","0.058","2459630.895748","0.0015028","2.594675","0.0000092","0.313","0.218","1.16236","0.28321","1070","260.812","1.89426","0.558897","3.30231","375","10","18.5226","0.01665","3495","157","4.91164","0.00411282","0.31","0.01","","","0.291486","0.0202015","21,48","low SNR; potential L1 planet; also a CTOI from Alton Spencer","2022-03-24","2022-06-29","2024-02-27"
+"39143128","5389.01","","3","4","3","3","1","4","4","5.5","66.9","58.04","7","0","0","PC","PC","14.8017","0.008","1","spoc","SPOC","168.80167","39.35892","-33.111","0.13","-46.871","0.212","2459609.44541","0.0051255147","10.401400818534","0.0032728175","2.3998127646195","0.23589861","47.88053","3.284834","43141.347904184","3020.8716","8.8111556659996","0.6774045","5.0743522438186","382.79380646186","15.203625","190.568","3.893","3526","157","4.80713","0.00667916","0.42142799496651","0.0141762","","","0.415445","0.0215518","48","","2022-03-24","2022-03-24","2024-01-20"
+"8853478","5390.01","","3","4","3","3","4","4","4","4.5","47.8","19.85","1","2","4","PC","PC","10.9762","0.007","1","spoc-s48-b02","SPOC","142.444304","30.062908","-19.864","0.087","-22.214","0.072","2459617.289687","0.0023238303","15.061970826632","0.0032604116","3.2914106836272","0.33856595","3.017487","0.292111","2775.3494580027","269.0077","4.6874830260304","1.1254267","45.231716299326","661.42486349317","9.694882","176.69","1.8965","5441.34","142.395","4.51596","0.0882093","0.89060699939728","0.0558995","0.362","0.024","0.949","0.125734","48","period could be half (7.53 d); faint star 2.5 arcsec away","2022-03-24","2022-03-24","2023-11-26"
+"298600443","5391.01","","2","4","2","2","3","4","4","0.8","17.6","3.83","2","2","2","PC","APC","10.2521","0.006","1","qlp-s57-ffi","QLP","272.060717","53.365566","12.017","0.059","-5.547","0.045","2459865.102473","0.0117343","13.6421377","0.0002811","3.522","1.17","0.448502","0.039641","413","36.5102","1.77499","0.152109","80.3771","834","12","170.451","0.9445","5961","118.2","4.46","0.08","1.02","0.05","","","1.092","0.139764","14,15,18,21,24,25,26,40,41,48,51,52,54,55,57","variable host; TFOP APC","2022-03-24","2023-04-28","2023-05-06"
+"198512478","5392.01","","1","4","1","2","3","4","4","1.1","5.2","2.27","4","12","2","PC","PC","8.1319","0.006","1","qlp-s75-ffi","QLP","212.621349","72.589757","-61.603","0.061","-95.347","0.052","2460367.300993","0.0104604","17.5313321","0.0001734","4.334","1.573","0.332286","0.122087","306","112.44","1.66838","0.342876","468.87","1296","13","48.793","0.0716","5464","124.5","4.51","0.08","0.9","0.05","","","0.96","0.127298","14,15,20,21,22,40,41,47,48,49,60,75","two stars in pixel","2022-03-24","2024-09-04","2024-09-04"
+"313425396","5393.01","","1","4","1","2","3","4","4","0.8","21.8","3.97","0","2","1","PC","PC","8.59702","0.006","1","qlp-s53-ffi","QLP","198.137149","77.839038","-30.185","0.051","-12.32","0.05","2459591.975369","0.0119385","30.0017176","0.0011945","6.737","0.895","0.228029","0.000554","210","0.510582","1.82693","0.126593","57.0124","765","9","102.774","0.2975","6194","123.5","4.32","0.08","1.25","0.05","","","1.187","0.166453","14,20,21,26,40,41,47,48,53","low SNR; potential L1 candidate; possible systematic feature","2022-03-24","2022-09-02","2022-12-14"
+"61109252","5394.01","","3","5","5","3","4","4","4","61.7","370.5","67.92","2","2","4","PC","APC","8.0152","0.006","1","qlp-s48-ffi","SPOC/QLP","154.574508","17.396435","-117.851","0.104","9.136","0.103","2459561.627836","0.0002567","15.1935123","0.0002181","2.582","0.085","6.228241","0.009679","5720","8.91448","9.68144","0.568916","84.3696","844","167","64.2806","0.30665","5977","121.9","4.42","0.08","1.07","0.05","","","1.1","0.135335","45,46,48","v-shaped; RV error 16 km/s","2022-03-24","2022-03-24","2024-02-15"
+"298070500","5395.01","TIC 298070500.01","2","4","4","2","3","4","4","1.6","23.7","3.93","2","2","2","PC","PC","9.74007","0.006","1","qlp-s74-ffi","QLP","197.058444","81.445787","-19.731","0.046","1.6","0.039","2460346.799118","0.0050431","6.5811814","0.0000368","2.982","0.402","0.28993","0.018807","267","17.3215","1.80641","0.114017","247.2","1104","12","165.951","0.6745","6269","129.2","4.39","0.08","1.17","0.05","","","1.222","0.174337","14,20,21,26,40,41,47,48,53,73,74","variable host","2022-03-24","2024-04-01","2024-04-05"
+"202428245","5396.01","","5","5","5","5","5","5","5","44.4","76.3","317","1","4","3","PC","FP","9.3373","0.006","1","qlp-75-ffi","QLP","227.191112","62.959153","24.044","0.052","-23.834","0.049","2460321.827733","0.0057813","32.1400505","0.0001447","2.809","1.052","0.959129","2.6237","883","2413.6","22.7389","","37.4567","689","13","265.035","2.0065","5019","122","","","3.37","","","","","","15,16,21,22,23,41,48,50,75","slight depth aperture correlation in QLP s75; possible centroid offset towards TIC 202428245","2022-03-24","2024-05-07","2024-07-11"
+"18019350","5397.01","","1","4","1","1","4","4","4","2.7","37.7","7.22","0","2","3","PC","PC","10.1174","0.006","1","qlp-s48-ffi","QLP","172.014117","39.672647","-74.297","0.043","-3.392","0.062","2459620.860667","0.0081482","9.6477019","0.0001811","3.003","0.714","0.727687","0.00291","670","2.68007","2.57133","0.227324","77.7367","827","11","133.778","0.6295","5621.7","137","4.48","0.09","0.95","0.06","0.245","0.081","0.995","0.131103","22,48","slight depth aperture correlation but looks on target in centroid; weak transit shape","2022-03-24","2022-03-24","2022-12-14"
+"8260536","5398.01","","3","5","5","3","4","4","4","52.6","248.8","86.64","16","11","5","PC","CP","9.58055","0.006","1","qlp-s48-ffi","SPOC/QLP","161.879557","36.329434","1.33","0.055","6.743","0.066","2459616.492055","0.0004521","10.590923","0.0006842","4.105","0.076","11.230104","0.000596","10290","0.549075","11.1189","0.439777","118.413","919","81","130.855","0.682","6017.1","99.5","4.44","0.07","1.05","0.04","0.13","0.017","1.113","0.142779","48","potential multi","2022-03-24","2022-03-24","2024-04-05"
+"8260536","5398.02","","1","5","5","1","4","4","4","7.9","74.5","11","16","11","5","PC","CP","9.58055","0.006","2","qlp-s48-tois","SPOC/QLP","161.879557","36.329434","1.33","0.055","6.743","0.066","2459628.618083","0.0019911","4.7728997","0.0009118","2.906","0.316","0.999337","0.00109","920","1.00431","3.30213","0.172879","370.603","1222","16","130.855","0.682","6017.1","99.5","4.44","0.07","1.05","0.04","0.13","0.017","1.113","0.142779","48","potential multi","2022-03-24","2022-07-12","2024-04-05"
+"284688043","5399.01","","3","4","3","3","4","4","4","4.1","30","13.31","0","10","5","PC","PC","9.8008","0.006","1","qlp-s54-tois","QLP","292.982939","28.651865","11.178","0.063","13.235","0.081","2459790.23977","0.0122235","4.0625969","0.0000846","3.952","0.812","0.347491","0.043673","320","40.2232","3.70815","1.46636","1611.69","1765","7","320.903","4.97","6629","159.3","3.94","0.09","2.09","0.09","","","1.391","0.246033","14,40,41,54","weak centroid offset; possibly multi","2022-03-24","2022-11-30","2022-12-14"
+"332564140","5400.01","","3","4","3","3","3","4","4","3","37.7","18.14","0","2","1","PC","PC","10.9815","0.006","1","qlp-s35-332564140","FAINT","136.892919","-14.339867","-65.264","0.067","-5.302","0.092","2459970.522326","0.007838307","19.8067259","0.0001331","4.5","0.462","2.238923","0.002161","2060","1.99029","4.46533","0.268078","39.4243","698","16","202.211","1.745","5513","226.5","4.34","2","0.95","0.05","","","1.016","0.125154","8,35,61,62","found in faint-star QLP search","2022-03-24","2024-08-22","2024-08-22"
+"397058826","5401.01","","3","4","3","3","4","4","4","53.8","202.8","111.15","0","37","4","PC","PC","6.33044","0.006","1","spoc-s14-s50-b0A-PC","SPOC","189.518268","3.282395","-30.576","0.152","-11.553","0.131","2458930.89446","0.00052989466","6.8291029436014","0.000008491389","9.8781472592383","0.061820943","0.885761","0.017291","815.48329646772","15.925032","12.912734260578","0.4435877","14489.499671438","2798.2279931367","34.899895","212.02","3.483","9333","134.294","3.53807","0.0663941","4.3379302024841","0.133492","","","2.369","0.328626","23,46,50","evolved host star; phase modulations","2022-03-24","2022-12-12","2024-02-16"
+"29781207","5402.01","","2","4","2","2","1","4","4","1.2","15.6","2.9","0","0","0","PC","PC","12.3768","0.006","1","spoc-s01-s39-b02-vetted","SPOC","65.107799","-68.360571","60.167","0.025","56.025","0.027","2459037.058223","0.0042168535","3.3173182164557","0.00008047225","3.5545288648755","0.5206614","0.499321","0.056106","459.78553116091","51.674328","1.5124440542617","0.920215","101.68893160488","809.91262841643","8.58346","156.801","0.329","4363","130.663","4.60832","0.106814","0.67783898115158","0.0593291","","","0.68","0.0810918","27,28,29,30,31,32,33,34,35,36,37,38,39","small star small planet","2022-03-24","2022-03-24","2022-12-14"
+"438519486","5403.01","","3","4","3","3","3","4","4","13.6","69.1","87.24","3","0","2","PC","PC","12.5648","0.006","1","qlp-s45-faintsearch","FAINT","100.654583","15.657379","16.635","0.052","-28.592","0.05","2459533.44912","0.0014423","12.8355591","0.0000974","1.805","0.17","13.602267","0.015864","12450","14.6109","11.2388","1.00163","9.72374","491","17","358.712","3.74","5311.7","181.4","4.45","0.11","0.95","0.08","0.074","0.161","0.914","0.118181","6,33,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"56798909","5404.01","","3","4","3","3","3","4","4","10.6","54.6","15.68","0","0","2","PC","PC","13.2476","0.013","1","qlp-s45-faintsearch","FAINT","101.360836","22.290364","-9.936","0.056","-66.709","0.05","2459546.130937","0.0060536","2.177475","0.0005882","2.454","0.692","4.842308","0.03049","4450","28.0819","4.05014","0.355838","284.168","1143","13","157.413","0.7","4027","159","4.67","0.01","0.57","0.02","","","0.566634","0.0203055","44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"172353721","5405.01","","3","4","3","3","3","4","4","10.1","42.2","82.07","1","0","1","PC","PC","13.424","0.016","1","qlp-s45-faintsearch","FAINT","98.693733","32.808268","-0.562","0.05","-13.236","0.044","2459538.83454","0.0034454","9.0711977","0.0001124","4.183","0.364","11.306898","0.015397","10360","14.1808","10.7594","","139.161","956","14","644.909","16.3765","5649","123","4.38","","1.06","","","","1","","20,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"127226712","5406.01","","3","4","3","3","3","4","4","21.2","60.1","74.36","2","0","1","PC","PC","13.1891","0.012","1","qlp-s45-faintsearch","FAINT","84.966565","12.257882","0.379","0.04","-3.546","0.035","2459550.363779","0.0017209","0.8045139","0.0000026","1.259","0.2","4.079164","0.007634","3750","7.03093","10.209","","4653.02","2300","18","1125.7","32.53","7110","122","4.24","","1.59","","","","1.58","","6,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"372424377","5407.01","","3","4","3","3","3","4","4","20.6","64.9","127.36","2","0","2","PC","PC","12.8161","0.007","1","qlp-s45-faintsearch","FAINT","101.345243","17.310557","-2.961","0.042","-4.623","0.036","2459549.018978","0.0031035","5.4683192","0.0006124","3.251","0.222","11.614131","0.007311","10640","6.73365","13.9823","0.814277","425.087","1264","25","867.107","22.7935","6606.6","131.3","4.31","0.09","1.36","0.07","0.02","0.01","1.38","0.234889","44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"430093142","5408.01","","3","4","3","3","3","4","4","22.6","26.6","317","1","0","2","PC","PC","12.8456","0.017","1","qlp-s45-faintsearch","FAINT","96.31948","20.535854","-1.202","0.057","-2.124","0.047","2459549.599245","0.004103","0.9598377","0.0000968","1.429","0.295","2.467423","0.01291","2270","11.8905","17.4316","1.83121","5539.92","2403","12","2162.6","160.06","7575","179.4","3.64","0.09","3.31","0.25","","","1.76","0.288913","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"115628210","5409.01","","3","4","3","3","3","4","4","21.6","63","43.55","2","0","1","PC","PC","13.0709","0.013","1","qlp-s45-faintsearch","FAINT","83.983008","31.768279","-0.779","0.058","-3.915","0.043","2459550.047281","0.0016415","0.594385","0.0000039","0.573","0.159","2.478305","0.040216","2280","37.0393","7.44558","","939.24","1542","12","675.216","11.85","6078","122","4.27","","1.3","","","","1.14","","19,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"76882795","5410.01","","3","4","3","3","4","4","4","24.2","67.2","120.66","1","0","4","PC","PC","13.2148","0.014","1","qlp-s45-faintsearch","FAINT","87.718761","28.819847","-2.407","0.053","-8.345","0.042","2459543.466503","0.0040866","4.1059353","0.0006965","3.031","0.282","12.448485","0.013836","11400","12.7429","13.555","","494.014","1313","18","711.856","16.9855","6140.3","71.8","4.31","","1.25","","0.145","0.07","1.16","","44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"76032342","5411.01","","3","4","3","3","3","4","4","38.2","52","317","1","0","1","PC","PC","13.176","0.018","1","qlp-s45-faintsearch","FAINT","86.068595","28.791551","-0.146","0.051","-5.434","0.04","2459549.378495","0.0020265","3.0604071","0.0001306","3.175","0.172","13.613261","0.005093","12460","4.69041","18.6847","","1261.17","1660","14","1030.07","37.1705","6623","123","4.14","","1.67","","","","1.39","","43,44,45","found in faint-star QLP search; likely inflated","2022-04-20","2024-08-22","2024-08-22"
+"386197662","5412.01","","3","4","3","3","4","4","4","144.5","281","124.57","1","2","4","PC","PC","10.8006","0.006","1","qlp-s45-faintsearch","FAINT","104.134699","13.429193","3.562","0.078","-6.24","0.067","2459550.39516","0.0007315","0.3828485","7e-7","0.493","0.101","1.042807","0.817042","960","752.24","13.7767","5.13043","14493.6","3056","28","403.133","7.3015","6419.6","143.5","4.1","0.09","1.68","0.09","0.228326","0.0123266","1.293","0.206544","6,33,44,45","found in faint-star QLP search; short period","2022-04-20","2024-08-22","2024-08-22"
+"269838674","5413.01","","3","4","3","3","4","4","4","4.8","35.3","25.53","0","2","4","PC","PC","10.883","0.006","1","qlp-s45-faintsearch","FAINT","90.053026","22.340224","7.63","0.121","-8.861","0.096","2459534.921329","0.0051349","12.612483","0.0022643","3.406","0.427","1.640701","0.002696","1510","2.48351","5.43397","0.402353","69.7878","805","14","292.347","11.8045","5981","131.1","4.22","0.08","1.34","0.08","","","1.1","0.143627","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"371164829","5414.01","","3","4","3","3","4","4","4","16.5","35.3","317","2","0","2","PC","PC","14.3554","0.007","1","qlp-s45-faintsearch","FAINT","109.367805","31.481846","15.31","0.075","-22.398","0.069","2459529.149554","0.0052496","10.7833596","0.0036968","3.957","0.671","29.22703","2.990944","26560","2750.97","15.4312","4.08661","35.1978","678","13","357.23","6.238","3892","157","4.57","0.01","0.7","0.02","","","0.665787","0.0210118","44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"52517713","5415.01","","3","4","3","3","3","4","4","29.5","42.2","317","1","0","1","PC","PC","13.2792","0.015","1","qlp-s45-faintsearch","FAINT","84.164148","14.914516","1.522","0.054","-4.748","0.044","2459544.736928","0.001102","2.9858191","0.0000089","2.966","0.162","10.615944","0.004435","9730","4.08438","17.8139","","1945.7","1850","36","1213.74","62.815","7497","123","4.16","","1.81","","","","1.73","","6,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"87405719","5416.01","","3","4","3","3","3","4","4","6.6","82.8","42.84","0","0","3","PC","PC","12.9331","0.007","1","qlp-s45-faintsearch","FAINT","103.010116","25.2013","32.225","0.059","-169.977","0.059","2459537.052957","0.0025535","13.0152698","0.0030654","3.251","0.742","20.495503","0.070127","18700","64.5872","7.36631","0.509875","10.6129","502","22","117.782","0.477","3799","157","4.72","0.01","0.52","0.02","","","0.517719","0.0203499","45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"79316101","5417.01","","3","4","4","3","3","4","4","45","50","317","3","0","1","PC","PC","12.7225","0.006","1","qlp-s45-faintsearch","FAINT","90.084691","26.353234","8.261","0.043","-2.224","0.035","2459549.214251","0.0010004","2.8675385","0.0000709","2.88","0.088","15.935551","0.002424","14570","2.23238","14.6783","1.25847","888.042","1520","68","595.812","9.1925","6219.5","102.2","4.37","0.1","1.18","0.1","0.00243312","0.037588","1.199","0.167217","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"115564354","5418.01","","5","5","5","5","5","5","5","5.5","45.4","7.06","3","2","3","PC","FP","11.6985","0.006","1","qlp-s45-faintsearch","FAINT","84.006338","32.316823","9.888","0.085","-12.72","0.067","2459550.466346","0.0030904","1.6421819","0.0000144","2.459","0.37","1.194967","0.002255","1100","2.07706","2.54445","0.190702","1746.99","1801","18","205.719","2.2795","5627","220.5","4.64","0.09","0.79","0.04","","","0.997","0.134612","19,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"68443254","5419.01","","3","4","3","3","3","4","4","20.8","26.6","317","3","0","1","PC","PC","13.3683","0.007","1","qlp-s45-faintsearch","FAINT","103.102009","33.648806","-1.795","0.047","-4.252","0.042","2459544.75985","0.0021643","4.8002161","0.000031","2.439","0.431","11.592183","0.02196","10620","20.226","15.2174","","336.117","1192","20","1088.28","35.36","6498.4","55.8","4.26","","1.41","","-0.179","0.054","1.33","","20,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"195155818","5420.01","","3","4","3","3","3","4","4","9","36.1","72.88","2","0","2","PC","PC","12.9624","0.01","1","qlp-s45-faintsearch","FAINT","100.424632","21.056692","2.805","0.059","-4.848","0.052","2459549.135055","0.005866","6.0614403","0.0006945","3.601","0.441","5.180444","0.010839","4760","9.98273","10.0397","0.775661","440.51","1276","14","946.417","28.2775","6507.7","141.9","4.25","0.1","1.43","0.08","0.14","0.02","1.34","0.216467","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"47132480","5421.01","","3","4","3","3","3","4","4","23.8","40.8","317","4","1","2","PC","PC","11.7692","0.012","1","qlp-s45-faintsearch","FAINT","97.621169","19.861789","1.391","0.069","-1.879","0.06","2459541.720815","0.0024865","6.5552932","0.0005037","3.016","0.778","5.147716","0.013846","4730","12.7527","19.1366","1.53989","938.617","1542","26","1198.93","61.345","7787","152.8","3.86","0.09","2.64","0.16","","","1.84","0.304287","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"80611440","5422.01","","3","4","4","3","4","4","4","12.6","48.2","44.8","1","11","5","PC","PC","11.2391","0.006","1","qlp-s45-faintsearch","FAINT","86.843617","25.626034","8.357","0.11","-0.151","0.089","2459542.250192","0.0033729","5.3767627","0.0004647","4.241","0.394","2.587132","0.002761","2380","2.54252","7.55274","0.605973","459.135","1289","22","346.141","7.167","5663.5","103.8","4.05","0.08","1.57","0.11","-0.192","0.026","1.006","0.122035","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"47319867","5423.01","","3","4","3","3","3","4","4","4.4","33.5","15.92","0","0","2","PC","PC","12.6165","0.007","1","qlp-s45-faintsearch","FAINT","108.076091","20.751933","-5.745","0.048","-17.711","0.038","2459549.039683","0.0078672","5.7163378","0.0017415","2.66","0.435","3.066101","0.014559","2820","13.4093","4.11482","0.382367","94.7057","869","8","261.785","1.95","4964.8","105.8","4.59","0.08","0.76","0.04","0.171617","0.032196","0.819","0.0930369","44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"436099179","5424.01","","5","5","5","5","5","5","5","12.9","42.7","38","0","0","2","PC","FP","12.5284","0.007","1","qlp-s45-faintsearch","FAINT","83.837234","12.115939","-7.404","0.067","-1.81","0.053","2459548.984631","0.0024655","0.8999342","0.0000042","1.606","0.306","1.869074","0.005617","1720","5.17331","6.8761","0.547096","3729.32","2177","17","740.068","18.949","6211","120.8","4.09","0.08","1.64","0.09","","","1.2","0.164309","6,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"429501231","5425.01","","3","5","5","3","3","4","4","39.2","114.2","48.53","4","0","2","PC","APC","12.8591","0.007","1","qlp-s45-faintsearch","FAINT","90.431757","22.245686","2.642","0.063","-7.9","0.05","2459550.242065","0.0013446","0.4553752","0.0000153","0.604","0.085","3.795847","0.014519","3490","13.3721","7.9095","0.61584","2215.14","1911","22","554.08","15.7705","6439","410.9","4.49","0.12","1.07","0.06","","","1.303","0.253679","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"127957099","5426.01","","3","4","3","3","3","4","4","8.5","54.9","22.45","1","2","3","PC","PC","10.9753","0.006","1","qlp-s45-faintsearch","FAINT","81.649605","31.633052","-12.844","0.186","-3.933","0.129","2459541.462505","0.002267","5.8095099","0.0000437","2.427","0.767","1.901703","0.008032","1750","7.3974","5.0621","0.51398","398.441","1244","20","283.552","5.272","6353.1","142","4.42","0.1","1.15","0.09","-0.305644","0.00686426","1.262","0.196356","19,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"52420398","5427.01","","3","4","4","3","3","4","4","45.2","127.1","130.65","3","0","2","PC","PC","11.659","0.006","1","qlp-s45-faintsearch","FAINT","83.968375","12.925947","0.758","0.073","-32.606","0.058","2459548.748875","0.0004484","5.2374183","0.0000056","3.741","0.064","12.701113","0.000698","11630","0.642721","14.2208","0.824095","403.505","1248","92","363.385","5.1995","6042.1","117.6","4.28","0.09","1.27","0.07","-0.28","0.014","1.123","0.151921","6,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"76545118","5428.01","","3","4","3","3","3","4","4","18.3","62.2","106.51","2","1","4","PC","PC","11.9736","0.006","1","qlp-s45-faintsearch","FAINT","87.204409","28.671337","1.238","0.926","-1.776","0.926","2459547.272908","0.0025289","3.0343155","0.0001933","1.664","0.308","3.479927","0.006952","3200","6.40275","12.5732","","1230.19","","19","1066.66","","8415","","","","2.16","","","","","","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"5800958","5429.01","","5","5","5","5","5","5","5","7.6","36.5","48.11","2","1","2","PC","FP","11.9696","0.016","1","qlp-s45-faintsearch","FAINT","78.988494","22.074955","-4.087","0.089","-4.084","0.058","2459545.884668","0.0059403","4.2318085","0.0005616","2.558","0.364","1.934333","0.004834","1780","4.4521","7.88895","0.591489","1128.72","1614","9","809.167","32.202","8064","170.6","4.17","0.08","1.91","0.09","","","1.96","0.299276","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"46774573","5430.01","","3","4","3","3","3","4","4","24.2","30.2","317","4","0","1","PC","PC","13.2621","0.015","1","qlp-s45-faintsearch","FAINT","97.005172","22.898603","-0.581","0.068","-4.542","0.064","2459546.30366","0.0024642","3.8635521","0.0002295","3.896","0.183","12.393573","0.005853","11350","5.39062","15.1873","","1333.49","1683","29","1031.52","28.18","6797","122","4.3","","1.42","","","","1.46","","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"302895184","5431.01","","3","4","3","3","3","4","4","26.3","29.4","317","0","0","1","PC","PC","13.1207","0.012","1","qlp-s45-faintsearch","FAINT","83.171954","14.957058","4.583","0.047","-7.611","0.037","2459541.977239","0.0020449","4.788785","0.0000165","3.135","0.609","8.283111","0.012904","7600","11.8848","16.3086","","487.83","1309","27","811.056","17.5145","6045","122","3.96","","1.83","","","","1.12","","6,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"86898676","5432.01","","3","4","4","3","3","4","4","38.1","98.3","90.37","4","13","1","PC","PC","11.444","0.006","1","qlp-s45-faintsearch","FAINT","98.595105","24.235555","4.136","0.071","-0.666","0.062","2459546.030839","0.0017153","2.9525486","0.0001132","2.694","0.137","6.239161","0.002857","5730","2.63129","11.4188","0.644457","531.966","1337","27","373.957","5.9075","5612","124.4","4.09","0.08","1.48","0.08","","","0.993","0.127368","43,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-09-01"
+"75697959","5433.01","","3","4","4","3","3","4","4","20.3","57.4","99.68","4","0","1","PC","PC","14.9819","0.008","1","qlp-s45-faintsearch","FAINT","85.62494","28.549845","-2.431","0.103","-1.786","0.074","2459544.293745","0.0042131","4.1459886","0.0004684","2.604","0.303","28.814425","0.061659","26190","56.7885","12.1704","0.716833","56.2686","763","13","465.477","12.437","3981","157","4.56","0.02","0.71","0.02","","","0.668164","0.0218967","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"307377219","5434.01","","5","5","5","5","5","5","5","16.4","43.5","93.06","1","0","2","PC","FP","12.4151","0.015","1","qlp-s45-faintsearch","FAINT","98.83772","14.490329","-0.628","0.073","1.683","0.061","2459542.814078","0.002432","4.1629444","0.0000214","2.064","0.347","3.991982","0.007048","3670","6.49134","11.633","0.835716","243.425","1100","18","744.34","22.7195","6005","142.1","3.94","0.08","1.88","0.1","","","1.11","0.143678","6,33,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"294309873","5435.01","","3","4","3","3","3","4","4","10.6","55.9","44.55","1","2","2","PC","PC","12.1706","0.016","1","qlp-s45-faintsearch","FAINT","92.998145","13.759123","-0.931","0.097","-0.651","0.085","2459550.460448","0.0025145","1.2699324","0.0000252","1.596","0.655","1.727694","0.017992","1590","16.5709","7.56197","0.994586","16457.7","3155","16","1052.12","81.981","9649","275.3","4.35","0.09","1.74","0.14","","","2.46","0.348583","33,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"155369758","5436.01","","3","4","4","3","3","4","4","19.3","32.2","317","2","0","2","PC","PC","13.3742","0.011","1","qlp-s45-faintsearch","FAINT","103.100078","12.531671","-13.972","0.054","-0.705","0.048","2459545.797843","0.0016102","11.9285531","0.0000318","2.283","0.157","22.699527","0.017525","20690","16.1411","16.0753","","18.6079","578","27","618.277","11.438","5447.3","90.5","4.34","","1.09","","-0.222","0.088","0.95","","6,33,44,45","found in faint-star QLP search; looks like star marker is not on-target","2022-04-20","2024-08-22","2024-08-22"
+"6853696","5437.01","","3","4","3","3","3","4","4","35.6","39.5","317","4","0","2","PC","PC","13.4489","0.008","1","qlp-s45-faintsearch","FAINT","81.642309","21.599165","3.106","0.059","-2.795","0.041","2459544.097774","0.0026137","3.42015","0.0002307","3.801","0.212","12.162976","0.007111","11140","6.54905","18.3061","","808.301","1485","29","943.511","27.294","5708","127","3.96","","1.76","","","","1.02","","43,44,45","found in faint-star QLP search; likely inflated","2022-04-20","2024-08-22","2024-08-22"
+"367193060","5438.01","","3","4","3","3","3","4","4","15.8","55.5","44.19","3","2","3","PC","PC","11.5419","0.006","1","qlp-s45-faintsearch","FAINT","104.456348","25.51535","-0.598","0.871","-10.219","0.871","2459549.679322","0.0022836","2.5842514","0.0002224","1.837","0.19","2.565366","0.002527","2360","2.32704","7.50424","","424.656","","23","317.022","","5860.5","","","","1.51","","0.093","0.038","","","44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"247912728","5439.01","","3","4","3","3","3","4","4","20.1","32.2","317","1","0","2","PC","PC","13.3853","0.009","1","qlp-s45-faintsearch","FAINT","88.005636","13.204319","1.543","0.06","-4.451","0.052","2459547.015426","0.0019653","5.0775738","0.0000216","4.053","0.217","9.399617","0.005702","8620","5.25172","18.5536","","1365.56","1693","25","1810.17","98.635","7648.8","56.5","4.09","","2","","0.548","0.054","1.79","","6,33,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"29374525","5440.01","","5","5","5","5","5","5","5","6.5","52.9","11.63","0","0","3","PC","FP","11.8338","0.006","1","qlp-s45-faintsearch","FAINT","86.300794","18.461741","11.994","0.07","23.754","0.06","2459545.296726","0.0037122","3.813812","0.0003866","2.572","0.456","2.510952","0.003706","2310","3.4131","3.44278","0.283758","177.52","1016","20","151.894","0.9895","4689","123.2","4.61","0.09","0.71","0.05","","","0.748","0.0940551","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"91697121","5441.01","","3","4","3","3","3","4","4","16.5","48.5","91.38","1","0","1","PC","PC","13.3605","0.01","1","qlp-s45-faintsearch","FAINT","88.59846","15.065604","2.214","0.043","-7.05","0.035","2459546.034378","0.002426","2.8633026","0.0000248","0.941","0.253","5.125899","0.052206","4710","48.0826","11.4725","","147.202","970","10","1128.92","32.605","6642.2","191.5","4.26","","1.45","","0.051","0.179","1.4","","6,33,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"406684949","5442.01","","3","4","3","3","3","4","4","27.7","51.1","317","1","2","3","PC","PC","12.1047","0.009","1","qlp-s45-faintsearch","FAINT","143.435397","6.741368","-4.807","0.087","8.706","0.092","2459541.585225","0.002674","12.7091678","0.0000599","1.746","0.318","5.027724","2.259443","4620","2078.86","16.3709","6.31091","78.6129","829","13","499.409","12.037","6145","134.7","4.31","0.08","1.25","0.06","","","1.17","0.162566","8,35,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"400515645","5443.01","","3","4","3","3","3","4","4","10.9","41.6","45.29","1","0","2","PC","PC","12.8173","0.015","1","qlp-s45-faintsearch","FAINT","92.873609","34.977082","-0.008","0.064","-3.857","0.052","2459548.509059","0.0042403","1.6757659","0.0001851","2.248","0.339","2.804819","0.008195","2580","7.54777","7.62588","0.656733","3221.06","2098","12","885.894","24.6875","6960.9","153.6","4.25","0.1","1.53","0.09","-0.154791","0.0102348","1.52","0.2665","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"367193046","5444.01","","3","5","5","3","3","4","4","14.3","62.5","95.18","0","2","1","PC","APC","12.1258","0.006","1","qlp-s45-faintsearch","FAINT","104.395856","25.498913","-3.179","0.078","-8.406","0.063","2459543.136534","0.0020502","10.2780324","0.0009659","1.642","0.359","8.009633","0.022836","7350","21.0328","11.8122","0.851445","37.8777","691","17","589.655","14.219","6545.7","108","4.34","0.09","1.3","0.06","-0.042","0.018","1.35","0.209633","44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"255735567","5445.01","","3","5","5","3","3","4","4","32.8","50","317","0","1","2","PC","APC","11.8888","0.007","1","qlp-s45-faintsearch","FAINT","107.425727","22.741533","-5.499","0.065","-2.369","0.056","2459539.887666","0.0014036","6.3780197","0.0004334","1.226","0.383","7.68155","0.025821","7050","23.7813","18.7767","1.58762","71.6141","810","16","813.803","28.8875","6540.2","146.9","3.96","0.1","2.03","0.12","-0.210958","0.00881764","1.35","0.227823","44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"84788795","5446.01","","3","4","3","3","3","4","4","12.9","43.7","82.81","0","0","1","PC","PC","12.7601","0.007","1","qlp-s45-faintsearch","FAINT","97.096548","25.834703","5.474","0.043","-5.87","0.037","2459541.636479","0.0046069","4.4996256","0.0004912","2.497","0.397","5.38774","0.012979","4950","11.9539","10.8355","0.787713","409.622","1253","16","872.619","15.9315","6544","126.8","4.2","0.09","1.53","0.07","","","1.35","0.227012","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"239722954","5447.01","","5","5","5","5","5","5","5","11.9","39","36.24","1","0","1","PC","FP","13.1472","0.029","1","qlp-s45-faintsearch","FAINT","86.45835","35.331499","-2.854","0.053","-6.52","0.04","2459550.515708","0.0037135","1.4958429","0.0000186","1.534","0.335","3.076989","0.014392","2830","13.2558","6.70553","","825.738","1493","12","602.413","12.609","5666","122","4.24","","1.27","","","","1.01","","19,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"291016451","5448.01","","3","4","3","3","3","4","4","18.6","81.6","37.31","2","2","2","PC","PC","12.1629","0.008","1","qlp-s45-faintsearch","FAINT","169.995604","8.350262","-29.197","0.074","2.008","0.058","2459547.931745","0.0039776","3.214031","0.0010022","2.215","0.365","6.239161","0.013422","5730","12.3624","6.77869","0.476232","284.023","1143","18","277.019","3.738","5366","109","4.55","0.08","0.85","0.04","0.225","0.035","0.93","0.113663","45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"119130170","5449.01","","3","4","3","3","3","4","4","17.1","40.9","106.75","2","0","2","PC","PC","13.4597","0.023","1","qlp-s45-faintsearch","FAINT","89.061905","21.332032","2.837","0.053","-2.466","0.044","2459547.463218","0.0048095","2.5444539","0.0002997","3.709","0.383","5.922529","0.010904","5440","10.0426","12.5904","","2136.19","1893","15","1093.14","41.355","6171","123","4.01","","1.77","","","","1.18","","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"6653897","5450.01","","5","5","5","5","5","5","5","7.4","50.1","10.31","0","0","2","PC","FP","11.4541","0.006","1","qlp-s45-faintsearch","FAINT","81.051235","20.590643","-10.316","0.087","-5.865","0.067","2459549.122766","0.0040174","0.8857522","0.0000866","1.579","0.314","0.825473","0.003143","760","2.8949","3.19978","0.418552","3880.86","2198","11","317.566","5.05","6238.2","142.5","4.42","0.12","1.13","0.13","-0.13","0.017","1.208","0.176704","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"69028091","5451.01","","3","4","3","3","3","4","4","50.1","117.2","102.23","4","0","2","PC","PC","12.6819","0.007","1","qlp-s47-faintsearch","FAINT","108.047768","30.104333","2.133","0.04","-10.225","0.034","2459606.277449","0.0008435","1.6822448","0.0000211","1.388","0.078","13.206546","0.003871","12090","3.56559","12.3028","0.701953","379.254","1239","58","463.462","4.732","5534.6","122.8","4.34","0.08","1.1","0.06","0.29","0.114","0.97","0.122387","44,45,47","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"101569583","5452.01","","3","4","3","3","3","4","4","37.2","76.5","119.21","4","0","2","PC","PC","12.6167","0.007","1","qlp-s45-faintsearch","FAINT","107.907236","28.923941","0.78","0.159","-6.631","0.146","2459549.014708","0.0017912","0.9909664","0.0000675","1.077","0.12","5.551423","0.009975","5100","9.18685","13.483","1.73271","1241.85","1653","20","947.518","109.275","6273.8","102.1","4","0.12","1.83","0.22","0.115331","0.0169264","1.22","0.174834","44,45","found in faint-star QLP search; short period","2022-04-20","2024-08-22","2024-08-22"
+"58997701","5453.01","","3","4","3","3","3","4","4","26.3","45.1","317","0","0","1","PC","PC","13.1132","0.007","1","qlp-s45-faintsearch","FAINT","104.987572","19.6155","7.452","0.046","-15.1","0.037","2459537.38324","0.0060457","8.3743739","0.0027495","3.692","0.693","6.239161","3.30108","5730","3035.79","16.9687","","695.906","1430","9","719.398","14.983","6086","122","4.38","","1.14","","","","1.14","","44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"26406123","5454.01","","3","4","3","3","3","4","4","14.1","30.3","117.63","0","0","1","PC","PC","13.2612","0.007","1","qlp-s45-faintsearch","FAINT","107.429839","15.596234","-2.223","0.068","4.775","0.062","2459547.086573","0.0066608","3.7196227","0.0001008","4.948","0.613","4.656924","0.007484","4280","6.89274","13.3603","","1249.33","1656","17","1141.59","53.725","5623","122","3.81","","2.07","","","","1","","33,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"75171363","5455.01","","3","4","3","3","3","4","4","15.1","39.1","98.59","0","0","1","PC","PC","13.3462","0.014","1","qlp-s45-faintsearch","FAINT","84.852114","28.62691","4.52","0.06","-10.58","0.047","2459545.639101","0.0052376","4.267781","0.0007133","4.58","0.371","5.573249","0.007397","5120","6.81242","12.0047","","939.48","1542","15","826.112","25.565","5903","122","4.02","","1.67","","","","1.07","","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"87044036","5456.01","","5","5","5","5","5","5","5","12.2","47.4","28.87","1","2","1","PC","FP","12.3128","0.011","1","qlp-s45-faintsearch","FAINT","98.853985","24.835858","9.391","0.084","-10.713","0.067","2459550.184214","0.0045965","1.0711292","0.0001034","2.213","0.533","2.206285","0.009023","2030","8.31045","5.8474","0.513334","5277.35","2374","19","555.611","13.6265","6070","139.1","4.26","0.08","1.31","0.07","","","1.13","0.153137","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"456971986","5457.01","","3","4","3","3","3","4","4","12","48.4","32.94","1","2","2","PC","PC","11.7207","0.006","1","qlp-s45-faintsearch","FAINT","100.615349","19.735175","-5.664","0.078","-10.463","0.067","2459549.699253","0.0050891","1.2452975","0.0001328","2.086","0.315","1.531968","0.00272","1410","2.50503","6.31449","0.466749","4049.64","2222","19","595.667","17.7855","6580.3","133.9","4.13","0.09","1.66","0.1","0.046","0.076","1.369","0.217851","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"367434266","5458.01","","3","4","3","3","4","4","4","5.5","56.2","29.58","1","2","2","PC","PC","10.6275","0.006","1","qlp-s45-faintsearch","FAINT","104.926875","30.54239","0.565","0.17","-65.29","0.141","2459521.577876","0.0015911","22.0634495","0.0001929","1.561","0.207","3.229435","0.005046","2970","4.6474","5.93106","0.400509","3.80311","389","16","187.103","3.815","5762","128.1","4.44","0.08","1.01","0.05","","","1.031","0.13083","20,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"1942969","5459.01","","3","4","3","3","3","4","4","26.5","25.7","317","1","0","1","PC","PC","12.8255","0.019","1","qlp-s45-faintsearch","FAINT","78.932278","34.092293","-0.159","0.048","4.583","0.032","2459912.805476","0.0034746795","2.8078585","0.0000164","1.516","0.463","5.245901","0.02507","4820","23.0901","14.8378","1.28562","428.439","1267","17","921.369","21.123","6338","178.4","3.95","0.09","1.95","0.1","","","1.25","0.193839","19,43,44,45,59","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"445990611","5460.01","","3","4","3","3","3","4","4","9.5","27.4","101.78","0","0","2","PC","PC","12.8132","0.006","1","qlp-s45-faintsearch","FAINT","106.38895","15.670447","-3.977","0.043","-3.808","0.037","2459547.690911","0.0047011","6.2987919","0.0002138","4.909","0.461","4.26445","0.005972","3920","5.50033","12.2385","0.842548","653.131","1408","9","1195.12","31.425","6265","124","3.89","0.09","2.07","0.11","","","1.22","0.178385","33,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"118963720","5461.01","","3","4","3","3","3","4","4","14.3","41.9","96.17","1","15","3","PC","PC","11.8517","0.006","1","qlp-s45-faintsearch","FAINT","88.788121","18.335697","0.116","0.091","-10.288","0.079","2459535.991914","0.0027969","7.4603194","0.0006934","2.516","0.4","3.338337","0.00567","3070","5.22228","11.8373","0.971801","114.587","911","10","620.87","23.603","6034.1","121.4","3.88","0.09","2.01","0.14","0.063","0.076","1.12","0.142751","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"79971247","5462.01","","3","4","3","3","3","4","4","8.9","53.5","19.7","1","2","1","PC","PC","10.86","0.006","1","qlp-s45-faintsearch","FAINT","91.098778","29.073274","13.565","0.118","-15.245","0.104","2459547.439961","0.0031252","3.5533716","0.0002736","1.856","0.218","1.597206","0.003009","1470","2.7715","4.6477","0.338131","310.113","1169","15","285.501","4.81","6280.9","131.8","4.36","0.09","1.21","0.07","0.194182","0.0116512","1.227","0.182714","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"437786834","5463.01","","3","4","3","3","3","4","4","29.8","72.5","103.76","1","0","1","PC","PC","13.1584","0.011","1","qlp-s45-faintsearch","FAINT","83.214349","19.952443","4.255","0.059","6.201","0.046","2459549.288985","0.0038916","1.1002223","0.0000889","1.083","0.547","4.24265","0.536431","3900","493.949","12.4085","","4058.77","2223","12","1049.51","44.8","6810","167.1","4.19","","1.61","","-0.072","0.155","1.47","","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"171646471","5464.01","","3","4","4","3","1","4","4","48.1","102.9","70.46","7","0","0","PC","PC","14.9671","0.008","1","qlp-s48-faintsearch","FAINT","158.77531","19.118379","-52.233","0.134","21.965","0.108","2459635.559804","0.0017861","1.1606902","0.0000291","1.232","0.145","35.816457","0.066073","32450","60.8533","9.92228","0.560298","101.767","884","20","282.849","5.8395","3572","157","4.71","0.01","0.53","0.02","","","0.524583","0.0216074","45,48","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"87827371","5465.01","","3","4","3","3","3","4","4","22.6","65.2","100.66","4","0","4","PC","PC","12.8749","0.007","1","qlp-s45-faintsearch","FAINT","107.199487","24.255919","-8.682","0.045","-12.269","0.04","2459547.250384","0.002789","4.3988375","0.000541","1.305","0.233","9.246303","0.028255","8480","26.0231","12.172","0.905165","65.4683","792","13","627.935","9.5015","5717.9","114.2","4.27","0.08","1.22","0.06","0.291","0.063","1.02","0.130516","44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"45368525","5466.01","","3","4","3","3","3","4","4","46.3","63.2","317","3","0","1","PC","PC","12.7625","0.017","1","qlp-s45-faintsearch","FAINT","92.319121","20.273745","0.171","0.041","-5.874","0.035","2459548.180924","0.0014493","2.8066134","0.000094","2.483","0.134","15.89148","0.006318","14530","5.81923","17.3144","0.868485","949.059","1546","47","821.135","17.0295","6709","173","4.29","0.09","1.41","0.06","","","1.43","0.243161","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"83275782","5467.01","","3","4","4","3","3","4","4","23.3","69.4","77.82","3","12","1","PC","PC","11.8423","0.006","1","qlp-s45-faintsearch","FAINT","94.393712","28.445251","0.743","0.066","-13.796","0.057","2459545.353155","0.0015017","2.6570006","0.0001021","2.125","0.109","4.40616","0.001521","4050","1.40049","10.4864","0.646518","688.584","1427","31","565.359","11.4265","6328.7","108","4.11","0.09","1.63","0.09","0.0297836","0.029275","1.25","0.185073","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"172222885","5468.01","","3","4","3","3","3","4","4","10.1","54.7","100.76","2","2","1","PC","PC","12.2122","0.008","1","qlp-s45-faintsearch","FAINT","98.32004","34.072909","8.595","0.087","-11.016","0.07","2459513.290528","0.0014287","20.9233666","0.0000909","2.47","0.256","10.330916","0.009275","9470","8.54284","12.2366","0.765086","14.0816","539","24","507.02","15.9155","6283","130.2","4.36","0.09","1.22","0.07","","","1.23","0.192459","20,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"302419660","5469.01","","3","4","3","3","3","4","4","6.4","35.9","97.68","0","1","2","PC","PC","11.9567","0.01","1","qlp-s45-faintsearch","FAINT","81.933112","16.764321","-1.583","0.084","-3.415","0.061","2459548.558907","0.0035186","29.3312035","0.0006074","3.269","0.327","3.774056","0.007688","3470","7.0813","11.9961","0.744543","28.6506","644","13","727.4","23.4955","7618","139.4","4.19","0.07","1.77","0.08","","","1.78","0.265765","6,32,43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"367267217","5470.01","","3","5","5","3","3","4","4","21.4","66.8","53.79","2","0","1","PC","APC","12.5627","0.006","1","qlp-s45-faintsearch","FAINT","91.162383","31.73644","2.87","0.074","-11.278","0.062","2459550.285455","0.0022472","1.450491","0.0000736","1.286","0.176","4.209951","0.007331","3870","6.75187","8.43132","0.581602","757.504","1461","21","594.261","18.6995","6067","173.2","4.27","0.09","1.29","0.07","","","1.133","0.162144","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"47132361","5471.01","","3","4","3","3","3","4","4","16.9","19.6","317","0","0","1","PC","PC","13.2751","0.012","1","qlp-s45-faintsearch","FAINT","97.620654","19.794869","0.062","0.051","-0.293","0.042","2459543.544673","0.0051924","4.9017215","0.0005949","2.3","0.383","7.189611","0.022194","6600","20.4416","15.2294","","242.247","1099","12","1204.45","46.7","6329","122","4.04","","1.78","","","","1.25","","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"76798849","5472.01","","3","4","3","3","3","4","4","42.7","107.4","109.57","1","0","1","PC","PC","12.8015","0.006","1","qlp-s45-faintsearch","FAINT","87.540281","24.774708","3.472","0.053","0.312","0.04","2459547.063901","0.0011703","2.2703829","0.0000666","1.947","0.082","13.228527","0.004101","12110","3.7774","12.7801","0.696353","515.387","1327","39","536.648","8.268","5845","163.1","4.38","0.08","1.1","0.06","","","1.055","0.13445","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"81808065","5473.01","","3","4","3","3","3","4","4","18","28.7","317","2","0","1","PC","PC","12.2605","0.009","1","qlp-s45-faintsearch","FAINT","92.564877","24.614827","-1.218","0.085","-4.542","0.072","2459550.383201","0.0026601","7.5554044","0.0004665","4.003","0.363","6.719744","0.004964","6170","4.57155","16.0968","1.18932","736.769","1451","29","1033.36","62.853","7872","138.1","4.09","0.09","2.04","0.14","","","1.88","0.285243","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"97669493","5474.01","","3","4","3","3","3","4","4","12.4","34.3","92.19","0","2","2","PC","PC","11.6861","0.016","1","qlp-s45-97669493","FAINT","92.511344","32.943648","-0.517","0.065","-7.716","0.055","2459546.5996","0.0071633","8.4332312","0.0013029","8.47","1.007","2.184526","0.002661","2010","2.45072","11.5473","0.785459","911.613","1530","19","689.255","18.0575","5874","167.5","3.68","0.09","2.45","0.14","","","1.06","0.143158","43,44,45","found in faint-star QLP search; possible odd-even","2022-04-20","2024-08-22","2024-08-22"
+"78601408","5475.01","","3","5","5","3","3","4","4","13.2","53.2","92.22","0","2","1","PC","APC","12.2106","0.015","1","qlp-s45-faintsearch","FAINT","89.137237","25.683953","-0.252","0.08","-11.634","0.063","2459540.386039","0.0021119","10.0532043","0.000738","1.543","0.61","5.616903","0.083126","5160","76.5588","11.5364","1.55053","55.4002","760","9","655.835","19.56","6553.2","111.1","4.26","0.09","1.43","0.09","0.056","0.029","1.36","0.217911","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"353361266","5476.01","","3","4","3","3","3","4","4","10","46.1","78.41","1","0","1","PC","PC","13.197","0.007","1","qlp-s45-faintsearch","FAINT","100.342905","27.961441","0.5","0.054","-10.36","0.048","2459545.688864","0.0034898","10.3413829","0.0011433","3.595","0.543","11.361755","0.021864","10410","20.1372","10.465","","89.0638","855","22","596.321","10.905","5732.6","31.8","4.43","","1.01","","0.228937","0.0300146","1.02","","43,44,45","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"127229631","5477.01","","3","4","3","3","3","4","4","14.8","65.8","53.36","1","0","1","PC","PC","13.0406","0.05","1","qlp-s45-faintsearch","FAINT","84.979951","14.303023","10.63","0.043","-12.922","0.036","2459544.877302","0.0016934","5.8936518","0.0000194","2.217","0.348","10.451496","0.016387","9580","15.0927","8.37476","","92.0429","862","22","336.879","2.9645","5508","122","4.6","","0.82","","","","0.97","","6,43,44,45","found in faint-star QLP search; diffimage messy","2022-04-20","2024-08-22","2024-08-22"
+"95122849","5478.01","","3","5","5","3","3","4","4","21.7","24.4","317","1","2","1","PC","APC","12.0515","0.007","1","qlp-s46-faintsearch","FAINT","114.741958","29.428761","-6.593","0.079","-15.467","0.063","2459592.058475","0.0010947","8.3026667","0.0000295","5.728","0.145","7.561277","0.000944","6940","0.869686","14.6377","0.833382","304.209","1163","45","591.13","15.4905","5656","124.9","3.95","0.08","1.75","0.1","","","1","0.12579","20,44,45,46,47","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"95122849","5478.02","","5","5","5","5","5","5","5","7.5","28.7","61.76","1","2","1","PC","FP","12.0515","0.007","2","qlp-s47-faintsearch","FAINT","114.741958","29.428761","-6.593","0.079","-15.467","0.063","2459593.124173","0.0030262","10.1197017","0.000152","2.129","0.345","2.793934","0.006239","2570","5.74598","9.15067","0.68646","34.3345","674","14","591.13","15.4905","5656","124.9","3.95","0.08","1.75","0.1","","","1","0.12579","20,44,45,46,47","found in faint-star QLP search; new multi-planet signal","2022-05-17","2024-08-22","2024-08-22"
+"67444896","5479.01","","3","4","3","3","3","4","4","9.6","38.9","97.51","3","14","3","PC","PC","12.2773","0.007","1","qlp-s46-faintsearch","FAINT","171.396808","12.766823","-5.47","0.084","-3.098","0.066","2459570.004911","0.0029391","15.1306782","0.0000933","4.204","0.391","6.566808","0.005464","6030","5.03268","11.9169","0.761142","59.008","772","23","598.366","21.5705","5799.3","106.2","4.09","0.07","1.52","0.08","0.165706","0.0192001","1.04","0.123493","22,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"46307587","5480.01","","3","4","3","3","3","4","4","30.4","65.9","128.65","2","6","5","PC","PC","12.352","0.012","1","qlp-s72-ffi","SPOC/QLP","133.147899","17.499763","-1.115","2.066","-11.756","2.066","2460284.323305","0.0012853","3.6079916","0.0000022","2.991","0.053","6.594117","0.087165","6055","80.2791","15.3816","0.157641","378.206","1228","69","330.387","","5308.3","102.4","","","1.89","0.01","-0.0698364","0.0142112","","","44,45,46,72","found in faint-star QLP search; candidate is a K2 PC (EPIC 211812935.01); two stars in pixel; possible offset on very near neighbor TIC 800554550; possible depth aperture correlation in QLP-s72; possible secondary in spoc-s42-s46","2022-04-20","2024-02-01","2024-02-02"
+"69295263","5481.01","","3","4","3","3","3","4","4","9.9","34.9","67.22","2","0","1","PC","PC","13.4144","0.007","1","qlp-s46-faintsearch","FAINT","121.176804","13.413841","-9.32","0.061","-1.658","0.039","2459577.936935","0.0028995","3.9315754","0.0000229","3.427","0.416","6.075374","0.007275","5580","6.7001","9.60432","","711.472","1438","18","942.604","34.211","6032.1","74.9","4.25","","1.32","","0.222","0.072","1.12","","7,34,44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"459947163","5482.01","","3","4","4","3","4","4","4","9.4","40.2","68.17","1","0","7","PC","PC","12.9922","0.007","1","qlp-s46-faintsearch","FAINT","172.592807","16.752416","-34.619","0.047","12.418","0.04","2459573.446379","0.0037502","7.9923268","0.0000631","2.176","0.886","6.293762","0.198903","5780","183.18","9.69724","1.82733","104.579","890","12","659.819","13","5825","128.8","4.32","0.08","1.18","0.06","","","1.05","0.130566","22,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"192982424","5483.01","","3","4","4","3","3","4","4","43.8","50.4","317","6","4","2","PC","PC","12.2304","0.006","1","qlp-s46-faintsearch","FAINT","142.586792","12.70639","-9.865","0.082","-15.483","0.068","2459574.246156","0.0012331","3.7702854","0.0001804","2.343","0.53","10.944915","0.031899","10030","29.3797","16.647","1.29602","485.903","1307","54","642.965","20.581","5900.3","108.8","4.06","0.08","1.59","0.08","0.123","0.016","1.07","0.129656","45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"443961200","5484.01","","3","5","5","3","3","4","4","32.3","98","55.76","1","2","3","PC","APC","11.394","0.006","1","qlp-s46-faintsearch","FAINT","124.01708","8.823241","-3.101","0.226","-6.15","0.137","2459577.988902","0.0005996","1.1282471","0.0000017","1.411","0.228","3.174987","0.001669","2920","1.53724","8.57678","0.708055","2317.44","1932","56","463.462","30.205","6655.8","268","4.25","0.07","1.49","0.12","0.161188","0.0401424","1.25","0.184305","7,34,44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"186815660","5485.01","","3","4","3","3","2","4","4","6","26.7","29.38","1","2","2","PC","PC","12.8125","0.007","1","qlp-s46-faintsearch","FAINT","124.492598","15.987916","-6.577","0.046","0.22","0.028","2459577.62758","0.003854","2.5845296","0.0000077","1.389","0.122","1.934333","0.000905","1780","0.833912","5.88309","0.321468","303.08","1162","12","774.157","16.4635","6119","126.2","4.2","0.08","1.4","0.07","","","1.15","0.156153","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"291109653","5486.01","","2","4","2","2","3","4","4","15.4","87.2","14","4","4","4","PC","PC","12.2937","0.007","1","qlp-s46-faintsearch","FAINT","190.549504","3.788601","-59.662","0.07","-96.926","0.037","2459691.062965","0.0014577","2.0247088","0.0000072","1.34","0.178","4.776875","0.005575","4390","5.13444","3.7963","0.178134","53.3297","752","20","89.6811","0.26755","3654","157","4.69","0.01","0.55","0.02","","","0.548138","0.0202867","23,46,50","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"302305400","5487.01","","3","4","3","3","4","4","4","9.4","31","62.3","0","0","3","PC","PC","12.8708","0.007","1","qlp-s46-faintsearch","FAINT","126.357833","25.20762","-3.465","0.05","-3.31","0.03","2459578.326323","0.0054771","4.6549271","0.0006011","4.06","0.387","3.806742","0.004613","3500","4.24912","9.1871","0.637842","566.49","1359","17","778.03","20.744","5706","130","4.06","0.08","1.56","0.09","","","1.02","0.12865","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"281815702","5488.01","","3","4","4","3","1","4","4","26","76.4","98.12","4","0","0","PC","PC","13.324","0.007","1","qlp-s46-faintsearch","FAINT","164.237285","1.936362","5.271","0.053","-1.626","0.046","2459578.318799","0.0022417","3.1910454","0.0002381","1.619","0.203","13.206546","0.01797","12090","16.5506","12.0476","","197.437","1044","24","676.829","17.32","5907","122","4.45","","1.03","","","","1.07","","45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"468983280","5489.01","","2","4","4","2","4","4","4","2.6","6.6","2.67","8","3","5","PC","PC","11.6923","0.007","1","qlp-s46-faintsearch","SPOC/QLP","128.691294","11.489588","-66.117","0.096","20.702","0.056","2459578.069905","0.0025558","3.1522304","0.0000143","1.285","0.277","1.140622","0.00409","1050","3.76674","1.45291","0.0988976","21.6894","601","12","45.0907","0.12615","3547","157","4.81","","0.42","0.01","","","0.409377","0.0203315","7,34,44,45,46","potential L1 planet; low SNR; also found in faint-star QLP search","2022-04-20","2022-04-15","2024-01-04"
+"59575189","5490.01","","3","4","3","3","3","4","4","22.5","54.9","91.46","1","0","2","PC","PC","12.5501","0.009","1","qlp-s46-faintsearch","FAINT","109.192769","18.121825","-1.438","0.038","-8.002","0.033","2459578.060946","0.0021849","2.5193047","0.0001216","3.596","0.15","4.940466","0.001749","4540","1.61134","11.5079","0.60346","1412.92","1708","30","707.292","11.44","5706.5","105.1","4","0.07","1.67","0.08","0.445","0.033","1.02","0.122581","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"247166992","5491.01","","2","4","2","2","4","4","4","3.9","38.9","8.64","5","2","6","PC","PC","11.5182","0.007","1","qlp-s46-faintsearch","FAINT","113.595788","17.294273","-17.427","0.069","-3.865","0.057","2459572.370099","0.0045012","5.0280368","0.0005705","2.161","0.435","1.477606","0.004636","1360","4.26983","2.87252","0.268468","79.6611","832","11","152.766","0.935","4825","129.6","4.56","0.09","0.77","0.05","","","0.782","0.0904161","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"350024178","5492.01","","3","4","4","3","3","4","4","24.9","75.8","88.78","2","0","1","PC","PC","13.1211","0.007","1","qlp-s46-faintsearch","FAINT","155.009421","9.300649","-1.893","0.043","-5.143","0.037","2459576.04381","0.0018058","2.9238483","0.0002297","2.773","0.156","12.151996","0.005953","11130","5.48256","11.3257","","728.684","1447","32","657.548","10.8075","6004","123","4.43","","1.06","","","","1.11","","45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"468979441","5493.01","TIC 468979441.01","3","4","4","3","4","4","4","3.4","41.6","23.57","10","2","3","PC","PC","10.7421","0.006","1","qlp-s46-faintsearch","SPOC/QLP","128.640176","9.035381","-21.892","0.084","8.495","0.071","2459577.743092","0.0019492","24.4382779","0.000099","5.424","0.337","2.728624","0.001074","2510","0.989186","5.1951","0.267357","49.1974","737","33","225.454","2.54","6151","126.674","4.47291","0.0808565","1.04","0.05","","","1.168","0.157975","7,34,44,45,46","potential multi; also found in faint-star QLP search","2022-04-20","2022-04-20","2024-01-03"
+"468979441","5493.02","","1","4","1","1","4","4","4","1.6","23.9","6.67","10","2","3","PC","PC","10.7421","0.006","2","spoc-s01-s65-b0A-PC","SPOC","128.640176","9.035381","-21.892","0.084","8.495","0.071","2459230.464281","0.005679562","9.4043570594711","0.0001478654","4.423197490504","0.5293967","0.496594","0.052967","457.2755581232","48.78353","2.4688862815813","0.403618","163.77493785676","912.39229777144","9.21278","225.454","2.54","6151","126.674","4.47291","0.0808565","1.0382399559021","0.0483694","","","1.168","0.157975","34,44,45,46,61","potential multi; L1 candidate; possible TTVs","2022-04-20","2024-02-22","2024-03-03"
+"468979441","5493.03","","2","4","4","2","4","4","4","1","18.3","5.7","10","2","3","PC","PC","10.7421","0.006","3","spoc-s01-s65-b0A-PC","SPOC","128.640176","9.035381","-21.892","0.084","8.495","0.071","2459238.30549","0.0072635673","14.564678799268","0.00026901742","5.1103226391735","0.8728533","0.47342","0.056144","435.94119910055","51.70906","2.2502642434953","1.1780508","91.4011600726","788.60164113647","8.167862","225.454","2.54","6151","126.674","4.47291","0.0808565","1.0382399559021","0.0483694","","","1.168","0.157975","34,44,45,46,61","near 3:2 resonance with inner candidate near 4:3 resonance with outer candidate; potential multi; low SNR","2023-12-07","2023-12-07","2024-01-05"
+"14440334","5494.01","","3","4","3","3","3","4","4","13.1","61.1","21.8","3","2","2","PC","PC","11.7628","0.006","1","qlp-s46-faintsearch","FAINT","110.662796","16.865756","-37.172","0.1","-39.009","0.076","2459576.892815","0.0022974","2.0760349","0.0001085","2.043","0.304","2.69597","0.002777","2480","2.55731","4.92939","0.332385","663.223","1413","25","265.493","3.3705","5386","130.5","4.44","0.09","0.96","0.06","","","0.935","0.123101","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"380671216","5495.01","","2","4","2","2","4","4","4","2.4","30.4","8.85","1","2","7","PC","PC","10.6421","0.006","1","qlp-s46-faintsearch","FAINT","179.594619","11.7317","-64.187","0.095","-42.585","0.084","2459559.909482","0.0066778","9.6569059","0.0002016","4.278","0.716","0.868937","0.002883","800","2.65548","2.91617","0.248258","162.76","995","10","190.774","2.796","5729.1","142.4","4.41","0.08","1.04","0.06","0.01","0.012","1.02","0.122118","22,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"323658120","5496.01","","5","5","5","5","5","5","5","5.6","49.8","63.42","2","5","3","PC","FP","10.7717","0.006","1","qlp-s46-faintsearch","FAINT","137.037665","10.636648","22.043","0.086","-70.632","0.062","2459517.120732","0.0021317","43.8418559","0.0029343","4.599","0.472","5.038632","0.002376","4630","2.18812","9.29872","0.486802","8.83961","480","37","257.828","2.9805","5767","126.1","4.21","0.08","1.32","0.06","","","1.033","0.130278","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"270679144","5497.01","","3","4","3","3","3","4","4","19.9","31.5","317","1","8","2","PC","PC","12.3902","0.007","1","qlp-s46-faintsearch","FAINT","137.025914","5.92396","-11.691","0.081","-4.913","0.071","2459559.919615","0.0027489","11.2120396","0.0000525","3.454","0.526","5.933446","0.721786","5450","664.569","17.1459","5.07377","336.815","1193","23","804.465","32.5365","6147","128","4.02","0.09","1.75","0.11","","","1.17","0.155152","8,34,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"262736264","5498.01","","3","4","3","3","3","4","4","6.9","53.6","61.48","0","0","2","PC","PC","12.6811","0.007","1","qlp-s46-faintsearch","FAINT","149.366582","5.171006","-47.466","0.083","-5.64","0.078","2459554.026541","0.0017038","18.2050594","0.0001791","3.347","0.25","11.822659","0.006678","10830","6.15052","9.06591","0.63318","12.1018","519","33","285.229","6.318","4880.9","116.1","4.5","0.09","0.83","0.05","0.281","0.082","0.8","0.0923183","8,35,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"386772576","5499.01","","3","4","3","3","3","4","4","30.8","101","89.51","4","0","2","PC","PC","12.8935","0.007","1","qlp-s46-faintsearch","FAINT","119.738513","22.790566","-4.554","0.039","-17.599","0.025","2459571.791808","0.001109","4.8038446","0.0001422","2.038","0.113","18.616205","0.009204","17000","8.47685","11.3023","0.831337","67.3083","797","51","335.455","2.714","5019","132.8","4.51","0.09","0.83","0.06","0.406","0.122","0.83","0.101918","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"62740096","5500.01","","3","4","3","3","3","4","4","128.9","168.2","317","4","0","1","PC","PC","13.189","0.006","1","qlp-s46-faintsearch","FAINT","116.003412","20.208863","-9.753","0.043","-3.865","0.037","2459575.934108","0.0011571","1.7530712","0.0000477","1.019","0.118","12.734069","4.172522","11660","3835.66","19.7783","","564.728","1358","17","513.084","7.106","5625.1","111.9","4.54","","0.89","","0.21","0.108","1","","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"94823134","5501.01","","3","4","3","3","3","4","4","3.9","26.6","56.41","1","7","2","PC","PC","12.3295","0.007","1","qlp-s46-faintsearch","FAINT","113.353491","26.680872","0.974","0.069","-22.595","0.06","2459571.771281","0.0039255","24.166804","0.0017333","5.257","0.407","4.373456","0.005833","4020","5.37269","8.65143","0.556693","41.1658","705","13","574.701","12.1055","5985","123.9","4.22","0.08","1.35","0.07","","","1.1","0.141439","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"126322519","5502.01","","3","4","3","3","4","4","4","3.5","32.5","15.42","0","2","2","PC","PC","10.3404","0.006","1","qlp-s46-faintsearch","FAINT","135.204056","27.998334","-46.502","0.126","4.781","0.073","2459578.359235","0.0043858","11.6260799","0.0001303","2.937","0.703","0.912402","0.003277","840","3.01813","4.02844","0.32105","95.1955","870","7","248.654","5.308","6317","127.3","4.29","0.09","1.32","0.06","","","1.244","0.194083","21,44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"350044062","5503.01","","3","4","3","5","5","5","5","25","29.5","317","4","3","3","PC","FP","12.3391","0.007","1","qlp-s46-faintsearch","FAINT","155.580302","10.288696","-20.29","0.074","-13.331","0.057","2459578.528696","0.0015916","5.9522831","0.0000058","1.966","0.293","7.933071","0.030474","7280","28.0669","15.1211","1.19704","278.678","1138","70","713.921","19.7405","6031.2","97.5","4.05","0.08","1.65","0.08","-0.175361","0.0192055","1.12","0.148215","45,46,72","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"95079513","5504.01","","3","4","3","3","4","4","4","3.6","32","18.34","1","2","3","PC","PC","10.8343","0.007","1","qlp-s46-faintsearch","FAINT","114.621291","26.909495","-6.942","0.087","-29.99","0.089","2459563.048371","0.0034485","13.2414304","0.001724","3.989","0.455","1.553714","0.001942","1430","1.78906","4.4877","0.303195","93.077","865","13","265.58","3.8085","6062.1","144.6","4.34","0.09","1.2","0.07","0.111","0.014","1.13","0.151026","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"374350678","5505.01","","3","4","3","3","3","4","4","13.6","75.2","73.58","5","0","1","PC","PC","12.8078","0.007","1","qlp-s46-faintsearch","FAINT","160.866036","3.9587","-0.642","0.058","5.538","0.055","2459573.870053","0.0023741","11.1064221","0.0009356","2.12","0.354","16.729129","0.024898","15290","22.9316","10.19","0.736793","20.7088","594","25","325.186","3.303","5190.5","125.5","4.59","0.09","0.79","0.05","0.231","0.109","0.88","0.107635","45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"385312460","5506.01","","3","4","4","3","1","4","4","16.5","42.4","317","2","0","0","PC","PC","13.259","0.018","1","qlp-s46-faintsearch","FAINT","181.339963","-12.263451","-31.936","2.197","-19.701","2.197","2459556.878421","0.0020722","19.5862903","0.0001988","6.924","0.23","26.709238","0.006492","24300","5.97901","19.398","","88.9614","855","49","712.281","","5986","122","4.3","","1.23","","","","","","36,46","found in faint-star QLP search; period could be half","2022-04-20","2024-08-22","2024-08-22"
+"377097547","5507.01","","1","4","1","2","4","4","4","5","14.5","1.24","11","2","5","PC","PC","10.8055","0.007","1","spoc-s01-s72-b0A-PC","SPOC/FAINT","148.60167","6.646246","-270.275","0.075","61.939","0.077","2459526.218674","0.0009877237","1.5068165277376","0.000011001828","0.8625454777446","0.4541623","0.797279","0.100726","734.05121158763","92.76765","0.9740061604696","1.8538893","53.697246672261","690.41108241654","10.872958","24.4583","0.02695","3514","157","4.87","","0.35687899589539","0.0106073","","","0.342153","0.0202035","45,46,72","found in faint-star QLP search","2022-04-20","2024-09-06","2024-09-06"
+"406140233","5508.01","","3","4","3","3","3","4","4","21.1","21.7","317","1","0","2","PC","PC","13.4649","0.007","1","qlp-s46-faintsearch","FAINT","142.649374","11.627205","-7.592","0.062","0.165","0.047","2459577.584368","0.0037574","3.1816478","0.0004085","3.493","0.309","10.144593","0.009283","9300","8.54953","14.4913","","994.501","1564","20","1076.22","48.84","5949.3","271.1","4.11","","1.53","","0.08","0.252","1.09","","45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"35285308","5509.01","","3","4","3","3","4","4","4","13.4","55.4","61.72","1","0","3","PC","PC","12.5879","0.007","1","qlp-s46-faintsearch","FAINT","139.182024","14.592401","-11.409","0.045","-7.119","0.028","2459572.855698","0.0022231","5.7656076","0.0003122","2.955","0.161","7.353566","0.003769","6750","3.47124","9.12778","0.457122","170.956","1007","29","466.413","6.5245","5638.4","98.5","4.37","0.07","1.08","0.05","0.274179","0.0270626","1","0.128738","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"26865340","5510.01","","3","4","3","3","3","4","4","40.3","63.9","317","2","2","2","PC","PC","11.4769","0.007","1","qlp-s46-faintsearch","FAINT","112.477813","26.019184","-8.798","0.072","-8.41","0.062","2459574.244787","0.0009984","5.7380349","0.0001502","5.045","0.094","9.50914","0.000626","8720","0.576236","17.067","0.868476","998.412","1566","49","620.47","16.7175","6786","128.7","4.11","0.09","1.76","0.09","","","1.46","0.244805","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"389040826","5511.01","","3","4","3","3","3","4","4","13.5","90.7","28.7","1","0","3","PC","PC","12.8656","0.007","1","qlp-s46-faintsearch","FAINT","141.997153","4.213192","-71.55","0.07","-40.894","0.053","2459575.042484","0.0008685","4.7174703","0.0000066","1.205","0.09","12.580283","0.009226","11520","8.49744","5.77392","0.237804","6.87901","451","27","106.339","0.431","3628","157","4.72","0.01","0.51","0.02","","","0.51201","0.020276","8,35,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"366698929","5512.01","","3","4","3","3","3","4","4","24.1","80.8","80.12","6","0","2","PC","PC","12.5869","0.007","1","qlp-s46-faintsearch","FAINT","182.490924","5.631749","-21.544","0.052","-1.921","0.026","2459573.138543","0.0013007","4.5589188","0.0006926","1.873","0.147","11.273986","0.00867","10330","7.98508","10.6821","0.672558","92.6735","864","27","416.236","4.9","5429","126.8","4.4","0.08","1.02","0.06","","","0.95","0.124171","46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"184869170","5513.01","","5","5","5","5","5","5","5","13.9","15.9","317","0","4","3","PC","FP","12.3467","0.007","1","qlp-s46-faintsearch","FAINT","110.25862","19.401721","-4.965","0.071","0.473","0.064","2459578.095795","0.0100432","7.7235903","0.0019813","5.953","2.515","2.957226","0.123367","2720","113.619","17.2663","3.82328","1249.81","1656","14","1307.02","69.295","5994","129","3.5","0.09","3.08","0.22","","","1.1","0.141003","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"63190194","5514.01","","3","4","4","3","3","4","4","46.5","107.4","108.57","3","0","1","PC","PC","13.4277","0.007","1","qlp-s46-faintsearch","FAINT","156.673491","13.018643","-11.03","0.061","-17.32","0.046","2459575.660235","0.0021987","1.7459947","0.0001194","2.217","0.149","19.931372","0.014411","18190","13.2728","12.8043","","773.913","1469","31","531.582","9.392","5332","122","4.46","","0.94","","","","0.92","","45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"55275863","5515.01","","2","4","2","2","4","4","4","2.6","37.3","6.8","2","2","5","PC","PC","10.5182","0.006","1","spoc-42-s46-b0A","SPOC/QLP","139.616364","16.989956","-118.648","0.128","-73.813","0.149","2459577.408076","0.005975","8.5926332864502","0.00068451214","3.385970815054","0.5969929","0.961907","0.07705","885.55692319143","70.963036","2.4974696387367","1.6040318","86.626693374203","778.09510626981","13.723305","135.459","0.9235","5494","126.257","4.57761","0.0801547","0.83568197488785","0.044211","","","0.963","0.119884","44,45,46","found in faint-star QLP search; potential L1 planet","2022-04-20","2022-07-15","2023-11-26"
+"70678449","5516.01","","3","4","3","3","4","4","4","16.8","43.1","103.31","0","2","4","PC","PC","12.2614","0.007","1","qlp-s46-faintsearch","FAINT","155.838203","13.472271","-26.906","0.103","9.553","0.099","2459574.484627","0.0067373","4.3776584","0.0013685","2.864","0.622","4.24265","0.013385","3900","12.3277","12.3407","1.22493","448.118","1281","20","857.001","53.0815","6077","123.1","3.88","0.09","2.02","0.15","","","1.14","0.146635","45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"307951656","5517.01","","3","4","3","3","4","4","4","16.8","41.5","121.78","1","0","2","PC","PC","13.4016","0.008","1","qlp-s46-faintsearch","FAINT","148.617274","24.302831","12.7","0.055","-5.674","0.055","2459578.586941","0.0028834","4.5867288","0.0000369","4.382","0.314","8.403463","0.007018","7710","6.46395","13.5857","","639.287","1400","21","1016.76","43.416","5737","123","4.06","","1.55","","","","1.02","","21,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"386620582","5518.01","","3","4","4","3","2","4","4","47.7","154.8","109.18","7","1","2","PC","APC","10.927","0.049","1","qlp-s46-faintsearch","FAINT","124.152799","16.392612","-6.998","1.773","-14.787","0.981","2459572.280265","0.0004951","4.469996","0.00006","3.524","0.1","10.122674","0.000544","9280","0.500927","11.2936","0.620807","894.532","1523","153","379.6726","66.2285","6948","189.1","","","1.12","0.06","","","","","44,45,46","found in faint-star QLP search","2022-04-20","2024-08-22","2024-08-22"
+"443582629","5519.01","","2","4","4","2","3","4","4","1.1","5.9","2.22","13","4","5","PC","PC","11.7119","0.007","1","qlp-s46-faintsearch","SPOC/QLP","167.727736","-3.242816","-42.242","0.142","-47.974","0.135","2459576.96322","0.0049565","5.8512175","0.0000609","2.013","0.486","1.194967","0.008949","1100","8.24256","1.30913","0.122008","13.2162","531","10","37.4763","0.1325","3443","157","4.86","","0.37","0.01","","","0.351578","0.0204171","9,36,45,46","potential L1 planet; low SNR; also found in QLP faintsearch","2022-04-20","2022-04-20","2023-04-24"
+"374180079","5520.01","","1","4","1","5","5","5","5","3","51.7","10.63","2","9","6","KP","KP","10.6269","0.006","1","spoc-s01-s46-b0H","SPOC","157.935686","0.937278","56.872","0.151","-68.828","0.242","2459267.652761","0.017607136","14.698912471348","0.00091513334","3.9539653088693","0.45471516","1.977902","0.124684","1820.056798988","114.83131","3.2456136659513","0.8551564","16.359419732733","512.93427873128","14.908724","77.5586","0.3565","4362","123.91","4.53943","0.0982321","0.73378902673721","0.0625578","","","0.68","0.0810144","35,45,46","K2-266 d	","2022-04-20","2022-04-20","2023-04-07"
+"374180079","5520.02","","1","4","1","5","5","5","5","2.5","51.1","11.84","2","9","6","KP","KP","10.6269","0.006","2","spoc-s01-s46-b0H","SPOC","157.935686","0.937278","56.872","0.151","-68.828","0.242","2459263.364625","0.007884263","19.484825673615","0.00057869026","4.8214015062502","0.37064016","1.597947","0.124457","1470.6808220109","114.62251","3.4586558040937","0.36339328","11.234475482147","466.93663557987","12.956881","77.5586","0.3565","4362","123.91","4.53943","0.0982321","0.73378902673721","0.0625578","","","0.68","0.0810144","35,45,46","K2-266 e	","2022-04-20","2022-04-20","2023-04-07"
+"396932137","5521.01","","3","4","3","3","4","4","4","12.5","94.6","35.14","0","2","8","PC","PC","8.94302","0.006","1","qlp-s72-ffi","SPOC","176.481442","11.37083","11.207","0.1","-11.263","0.084","2460279.249516","0.0019303","18.5146638","0.0000469","1.337","0.354","1.60808","1.097496","1480","1010.32","6.56184","1.7223","39.6871","699","15","137.592","1.036","6379","125.277","4.28293","0.0862207","1.35","0.06","","","1.274","0.200463","22,45,46,49,72","V-shaped; Gaia DR2 RV error ~9.5 km/s; possible secondary near phase 0.7","2022-04-20","2024-02-01","2024-02-19"
+"366409685","5522.01","","3","4","3","3","3","4","4","12","47.4","31.36","9","3","4","PC","PC","11.9589","0.007","1","spoc-s01-s46-b02","SPOC","126.388216","10.170581","1.189","0.079","-6.653","0.049","2459230.040527","0.0007569053","1.3851713641372","0.000008647643","0.86040935530294","0.3435853","1.841773","0.191829","1694.8979467743","176.66551","6.1348327891904","4.6474957","4355.4404936614","2071.9428429763","11.919058","571.447","15.7195","6294","127.014","4.20464","0.0904479","1.4509999752045","0.0793919","","","1.23","0.18243","34,44,45,46","possible ~500 ppm secondary; 2 in pixel","2022-04-20","2022-04-20","2023-02-19"
+"443616612","5523.01","TIC 443616612.01","3","5","5","3","4","4","4","","","66.01","0","3","5","PC","PC","13.7701","0.007","1","spoc-s01-s46-b02","SPOC","169.117028","-3.975441","-29.088","0.074","-1.886","0.068","2459533.35413","0.035387743","","","13.572366092905","0.5206741","31.037677","1.514493","28182.021713158","1393.9274","9.5037683670517","0.45375916","1.7221329152311","292.17053543389","18.807981","182.536","1.9095","3696","157","4.68275","0.0105474","0.56300002336502","0.0172668","","","0.556799","0.0206319","36,45,46","single transit; exterior to K2-43 b and c","2022-04-20","2022-04-20","2022-12-14"
+"443616612","5523.02","","5","5","5","5","5","5","5","7.8","45","20.92","0","3","5","KP","KP","13.7701","0.007","2","spoc-s01-s46-b02","SPOC","169.117028","-3.975441","-29.088","0.074","-1.886","0.068","2459281.409498","0.0037145554","3.4711422078224","0.00006833334","2.5012670486145","0.33853266","6.682432","0.709567","6135.8458374694","653.32166","4.8353252569753","0.5036786","38.855118793158","636.76884966974","9.366374","182.536","1.9095","3696","157","4.68275","0.0105474","0.56300002336502","0.0172668","","","0.556799","0.0206319","36,45,46","K2-43 b","2022-04-20","2022-04-20","2022-12-14"
+"277833995","5524.01","","5","5","5","5","5","5","5","4.6","41.1","4.8","0","1","3","KP","KP","11.758","0.007","1","spoc-s01-s46-b02","SPOC","156.405499","2.513883","50.922","0.07","-109.198","0.067","2458518.119364","0.0014216612","2.2980143438855","0.000012719716","1.0268160248033","0.48841855","1.124706","0.187935","1035.3562640834","173.07994","2.0330096134863","1.5651492","68.550656365894","733.87594722207","7.174196","77.6888","0.32415","3650","157","4.66","0.01","0.59052497148514","0.0175564","","","0.580289","0.0202907","8,35,45,46,72","K2-321 b","2022-04-20","2024-02-01","2024-02-01"
+"345450130","5525.01","","2","4","2","2","3","4","4","2.5","6.4","2.49","5","2","1","PC","PC","11.8693","0.007","1","spoc-s01-s46-b02","SPOC","57.875185","9.727861","215.561","0.179","-248.203","0.127","2458440.199907","0.0014670591","2.7521595473549","0.000013227798","0.96078273458911","0.67429334","1.114036","0.209156","1025.5391237496","192.62132","1.3820794921183","2.2954156","22.3702106916","554.67330918973","8.606394","42.753","0.1875","3288","157","4.81007","0.00445571","0.41818100214004","0.0124382","","","0.411846","0.020265","5,42,43,44","potential L1 planet; low SNR","2022-04-20","2022-04-20","2023-04-05"
+"335540507","5526.01","","2","4","2","2","3","4","4","1.1","28.3","6.94","9","2","3","PC","PC","10.8228","0.006","1","spoc-s01-s46-b02","SPOC","183.023659","-12.684409","-83.808","0.09","-22.686","0.076","2459283.8666","0.0031693734","21.730024754496","0.0001785027","2.4879281172674","0.6146724","1.215849","0.131114","1119.2111083312","120.75289","2.5266380246456","2.3556247","34.315895072859","617.2961699527","8.195036","106.204","0.543","4788","131.426","4.57314","0.0913422","0.75257802009582","0.0521809","","","0.773","0.0931401","36,46","Low SNR; possible odd-even; period could be half (~10.87 days)","2022-04-20","2022-04-20","2022-12-14"
+"415399713","5527.01","TIC 415399713.01","1","4","1","1","3","4","4","0","12.6","7.03","0","2","3","PC","PC","10.3965","0.006","1","spoc-s01-s46-b02","SPOC","62.853108","10.277208","37.12","0.153","-11.347","0.082","2459176.647091","0.006117662","346.16148283328","0.008629339","7.4179450710785","0.70939225","0.789786","0.066995","727.15541280493","61.703182","2.5449936043697","0.76578087","0.93639662876596","250.8907847603","11.649622","144.866","1.04","5862","293.678","4.53012","0.0921919","0.92602998018265","0.0459422","","","1.06","0.156219","32,43,44","actual period likely shorter; potential L1 planet","2022-04-20","2022-04-20","2022-12-14"
+"458686847","5528.01","","5","5","5","5","5","5","5","5.8","42.4","5.07","0","4","3","PC","KP","12.7482","0.007","1","spoc-s01-s46-b02","SPOC","133.855734","10.469218","11.549","0.056","18.058","0.034","2459230.014038","0.0013289468","1.2915972263112","0.00001327382","1.1548805348924","0.38361242","1.593205","0.196771","1466.3199072234","181.21669","2.1006215280924","0.9796136","127.29887789625","856.69433175595","8.947783","101.632","0.373","3689","157","4.72452","0.00883165","0.51474499702454","0.0154963","","","0.512437","0.0204314","34,44,45,46","K2-117 b","2022-04-20","2022-04-20","2022-12-14"
+"366411016","5529.01","","5","5","5","5","5","5","5","4.7","48.4","17.04","0","2","5","KP","KP","11.8964","0.006","1","spoc-s01-s65-b0A-KP","SPOC","126.464358","10.246577","97.098","0.072","-89.333","0.045","2459235.706758","0.008464318","8.865288608692","0.00018843426","3.2904517724949","0.56824654","1.847262","0.393842","1699.9442211777","362.6764","4.2853969416205","6.5190644","53.986073823229","691.33761271471","7.7792764","203.896","1.727","5368","127.01","4.71954","0.0869785","0.69743901491165","0.0389547","","","0.93","0.120087","34,44,45,46,61","K2-180 b","2022-04-20","2024-01-31","2024-02-02"
+"244170332","5530.01","","2","4","2","2","4","4","4","5.4","8.3","1.45","0","3","4","PC","PC","11.3978","0.007","1","spoc-s01-s46-b02","SPOC","6.489351","-5.697646","241.302","0.117","-192.733","0.077","2458382.170928","0.0013180448","0.47743820173177","0.000024781903","0.95252300790152","0.45844373","0.45953","0.097286","423.15328260911","89.59962","1.1180310059247","2.0400972","608.87395185453","1266.9270193619","7.8540916","60.8241","0.26615","3888","157","4.71522","0.00923367","0.52543699741364","0.0158777","","","0.522625","0.0204729","3,30,42","potential L1 planet; USP or SV","2022-04-20","2022-04-20","2023-09-20"
+"88114177","5531.01","","2","4","4","2","4","4","4","3.5","47.5","3.73","1","2","5","PC","PC","8.5727","0.006","1","spoc-s01-s46-b02","SPOC","148.472166","19.594377","10.094","0.082","-3.765","0.071","2458873.596672","0.0029486576","4.5352254735443","0.00003975524","3.0733542127384","0.36727294","0.212179","0.02326","195.40486752489","21.422709","1.753621974086","0.3278549","413.8559989475","1150.3554735517","7.7052875","80.6404","0.3407","5788.42","152.86","4.37027","0.0878463","1.1025899648666","0.064804","-0.336","0.015","1.04","0.130201","21,45","low SNR; potential L1 planet","2022-04-20","2022-04-20","2023-12-21"
+"318836983","5532.01","","2","4","2","2","4","4","4","2.4","31.2","5.3","1","3","6","PC","PC","11.5212","0.007","1","spoc-s01-s46-b02","SPOC","41.380404","5.150733","169.735","0.075","-76.745","0.075","2458412.259854","0.002555439","5.6539446832024","0.000026682541","2.7693121131117","0.62087345","1.120154","0.12146","1031.1676166461","111.86212","2.1551885896556","1.5237908","34.323053464028","617.32835985927","8.227355","90.9985","0.32655","3975","157","4.5998","0.0118732","0.66205197572708","0.0195767","","","0.636083","0.0202318","4,42,43","potential L1 planet; low SNR","2022-04-20","2022-04-20","2023-09-20"
+"155093420","5533.01","","2","4","2","2","3","4","4","4.7","33.5","14.07","1","1","2","PC","PC","10.8475","0.006","1","spoc-s01-s46-b02","SPOC","102.487722","14.974761","3.25","0.092","-0.429","0.075","2459202.20091","0.0017984099","1.6098953887481","0.000020392852","1.7900453748465","0.49756816","0.448144","0.054818","412.67104882537","50.488297","3.8276198983831","2.6984756","7739.8336909851","2392.2284819227","7.99894","516.56","12.1825","7173","126.702","4.13332","0.0846569","1.7982100248337","0.07799","","","1.603","0.273617","33,44,45","potential L1 planet; centroid to the NE but not centered on another star","2022-04-20","2022-04-20","2023-01-10"
+"176868951","5534.01","","5","5","5","5","5","5","5","10.4","69","5.21","0","2","4","KP","KP","11.3328","0.006","1","spoc-s01-s65-b0A-KP","SPOC","182.751404","-9.765239","-39.485","0.091","-5.371","0.083","2459280.989488","0.0006375946","0.36930571984357","0.00000767609","1.0027780961194","0.21695538","0.820751","0.068463","755.6535934851","63.054474","2.1341818564923","1.6865956","3842.3392137602","2008.0229648972","10.460236","152.509","1.071","5129","129.027","4.61786","0.0850693","0.75572198629379","0.0461005","","","0.864","0.105297","36,46,63","K2-131 b","2022-04-20","2024-01-31","2024-02-02"
+"411697517","5535.01","","5","5","5","5","5","5","5","10.2","29.9","84.39","0","0","2","KP","KP","14.4087","0.006","1","spoc-s01-s46-b02","SPOC","78.339119","16.414199","1.477","2.146","1.462","2.146","2459174.346454","0.0031878962","3.3864171509046","0.00005107877","2.8543861183862","0.45183548","7.08238","0.712365","6501.8836053875","655.897","8.2065140073761","1.5237511","512.90321326516","1213.7482158734","9.646233","1314.53","","5780","","4.438","","1","","","","","","32,43,44","K2-308 b; spoc assuming solar parameters","2022-04-20","2022-04-20","2022-12-14"
+"268143410","5536.01","","3","4","3","3","3","4","4","7","25.8","31.69","0","1","4","PC","PC","10.4756","0.011","1","qlp-s70-ffi-k2","QLP","67.324162","26.163578","-6.527","0.104","-1.224","0.075","2460228.201463","0.0081793","3.1479748","0.0000096","2.391","0.424","0.519106","0.041255","478","37.9961","6.17795","0.480898","810.338","1486","19","463.124","9.172","6555","135.3","3.56","0.09","3.22","0.15","","","1.36","0.234989","43,44,70","weak TESS QLP detection; multiple stars in pixel; transit m-shaped in phase light curve from K2 data","2022-04-20","2023-12-14","2024-01-05"
+"17555760","5537.01","","3","4","3","3","4","4","4","6.4","25.7","59","0","4","5","PC","PC","10.4422","0.017","1","qlp-s44-ffi","SPOC/QLP","67.116707","21.56849","-3.499","0.194","-7.684","0.102","2459519.631378","0.0083146","22.2897649","0.0001142","12.435","0.251","1.151491","0.000046","1060","0.0426252","8.90212","0.481516","240.104","1096","30","370.57","9.726","5772","164.62","3.56648","0.0800827","2.77","0.15","","","1.03","0.129589","43,44,71","very long duration for period; other similar LCs in batch; EPIC 210911405. There is no K2 disposition. Marginal secondary.","2022-04-20","2024-01-17","2024-02-15"
+"337648770","5538.01","","3","4","3","3","4","4","4","8.4","67.7","109.95","1","1","2","PC","PC","13.1748","0.007","1","spoc-s42-s46-b0A","SPOC/QLP","138.952916","15.137683","-24.171","0.043","-9.677","0.029","2459534.758896","0.0021761","23.899595016951","0.0020782768","2.0395156531558","0.21416925","17.510895","1.911619","15998.768328185","1759.1171","12.830753587678","10.076691","12.150148443834","476.17341574961","12.630234","310.197","2.553","4736.5","41.2","4.55","","0.76962000131607","","-0.168206","0.0396318","0.76","","44,45,46","K2 planet candidate","2022-04-20","2022-07-15","2024-04-26"
+"178266267","5539.01","","1","4","1","1","4","4","4","2.4","34.3","4.75","0","9","20","PC","PC","10.0286","0.006","1","qlp-s46-reprocessed","SPOC/QLP","128.073179","22.005792","-94.132","0.077","-54.71","0.047","2459574.402436","0.001368","7.1123965","0.000006","2.361","0.416","0.477829","0.000053","440","0.0489633","2.02197","0.0910608","175.226","1013","37","123.647","0.7745","5595.7","105.3","4.52","0.07","0.91","0.04","0.163","0.021","0.989","0.123798","44,45,46,71","marginal QLP detection; variable depth in K2; weak centroid offset; potential L1 candidate","2022-04-20","2024-01-17","2024-01-17"
+"456305193","5540.01","","5","5","5","5","5","5","5","76.6","195.3","69","1","2","1","EB","FP","10.2003","0.006","1","qlp-s74-ffi","QLP","117.737465","67.043203","-8.61","0.043","-27.029","0.058","2460338.238011","0.0006179","1.0995742","7e-7","0.952","0.15","3.445072","0.212243","3168","195.464","9.72799","0.528396","1068.72","1592","39","242.868","2.3905","6040","128.6","4.13","0.08","1.51","0.07","","","1.122","0.148483","20,47,60,74","possibly too large for period; short period; significant odd-even at 2x previous period (0.55 d); retired as TFOP FP/NEB","2022-04-20","2024-03-04","2024-03-16"
+"231721006","5541.01","","3","4","3","3","1","4","4","4.8","36.4","26.93","1","0","0","PC","PC","12.2916","0.006","1","qlp-s37-231721006","QLP","80.729774","-53.765798","4.107","0.039","-5.189","0.037","2459327.819795","0.004353","9.0182382","0.0000765","3.199","0.435","3.784952","0.006648","3480","6.12327","5.61073","0.372406","105.561","892","15","378.277","2.644","5805","130.7","4.51","0.08","0.94","0.05","","","1.04","0.128986","3,4,6,7,10,13,27,30,31,32,33,34,37","actual source of signal previous alerted as TOI 2448.01 on TIC 231721005","2022-04-20","2022-04-20","2022-12-14"
+"466206508","5542.01","TIC 466206508.01","3","5","5","3","4","4","4","3.8","42.2","124.41","2","0","1","PC","CP","11.8452","0.006","1","qlp-s27-466206508","CTOI","302.798423","-61.135466","-6.145","0.052","-3.022","0.045","2458979.845973","0.0018634","75.1247037","0.0007741","8.599","0.749","12.197013","0.00798","11171","7.34945","13.8062","0.849997","7.6236","462","23","348.849","3.641","5392.9","124.1","4.2","0.08","1.27","0.07","-0.18","0.09","0.94","0.114093","13,27","TOI request from Nolan Grieves (paper in prep)","2022-05-17","2022-05-17","2023-03-03"
+"17385917","5543.01","","1","4","1","1","4","4","4","10.5","77.5","13.26","5","2","2","PC","PC","10.659","0.006","1","spoc-s42-s46-b0H","SPOC","66.142172","23.270782","17.955","0.099","-40.01","0.067","2459474.856602","0.0015998535","3.5424519112236","0.00019426855","2.2509439713662","0.18009615","1.899887","0.139286","1748.3306433438","128.27908","3.6977763327153","0.6674901","230.73099306632","994.02254232422","13.554059","125.194","0.687","5058","128.443","4.50269","0.087051","0.85332900285721","0.0515628","","","0.845","0.103743","43,44","host is variable","2022-05-17","2022-05-17","2024-02-15"
+"68893269","5544.01","","1","4","1","1","3","4","4","8.5","69.4","11.07","5","3","3","PC","PC","10.3535","0.006","1","spoc-s42-s46-b0H","SPOC","74.700815","18.16905","70.895","0.084","-69.206","0.058","2459477.465265","0.0016122941","4.2050741269221","0.00023857976","1.1574129190038","0.29488212","1.390828","0.100632","1280.1793985649","92.680885","3.32404521971","1.7236704","197.51331181547","956.13417705803","13.469249","113.205","0.584","5086","315.4","4.48","0.12","0.87782198190689","0.0575729","","","0.852","0.151695","43,44,71","also a K2 candidate; EPIC 247047370.01; possible odd-even; centroid offset not towards a particular star","2022-05-17","2024-01-17","2024-01-17"
+"301624989","5545.01","","3","4","3","3","3","4","4","54.7","41.3","317","1","0","1","PC","PC","14.245","0.007","1","spoc-s42-s46-b0H","SPOC","169.21486","3.363892","-19.702","0.079","7.915","0.061","2459526.447465","0.003944421","1.961336911045","0.0002374453","1.6323670120041","0.27193937","10.073402","1.361934","9235.0384748478","1253.6014","15.86577929375","38.364887","533.38304621998","1225.686919681","9.2966385","592.204","16.0595","4427","122","4.22028","","1.067379951477","","","","0.69","","45,46","V-shaped; large; period match to EPIC 201683540.01","2022-05-17","2022-05-17","2024-05-11"
+"59744366","5546.01","","3","4","3","3","3","4","4","24.4","38.1","317","0","1","1","PC","PC","12.3047","0.012","1","spoc-s42-s46-b0H","SPOC","71.4759","24.113784","4.078","0.086","-2.309","0.038","2459478.724995","0.0018326662","9.847932558332","0.0007167397","1.8182864890543","0.25562978","6.96888","0.619984","6398.0202697328","570.8632","18.822611993004","2.9344144","997.31543111772","1433.2695827926","11.171223","924.313","34.1965","6887.55","102.486","3.89433","0.0951623","2.2904100418091","0.125246","-0.232995","0.0218915","1.5","0.259684","43,44","variable host","2022-05-17","2022-05-17","2023-02-27"
+"63013648","5547.01","TIC 63013648.01","3","4","3","3","4","4","4","30","151.7","128.82","0","2","3","PC","PC","10.8481","0.006","1","spoc-s42-s46-b02","SPOC","117.591236","22.281552","-16.246","0.09","-3.323","0.044","2459516.534272","0.0012986342","19.630497760606","0.0006443907","3.2073831678105","0.11802722","8.339883","0.261623","7651.8898952106","240.93462","14.083589588958","7.8473434","44.796215304657","659.82699631823","42.92127","193.901","1.9525","5509.85","120.263","4.39122","0.0795599","1.0378600358963","0.0538694","0.0181734","0.0131218","0.967","0.119146","44,46","odd-even; V-shaped; Rv error ~2.77 km/s","2022-05-17","2022-05-17","2023-11-27"
+"155012162","5548.01","","2","4","2","2","4","4","4","1.7","28.4","7.58","1","2","5","PC","PC","9.8978","0.006","1","spoc-s42-s46-b02","SPOC","143.919696","16.097471","-56.116","0.07","-69.074","0.071","2459536.496887","0.0051238462","18.969001418198","0.003958744","3.3431045512655","1.0062313","0.646271","0.088148","595.06062799278","81.18443","2.6609357492128","3.4606097","52.086183440184","685.17322532795","8.070707","134.736","0.787","5551.25","106.106","4.36023","0.0724225","1.0816600322723","0.0476533","0.368","0.026","0.978","0.124044","45,46","potential L1 planet; low SNR; period could be 2x (~38 days)","2022-05-17","2022-05-17","2023-11-26"
+"6499453","5549.01","","2","4","2","2","4","4","4","3.7","27.5","13.78","0","2","4","PC","PC","11.1971","0.006","1","spoc-s42-s46-b02","SPOC","80.8597","23.133528","-8.586","0.089","-6.92","0.061","2459475.124498","0.0046466524","7.4323881612812","0.0007868313","2.7759348826572","0.70265955","0.910588","0.111003","838.3306849336","102.23242","3.7818382951391","4.2450013","186.03063637134","941.92401026425","7.69716","208.148","1.7915","4921","784.763","4.11275","0.241296","1.3064600229263","0.22103","","","0.807","0.289868","43,44,45","low SNR; crowded field","2022-05-17","2022-05-17","2024-02-15"
+"195187769","5550.01","","2","4","2","2","4","4","4","1.6","26.7","5.61","0","3","6","PC","PC","9.62527","0.006","1","qlp-s71-ffi","SPOC","128.926789","20.373489","-6.026","0.097","-94.411","0.062","2460259.180414","0.0079771","13.955959","0.0000532","3.293","0.47","0.432209","0.021233","398","19.5565","2.22304","0.139728","58.904","771","29","139.794","1.2365","5923.8","142.4","4.36","0.08","1.13","0.06","-0.0254857","0.00753889","1.08","0.13518","44,45,46,71","low SNR","2022-05-17","2024-01-17","2024-01-17"
+"387974148","5551.01","","2","4","2","2","3","4","4","3.4","33.3","4.69","8","2","1","PC","PC","12.4507","0.007","1","spoc-s42-s46-b02","SPOC","87.125618","18.179528","-26.499","0.057","0.694","0.043","2459474.72141","0.0035494885","2.4054100275662","0.00020328876","1.6087789846151","0.8685588","1.389765","0.205714","1279.2023438064","189.45142","2.0045260678406","2.801834","66.698207417043","728.86700401426","7.3953786","99.7999","0.2831","3768","157","4.69159","0.00963539","0.55272197723389","0.0163428","","","0.547697","0.0202373","43,44,45","low SNR","2022-05-17","2022-05-17","2023-04-05"
+"3224605","5552.01","TIC 3224605.01","3","4","3","3","3","4","4","5.9","59.8","60.26","1","2","1","PC","PC","11.9901","0.006","1","spoc-s14-s60-b0A-PC","SPOC","82.384951","33.246886","-9.484","0.09","-31.911","0.064","2459483.006882","0.0014424912","28.649336655614","0.00017017816","4.2713620216592","0.14953561","10.2672","0.319139","9411.8695827326","293.89423","9.0080518551034","0.563586","21.031527716261","546.18208970774","32.96948","287.606","4.359","5639.5","114.529","4.54594","0.075829","0.88321101665497","0.0479799","0.07","0.053","1","0.122869","43,44,45,59","","2022-05-17","2023-05-19","2023-06-16"
+"218354669","5553.01","","2","4","2","2","3","4","4","3.2","32.2","3.03","1","2","4","PC","PC","10.6853","0.006","1","spoc-s42-s46-b02","SPOC","43.002147","15.055665","59.53","0.081","-119.004","0.065","2459448.89457","0.0034570438","1.7617165079695","0.00015199272","1.9280724391525","0.4123923","0.387029","0.047729","356.40297632259","43.95882","1.5510074422136","2.2734501","439.12194196568","1167.5245842748","8.219018","103.347","0.434","4732.72","107.815","4.49669","0.084853","0.81434297561645","0.0539498","-0.36","0.038","0.759","0.0876131","42,43,44","potential L1 planet; low SNR/MES; possible SV","2022-05-17","2022-05-17","2022-12-14"
+"91287873","5554.01","TIC 91287873.01","1","4","1","1","4","4","4","1.3","58.8","7.7","2","2","4","PC","PC","9.83733","0.007","1","spoc-s42-s46-b02","SPOC","104.74387","28.715768","-27.104","0.07","-115.664","0.062","2459515.17161","0.0021071131","26.694278981804","0.0029534053","3.7831301249033","0.3150192","2.015141","0.131104","1854.2924323649","120.74404","2.684586313923","0.63858116","4.0851419054084","362.5947706224","14.786411","39.4478","0.0655","3997","157","4.6288","0.011405","0.62672197818756","0.0186708","","","0.609365","0.0203081","44,45","CTOI from Nora Eisner","2022-05-17","2022-05-17","2023-11-26"
+"388804061","5555.01","","5","5","5","5","5","5","5","0.3","47.9","6.97","0","4","4","KP","KP","11.2373","0.007","1","spoc-s42-s46-b02","SPOC","172.560141","7.587832","-80.377","0.083","-133.142","0.063","2459537.249624","0.0022762208","32.938155711634","0.0031239537","2.2932023448829","0.40400365","3.499376","0.274846","3217.8564064998","253.11072","2.5322408250366","0.80855167","1.0872990525056","260.43958938777","13.547138","38.0266","0.07955","3464","157","4.7864","0.00578809","0.44451600313187","0.0131784","","","0.440668","0.020249","45,46","K2-18 b","2022-05-17","2022-05-17","2022-12-14"
+"55315929","5556.01","","5","5","5","5","5","5","5","5.6","56.2","3.23","0","2","8","KP","KP","8.89098","0.006","1","spoc-s42-s46-b02","SPOC","140.339084","14.367869","-33.463","0.09","-14.008","0.074","2459526.091298","0.0018724048","0.71957120984427","0.000052978325","1.75752191995","0.3487001","0.173341","0.019607","159.64039849372","18.0582","1.6108417442207","2.4331791","6635.8566597761","2301.9399951141","9.630962","109.86","0.8055","5910","127.006","4.27216","0.0781593","1.2550499439239","0.0581457","","","1.075","0.138058","45,46","HD 80653 b","2022-05-17","2022-05-17","2022-12-14"
+"323687123","5557.01","","2","5","5","2","4","4","4","1.5","14.8","1.38","2","0","1","CP","CP","12.4289","0.007","1","spoc-s01-s72-b0A-CP","SPOC","137.201544","11.86225","-458.496","0.104","192.629","0.068","2459502.342761","0.0011813191","4.0179805381288","0.000019176303","1.119561622318","0.3302883","3.054029","0.302188","2808.9118424021","278.28647","1.1017624014514","0.3346851","4.6439934850174","374.40587082227","9.523334","21.8182","0.0307","3166","157","5.07428","0.027277","0.19435699284077","0.00588941","","","0.163462","0.0200743","44,45,46,72","K2-415 b","2022-05-17","2024-06-06","2024-08-16"
+"14570099","5558.01","","5","5","5","5","5","5","5","1.1","33","9.14","0","1","4","KP","KP","11.0384","0.006","1","spoc-s42-s46-b02","SPOC","125.986485","22.663226","-126.231","0.065","43.543","0.039","2459521.86638","0.009239729","26.200690784896","0.007226604","4.0014852506898","0.6258645","1.203739","0.18443","1108.0706581497","169.85165","2.9705926434886","0.41941646","8.8109877937638","439.41603346796","7.9408665","105.58","0.4845","4678","132.02","4.60838","0.096305","0.70992702245712","0.0543568","","","0.746","0.0860493","44,45,46","K2-346 b","2022-05-17","2022-05-17","2022-12-14"
+"456945304","5559.01","TIC 456945304.01","5","5","5","5","5","5","5","6.4","51.3","7.24","0","1","4","KP","KP","10.3729","0.006","1","qlp-s71-ffi","SPOC","67.82053","19.83169","-33.984","0.16","-27.029","0.063","2460258.421812","0.0027085","2.1408063","0.0000026","1.569","0.184","0.682057","0.022086","628","20.3419","2.59639","0.149349","428.205","1267","13","144.202","1.1885","5372","131.712","4.40929","0.0856318","1","0.05","","","0.931","0.118434","43,44,70,71","K2-370 b","2022-05-17","2024-02-06","2024-02-06"
+"238606535","5560.01","","3","5","5","3","4","4","4","","","44.81","0","2","2","PC","PC","10.4105","0.007","1","spoc-s42-s46-b02","SPOC","132.652502","19.091311","-9.861","0.159","-12.688","0.089","2459568.299107","0.0026644464","","","2.5977181058987","0.5206472","1.670279","0.15693","1537.2014175967","144.52774","7.5675272691892","3.0173948","60.251622996246","710.57829412833","11.523721","408.274","27.1425","6781.59","100.132","4.05268","0.102281","1.8830800056457","0.143304","0.12462","0.00629829","1.46","0.250769","44,45,46","single transit at ~2568 TBJD","2022-05-17","2022-05-17","2024-02-19"
+"330637910","5561.01","","3","4","4","3","3","4","4","16.1","57.3","40.82","4","0","2","PC","PC","15.1792","0.008","1","spoc-s42-s46-b02","SPOC","136.200047","13.795446","37.038","0.16","-66.747","0.109","2459502.148194","0.00189503","2.0074528288724","0.00008659856","0.93404748625004","0.25013697","22.681915","2.187695","20674.114508461","2012.913","7.1639347192283","1.4872266","50.632445057181","680.34151784939","10.061832","272.64","6.9755","3449","157","4.74578","0.010722","0.49044200778008","0.0172532","","","0.48853","0.0223095","44,45,46","V-shaped; K2 candidate EPIC 211546613.01","2022-05-17","2022-05-17","2023-02-11"
+"17307715","5562.01","","5","5","5","5","5","5","5","1.1","26.9","6.2","0","1","2","KP","KP","11.4529","0.006","1","spoc-s42-s46-b02","SPOC","65.469614","21.353263","200.606","0.123","-76.763","0.066","2459476.99484","0.004926485","13.851515811858","0.002663222","3.2132795530999","0.79074126","1.357503","0.165434","1249.5248920559","152.35886","2.3653178341809","1.3298357","9.7577223356731","450.7719291873","8.339698","72.7998","0.28525","3893.47","115.364","4.58272","0.123487","0.65576601028442","0.0672839","-0.831","0.051","0.6","0.0822316","43,44","K2-155 c","2022-05-17","2022-05-17","2022-12-14"
+"239198720","5563.01","","3","5","5","3","4","4","4","","","52.02","0","2","2","PC","PC","10.7986","0.006","1","spoc-s42-s46-b02","SPOC","146.810895","24.541806","-54.829","0.215","-27.954","0.218","2459534.266195","0.002684655","","","6.1121177376167","0.48282695","3.465532","0.250692","3186.784725235","230.86946","8.2623708089696","9.017816","16.377420247073","513.07531786497","20.425915","185.26","3.241","5776","122.039","4.51349","0.0776974","0.93273502588272","0.0464723","","","1.035","0.126981","45,46,48","potential single transit at ~2534 TBJD","2022-05-17","2022-11-15","2023-11-26"
+"127505658","5564.01","TIC 127505658.01","3","4","4","3","3","4","4","0","28.9","82.44","6","3","2","PC","PC","11.6871","0.006","1","qlp-s45-reprocessed","QLP","80.947217","35.417549","10.743","0.069","3.524","0.051","2459600.588807","0.0032365","760.05300384461","0.0009007231","6.902","1.07","10.912014","0.01559","10000","14.3585","10.8619","0.65949","0.149701","173","21","251.487","2.5905","5722","253.7","4.55","0.09","0.89","0.04","","","1.021","0.155599","19,43,44,45,59","potential multi; single transit at ~1840 TBJD; additional transit at ~2600 TBJD; actual period likely shorter than max period of ~760 days","2022-05-17","2023-05-25","2024-02-14"
+"127505658","5564.02","","1","4","1","3","3","4","4","3.9","56.4","57.83","6","3","2","PC","PC","11.6871","0.006","2","qlp-s45-reprocessed","SPOC/QLP","80.947217","35.417549","10.743","0.069","3.524","0.051","2459487.941282","0.0024376","45.4964928","0.0038849","5.137","0.256","10.626908","0.006006","9740","5.53147","8.81795","0.499167","8.47778","475","34","251.487","2.5905","5722","253.7","4.55","0.09","0.89","0.04","","","1.021","0.155599","19,43,44,45","potential multi","2022-05-17","2022-05-17","2023-02-21"
+"117892246","5565.01","","3","4","3","3","3","4","4","33","31.7","317","4","0","2","PC","PC","12.932","0.007","1","qlp-s47-faintsearch","FAINT","131.227011","45.466192","14.513","0.037","-7.61","0.027","2459600.94115","0.0017212","3.2601896","0.0004792","3.835","0.229","12.635204","0.004995","11570","4.60051","14.6248","1.14096","809.661","1486","38","676.655","11.0135","5542.4","180.1","4.16","0.1","1.36","0.1","0.287","0.16","0.98","0.128031","47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"73250068","5566.01","","3","4","3","3","3","4","4","5.4","26.5","68.33","0","0","1","PC","PC","13.1133","0.01","1","qlp-s47-faintsearch","FAINT","123.355106","62.287571","-6.702","0.034","-1.276","0.031","2459603.327711","0.0050794","14.5814997","0.0001664","5.489","0.56","5.977114","0.010236","5490","9.42741","9.70874","","111.563","905","13","748.345","12.137","5830","122","4.22","","1.32","","","","1.05","","20,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"456335739","5567.01","","3","4","3","3","4","4","4","8.6","53.3","72.33","3","0","4","PC","PC","13.2573","0.006","1","qlp-s47-faintsearch","FAINT","135.139415","49.451496","-10.567","0.033","-15.872","0.029","2459585.367829","0.0021982","13.62636","0.0000748","3.245","0.241","15.737247","0.013281","14390","12.2325","10.048","","26.6947","633","19","431.019","4.3375","5260.6","112.2","4.58","","0.81","","0.461","0.104","0.9","","21,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"142785421","5568.01","","3","4","3","3","3","4","4","6.2","35.4","73.43","1","0","1","PC","PC","13.2187","0.007","1","qlp-s47-faintsearch","FAINT","154.302943","75.333344","-4.572","0.028","-2.823","0.027","2459603.278361","0.0032117","16.2601049","0.0000855","1.602","0.233","8.359697","0.02446","7670","22.5282","10.1064","","5.91348","434","12","574.817","5.266","5496","122","4.38","","1.05","","","","0.96","","14,20,21,40,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"267484403","5569.01","","3","4","4","3","3","4","4","47.9","94.2","317","1","0","1","PC","PC","13.3273","0.008","1","qlp-s47-faintsearch","FAINT","298.837092","58.522878","-1.788","0.03","-6.416","0.029","2459604.042729","0.0035166","5.4021326","0.0000273","1.678","0.283","7.309842","3.956261","6710","3637.22","23.2699","","359.953","1213","12","974.173","15.0085","6312","122","4.26","","1.37","","","","1.24","","14,15,16,17,41,47,56,57","found in faint-star QLP search; possible secondary at half phase","2022-05-17","2024-08-22","2024-08-22"
+"302381442","5570.01","","3","4","3","3","3","4","4","4.2","34.8","66.46","3","0","2","PC","PC","13.4113","0.009","1","qlp-s47-faintsearch","FAINT","100.172692","76.732244","2.04","0.023","-17.829","0.033","2459567.884238","0.0045429","23.1678315","0.0001907","4.295","0.359","12.536349","0.014214","11480","13.0913","9.49037","","14.833","546","17","454.675","3.574","5120","122","4.48","","0.88","","","","0.86","","19,20,40,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"88565745","5571.01","TIC 88565745.01","3","4","3","3","3","4","4","0.1","28.5","94.44","0","2","3","PC","PC","11.2245","0.008","1","qlp-s47-faintsearch","FAINT","106.990414","60.01161","-4.108","0.049","-1.073","0.045","2458854.228883","0.0017572","731.4778512","0.0017942","3.41","0.241","6.424816","0.324816","5900","299.122","11.7782","2.1717","0.0776109","147","31","303.081","3.6155","6250.4","135.5","4.44","0.09","1.1","0.06","-0.0245027","0.015013","1.21","0.180646","20,47","found in faint-star QLP search; period could be shorter","2022-05-17","2024-08-22","2024-08-22"
+"9151337","5572.01","","1","4","1","1","4","4","4","4.2","51.6","6.25","4","2","4","PC","PC","10.4309","0.006","1","qlp-s60-ffi","FAINT","105.078049","37.198901","-4.895","0.109","11.051","0.09","2459960.725859","0.0032048","5.8586824","0.0000303","2.168","0.323","1.244967","0.097952","1146","90.2135","2.35965","0.2185","43.4681","715","13","78.0645","0.46075","4571","123.5","4.58","0.09","0.72","0.06","","","0.72","0.08294","20,47,60","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"459762279","5573.01","","3","4","4","3","3","4","4","11.1","74.1","62.66","3","0","2","PC","PC","13.6281","0.008","1","qlp-s47-faintsearch","FAINT","136.426","55.307131","-3.633","0.059","-56.98","0.057","2459600.45002","0.0021554","8.7960328","0.0018184","2.48","0.198","25.363612","0.023104","23090","21.2797","9.14959","0.40797","8.51849","475","22","186.562","1.311","3695","157","4.66","0.01","0.59","0.02","","","0.583474","0.0203947","47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"268405086","5574.01","","2","4","2","2","3","4","4","1.8","19.8","5.67","0","0","3","PC","PC","11.6643","0.006","1","qlp-s47-faintsearch","FAINT","278.550256","86.557356","0.733","0.042","136.992","0.048","2459598.137675","0.014305","6.8242909","0.0001476","2.787","0.533","0.760281","0.002444","700","2.25055","2.23971","0.267381","33.8464","671","9","117.383","0.3015","3999","123.9","4.35","0.12","0.87","0.09","","","0.624","0.0809913","18,19,20,25,26,40,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"160162137","5575.01","","3","4","4","3","3","4","4","0.8","198.4","65.8","1","0","1","PC","PC","14.0127","0.008","1","qlp-s53-tois","FAINT","241.248539","85.204724","-19.384","0.088","131.435","0.097","2459747.65944","0.0000176","32.0736228","0.000001","2.347","0.003","170.897732","0.941083","145640","866.394","9.48121","0.285814","0.243503","195","77","56.6893","0.1695","3176","157","5","0.02","0.24","0.01","","","0.210254","0.0201017","41,47,52,53","found in faint-star QLP search; period updated to ~32 days with additional TCE found in QLP s53","2022-05-17","2024-08-22","2024-08-22"
+"137543637","5576.01","","5","5","5","5","5","5","5","18.4","76.6","64.36","0","1","0","PC","FP","12.574","0.007","1","qlp-s47-faintsearch","FAINT","136.221429","79.355104","24.31","0.039","-27.61","0.049","2459605.677896","0.0015318","1.2833113","0.0000054","1.353","0.191","4.842308","0.009729","4450","8.9606","9.39506","0.560254","3343.46","2118","12","974.619","24.9615","8055","120.7","4.49","0.08","1.32","0.05","","","1.95","0.303335","20,40,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"98833877","5577.01","","3","4","3","3","3","4","4","42.8","130.6","51.64","1","2","3","PC","PC","11.1947","0.007","1","qlp-s47-faintsearch","FAINT","105.308337","41.129691","-2.291","0.074","0.974","0.064","2459606.67024","0.0009676","0.358558","7e-7","0.274","0.065","1.042807","0.01914","960","17.6282","8.24018","0.877154","948.501","1546","14","508.394","13.054","6813.5","138.9","4.16","0.09","1.67","0.09","-0.355464","0.00739973","1.47","0.253543","20,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"154563411","5578.01","","2","4","2","2","3","4","4","1.6","26.9","10.98","1","2","1","PC","PC","12.3681","0.006","1","qlp-s47-faintsearch","FAINT","189.265651","75.92044","-44.972","0.03","-8.412","0.025","2459583.65004","0.005542","13.4659853","0.0001508","2.936","0.473","2.282443","0.006635","2100","6.1112","3.3076","0.337638","12.7406","526","9","158.202","0.3685","4340","121.8","4.59","0.1","0.69","0.06","","","0.678","0.079735","14,21,40,41,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"252928337","5579.01","","3","4","4","3","1","4","4","2.9","79.8","47.28","3","0","0","PC","PC","13.5426","0.007","1","qlp-s47-faintsearch","FAINT","105.821673","52.51673","-166.616","0.052","-200.835","0.038","2459583.260949","0.0024515","19.8628449","0.0034783","1.965","0.228","34.123331","0.057562","30940","53.0154","7.82397","0.415735","0.933932","273","16","115.906","0.512","3595","157","4.8","0.01","0.43","0.01","","","0.424023","0.0203176","47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"366298702","5580.01","","3","4","3","3","3","4","4","5.5","27.5","27.47","0","2","1","PC","PC","12.2989","0.007","1","qlp-s47-faintsearch","FAINT","112.262575","42.03191","-12.316","0.05","-16.814","0.032","2459603.122108","0.0057285","5.2782582","0.0000571","3.379","0.494","2.173647","0.005072","2000","4.67146","5.6755","0.42676","320.994","1179","11","486.081","7.714","5647","125.2","4.22","0.08","1.29","0.07","","","1","0.125384","20,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"456306892","5581.01","TIC 456306892.01","3","4","3","3","3","4","4","5.9","73.7","68.18","4","1","1","PC","PC","11.8294","0.006","1","spoc-s14-s55-b0A-PC","FAINT","118.065411","70.165569","-23.591","0.029","-41.288","0.039","2459390.961088","0.0016661721","33.538304387973","0.00022830773","3.9221699976596","0.109144464","13.793313","0.397783","12623.754534926","366.30484","9.8149833522141","0.6591355","9.366317098062","446.18191564835","36.15912","191.145","0.8725","4947","123.5","4.55","0.09","0.79439598321915","0.0501181","","","0.814","0.0970209","20,26,40,47,53","found in faint-star QLP search; period updated to ~33.5 days with spoc-s14-s50-b0A-PC","2022-05-17","2024-09-06","2024-09-07"
+"392064198","5582.01","","3","4","3","3","4","4","4","4.2","22.2","22.56","0","2","2","PC","PC","11.2713","0.009","1","qlp-s47-faintsearch","FAINT","110.639665","30.418354","5.799","0.073","-0.434","0.065","2459604.334385","0.0048787","4.51125","0.000073","4.541","0.686","0.825473","0.001641","760","1.51141","5.04347","0.37144","1281.58","1666","13","533.617","11.808","6297.2","139.3","3.97","0.09","1.91","0.1","0.2422","0.0104189","1.24","0.183765","20,44,45,46,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"357244603","5583.01","","3","4","3","3","1","4","4","29.9","77.5","87.38","3","0","0","PC","PC","14.2833","0.007","1","qlp-s47-faintsearch","FAINT","107.631373","74.485744","-2.327","2.244","-24.658","2.244","2459601.814247","0.0016744","3.0650073","0.0000514","1.548","0.217","25.474757","0.055662","23190","51.2652","11.1354","0.794536","26.6949","633","15","","","3619","157","4.57","0.03","0.69","0.04","","","0.659639","0.029187","40,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"29169215","5584.01","TIC 29169215.01","1","4","1","1","4","4","4","1.8","38.9","9.27","1","2","4","PC","PC","10.7314","0.006","1","qlp-s47-faintsearch","FAINT","135.324512","47.452351","4.639","0.057","-12.946","0.046","2459580.448333","0.0032716","18.6300789","0.0001865","3.4","0.44","1.760319","0.003165","1620","2.91482","3.01483","0.310062","6.92991","452","15","69.0641","0.1898","4092.4","121.2","4.5","0.11","0.75","0.07","0.128","0.065","0.64","0.0788791","21,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"188389305","5585.01","","3","4","3","3","3","4","4","15","55.6","50.12","6","0","1","PC","PC","13.0348","0.007","1","qlp-s47-faintsearch","FAINT","129.483355","37.735315","-3.737","0.047","-1.558","0.027","2459606.464477","0.0102782","1.8434549","0.00095","1.444","0.658","4.74416","0.213132","4360","196.283","8.05828","","1139.02","1618","9","771.853","18.247","6457.2","70.4","4.44","","1.14","","-0.581","0.068","1.31","","47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"160165689","5586.01","","3","4","3","3","3","4","4","4.6","27.4","37.37","0","0","1","PC","PC","13.4794","0.015","1","qlp-s47-faintsearch","FAINT","244.023057","86.368644","-5.506","0.035","12","0.036","2459594.081803","0.0133265","8.9165771","0.000162","3.224","0.929","4.74416","0.034502","4360","31.7767","6.82341","","108.636","899","10","540.141","5.089","5607","122","4.45","","0.98","","","","0.99","","14,19,20,25,40,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"29069242","5587.01","","3","4","3","3","3","4","4","22","48.8","130.55","2","0","1","PC","PC","13.3834","0.009","1","qlp-s47-faintsearch","FAINT","117.732887","46.306568","0.72","0.058","-3.453","0.04","2459605.449939","0.0028203","3.7349773","0.0000207","3.891","0.335","8.534772","0.007967","7830","7.33761","14.1804","","702.991","1434","21","943.289","33.133","5632","123","4.05","","1.57","","","","1","","20,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"141762491","5588.01","","3","4","4","3","3","4","4","24.7","34.8","317","7","0","1","PC","PC","12.4506","0.008","1","qlp-s47-faintsearch","FAINT","120.594795","83.198419","11.472","0.038","13.744","0.044","2459918.835052","0.0018212069","8.9109435","0.0000186","1.876","0.433","10.74752","0.031918","9850","29.3967","16.5406","1.23877","51.4199","746","36","655.855","9.7485","5733","121.9","4.05","0.08","1.57","0.08","","","1.02","0.126408","19,20,26,40,47,59,60","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"51094586","5589.01","","3","4","3","3","3","4","4","23","60.4","98.94","1","13","2","PC","PC","11.4972","0.006","1","qlp-s47-faintsearch","FAINT","108.606501","56.700143","","","","","2459595.836324","0.0022533","5.6895053","0.0000242","5.158","0.245","4.177252","0.001361","3840","1.2538","12.0705","","578.708","","24","244.354","","5707.5","","","","1.89","","-0.358","0.018","","","20,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"9907513","5590.01","TIC 9907513.01","2","4","2","2","4","4","4","7.6","43.3","7.66","5","2","4","PC","PC","11.9639","0.006","1","qlp-s47-faintsearch","FAINT","110.689677","37.667511","-22.895","0.068","-43.138","0.062","2459606.061518","0.0036415","1.2749899","0.0000098","1.146","0.294","1.238445","0.007976","1140","7.34649","2.69399","0.353868","201.011","1048","9","136.242","0.882","4216.7","132.9","4.48","0.12","0.78","0.08","0.044","0.081","0.66","0.0823297","20,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"192969211","5591.01","","3","4","3","3","3","4","4","2.5","22.1","19.23","0","2","1","PC","PC","12.1721","0.007","1","qlp-s47-faintsearch","FAINT","123.027093","42.228714","-6.46","0.058","-14.879","0.039","2459599.966864","0.0091282","12.8665269","0.0003526","6.599","1.089","2.097496","0.00579","1930","5.33277","4.59403","0.356078","179.365","1019","11","356.237","5.1145","5465","119.1","4.38","0.08","1.05","0.05","","","0.96","0.124509","20,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"88529975","5592.01","","3","4","4","3","3","4","4","42.3","109.2","126.64","4","2","1","PC","PC","12.136","0.007","1","qlp-s47-faintsearch","FAINT","106.680068","65.857249","5.096","0.026","-10.573","0.034","2459606.194577","0.0007415","2.6085851","0.0000041","1.573","0.327","9.388665","0.019949","8610","18.3737","13.9108","0.911821","680.058","1422","50","597.026","8.9775","6331","124.6","4.25","0.09","1.38","0.06","","","1.25","0.187869","20,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"468433454","5593.01","","3","4","3","3","3","4","4","9.1","33.6","78.11","0","0","1","PC","PC","13.2201","0.007","1","qlp-s47-faintsearch","FAINT","128.55223","39.270972","-2.231","0.036","-1.983","0.028","2459599.997854","0.0054715","4.7974601","0.0030862","5.952","0.683","5.322274","0.011951","4890","11.0075","10.4912","","1955.29","1852","12","1130.59","29.375","6549.4","32.8","4.21","","1.51","","-0.186","0.031","1.35","","47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"53394475","5594.01","","3","4","3","3","3","4","4","8.6","35.9","69.69","1","0","2","PC","PC","12.826","0.008","1","qlp-s47-faintsearch","FAINT","118.417987","54.124212","-8.428","0.04","-40.191","0.027","2459589.072503","0.004629","9.2271917","0.0000815","3.781","0.369","6.031702","0.008236","5540","7.58561","9.80232","0.64263","138.883","956","15","683.54","12.065","5899","130.3","4.23","0.08","1.32","0.07","","","1.07","0.13624","20,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"302908969","5595.01","","3","4","3","3","4","4","4","7.6","49.3","20.21","2","4","2","PC","PC","12.1765","0.006","1","qlp-s47-faintsearch","FAINT","110.460165","35.221983","-77.907","0.073","-35.236","0.069","2459598.869415","0.002315","5.9900508","0.0000323","2.104","0.254","4.002879","0.007294","3680","6.718","4.71645","0.484319","24.7628","621","15","136.955","0.6395","4119","119.5","4.51","0.11","0.74","0.07","","","0.645","0.076854","20,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"203144354","5596.01","","3","5","5","3","3","4","4","45.5","35.3","317","6","0","1","PC","APC","13.2995","0.008","1","qlp-s47-faintsearch","FAINT","106.336563","42.847909","2.973","0.044","-3.086","0.039","2459606.549481","0.0015615","0.3642961","0.0000013","0.689","0.265","3.730477","0.065299","3430","60.1406","15.3432","","4454.77","2276","15","1439.26","54.09","6164.3","39","3.83","","2.17","","-0.024","0.038","1.17","","20,47","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"85284138","5597.01","","3","4","4","3","3","4","4","91.2","151.9","317","3","0","2","PC","PC","13.4913","0.007","1","qlp-s48-faintsearch","FAINT","144.441228","34.849412","-1.318","0.053","-7.101","0.047","2459634.509247","0.001635","1.9784368","0.0002556","2.359","0.146","43.722666","0.031343","39470","28.868","22.5379","","1211.74","1643","25","893.967","33.5765","6337","122","4.44","","1.11","","","","1.25","","48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"237108775","5598.01","","3","4","3","3","1","4","4","5.4","38.3","36.01","3","0","0","PC","PC","14.7371","0.008","1","qlp-s58-tois","FAINT","257.315636","80.41608","-10.306","0.062","11.177","0.08","2459900.651734","0.0039128","6.2948747","0.0000785","1.878","0.327","18.292631","1.519204","16707","1398.26","6.67951","0.409179","9.34062","487","12","248.266","2.043","3584","157","4.71","0.01","0.53","0.02","","","0.525026","0.0207447","40,41,47,48,51,52,53,55,58","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"159160230","5599.01","","3","4","3","3","4","4","4","5.8","27","31.3","1","2","6","PC","PC","11.2785","0.006","1","qlp-s48-faintsearch","FAINT","199.326238","55.681539","-16.483","0.035","-4.433","0.03","2459627.128945","0.0057262","5.4368408","0.0000471","4.473","0.717","1.108016","0.002876","1020","2.64929","6.11754","0.434311","833.218","1496","13","547.948","6.277","6246","122.2","3.96","0.09","1.91","0.08","","","1.21","0.178854","15,16,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"287268770","5600.01","","3","4","3","3","3","4","4","17.4","80.9","105.54","1","0","2","PC","PC","13.1922","0.007","1","qlp-s48-faintsearch","FAINT","155.151361","63.290591","2.427","0.023","-2.598","0.024","2459630.693169","0.0009337","10.717359","0.0000236","2.784","0.297","24.908034","0.022225","22680","20.47","12.4655","","30.4561","654","13","378.06","2.318","5047","122","4.55","","0.8","","","","0.84","","14,21,41,47,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"237097499","5601.01","","2","4","4","2","4","4","4","1.9","20","14.52","3","0","2","PC","PC","13.3757","0.007","1","qlp-s48-faintsearch","FAINT","239.507231","66.037182","-2.224","0.03","-3.955","0.038","2459834.266444","0.0059307","9.5197732","0.0000793","2.636","1.041","2.391251","0.352635","2200","324.736","3.89219","","32.9482","667","9","313.795","1.725","4541","122","4.52","","0.77","","","","0.72","","14,15,16,17,18,20,21,22,23,24,40,41,47,48,49,50,51,53,54,55,56","found in faint-star QLP search","2022-05-17","2024-08-22","2024-09-01"
+"101592219","5602.01","","3","4","3","3","4","4","4","17.5","54.1","122.18","1","0","2","PC","PC","13.4409","0.007","1","qlp-s48-faintsearch","FAINT","144.658279","33.691083","-6.763","0.052","-0.835","0.04","2459628.710083","0.0022598","5.4853379","0.0000267","1.964","0.255","13.151596","0.01983","12040","18.2641","13.6635","","114.21","910","16","874.724","31.6975","6054.4","35.9","4.33","","1.21","","-0.441","0.034","1.13","","21,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"224293782","5603.01","","3","4","3","3","3","4","4","10.6","40.2","30.68","1","2","3","PC","PC","11.6494","0.007","1","qlp-s48-faintsearch","FAINT","184.175471","57.642701","-10.188","0.05","-3.401","0.049","2459635.463547","0.0020072","0.5736183","0.0000017","0.793","0.172","0.727687","0.003352","670","3.08774","6.063","0.53134","3111.57","2080","15","795.259","22.001","6711.9","143.9","3.94","0.09","2.12","0.12","-0.006","0.021","1.43","0.227124","15,21,22,41,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"237015185","5604.01","","3","4","3","3","3","4","4","6.6","39.4","38.2","0","2","1","PC","PC","11.2399","0.028","1","qlp-s56-tois","FAINT","306.391539","63.591105","11.484","0.06","15.188","0.053","2459840.574967","0.0035367","11.1801504","0.0000538","4.364","0.469","2.413014","0.122268","2220","112.607","6.89187","0.386353","183.14","1024","9","373.528","3.9425","6413","219.3","4.21","0.1","1.47","0.07","","","1.29","0.223825","15,16,17,18,24,48,55,56","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"252469648","5605.01","TIC 252469648.01","2","4","2","2","4","4","4","3.1","36.4","6.24","1","2","4","PC","PC","11.0737","0.006","1","qlp-s48-faintsearch","FAINT","150.538008","50.145387","-71.237","0.039","-31.215","0.044","2459629.650414","0.005007","5.9133875","0.0000563","2.019","0.363","1.064543","0.004514","980","4.1578","2.3864","0.265636","33.3499","669","9","95.0735","0.25645","4374.8","127.3","4.54","0.11","0.74","0.06","-0.0269147","0.0261785","0.68","0.0802284","21,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"171599496","5606.01","","3","4","3","3","4","4","4","52.6","123.1","69.53","4","0","3","PC","PC","13.3591","0.007","1","qlp-s48-faintsearch","FAINT","156.893929","22.426235","7.545","0.046","10.259","0.048","2459635.464877","0.0011522","1.236949","0.000023","0.358","0.064","8.994477","0.093887","8250","86.4698","9.84184","","25.0169","623","19","316.465","2.9525","4660","122","4.56","","0.75","","","","0.74","","45,46,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"233070717","5607.01","","3","4","4","3","3","4","4","16.8","49.1","87.47","2","0","1","PC","PC","13.1953","0.008","1","qlp-s52-tois","FAINT","270.846078","63.21507","6.795","0.03","-12.6","0.027","2459825.973413","0.0011351086","3.2750907","0.0000061","3.09","0.124","7.09125","0.001374","6510","1.26586","11.2041","","664.018","1414","46","811.406","9.268","5859","122","4.21","","1.33","","","","1.06","","14,15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49,50,51,52,56,57,58,60","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"229713401","5608.01","","2","4","2","2","4","4","4","2.2","22.1","10.01","0","0","2","PC","PC","12.6975","0.006","1","qlp-s56-tois","FAINT","278.572233","66.922785","5.751","0.032","-10.43","0.032","2459846.423245","0.0040985","6.4424263","0.0000369","2.604","0.485","1.553714","0.131469","1430","121.08","3.14002","0.286883","58.2235","769","12","250.177","1.2395","4661","131.5","4.5","0.1","0.8","0.06","","","0.742","0.0865249","14,15,16,17,18,19,21,22,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"17122808","5609.01","","3","4","3","3","2","4","4","23.7","64.7","122.8","4","0","1","PC","PC","13.4584","0.007","1","qlp-s48-faintsearch","FAINT","144.187751","36.527295","2.015","0.033","-3.367","0.03","2459630.970134","0.0018955","4.019251","0.000018","1.354","0.3","12.920838","0.043707","11830","40.255","13.7216","","96.9861","874","14","816.667","16.566","5904","123","4.34","","1.16","","","","1.07","","21,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"252481136","5610.01","","3","4","3","3","1","4","4","8.7","59","70.34","2","0","0","PC","PC","14.8686","0.008","1","qlp-s48-faintsearch","FAINT","156.022815","48.248331","-27.523","0.07","-55.247","0.089","2459628.937156","0.0036588","7.9454767","0.0028259","1.493","0.271","40.573558","0.26393","36680","243.059","9.87351","0.929515","3.70033","386","9","274.922","4.34","3714","157","4.73","0.01","0.51","0.02","","","0.507479","0.0211466","48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"232624234","5611.01","","2","4","2","2","4","4","4","1","17.6","6.36","2","2","6","PC","PC","12.1235","0.006","1","qlp-s57-tois","FAINT","268.693501","55.064224","-76.277","0.052","-1.898","0.055","2459868.59365","0.0040385","11.3630224","0.0000599","3.031","0.479","1.138448","0.068497","1048","63.0864","2.39002","0.221523","27.5227","638","13","191.341","0.831","4741.1","147.5","4.54","0.1","0.77","0.06","-0.417113","0.0969017","0.761","0.0917764","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"232624234","5611.02","","2","4","2","2","4","4","4","0.5","15.7","7.95","2","2","6","PC","PC","12.1235","0.006","2","spoc-s14-s60-b0A-PC","SPOC","268.693501","55.064224","-76.277","0.052","-1.898","0.055","2458960.498001","0.009355858","26.715991846017","0.00030822083","4.7591847921639","0.9082285","1.360201","0.160465","1252.0071237972","147.78322","2.735803805375","1.6914304","10.605918030629","460.26379724493","8.105808","191.341","0.831","4741.1","147.5","4.54","0.1","0.77331697940826","0.0646734","-0.417113","0.0969017","0.761","0.0917764","24,56,57,58,59,60","low SNR","2023-06-15","2023-06-15","2023-06-16"
+"18021087","5612.01","","3","4","3","3","4","4","4","9.6","45.5","48.94","0","0","4","PC","PC","13.1082","0.007","1","qlp-s48-faintsearch","FAINT","172.411097","38.936561","6.64","0.03","14.141","0.04","2459634.277413","0.0028057","7.1314563","0.0000473","2.809","0.464","8.22841","0.014881","7550","13.7059","7.98487","","55.3319","759","18","334.412","3.0535","4701.6","58.3","4.43","","0.88","","0.124","0.056","0.75","","22,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"165413340","5613.01","","3","4","4","3","4","4","4","12.4","73.1","61.93","1","12","3","PC","PC","11.7963","0.007","1","qlp-s48-faintsearch","FAINT","159.612015","27.062548","-36.837","0.087","-24.168","0.086","2459615.444572","0.0015661","12.782983","0.0022926","2.762","0.224","8.786491","0.006276","8060","5.78046","9.1313","0.564524","29.951","651","28","291.68","6.397","5594","128.2","4.46","0.08","0.97","0.05","","","0.99","0.12494","48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"148960849","5614.01","","2","4","2","2","4","4","4","3.3","26.6","10.68","0","0","2","PC","PC","13.0076","0.006","1","qlp-s48-faintsearch","FAINT","189.432315","69.458427","-24.071","0.032","24.13","0.027","2459628.761503","0.0056088","4.172202","0.0000372","2.263","0.334","2.151889","0.006664","1980","6.13821","3.23281","","74.1594","817","9","223.016","0.79","4313","122","4.53","","0.73","","","","0.674","","14,15,21,41,47,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"235711993","5615.01","","3","4","3","3","3","4","4","18","32.4","317","1","0","1","PC","PC","13.0669","0.01","1","qlp-s52-tois","FAINT","252.934906","80.123028","4.344","0.024","-18.236","0.031","2459919.252913","0.0023684518","11.7672708","0.0000216","3.098","0.195","14.416145","0.02651","13190","24.4161","15.2219","","141.822","961","9","693.821","7.558","6205","122","4.43","","1.1","","","","1.19","","14,15,18,19,20,21,25,40,41,47,48,51,52,59","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"154220877","5616.01","","3","4","4","3","2","4","4","33.9","77.5","84.73","8","0","1","PC","PC","14.6877","0.007","1","qlp-s48-faintsearch","FAINT","184.901638","48.68329","-43.117","0.034","28.563","0.046","2459634.535127","0.0033056","2.0034478","0.0004688","1.285","0.25","27.109911","0.113187","24660","104.244","10.9523","0.809749","58.2268","769","13","390.415","5.8005","3927","157","4.61","0.01","0.65","0.02","","","0.629592","0.0208323","48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"9376973","5617.01","","3","4","3","3","4","4","4","21.3","56.3","99.19","3","0","6","PC","PC","13.0537","0.007","1","qlp-s48-faintsearch","FAINT","166.950743","38.136936","-7.283","0.032","-16.048","0.055","2459635.766515","0.0017786","3.154201","0.0000114","2.857","0.196","8.38158","0.005143","7690","4.73703","12.0524","","589.138","1372","24","760.003","14.24","5771.5","126.1","4.18","","1.36","","0.257","0.12","1.03","","22,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"56999883","5618.01","","3","4","3","3","3","4","4","47.8","57.2","317","1","0","1","PC","PC","12.9882","0.007","1","qlp-s48-faintsearch","FAINT","173.070058","44.126424","10.503","0.026","-4.672","0.027","2459630.759188","0.0031071","3.5254325","0.0000212","3.31","0.278","6.304682","2.027126","5790","1865.31","17.2611","6.02186","2183.12","1904","23","631.38","8.15","5497","127.9","4.23","0.08","1.25","0.07","","","0.96","0.122946","22,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"224299081","5619.01","TIC 224299081.01","3","4","3","3","4","4","4","4.3","38.8","45.9","3","2","5","PC","PC","10.7131","0.007","1","qlp-s48-faintsearch","FAINT","185.504552","55.559548","-58.773","0.044","7.322","0.051","2459626.901517","0.0028379","37.9984529","0.000182","5.928","0.459","3.316556","0.001677","3050","1.54432","7.69928","0.383306","19.8821","588","10","270.633","2.67","5839.5","105.8","4.18","0.07","1.38","0.06","0.078","0.016","1.05","0.129349","15,21,22,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"165414210","5620.01","","3","4","4","3","4","4","4","67.4","174","105.53","3","2","4","PC","PC","11.9683","0.006","1","qlp-s48-faintsearch","FAINT","159.708601","27.415505","24.451","0.084","-38.163","0.078","2459630.841495","0.0004788","3.2856588","0.000159","2.384","0.159","19.621778","0.006529","17910","6.01308","12.5808","0.786296","187.224","1030","94","227.174","2.333","4898.9","106.8","4.43","0.08","0.91","0.05","0.293087","0.0429209","0.801","0.0961545","48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"219467837","5621.01","","3","4","3","3","3","4","4","5.6","33.1","129.09","1","0","1","PC","PC","12.64","0.007","1","qlp-s48-faintsearch","FAINT","210.063939","75.08442","15.248","0.028","-12.634","0.021","2459594.438445","0.0020066","39.9753375","0.0002127","6.088","0.263","9.991173","0.002949","9160","2.71618","14.1085","0.697099","18.6491","578","39","718.289","7.1215","5989","122.6","4.16","0.08","1.45","0.07","","","1.1","0.14163","14,15,20,21,22,40,41,47,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"288162228","5622.01","","3","4","3","3","3","4","4","7.9","19.4","67.61","0","0","1","PC","PC","13.2859","0.007","1","qlp-s48-faintsearch","FAINT","221.548511","78.996619","0.221","0.038","2.718","0.031","2459632.965356","0.0047818","3.0594206","0.0000244","4.191","0.434","2.173647","0.002438","2000","2.24513","9.6239","","1193.52","1637","17","1186.92","22.3","5414","122","3.75","","2.14","","","","0.94","","14,15,19,20,21,40,41,47,48","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"420174131","5623.01","","3","4","3","3","3","4","4","12.6","40","59.23","1","0","1","PC","PC","13.1388","0.013","1","qlp-s52-tois","FAINT","292.27775","72.001439","-4.088","0.025","-2.541","0.03","2459827.806024","0.001967442","3.6636707","0.0000084","1.167","0.302","4.23175","0.011037","3890","10.1655","8.91486","","77.2704","825","22","565.9","5.3755","5286","122","4.18","","1.28","","","","0.91","","14,15,16,17,18,19,20,22,23,24,25,40,41,47,48,49,50,52","found in faint-star QLP search","2022-05-17","2024-08-22","2024-08-22"
+"53498154","5624.01","","2","4","2","2","4","4","4","5.9","70.3","15.57","3","2","4","PC","PC","10.0326","0.006","1","qlp-s75-ffi","QLP","180.844348","49.251226","-76.66","0.034","1.159","0.039","2460355.525687","0.003622","13.7317565","0.0000833","3.831","0.8","2.277003","0.178745","2095","164.617","4.07678","0.282552","157.055","986","18","101.913","0.35","5342","126.7","4.57","0.08","0.83","0.05","","","0.923","0.117762","22,48,49,75","L1 candidate; potential multi","2022-05-17","2024-04-25","2024-04-30"
+"53498154","5624.02","TIC 53498154.02","1","4","1","1","4","4","4","5.4","57.6","5.79","3","2","4","PC","PC","10.0326","0.006","2","qlp-s75-ffi","QLP","180.844348","49.251226","-76.66","0.034","1.159","0.039","2460361.102632","0.0021841","3.3903593","0.000009","2.168","0.265","0.952608","0.040061","877","36.897","2.27887","0.143888","251.103","1108","15","101.913","0.35","5342","126.7","4.57","0.08","0.83","0.05","","","0.923","0.117762","22,48,49,75","potential multi; L1 candidate; also a CTOI from Mohamed Jassim Munavar Hussain","2024-04-25","2024-04-25","2024-04-30"
+"53498154","5624.03","TIC 53498154.03","1","4","1","1","4","4","4","2.8","42.3","5.6","3","2","4","PC","PC","10.0326","0.006","3","qlp-s75-ffi","QLP","180.844348","49.251226","-76.66","0.034","1.159","0.039","2460344.837553","0.00362","7.8854383","0.0000342","3.083","0.454","0.86459","0.052727","796","48.5621","2.23283","0.153859","96.429","873","11","101.913","0.35","5342","126.7","4.57","0.08","0.83","0.05","","","0.923","0.117762","22,48,49,75","potential multi; L1 candidate; also a CTOI from Hugh Osborn","2024-04-25","2024-04-25","2024-04-30"
+"53498154","5624.04","TIC 53498154.04","2","4","2","2","4","4","4","1.4","33.9","6.48","3","2","4","PC","PC","10.0326","0.006","4","qlp-s75-ffi","QLP","180.844348","49.251226","-76.66","0.034","1.159","0.039","2460364.819364","0.0049126","21.4904723","0.00012","3.802","0.839","1.069977","0.065409","985","60.2425","2.43328","0.170269","21.9904","603","10","101.913","0.35","5342","126.7","4.57","0.08","0.83","0.05","","","0.923","0.117762","22,48,49,75","variable host; potential multi; L1 candidate; also a CTOI from Hugh Osborn","2024-04-25","2024-04-25","2024-04-30"
+"137020480","5625.01","","3","4","3","3","4","4","4","41.6","119.3","77.58","0","2","4","PC","PC","9.1189","0.007","1","qlp-s49-ffi","QLP","197.142985","42.340801","-51.361","0.029","15.519","0.03","2459661.055081","0.005994","3.4645195","0.000074","4.649","0.367","0.445243","0.278985","410","256.922","10.4699","4.24972","28650.3","3624","12","260.349","1.944","6351","128.7","3.78","0.09","2.4","0.11","","","1.26","0.188718","22,49","V-shaped; no transits detected in Y2","2022-05-17","2022-05-17","2024-02-16"
+"376645976","5626.01","TIC 376645976.01","3","5","5","3","4","4","4","","","77.39","0","2","6","PC","PC","9.80675","0.006","1","qlp-s49-ffi","QLP","198.298761","31.638404","-65.604","0.067","-31.234","0.069","2459660.040353","0.0004972","","","2.004","0.091","9.84435","0.000793","9026","0.730578","10.4373","0.509513","71.6585","810","50","122.745","1.1135","5699","118.7","4.46","0.08","0.98","0.05","","","1.015","0.127521","23,49","single transit; likely P>22d","2022-05-17","2022-05-23","2023-12-18"
+"335813590","5627.01","","3","4","4","3","4","4","4","42.2","167.8","104.34","3","2","3","PC","PC","12.0051","0.006","1","spoc-s49-b02","SPOC","183.197314","13.237495","-88.225","0.094","10.373","0.066","2459641.138875","0.00079571205","7.5575607395815","0.00041259112","2.0233140665572","0.061421953","19.452507","0.707314","17756.876605971","651.2477","12.441523768969","1.8368318","61.005731793171","712.79133211677","47.952286","193.533","2.6105","4893.71","141.288","4.57637","0.0996764","0.76276797056198","0.0570954","-0.0718116","0.0240208","0.8","0.0965333","49","v-shaped","2022-06-02","2022-06-02","2024-05-29"
+"135100529","5628.01","TIC 135100529.01","3","4","4","3","4","4","4","37.7","238.8","92.23","5","0","3","PC","PC","14.4733","0.006","1","spoc-s49-b02","SPOC","185.727955","18.836705","-171.085","0.127","-28.273","0.103","2459640.620156","0.0011419953","4.3415096669166","0.00037833359","1.7793908533542","0.091970466","118.652958","4.479175","103523.69183697","4116.975","","","45.510687282903","662.44236363289","22.50197","110.03","0.9085","3427","122","4.438","","","","","","","","49","no stellar radius; host is likely an M dwarf which would allow Rp to be planetary","2022-06-02","2022-06-02","2024-07-16"
+"298437387","5629.01","","2","4","2","2","4","4","4","15.4","96.9","14.65","7","8","3","PC","PC","10.4671","0.006","1","qlp-s50-ffi","QLP","217.512291","20.953627","-29.639","0.08","-29.184","0.093","2459689.357738","0.0052087","2.2853731","0.0009511","1.022","0.475","1.531968","0.115868","1410","106.713","3.93456","1.05331","297.666","1157","10","132.992","0.7555","5299","125","4.48","0.08","0.91","0.05","","","0.911","0.1137","50","potential L1 candidate","2022-06-02","2022-06-02","2024-04-27"
+"316416562","5630.01","","1","4","1","1","4","4","4","3.5","38.2","5.01","1","2","5","PC","PC","10.3331","0.006","1","qlp-s77-ffi","QLP","236.453853","40.374862","17.474","0.031","-46.951","0.049","2460419.070296","0.0059778","3.2220038","0.000024","3.262","1.181","0.582111","0.048249","536","44.4382","2.0774","0.150974","937.884","1541","11","134.047","0.357","5382.4","108.4","4.47","0.07","0.93","0.05","0.135","0.02","0.934","0.111186","24,50,51,77","","2022-06-02","2024-07-25","2024-08-16"
+"347430350","5631.01","","5","5","5","5","5","5","5","176","451.8","131.41","0","0","0","KP","KP","9.32423","0.006","1","qlp-s50-ffi","QLP","218.276625","21.894688","29.242","0.059","-6.951","0.062","2459689.309412","0.0002022","2.2438471","0.0000396","2.574","0.014","11.252045","0.000116","10310","0.106845","14.2892","0.719444","1356.33","1690","231","161.997","0.806","6458","143.7","4.31","0.09","1.33","0.07","-0.12","0.1","1.312","0.209995","50","WASP-14 b","2022-06-02","2022-06-02","2022-12-14"
+"420779000","5632.01","","5","5","5","5","5","5","5","30.8","137","40.17","0","0","2","KP","KP","10.9016","0.006","1","spoc-s50-b02","SPOC","213.156551","4.059417","37.839","0.093","-142.891","0.083","2459666.190171","0.0012201936","4.2342153119906","0.00038078934","2.5166257419024","0.0950988","6.684138","0.217049","6137.4069869287","199.88913","7.0962993810264","0.49714726","185.07430883686","940.71113262403","30.451473","141.837","1.1425","5061.9","112.299","4.49667","0.0805666","0.85977798700333","0.0484824","0.028","0.0357771","0.846","0.0998598","50","HAT-P-26 b","2022-06-02","2022-06-02","2022-12-14"
+"119131709","5633.01","TIC 119131709.01","3","4","3","3","3","4","4","5.5","40","33.79","6","2","2","PC","PC","11.1586","0.006","1","spoc-s50-b02","SPOC","209.753998","-2.513436","-14.942","0.066","11.117","0.058","2459673.539325","0.00277929","17.283717195573","0.0037790418","3.8104833774067","0.3494208","3.000441","0.247242","2759.6931813325","227.69276","6.410004450074","1.2114325","75.989345931543","753.02245358578","10.650741","265.924","2.761","5600","120.785","4.26703","0.082082","1.2115399837494","0.0615075","","","0.99","0.127955","50","period could be half (~8.64 d)","2022-06-02","2022-06-02","2023-04-16"
+"119585136","5634.01","","3","4","4","3","4","4","4","27","79.8","67.24","7","0","3","PC","PC","14.9839","0.008","1","qlp-s49-faintsearch","FAINT","175.643637","20.965292","-61.148","0.121","-25.733","0.13","2459663.422584","0.0042523","2.2054776","0.0007857","1.633","0.285","31.147146","0.159443","28280","146.842","9.6722","0.790385","64.0804","788","10","306.144","9.566","3770","157","4.71","0.01","0.53","0.02","","","0.523612","0.0232803","49","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"233173039","5635.01","","3","4","3","3","2","4","4","1.5","20.8","24.65","1","0","1","PC","PC","12.899","0.006","1","qlp-s49-faintsearch","FAINT","216.206467","66.700749","2.442","0.026","9.376","0.027","2459645.513474","0.0067728","25.0577354","0.0003264","4.741","0.643","3.806742","0.008299","3500","7.64394","5.30323","0.364701","32.4574","664","14","488.879","3.4495","5954","124.6","4.59","0.08","0.87","0.04","","","1.09","0.136781","14,16,21,22,41,48,49","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"105616091","5636.01","","3","4","4","3","4","4","4","7.1","49.4","15.23","3","2","4","PC","PC","11.3476","0.006","1","qlp-s49-faintsearch","FAINT","199.730786","34.254077","-62.989","0.038","24.816","0.039","2459658.577043","0.0027251","4.2744435","0.0000306","1.958","0.309","2.130131","0.005087","1960","4.68486","4.01981","0.310989","132.963","946","12","207.621","1.1865","5405","127.7","4.5","0.08","0.9","0.05","","","0.94","0.118408","23,49","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"136992839","5637.01","","3","4","3","3","4","4","4","2.5","18.9","27.46","0","2","3","PC","PC","11.9229","0.006","1","qlp-s49-faintsearch","FAINT","193.01944","47.657137","-21.165","0.031","12.779","0.034","2459629.323433","0.0080591","17.7916498","0.0002092","6.405","0.676","1.684197","0.003344","1550","3.07977","5.67639","0.39995","111.663","905","10","489.497","6.139","5803","129.2","4.14","0.08","1.43","0.07","","","1.04","0.123648","15,16,22,49","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"154258295","5638.01","","2","4","2","2","4","4","4","5.6","37.5","8.12","2","2","7","PC","PC","11.2836","0.006","1","qlp-s49-faintsearch","FAINT","210.185737","53.123121","10.446","0.033","-29.507","0.034","2459662.847938","0.0055127","1.0034686","0.000008","1.56","0.301","0.651637","0.002345","600","2.16003","2.77075","0.222504","1913.7","1842","10","276.04","1.733","5601.2","99.6","4.3","0.07","1.16","0.05","0.339192","0.0204228","0.99","0.124811","15,22,23,49","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"166054851","5639.01","","2","4","4","2","2","4","4","3.3","26.5","8.31","6","0","1","PC","PC","12.5811","0.006","1","qlp-s49-faintsearch","FAINT","213.016047","61.354254","-9.413","0.034","-9.765","0.032","2459658.16387","0.0053208","3.3957241","0.000027","3.226","0.442","1.488478","0.00273","1370","2.51454","2.79896","0.265733","282.135","1141","12","211.145","0.9235","4479","125.4","4.51","0.1","0.77","0.06","","","0.703","0.0808444","15,16,21,23,48,49","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"373729723","5640.01","","5","5","5","5","5","5","5","47.2","108.3","317","0","10","0","PC","FP","12.0633","0.007","1","qlp-s49-faintsearch","FAINT","193.406978","24.373263","-42.231","0.218","8.787","0.156","2459645.758477","0.0003689","13.0518467","0.000012","3.333","0.044","43.27062","0.002388","39070","2.19936","17.0183","1.04536","25.631","626","148","257.567","9.587","5268.9","102.2","4.55","0.08","0.83","0.05","0.2775","0.0205061","0.9","0.116516","23,49","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"141202786","5641.01","","3","4","4","3","2","4","4","23.2","86.5","45.18","6","0","1","PC","PC","14.5044","0.008","1","qlp-s49-faintsearch","FAINT","180.90917","42.537299","-46.3","2","-77.74","2","2459663.478353","0.003332","2.1808015","0.0005446","1.343","0.212","26.14187","0.088755","23790","81.7434","7.66626","0.581993","29.151","647","11","215.996","","3379","157","4.76","0.01","0.48","0.02","","","0.473933","0.0258296","49","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"160521907","5642.01","","3","4","3","3","1","4","4","8","28.6","92.22","1","0","0","PC","PC","12.9947","0.008","1","qlp-s52-tois","FAINT","240.6254","76.569795","-0.578","0.024","-4.087","0.021","2459752.672435","0.0025223","10.2682326","0.000042","1.469","0.45","4.76597","0.021798","4380","20.0763","11.589","0.960619","29.6484","650","15","1004.08","11.793","6181","125","4.08","0.08","1.64","0.07","","","1.18","0.159408","14,15,16,19,20,21,22,25,26,40,41,47,48,49,52","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"284592754","5643.01","","3","4","3","3","1","4","4","8.1","53.2","64.87","1","2","0","PC","APC","12.3255","0.007","1","qlp-s49-faintsearch","FAINT","186.07825","44.231568","-41.357","0.032","11.212","0.037","2459644.889804","0.0021831","17.1101127","0.0032404","2.631","0.243","9.333908","0.009199","8560","8.47233","9.37745","0.546688","17.8387","572","17","409.36","5.171","5834.7","116.5","4.47","0.07","0.99","0.05","-0.55892","0.00983152","1.05","0.133571","49","found in faint-star QLP search; period may be half","2022-06-02","2024-08-22","2024-08-22"
+"441658213","5644.01","","3","5","5","3","1","4","4","15","76.1","42.62","2","2","0","PC","APC","11.9816","0.007","1","qlp-s49-faintsearch","FAINT","210.119238","55.31559","28.385","0.181","-58.522","0.158","2459660.036393","0.0015364","6.640285","0.0000143","1.257","0.295","6.206401","0.009197","5700","8.47036","7.34873","0.523529","26.3908","631","29","256.116","7.8085","5035.9","106.6","4.51","0.08","0.87","0.05","0.0591925","0.0374694","0.9","0.111244","15,16,22,23,49","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"156377968","5645.01","","3","4","4","3","4","4","4","9.3","39","40.25","2","0","3","PC","PC","12.4054","0.007","1","qlp-s49-faintsearch","FAINT","177.21251","35.547508","-35.181","0.063","-14.434","0.073","2459659.856199","0.0052734","4.5362433","0.0000512","2.936","0.426","3.686899","0.011474","3390","10.5682","7.12776","0.547531","305.034","1164","10","473.18","8.783","5620.5","103.5","4.28","0.07","1.21","0.06","0.131","0.032","1","0.123627","22,49","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"366804698","5646.01","","3","4","3","3","4","4","4","10.4","40.4","30.75","0","2","3","PC","PC","10.8829","0.007","1","qlp-s40-faintsearch","FAINT","198.447139","5.702132","-15.945","0.081","-0.784","0.05","2459687.382078","0.0032793","2.4277208","0.0000225","3.158","0.402","1.075411","0.001698","990","1.56355","6.0694","0.424596","1747.74","1801","16","429.221","9.6365","5999.3","133.6","3.91","0.08","1.93","0.11","0.281","0.017","1.11","0.141649","23,46,50","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"67743054","5647.01","","3","4","4","3","4","4","4","28.6","99.6","80.83","9","19","3","PC","PC","12.1436","0.007","1","qlp-s51-tois","FAINT","225.544641","31.967349","-6.576","0.028","-1.612","0.037","2459713.269594","0.0009162","4.0134273","0.0000074","1.445","0.098","11.438559","0.007433","10480","6.84617","10.7003","0.663017","101.875","885","33","415.29","4.5255","5935.2","145.6","4.42","0.08","1.06","0.06","0.106","0.0126691","1.08","0.138848","24,50,51","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"23863106","5648.01","","5","5","5","5","5","5","5","34.1","124.5","69.4","1","0","0","O","FP","13.8994","0.007","1","qlp-s40-faintsearch","FAINT","211.009596","38.620245","-44.646","0.036","14.535","0.049","2459685.753789","0.0018991","3.3078803","0.0006629","1.508","0.194","36.343995","0.062571","32920","57.6281","9.74504","0.518787","19.3914","584","19","163.236","0.971","3571","157","4.73","0.01","0.51","0.02","","","0.510037","0.0204373","50","found in faint-star QLP search; retired as TFOP FA; actual source of signal is TIC 23863106 and released as TOI 5671.01","2022-06-02","2024-08-22","2024-08-22"
+"392319808","5649.01","","3","4","3","3","2","4","4","31.1","32.6","317","3","0","2","PC","PC","12.4399","0.007","1","qlp-s40-faintsearch","FAINT","225.080178","39.451312","-7.78","0.03","-13.946","0.038","2459681.976922","0.0033064","4.7518771","0.0000243","2.459","0.572","9.454377","0.019771","8670","18.2099","15.1227","1.0982","262.123","1120","23","649.889","10.5235","5676","127.2","4.05","0.08","1.57","0.08","","","1.01","0.12233","23,24,50","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"353807936","5650.01","","3","4","3","3","2","4","4","1.3","16","28.86","1","2","1","PC","PC","12.469","0.007","1","qlp-s52-tois","FAINT","270.216545","56.686006","-3.464","0.04","-18.585","0.038","2459853.128755","0.0063663856","34.2825595","0.0002124","6.989","0.494","2.761278","0.002225","2540","2.04962","5.84592","0.336964","41.8997","708","20","568.466","6.8875","6145","128.8","4.36","0.08","1.19","0.06","","","1.17","0.157047","14,15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49,50,51,52,56,57,58,59,60","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"256326844","5651.01","","3","4","3","3","2","4","4","3.2","14.9","38.46","2","3","2","PC","PC","12.3879","0.007","1","qlp-s57-tois","FAINT","298.466694","60.069171","-5.754","0.048","-10.679","0.048","2459860.750256","0.0047489","10.6893108","0.0000843","6.883","0.993","1.465647","0.093442","1349","86.0593","6.90838","0.456864","378.489","1228","15","817.484","16.2905","5887","124.8","3.9","0.08","1.93","0.1","","","1.07","0.135755","14,15,16,17,24,41,47,50,54,55,56,57","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"232628532","5652.01","","3","4","3","3","4","4","4","3","16.4","57.73","1","0","3","PC","PC","13.1125","0.007","1","qlp-s52-tois","FAINT","268.987787","57.305702","4.948","0.029","-18.824","0.039","2459839.287079","0.005999101","18.2598774","0.000126","6.544","0.505","3.414575","0.002685","3140","2.47265","8.80539","","135.04","949","15","1038.26","16.395","6230","122","4.12","","1.59","","","","1.2","","14,15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49,50,51,52,56,57,58,59,60","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"298729646","5653.01","","3","4","3","3","2","4","4","2","17","16.22","3","0","1","PC","PC","12.8625","0.008","1","qlp-s40-faintsearch","FAINT","278.389882","57.860514","5.196","0.031","5.742","0.035","2459708.153898","0.0059324","7.4992916","0.0000653","3.724","0.559","1.60808","0.003142","1480","2.89396","4.15964","0.274962","250.294","1108","10","593.733","5.1195","6038","127.2","4.43","0.08","1.07","0.05","","","1.12","0.146261","14,15,16,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"233465389","5654.01","","3","4","4","3","4","4","4","10.2","51.3","25.99","4","2","4","PC","PC","11.4459","0.006","1","qlp-s40-faintsearch","FAINT","230.922864","37.486639","-32.077","0.027","-3.976","0.043","2459713.011926","0.0018459","4.2528141","0.0000213","1.67","0.212","2.598015","0.003918","2390","3.60859","5.49054","0.343671","89.1065","855","18","253.021","1.3405","5318.4","103.3","4.33","0.07","1.09","0.05","0.291322","0.0124664","0.92","0.109525","24,50,51","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"282940781","5655.01","TIC 282940781.01","2","4","2","2","4","4","4","0.6","26.3","5.81","1","2","5","PC","PC","10.686","0.006","1","qlp-s50-faintsearch","FAINT","229.259572","61.008601","-61.448","0.053","105.958","0.061","2459663.533882","0.0049738","29.120986","0.0002411","3.98","0.502","1.03194","0.002108","950","1.9412","2.28524","0.228725","4.59168","407","11","71.811","0.14","4248","120.6","4.56","0.11","0.71","0.06","","","0.66","0.0806886","15,16,22,23,48,49,50","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"458458156","5656.01","","3","4","4","3","4","4","4","10.3","49.8","26.06","2","0","3","PC","PC","12.3503","0.007","1","qlp-s40-faintsearch","FAINT","209.661841","14.12958","11.019","0.085","-56.715","0.111","2459685.802056","0.0031937","3.2487833","0.0000215","1.626","0.352","3.381901","0.015242","3110","14.0387","5.49487","0.508787","140.707","959","11","302.304","5.947","5149","127.6","4.46","0.09","0.91","0.06","","","0.87","0.109304","23,50","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"441736986","5657.01","","3","4","3","3","2","4","4","34.9","104.2","32.83","1","0","2","PC","PC","13.441","0.007","1","qlp-s52-tois","FAINT","258.837055","76.468988","13.582","0.033","-3.657","0.035","2459825.659468","0.00035193132","0.8037513","9e-7","0.912","0.156","8.589489","0.014635","7880","13.4789","6.33045","","496.763","1315","40","292.429","1.5605","4708","123","4.69","","0.65","","","","0.753","","14,15,16,17,18,19,21,22,23,24,25,40,41,47,48,49,50,51,52,56,57,58,59,60","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"119178132","5658.01","","3","4","4","3","1","4","4","53.5","106.5","94.77","5","0","0","PC","PC","14.5486","0.007","1","qlp-s40-faintsearch","FAINT","210.77521","-1.480284","-38.91","0.113","-10.185","0.108","2459689.095962","0.002297","1.6064494","0.0003439","0.946","0.318","29.695582","0.625232","26980","575.694","11.7098","1.71206","30.0257","652","12","295.008","5.714","3507","157","4.62","0.01","0.63","0.02","","","0.613865","0.0212398","50","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"207491214","5659.01","","3","5","5","3","1","4","4","24.6","32.5","317","1","4","0","PC","APC","13.0445","0.007","1","qlp-s52-tois","FAINT","246.315511","57.562413","12.576","0.03","-22.461","0.032","2459911.312652","0.003879847","6.2230846","0.00001","4.405","0.093","13.514316","0.001489","12370","1.37111","16.4857","","347.18","1202","63","803.472","10.7605","5845.3","117.7","4.14","","1.44","","-0.557","0.111","1.05","","15,16,17,19,22,23,24,25,49,50,51,52,58,59","found in faint-star QLP search","2022-06-02","2024-08-22","2024-09-04"
+"311116297","5660.01","","3","4","3","3","2","4","4","18.4","50.8","91.18","3","0","2","PC","PC","13.419","0.007","1","qlp-s40-faintsearch","FAINT","221.248769","18.50919","-20.189","0.043","2.626","0.055","2459710.421834","0.0043604","4.8183501","0.0008466","1.816","0.254","11.31787","0.028748","10370","26.4772","11.5419","","69.6374","804","12","622.41","11.9255","5192","122","4.26","","1.15","","","","0.88","","50,51","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"349312122","5661.01","","3","4","4","3","4","4","4","44.5","126.9","97.51","4","0","6","PC","PC","12.958","0.007","1","qlp-s40-faintsearch","FAINT","222.368583","20.615336","-0.251","0.036","-8.196","0.044","2459715.238616","0.0013547","2.8329023","0.0001264","2.029","0.094","20.418056","0.01005","18630","9.25673","11.996","0.758295","260.223","1118","40","414.658","3.8045","5447.5","133.6","4.56","0.08","0.85","0.05","0.125","0.088","0.95","0.117221","50,51","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"422217860","5662.01","","1","4","4","1","4","4","4","7.4","53.3","7.87","2","3","5","PC","PC","11.8706","0.007","1","qlp-s40-faintsearch","FAINT","191.085171","5.688498","-100.373","0.105","14.698","0.053","2459689.673073","0.0029698","2.3144207","0.0000177","1.402","0.244","1.869074","0.005595","1720","5.15303","2.71343","0.175126","49.7933","740","12","88.7485","0.39205","3687","157","4.63","0.01","0.62","0.02","","","0.605246","0.0203519","23,46,50","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"198161914","5663.01","","3","4","3","3","2","4","4","1.4","26.3","48.66","2","0","1","PC","PC","13.2643","0.006","1","qlp-s52-tois","FAINT","243.86183","64.588731","-4.135","0.03","30.506","0.029","2459870.094224","0.0024418181","45.0854117","0.0001884","1.646","0.435","8.578545","0.036578","7870","33.6894","7.92062","","0.746125","258","10","383.712","2.251","5013","122","4.55","","0.8","","","","0.83","","15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49,50,51,52,57,58,59,60","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"158022899","5664.01","","3","4","3","3","4","4","4","12.8","35.5","71.71","1","0","3","PC","PC","12.5757","0.007","1","qlp-s40-faintsearch","FAINT","220.35381","28.19514","-10.86","0.039","-6.643","0.045","2459687.461371","0.0065657","3.8863969","0.0000472","3.906","0.911","3.632428","0.016195","3340","14.9164","9.97164","0.910146","726.387","1446","12","701.942","10.8585","5436","121.1","3.95","0.08","1.71","0.09","","","0.95","0.117553","24,50","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"274223601","5665.01","","3","4","3","3","3","4","4","15.7","35.9","117.93","4","0","2","PC","PC","13.3931","0.007","1","qlp-s40-faintsearch","FAINT","250.000454","53.791364","0.384","0.028","3.281","0.036","2459912.436846","0.0039795963","2.2465076","0.0000093","4.181","0.278","4.72235","0.002637","4340","2.42848","13.3584","","3229.79","2100","19","1443.94","32.14","6064","122","3.88","","2.03","","","","1.13","","16,17,23,24,25,50,51,52,59","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"235684964","5666.01","","3","4","4","3","1","4","4","27.1","31.6","317","4","0","0","PC","PC","13.0994","0.009","1","qlp-s52-tois","FAINT","288.295108","76.122823","-6.603","0.03","2.042","0.053","2459827.478708","0.001209041","5.468394","0.0000059","2.809","0.084","12.382591","0.001869","11340","1.7217","16.445","","147.869","971","75","777.763","12.8835","5526","122","4.06","","1.51","","","","0.97","","14,15,16,17,18,19,20,21,22,23,24,40,41,47,48,49,50,51,52,56,57,58,59,60","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"28242530","5667.01","","3","4","3","3","4","4","4","10.9","67","123","2","0","3","PC","PC","13.3272","0.007","1","qlp-s40-faintsearch","FAINT","222.872412","40.035955","-0.738","0.023","-40.237","0.028","2459675.883062","0.0035523","19.511064","0.0001082","3.25","0.589","28.056533","0.045656","25510","42.0494","13.6915","","13.0704","529","25","390.189","2.737","4951.8","63.3","4.52","","0.82","","-0.0685801","0.0609661","0.82","","23,24,50","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"357347296","5668.01","","3","4","3","3","4","4","4","5.5","30.9","15.63","2","2","4","PC","PC","10.8833","0.006","1","qlp-s40-faintsearch","FAINT","201.087989","28.567707","-35.317","0.329","-14.992","0.247","2459685.023774","0.0118423","4.1753448","0.0000745","3.941","0.589","0.879803","0.00253","810","2.33036","4.07823","0.357216","689.452","1427","10","295.293","11.2745","5686","122.9","4.12","0.08","1.45","0.09","","","1.012","0.124512","23,50","found in faint-star QLP search","2022-06-02","2024-08-22","2024-08-22"
+"162577468","5669.01","","3","4","3","3","4","4","4","20.8","52.9","99.52","0","10","5","PC","PC","12.1196","0.006","1","qlp-s40-faintsearch","FAINT","243.934903","48.32326","-12.527","0.043","15.193","0.042","2459710.833713","0.0015774","3.676651","0.0000103","3.663","0.17","4.656924","0.001143","4280","1.05232","12.1328","0.628712","792.672","1478","36","700.55","10.8615","5900","122.4","3.94","0.08","1.83","0.09","","","1.07","0.13664","23,24,25,50","found in faint-star QLP search; correct source of TOI-4067.01","2022-07-07","2024-08-22","2024-08-22"
+"860207014","5670.01","","3","4","3","3","1","4","4","","","317","2","0","0","PC","PC","10.3918","0.013","1","qlp-s36-860207014","SPOC/QLP","141.823519","-50.356655","-27.075","0.054","19.364","0.059","2460001.144357","0.1620866","14.616858","0.0064669","9.085","0.338","9.944056","0.001925","9117","1.77267","15.3936","2.86951","428.306","1267","10","347.621","3.8995","6488","608.5","","","1.66","0.31","","","1.21","0.186475","35,36","correct source of ~14.6 day signal on TIC 296863792 (a phantom star)","2022-07-07","2023-04-13","2023-04-13"
+"23863105","5671.01","","3","4","4","3","2","4","4","41.6","156.3","97.15","4","0","2","PC","PC","14.8084","0.007","1","qlp-s50-23863105","QLP","211.00922","38.618331","-44.644","0.053","15.083","0.072","2459685.753346","0.0018235","3.3079817","0.0006559","1.666","0.182","91.9239","0.153833","81180","141.675","11.9758","0.649172","15.6016","553","21","167.245","1.488","3380","157","4.82","","0.41","0.01","","","0.400962","0.0205648","50","correct source of signal previously released on TIC 23863106 as TOI 5648","2022-07-07","2022-07-07","2023-06-20"
+"461239485","5672.01","","5","5","5","5","5","5","5","72","215.9","83.52","0","0","0","KP","KP","11.4063","0.006","1","spoc-s51-b02","SPOC","222.767322","5.947363","-28.621","0.065","-2.758","0.067","2459693.716285","0.0010445581","3.039085065931","0.00022816994","1.6455075875982","0.054360945","13.478651","0.421221","12337.557073193","387.88367","10.914731710381","0.60455334","336.03838870246","1091.9857548812","31.328146","199.173","1.4405","5316","104.7","4.52626","0.0747204","0.86467301845551","0.0424071","0.3","0.03","0.916","0.110656","51","HAT-P-27 b","2022-07-07","2022-07-07","2022-12-14"
+"175772482","5673.01","","5","5","5","5","5","5","5","52.1","142.7","110.97","0","0","0","KP","KP","12.2688","0.009","1","spoc-s51-b02","SPOC","223.819979","-2.057687","-27.064","0.065","-4.687","0.063","2459695.204858","0.0013459119","2.8386215063735","0.0002980548","2.3326470166865","0.09237583","16.707186","0.692456","15270.098784793","637.57184","12.900775145105","0.79183584","702.38503245724","1312.9964795785","19.525824","398.276","5.7385","5878","132.908","4.4413","0.0814645","1.0257300138473","0.0489799","","","1.06","0.1417","51","WASP-57 b","2022-07-07","2022-07-07","2022-12-14"
+"368805700","5674.01","","5","5","5","5","5","5","5","51.6","141.7","119.98","0","0","0","KP","KP","12.1159","0.006","1","spoc-s51-b02","SPOC","221.943887","1.065023","-28.082","0.069","18.018","0.062","2459695.989749","0.0010424973","3.5771890897944","0.00028323825","3.0669978247034","0.07727827","17.158556","0.529098","15679.392124228","487.19873","13.507350579335","0.71603334","545.33375746014","1232.4955081603","20.421024","392.791","7.674","5849.09","103.81","4.40819","0.0739753","1.0635800361633","0.0492513","-0.284","0.013","1.056","0.133294","51","WASP-37 b","2022-07-07","2022-07-07","2022-12-14"
+"181949561","5675.01","","5","5","5","5","5","5","5","98.6","115.5","317","0","0","0","KP","KP","11.3763","0.006","1","spoc-s51-b02","SPOC","217.326648","-3.444499","-19.053","0.06","0.345","0.055","2459694.285977","0.0008036386","4.0548695469509","0.00022036895","2.8063408720323","0.041106444","25.445072","0.271208","23163.292616141","249.76082","15.544686359695","1.0187697","316.31202266969","1075.5947515626","60.40377","213.982","1.7455","5326.6","138.967","4.38933","0.0861962","1.0134199857712","0.0651257","-0.03","0.1","0.918","0.112607","51","WASP-39 b","2022-07-07","2022-07-07","2022-12-14"
+"311133118","5676.01","","5","5","5","5","5","5","5","149.8","432.5","110.34","0","0","0","KP","KP","10.5319","0.006","1","spoc-s14-s55-b0A-KP","SPOC","222.210077","22.152614","-51.908","0.067","16.02","0.096","2459701.925342","0.0004041286","3.5061649416751","0.00003847073","1.6009657991422","0.020450115","20.14088","0.303077","18379.436048384","279.10486","12.857619534674","1.1121958","174.90153826773","927.50905212321","108.076965","100.848","0.462","4906","128.638","4.56858","0.0875436","0.77108597755432","0.0519598","","","0.803","0.0930625","50,51","Qatar-6 b","2022-07-07","2023-03-15","2023-03-24"
+"287959034","5677.01","TIC 287959034.01","3","5","5","3","1","4","4","66.1","253.8","62.48","0","2","0","PC","APC","9.50835","0.006","1","spoc-s51-b02","SPOC","216.43439","-3.002761","-109.862","0.104","-10.177","0.124","2459694.827263","0.001662208","3.8480184762151","0.0007963855","1.1083039012548","0.09528519","3.257607","0.27877","2995.8703849591","256.72372","9.2022989702669","8.399746","637.2435989494","1281.4336375158","11.480389","137.2","1.126","6153","143.117","4.401","0.0877073","1.128350019455","0.0540578","","","1.169","0.169274","51","V-shaped","2022-07-07","2022-07-07","2023-02-02"
+"209464063","5678.01","TIC 209464063.01","3","5","5","3","4","4","4","0.5","28.6","23.11","0","0","1","PC","CP","10.6691","0.006","1","qlp-s31-209464063","CTOI","47.384187","-34.198481","-5.565","0.032","-89.146","0.038","2459140.665271","0.0039163","119.3355264","0.0067392","6.863","1.522","2.608899","0.004089","2400","3.76642","5.11487","0.335164","3.83692","389","9","165.393","0.7005","5516","130.7","4.48","0.08","0.94","0.05","","","0.97","0.130808","4,30,31","CTOI from Nora Eisner; transit close to data gap","2022-07-14","2022-07-14","2023-06-08"
+"143257768","5679.01","TIC 143257768.01","3","4","4","3","3","4","4","133.9","159.7","317","4","0","2","PC","PC","11.2016","0.006","1","qlp-s27-143257768","CTOI","293.389753","-45.891635","11.667","0.131","3.895","0.057","2459058.716872","0.0007009","1.6622263","0.0000044","3.415","0.092","13.72321","0.001796","12560","1.65405","18.8693","1.03782","3599.67","2157","90","420.716","10.5775","6152","131.4","4.09","0.09","1.61","0.09","","","1.17","0.16819","13,27","actual source of signal formerly released as TIC 143257766 / TOI 1120","2022-07-14","2022-07-14","2024-09-12"
+"368739874","5680.01","","3","5","5","3","4","4","4","50.9","149.1","106.52","0","0","1","PC","CP","12.9463","0.008","1","qlp-s51-faintsearch","FAINT","221.058269","5.605373","13.65","0.041","-4.688","0.042","2459714.264611","0.0086829","3.3575477","0.002457","1.788","0.152","28.870173","0.036088","26240","33.2381","12.6518","0.903055","101.253","883","20","306.779","2.5795","5013","122.8","4.61","0.09","0.75","0.05","","","0.83","0.0994439","51","found in faint-star QLP search","2022-07-14","2024-08-22","2024-08-22"
+"207439380","5681.01","","3","5","5","3","3","4","4","67.3","148.4","80.32","8","0","1","PC","APC","12.8086","0.006","1","qlp-s52-tois","FAINT","244.780658","55.925243","-11.22","0.075","15.334","0.078","2459743.020121","0.0008941","1.1041295","0.0000025","1.18","0.331","13.701219","0.122856","12540","113.148","10.6327","1.24562","652.193","1407","30","336.074","3.7405","4974","126.4","4.46","0.09","0.88","0.06","","","0.822","0.0998415","16,17,22,23,24,25,49,50,51,52","found in faint-star QLP search","2022-07-14","2024-08-22","2024-08-22"
+"17538423","5682.01","","3","4","3","3","4","4","4","28.8","31.8","317","2","0","2","PC","PC","13.0266","0.007","1","qlp-s51-faintsearch","FAINT","243.316278","34.332049","4.778","0.018","-10.957","0.023","2459716.773324","0.0026508","3.1159994","0.000013","3.966","0.249","7.539411","0.004546","6920","4.18684","15.7497","","1419.36","1709","22","974.602","11.47","6098","20.5","4.09","","1.6","","-0.091","0.019","1.15","","24,25,51","found in faint-star QLP search","2022-07-14","2024-08-22","2024-08-22"
+"155949264","5683.01","","3","4","4","3","1","4","4","171.8","110.4","317","3","0","0","PC","PC","14.812","0.008","1","qlp-s51-faintsearch","FAINT","231.508334","44.824639","4.539","2.178","-14.66","2.178","2459716.685508","0.0024444","0.7748443","0.0000556","0.431","0.355","23.065451","3.072297","21020","2825.69","17.1413","4.41226","28.2246","642","12","","","3448","157","4.61","0.07","0.64","0.09","","","0.623063","0.0666956","50,51","found in faint-star QLP search","2022-07-14","2024-08-22","2024-08-22"
+"32260988","5684.01","","3","4","4","3","1","4","4","163.7","152.5","317","4","0","0","PC","PC","12.4344","0.008","1","qlp-s51-faintsearch","FAINT","233.688677","-9.344444","-100.473","0.1","46.068","0.111","2459716.552601","0.0013143","1.1000285","0.0001028","1.561","0.073","32.041382","0.012182","29080","11.2203","16.0194","0.926576","1114.93","1609","26","340.9","6.4635","5644","124.9","4.53","0.08","0.9","0.05","","","1","0.130677","51","found in faint-star QLP search; orbital period close to underlying stellar variability","2022-07-14","2024-08-22","2024-08-22"
+"460396820","5685.01","","5","5","5","5","5","5","5","100.8","108.7","317","0","0","2","PC","KP","11.0062","0.007","1","qlp-s51-faintsearch","QLP","227.215497","2.343286","-16.713","0.062","-8.702","0.065","2459714.654156","0.0016169","2.3409909","0.0003188","2.5","0.115","13.151596","0.00386","12040","3.55512","15.4992","0.732946","934.465","1540","25","322.114","4.438","6090","106.7","4.23","0.08","1.35","0.06","0.04","0.1","1.14","0.14548","51","found in faint-star QLP search; WASP-24 b; NEB contaminating light curve","2022-07-14","2022-07-14","2022-12-14"
+"255928426","5686.01","","3","4","4","3","4","4","4","53.4","60.9","317","3","2","3","PC","PC","12.012","0.006","1","qlp-s52-tois","FAINT","247.460912","37.69456","-20.319","0.037","14.156","0.044","2459738.845604","0.0005152","4.2366102","0.000004","3.559","0.063","16.177972","0.001501","14790","1.38262","15.6978","0.717382","351.913","1206","121","394.427","4.5105","5407.5","101.5","4.19","0.08","1.28","0.06","0.407276","0.0135407","0.94","0.124605","24,25,51,52","found in faint-star QLP search","2022-07-14","2024-08-22","2024-09-08"
+"281100535","5687.01","","3","5","5","3","3","4","4","55.1","179.8","54.77","4","2","1","PC","APC","11.536","0.006","1","qlp-s51-faintsearch","FAINT","228.974876","10.461265","-21.094","0.123","10.197","0.193","2459716.984797","0.001754","2.924439","0.0003786","1.448","0.143","12.130037","0.013533","11110","12.4639","8.56554","0.586535","81.7751","837","23","153.891","1.9855","4803","102.5","4.56","0.08","0.77","0.05","-0.14","0.039","0.776","0.0877056","51","found in faint-star QLP search","2022-07-14","2024-08-22","2024-08-22"
+"193634953","5688.01","","3","5","5","3","4","4","4","26.5","84.6","64.57","6","0","2","PC","CP","14.2085","0.008","1","qlp-s51-faintsearch","FAINT","266.9231","47.705049","-0.8","0.075","65.114","0.085","2459750.623008","0.0019354","2.9479689","0.0002123","1.584","0.177","26.47558","0.038413","24090","35.3795","9.41494","0.472349","27.6969","639","19","226.318","1.988","3588","157","4.67","0.01","0.58","0.02","","","0.569725","0.0204108","51","found in faint-star QLP search","2022-07-14","2024-08-22","2024-09-04"
+"323250919","5689.01","","3","4","4","3","4","4","4","44.8","51.8","317","5","0","5","PC","PC","13.3173","0.008","1","qlp-s51-faintsearch","FAINT","241.316382","7.395593","3.16","0.038","2.466","0.035","2459713.34968","0.0023477","3.3299795","0.0007241","2.101","0.194","25.774907","0.030475","23460","28.0682","14.9891","","258.909","1117","16","591.975","9.2725","5794","122","4.5","","0.95","","","","1.04","","51","found in faint-star QLP search","2022-07-14","2024-08-22","2024-08-22"
+"115508409","5690.01","","3","4","3","3","3","4","4","14.8","21.4","317","2","0","1","PC","PC","12.6502","0.007","1","qlp-s52-tois","FAINT","253.33734","44.109543","-5.714","0.03","7.281","0.043","2459733.445085","0.0026883","10.4995545","0.000045","2.123","0.588","7.659681","0.025306","7030","23.3077","15.8295","1.20248","60.338","776","18","968.283","17.6965","6288.9","121.5","4.02","0.09","1.79","0.08","-0.218675","0.0487887","1.23","0.186792","24,25,51,52","found in faint-star QLP search","2022-07-14","2024-08-22","2024-08-22"
+"17652022","5691.01","","3","4","3","3","4","4","4","9.1","42.9","31.74","0","0","6","PC","PC","12.6151","0.006","1","qlp-s52-tois","FAINT","244.846831","32.16612","-13.407","0.977","3.833","0.983","2459742.60535","0.0031343","3.3894889","0.0000184","2.372","0.293","3.970187","0.005835","3650","5.37467","6.16071","","352.72","","16","483.682","","5657.3","","","","1.03","","0.0270318","0.0177409","","","24,25,51,52","found in faint-star QLP search","2022-07-14","2024-08-22","2024-08-22"
+"37150278","5692.01","","3","4","4","3","3","4","4","76","162.7","104.44","5","0","2","PC","PC","12.5806","0.006","1","qlp-s51-faintsearch","FAINT","232.046386","-10.555269","-36.959","0.066","-10.179","0.069","2459717.172631","0.0045119","1.6929628","0.0005169","1.546","0.152","16.211033","0.021753","14820","20.0346","12.4331","0.895222","384.155","1233","15","306.397","4.192","5250","135.7","4.42","0.09","0.97","0.06","","","0.898","0.111506","51","found in faint-star QLP search","2022-07-14","2024-08-22","2024-09-12"
+"272519426","5693.01","","3","4","3","3","1","4","4","214.4","148.4","317","2","0","0","PC","PC","12.169","0.047","1","qlp-s51-faintsearch","FAINT","236.518383","4.691983","155.42","2","-221.64","2","2459712.634476","0.0000103","2.8900249","0.0000011","0.506","0","28.55802","0.000789","25960","0.726589","","","8.93236","481","14","","","4305.3","474.4","","","","","","","0.24","0.02","51","found in faint-star QLP search","2022-07-14","2024-08-22","2024-08-22"
+"23638678","5694.01","","3","4","3","3","1","4","4","153.3","116","317","5","0","0","PC","PC","14.4753","0.008","1","qlp-s51-faintsearch","FAINT","216.830952","-7.547545","-33.74","0.126","-14.277","0.098","2459717.468321","0.0035962","1.1544795","0.0002586","0.817","0.15","57.040424","0.48228","51180","444.098","16.9317","1.54695","39.7301","699","11","276.652","5.2025","3543","157","4.63","0.01","0.62","0.02","","","0.607411","0.0212038","51","found in faint-star QLP search","2022-07-14","2024-08-22","2024-08-22"
+"103865797","5695.01","","3","4","3","3","2","4","4","55.4","216.4","63.94","6","0","2","PC","PC","14.2399","0.008","1","qlp-s51-faintsearch","FAINT","242.15447","19.253248","6.252","0.089","-29.901","0.084","2459740.631465","0.0017479","2.2232698","0.000159","0.648","0.236","34.97517","1.395851","31700","1284.8","9.36074","1.4427","5.11732","419","15","100.029","0.76205","3157","157","4.87","","0.36","0.01","","","0.344323","0.0203532","51","found in faint-star QLP search","2022-07-14","2024-08-22","2024-08-22"
+"393546540","5696.01","TIC 393546540.01","1","4","1","1","4","4","4","0","17","10.15","0","3","5","PC","PC","9.1352","0.006","1","qlp-s46-393546540","QLP","161.156925","6.333475","58.782","0.086","-22.057","0.071","2457925.865418","0.0000103","1637.265104","0.000001","5.981","0","1.43738","0.000684","1323","0.629621","3.16626","0.182537","0.00684395","80","45","66.4522","0.2447","5271","115.3","4.56","0.08","0.83","0.04","","","0.9","0.108368","45,46","two transits; one in K2 and one in TESS","2022-07-28","2022-07-28","2024-02-19"
+"393546540","5696.02","TIC 393546540.02","1","4","1","1","4","4","4","1.6","49.2","7.51","0","3","5","PC","PC","9.1352","0.006","2","qlp-s72-ffi","QLP","161.156925","6.333475","58.782","0.086","-22.057","0.071","2460250.964538","0.0022437","32.429738","0.0000327","4.419","0.12","1.073238","0.019061","988","17.5553","2.6538","0.143145","9.85942","493","55","66.4522","0.2447","5271","115.3","4.56","0.08","0.83","0.04","","","0.9","0.108368","45,46,72","K2 candidate; possible multi","2022-07-28","2024-01-24","2024-02-19"
+"416739490","5697.01","","2","4","2","2","3","4","4","2.7","37.2","5.89","0","2","4","PC","PC","10.8327","0.006","1","spoc-s42-s46-b02","SPOC","53.907151","10.842913","-4.994","0.081","-7.197","0.056","2459452.934563","0.003898511","6.2182926290224","0.00057286053","2.226063756233","0.7706159","0.921026","0.134434","847.93637867482","123.81072","2.2927909913748","2.9151103","120.91981499439","845.75411219713","7.550826","150.233","1.061","5554.41","111.856","4.64142","0.0747831","0.78291302919388","0.0387814","-0.109","0.019","0.979","0.121556","42,43,44","potential L1 planet; low SNR/MES","2022-07-28","2022-07-28","2023-01-25"
+"264052454","5698.01","TIC 264052454.01","3","4","4","3","4","3","4","38.7","124.1","63.21","11","3","2","PC","PC","11.3529","0.006","1","qlp-s58-tois","SPOC","307.558008","79.667473","20.622","0.033","25.667","0.038","2459907.39037","0.0004469","2.346931","0.0000013","0.955","0.259","5.658376","0.657433","5198","605.335","9.2562","0.696346","302.08","1161","62","301.644","1.71","5901","149.312","4.34605","0.078021","1.15","0.06","","","1.072","0.136183","17,18,19,20,24,25,26,40,52,53,58","potential secondary; v-shaped; Rp may be too large due to large uncertainty","2022-07-28","2023-07-06","2024-05-12"
+"224328450","5699.01","","3","4","4","3","4","4","4","11.6","56.1","78.64","1","2","4","PC","PC","10.4488","0.006","1","qlp-s78-ffi","QLP","251.226157","31.21077","-8.687","0.036","-35.198","0.05","2459704.151933","0.0018544","22.0183163","0.000126","3.48","0.745","4.063907","0.191399","3736","176.269","10.5432","0.661864","25.8591","628","20","304.745","2.052","5901","143.5","3.99","0.08","1.74","0.1","0.019","0.009","1.072","0.131196","25,51,52,78","","2022-07-28","2024-08-15","2024-08-16"
+"76193403","5700.01","","2","4","2","2","4","4","4","4.6","46.1","4.08","1","2","7","PC","PC","10.4557","0.006","1","qlp-s52-ffi","QLP","273.51971","39.333582","-3.53","0.038","8.589","0.046","2459742.169976","0.003982","1.7812778","0.000023","2.261","0.463","0.586456","0.002232","540","2.05556","1.85549","0.163717","1063.79","1591","9","121.957","0.3175","5329","121.7","4.58","0.08","0.82","0.04","","","0.919","0.115673","26,40,52","low SNR; potential L1 candidate","2022-07-28","2022-07-28","2023-07-04"
+"43276438","5701.01","","2","4","2","2","4","4","4","1.3","23.1","6.6","0","2","4","PC","PC","10.36","0.006","1","qlp-s79-ffi","QLP","252.691066","40.317443","-17.098","0.038","9.365","0.049","2460466.662908","0.0063244","15.0764899","0.0001035","3.981","0.862","0.736379","0.049663","678","45.7405","2.44538","0.175001","83.5256","842","12","195.785","1.0395","6149.4","135.4","4.45","0.09","1.06","0.05","0.013","0.015","1.168","0.160042","24,25,51,52,78,79","L1 candidate","2022-07-28","2024-08-15","2024-08-15"
+"141985686","5702.01","","5","5","5","5","5","5","5","8.5","51.1","15.81","2","2","7","PC","FA","9.83993","0.006","1","qlp-s52-ffi","QLP","255.456895","14.707465","-17.019","0.041","-47.146","0.046","2459738.417473","0.0040117","3.1291319","0.0000382","1.993","0.515","0.738552","0.004672","680","4.30352","4.10795","0.403543","516.613","1328","9","222.812","1.3525","6236","146.4","4.13","0.08","1.57","0.07","","","1.207","0.182031","25,52","low SNR; ambiguous difference image but no nearby ephemeris matches","2022-07-28","2022-07-28","2024-07-03"
+"10792081","5703.01","","3","4","3","3","3","4","4","17.3","114.3","37","0","2","1","PC","PC","10.0223","0.006","1","qlp-s59-ffi","QLP","29.198406","65.770236","62.845","0.038","-71.31","0.046","2459898.058002","0.0057699","10.169274","0.0000911","5.569","1.802","1.042807","2.358292","960","2169.71","6.72921","2.03485","2486.89","1967","18","146.959","0.73","5856","140.9","4.45","0.08","1.01","0.05","","","1.058","0.136111","18,24,25,52,58","possible centroid offset to NW; slight depth aperture correlation","2022-07-28","2023-02-03","2023-02-09"
+"148673433","5704.01","","1","4","1","1","4","4","4","10.4","78.7","11.16","1","2","3","PC","CP","10.6147","0.006","1","spoc-s14-s50-b0H","SPOC","169.824869","44.989078","47.358","0.038","-15.646","0.07","2458901.78789","0.0011096762","3.7711066303438","0.000011932759","2.3375061149659","0.16431303","1.790414","0.117069","1647.6730313585","107.819115","3.3409641297108","0.44461805","125.06433293716","852.90982515214","11.196726","89.637","0.26945","4590","126.013","4.5426","0.0950234","0.7575209736824","0.059314","","","0.73","0.0845683","22,48","possible L1 planet; weak odd-even; two stars in pixel","2022-08-18","2022-08-18","2023-12-03"
+"165625229","5705.01","","2","4","2","2","4","4","4","2.9","41.5","7.38","0","2","4","PC","PC","9.77081","0.006","1","qlp-s77-ffi","SPOC","227.785718","55.934769","-43.236","0.134","19.049","0.094","2460418.025369","0.0049575","10.5998647","0.0000436","3.021","1.347","1.003684","0.165775","924","152.673","2.82438","0.343938","348.496","1203","17","128.329","1.0585","5888","123.7","4.48","0.08","0.98","0.05","","","1.068","0.139892","16,22,23,24,49,50,76,77","variable host","2022-08-18","2024-09-03","2024-09-03"
+"137843225","5706.01","","1","4","3","1","4","4","4","28.4","101.8","11.53","4","2","7","PC","PC","10.7641","0.006","1","spoc-s14-s50-b0H","SPOC/QLP","226.735266","57.495691","-31.441","0.059","39.082","0.068","2459637.740348","0.00038353488","0.35764927322523","0.0000074769723","0.38849883980788","0.07517134","1.086665","0.08024","1000.355097345","73.901","3.4051778353904","2.8126688","5017.8475283011","2146.5900638142","14.668422","120.483","0.533","4717","107.8","4.23","0.09","1.054859995842","0.0768844","-0.133","0.033","0.693","0.0814179","15,16,22,23,49,50","short period; potential binary host; also found in QLP faint search","2022-08-18","2022-08-18","2024-04-27"
+"441614965","5707.01","","2","4","2","2","3","4","4","3.6","41.9","3.22","0","2","3","PC","PC","9.73378","0.006","1","qlp-s74-ffi","SPOC","118.70305","77.299495","-42.213","0.037","-126.731","0.046","2460339.436824","0.0036817","2.0364271","0.0000089","1.847","0.28","0.291016","0.023596","268","21.7323","1.60247","0.10741","614.718","1387","12","108.095","0.3235","5553","119.845","4.48827","0.081005","0.93","0.05","","","0.978","0.124072","20,26,40,47,53,60,74","L1 candidate","2022-08-18","2024-04-01","2024-04-05"
+"335813325","5708.01","","3","4","3","3","4","4","4","29.2","159.9","18.62","1","3","5","PC","PC","9.1454","0.006","1","spoc-s14-s50-b02","SPOC","183.276766","11.938091","19.867","0.081","-71.267","0.046","2459552.817321","0.001235221","2.6953697831132","0.000049732418","0.76284890865546","0.13221219","0.823054","0.13013","757.77337554949","119.84685","4.5145927418585","10.007338","580.7236508942","1252.0224838015","9.067633","87.2349","0.3207","5521","123.763","4.4322","0.0812477","0.9915559887886","0.0511357","","","0.97","0.120185","46,49","V-shaped; centroids slightly closer to TIC 335813326","2022-08-18","2022-08-18","2023-07-07"
+"286813592","5709.01","","2","4","2","2","4","4","4","2.9","6.5","2.85","3","3","4","PC","PC","11.1501","0.007","1","spoc-s14-s50-b02","SPOC","164.648973","14.623639","77.271","0.092","-50.395","0.058","2458899.969827","0.0017661479","3.3810226826862","0.000017297773","1.9012451496497","0.3785359","0.865961","0.09773","797.26175182445","90.00884","1.4978948273453","0.5191243","30.410729977874","598.93054292439","7.8154817","44.6467","0.0772","3600","157","4.74127","0.00781286","0.49559199810028","0.0145958","","","0.493682","0.020195","22,45,46,49","low SNR; potential L1 planet","2022-08-18","2022-08-18","2023-06-05"
+"173002823","5710.01","","2","4","2","2","4","4","4","1","30.6","6.95","0","2","4","PC","PC","10.305","0.006","1","spoc-s14-s50-b02","SPOC","150.602674","34.658047","-130.764","0.061","-90.233","0.081","2458882.469833","0.005091921","28.406464276144","0.00029716626","4.0008804542623","0.59279615","0.962565","0.112354","886.16206498087","103.47636","2.5276328307175","0.7371311","15.354686082857","504.87048815546","7.15548","114.555","0.5875","5415","123.676","4.60828","0.0790387","0.79784399271011","0.0421055","","","0.942","0.113516","21,48","low SNR","2022-08-18","2022-08-18","2024-02-15"
+"441804533","5711.01","TIC 441804533.01","2","4","2","2","3","4","4","0.7","23.6","5.68","0","3","3","PC","PC","11.506","0.007","1","spoc-s14-s60-b0A-PC","SPOC","265.45518","72.217348","-46.99","2","-169.83","2","2458753.183872","0.0039837267","16.303674978165","0.000050314447","3.221931983713","0.43106148","1.216665","0.078514","1119.9625253973","72.31151","2.2450389472674","0.8283005","6.4643503136285","406.67827284494","15.518317","85.34439","","3729","157","4.60049","0.0134719","0.6611909866333","0.0212531","","","0.635448","0.0211458","16,17,22,47,48,49,50,51,52,53,54,55,56,57,58,59,60","potential L1 planet","2022-08-18","2023-05-19","2023-06-16"
+"388898854","5712.01","","2","4","2","2","4","4","4","3.7","37","12.58","2","3","4","PC","PC","10.5591","0.006","1","spoc-s14-s50-b02","SPOC","174.323105","11.167346","-18.054","0.079","-8.459","0.059","2459532.004977","0.006448457","8.2115196907596","0.0007752819","4.4676707614691","0.5041339","0.716857","0.081521","660.03160217523","75.08097","3.5849554505505","0.34158212","241.4476607618","1005.3690236949","8.028524","228.546","2.44","6057","127.331","4.35121","0.0811539","1.174299955368","0.0554774","","","1.129","0.151329","45,46,49","","2022-08-18","2022-08-18","2024-02-15"
+"219041246","5713.01","","2","4","2","2","4","4","4","0.7","49.4","4.13","4","0","5","PC","PC","12.7022","0.007","1","spoc-s14-s50-b02","SPOC","208.458732","52.602763","108.488","0.064","-19.401","0.059","2458745.677964","0.0018796728","10.441989610334","0.00006124049","1.7143489982959","0.47330454","4.34341","0.528974","3992.4372643997","487.0845","1.860547303302","0.81836313","2.4111217158959","317.8151041628","8.136899","40.8668","0.0729","3271","157","4.93417","0.00695235","0.29242500662804","0.00864785","","","0.267999","0.020108","16,22,23,49","low SNR; potential L1 planet","2022-08-18","2022-08-18","2024-05-03"
+"467158766","5714.01","","2","4","2","2","4","4","4","3.7","42.4","8.85","0","2","4","PC","PC","10.3463","0.006","1","spoc-s14-s50-b02","SPOC","132.028101","57.488956","-31.192","0.09","-4.97","0.105","2458843.310422","0.0019803687","7.7785081904618","0.000037201986","2.5433716742206","0.32731214","0.871294","0.103286","802.16906366565","95.125084","2.9147428790788","0.7368474","139.46072585101","876.46127018079","8.177709","141.492","1.2195","5610.2","105.923","4.46925","0.0795946","0.96135401725769","0.0505553","0.231","0.018","0.993","0.126541","20,47","low SNR; potential L1 planet; ramp-like feature after odd transits","2022-08-18","2022-08-18","2023-11-27"
+"147923561","5715.01","","2","4","2","2","3","4","4","1","3.8","2.27","0","3","5","PC","PC","11.4201","0.007","1","spoc-s14-s50-b02","SPOC","165.739289","69.916131","-83.715","0.047","-40.526","0.049","2458684.158741","0.0024569933","6.2822983575456","0.00003580857","2.0055337822636","0.5272032","0.647399","0.080807","596.09907355165","74.42296","1.3079239933629","0.6967864","17.238071250258","519.68707702936","7.647205","56.1495","0.1072","3827","157","4.73676","0.00806714","0.50073999166489","0.0148125","","","0.498786","0.0202418","14,20,21,40,41,47,48","low SNR","2022-08-18","2022-08-18","2023-04-16"
+"298074836","5716.01","","2","4","2","2","3","4","4","0.4","6.8","1.04","0","0","1","PC","PC","13.1066","0.007","1","spoc-s14-s60-b0A","SPOC","201.900799","73.177433","-81.501","0.082","-217.264","0.07","2458683.61592","0.0018716924","6.7662728524116","0.000026526157","1.0575063128756","1.1930561","2.171878","0.404236","1998.3738720856","372.24612","1.0176743323002","2.5089574","3.4093063700957","346.5662419704","7.9898353","39.4122","0.0677","3331","157","5.02076","0.0186139","0.22596600651741","0.00682671","","","0.195335","0.0201068","14,15,20,21,22,40,47,48,60","low SNR; potential L1 planet","2022-08-18","2023-05-19","2024-03-24"
+"53481079","5717.01","","2","4","2","2","4","4","4","0","9.9","10.56","0","2","4","PC","PC","10.8222","0.006","1","spoc-s14-s50-b02","SPOC","162.575676","50.796516","-29.819","0.085","-38.894","0.078","2458871.527176","0.0039009508","741.33807565394","0.0026998136","3.7101651521236","0.68793964","1.528296","0.163671","1406.622008053","150.7349","3.2337663517267","1.6375057","0.59688629249653","224.17782481988","10.099332","157.154","2.6725","5479.3","99.9936","4.5543","0.0758122","0.85662800073624","0.0392412","-0.340991","0.0105361","0.959","0.120679","21,48","actual period likely shorter; alerted with max period of ~741 days","2022-08-18","2022-08-18","2024-02-15"
+"17932757","5718.01","TIC 17932757.01","2","4","4","2","4","4","4","0","11","7.52","0","5","4","PC","PC","10.8075","0.008","1","spoc-s14-s50-b02","SPOC","170.27386","41.576429","-31.724","0.057","-18.498","0.07","2458903.539448","0.0043222927","716.84268937931","0.0057526752","4.4248640359985","0.59439856","1.698131","0.149999","1562.8136485201","138.1446","2.6487075382093","1.0496963","0.052248423085176","121.93771330287","10.995461","65.9721","0.23415","3922","157","4.59159","0.0119581","0.6722559928894","0.019799","","","0.643559","0.0201919","22,48","duo-transit two years apart; actual period is likely shorter","2022-08-18","2022-08-18","2024-02-15"
+"4843495","5719.01","TIC 4843495.01","3","4","3","3","4","4","4","","","7.13","0","2","4","PC","PC","9.67055","0.006","1","spoc-s14-s50-b02","SPOC","147.003946","30.17842","14.294","0.063","4.734","0.058","2459633.025142","0.0065985266","","","7.6230583818629","0.78803986","0.555754","0.066183","511.7373228921","60.955006","2.5656170685939","0.8666722","0.57485651732495","222.08008470935","8.741696","155.483","1.052","6347","134.741","4.45158","0.0918711","1.1047300100327","0.0529649","","","1.259","0.20286","21,48","possible single transit at ~2633 TBJD; v-shaped; low SNR","2022-08-18","2022-08-18","2024-02-16"
+"230055368","5720.01","","2","4","4","2","4","4","4","5.9","10.6","2.52","4","2","4","PC","PC","11.6196","0.007","1","spoc-s14-s50-b02","SPOC","170.313577","25.273294","-350.367","0.115","-91.492","0.117","2458900.645029","0.0013698924","1.4344602383665","0.000015389136","0.934887724936","0.24850394","1.116949","0.178391","1028.2187852432","164.2908","1.3932190423352","0.27903435","53.970737023825","691.2885072914","7.4162726","35.8256","0.12685","3421","157","4.85368","0.00119494","0.37103000283241","0.0109547","","","0.358453","0.0201653","22,49","low SNR; potential L1 planet","2022-08-18","2022-08-18","2023-12-15"
+"85292615","5721.01","","2","4","2","2","4","4","4","0","12.5","11.11","0","1","2","PC","PC","9.92937","0.006","1","spoc-s14-s50-b02","SPOC","156.749744","30.700545","-37.624","0.08","-19.403","0.08","2458888.709894","0.007928649","729.48234715713","0.011424574","6.9397714835069","0.6418268","0.890107","0.096498","819.48324696022","88.87393","3.3309450026109","0.33386502","0.41394200546726","204.57597252084","9.071953","140.084","0.7985","5881.4","144.199","4.45955","0.0814186","1.0072499513626","0.0552161","0.0161914","0.0146054","1.066","0.135626","21,48","low SNR","2022-08-18","2022-08-18","2024-02-15"
+"458481611","5722.01","TIC 458481611.01","3","4","3","3","4","4","4","0.7","21","33.62","2","0","2","PC","PC","12.9454","0.006","1","spoc-s14-s60-b0A-PC","SPOC","233.47988","64.647463","-52.465","0.027","-9.521","0.025","2459432.534544","0.0045736628","61.319114408644","0.0010067659","5.7455309135752","0.30928493","7.182111","0.313629","6593.1382192186","288.82144","6.3907079154649","0.70776016","4.1256508347105","363.49033438975","16.376131","315.535","1.248","4911","123.396","4.54009","0.0890692","0.79530501365662","0.0512513","","","0.8","0.0941477","41,48,50,54,57","","2022-08-18","2023-05-19","2024-05-03"
+"235901733","5723.01","TIC 235901733.01","3","4","3","3","3","4","4","0.8","22.7","110.23","3","0","1","PC","PC","12.8857","0.008","1","spoc-s14-s60-b0A-PC","SPOC","289.508854","80.531857","-20.649","0.029","-13.155","0.033","2459413.809229","0.002165651","170.64651463341","0.0011721875","6.1836277524946","0.17753297","13.419408","0.336724","12283.663367547","310.08603","12.85045247623","0.7675774","3.4087942665436","346.55322702087","41.516407","575.831","6.5645","5695","139.936","4.32135","0.0803177","1.1495200395584","0.0593367","","","1.01","0.133012","40,47,52,53,54,58,59,60","period likely 56.875d given transits in FFIs","2022-08-18","2023-06-13","2023-06-16"
+"162631539","5724.01","TIC 162631539.01","1","4","1","1","4","4","4","0.1","28.9","9.4","0","2","4","PC","PC","6.9014","0.006","1","spoc-s14-s50-b02","SPOC","245.779902","50.344188","55.158","0.037","-6.886","0.042","2458978.277627","0.0023779504","697.40376979826","0.0030392956","4.9658690662823","0.25164634","0.487469","0.028958","448.87497737659","26.671217","3.018725818513","0.5041258","0.88822785111968","247.60011738612","16.230043","50.4126","0.05325","6060.54","141.673","4.21457","0.0917489","1.3749599456787","0.0701231","-0.340135","0.0406867","1.13","0.15901","23,24,25,50","two transits two years apart; period is likely shorter than max period of ~697 days","2022-08-18","2022-08-18","2023-06-20"
+"1042432","5725.01","","2","4","2","2","4","4","4","0","9.6","7.86","0","3","6","PC","PC","11.4053","0.007","1","spoc-s14-s50-b02","SPOC","153.929163","28.355191","6.384","0.077","3.121","0.085","2458882.106824","0.0054822327","746.95453556554","0.0036652493","2.7730399957545","0.61922204","1.81591","0.260861","1671.1171293219","240.23312","2.7184667257444","0.87503994","0.11266155687444","147.76231502888","7.4939885","78.9286","0.2547","3933","157","4.63174","0.0111399","0.62319099903107","0.0183655","","","0.606611","0.0201968","21,48","two transits two years apart; actual period is likely much shorter than maximum period of ~746 d; low SNR","2022-08-18","2022-08-18","2024-02-15"
+"71582156","5726.01","TIC 71582156.01","2","4","2","2","4","4","4","4.6","51.6","6.5","1","2","4","PC","PC","9.16067","0.006","1","spoc-s14-s60-b0A-PC","SPOC","123.39505","68.57459","-44.62","0.031","-50.059","0.043","2458843.596098","0.0010938924","5.491130234274","0.00001304459","1.9062098433408","0.28083926","0.487009","0.035143","448.45164695496","32.36731","2.4306749867674","1.2403625","337.33125421817","1093.0345624357","13.045012","108.848","0.3585","5874","119.318","4.37711","0.075839","1.1064900159836","0.0514447","","","1.064","0.131071","20,26,47,53,60","two stars in a pixel","2022-08-18","2023-05-19","2024-08-18"
+"357048995","5727.01","","2","4","2","2","3","4","4","3","25.6","11.03","0","2","3","PC","PC","10.5988","0.006","1","spoc-s14-s60-b0A-PC","SPOC","274.566208","58.562948","7.489","0.047","2.143","0.047","2459422.895595","0.0025785954","6.3928693910136","0.00005236534","3.7128926802525","0.243519","0.490816","0.028093","451.95632348466","25.874651","3.3171645482488","0.48978597","435.39145895893","1165.0370206473","16.506613","261.104","1.944","5712","122.9","4.12","0.08","1.4496899843216","0.0704321","","","1.018","0.126188","41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","L1 candidate","2022-08-18","2023-05-19","2023-06-16"
+"219875976","5728.01","","2","4","2","2","4","4","4","0.2","3.1","1.49","0","0","4","PC","PC","12.4896","0.007","1","spoc-s14-s50-b02","SPOC","260.350936","67.550421","64.057","0.057","159.436","0.058","2458685.097165","0.0032554616","11.497455903573","0.000084164196","2.3907992513193","0.7287237","0.915777","0.119628","843.10623357157","110.17496","1.126960704023","0.8637409","3.5120094323566","349.14728395359","7.6579084","54.7045","0.10345","3444","157","4.84899","0.00168107","0.3759939968586","0.0111753","","","0.364151","0.0202226","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50","low SNR; inconsistent centroids in some sectors but average is on target","2022-08-18","2022-08-18","2023-06-16"
+"103605399","5729.01","","2","4","2","2","3","4","4","0","18.6","14.44","0","0","1","PC","PC","12.6265","0.007","1","spoc-s14-s50-b02","SPOC","151.210123","69.164969","-242.784","0.023","-344.238","0.023","2458886.836539","0.011308852","554.49896763539","0.0010033748","2.9052363135975","0.4655814","6.598043","0.975965","6058.5947588626","898.4934","3.8883371078304","0.48383665","0.79568778832006","240.88259591321","9.085244","81.2392","0.09765","3870","157","4.80522","0.00474439","0.42354801297188","0.0125883","","","0.417789","0.0202616","14,20,21,40,41,47","low SNR","2022-08-18","2022-08-18","2024-02-15"
+"138820713","5730.01","TIC 138820713.01","2","4","4","2","4","4","4","4.6","8.4","2.63","10","3","4","PC","PC","11.1557","0.007","1","spoc-s14-s50-b02","SPOC","175.56543","24.192494","-58.016","0.102","-164.001","0.088","2458900.38758","0.0013703522","1.9271225079385","0.000012836122","1.4530398798294","0.5422421","0.97617","0.115693","898.68213023461","106.55111","1.4261603987799","1.4298586","57.222779304062","701.47465876146","9.596964","40.9866","0.10605","3572","157","4.76894","0.00664722","0.46416899561882","0.0137283","","","0.461555","0.0202325","22,49","bad transit shape; low SNR","2022-08-18","2022-08-18","2023-07-11"
+"188668950","5731.01","TIC 188668950.01","3","4","3","3","4","4","4","0","18.5","18.5","1","2","5","PC","PC","11.241","0.006","1","spoc-s14-s50-b02","SPOC","260.098822","52.433465","-61.326","0.039","49.119","0.048","2459130.335118","0.011961067","270.30381603558","0.0075056106","6.6824679857965","0.43515092","3.151329","0.317226","2898.2731964513","292.1334","4.4969676081826","0.5140907","0.39214791557697","201.82837674191","10.09025","109.835","0.2585","4448.25","107.454","4.51125","0.0899981","0.76740902662277","0.0542789","0.021","0.035","0.697","0.0821877","24,26,40,47,50","period likely 90 d based on transits in FFIs","2022-08-18","2022-08-18","2023-07-07"
+"335952150","5732.01","TIC 335952150.01","3","4","3","3","4","4","4","7.8","73.9","96.46","1","3","4","PC","PC","10.2071","0.008","1","qlp-s74-ffi","SPOC","265.556587","53.203935","-8.573","0.039","8.136","0.061","2460264.24567","0.0028108","60.1702823","0.0001716","3.337","1.029","2.109462","4.092187","1941","3761.95","11.9133","3.86555","29.4687","649","22","275.456","1.6505","6710","128.511","4.29122","0.0900488","1.42","0.06","","","1.43","0.247861","14,17,21,24,25,26,40,41,47,50,51,52,53,54,57,58,59,60,73,74","v-shaped","2022-08-18","2024-04-01","2024-08-07"
+"224297408","5733.01","","2","4","2","2","4","4","4","3.1","35.9","8.44","0","4","4","PC","PC","10.968","0.006","1","spoc-s14-s50-b02","SPOC","184.966156","55.165724","-107.423","0.036","20.219","0.034","2458711.606063","0.002087998","8.2751606966691","0.00003624499","2.1510350258736","0.37821683","1.101321","0.101175","1013.8402730809","93.18137","2.8350779155945","1.1437123","46.127112219034","664.67419184813","10.2224","102.462","0.2495","4388.89","106.334","4.43387","0.0873239","0.83226501941681","0.0604347","0.087917","0.0316222","0.686","0.0801726","15,22,48,49","Low SNR","2022-08-18","2022-08-18","2024-02-15"
+"9989136","5734.01","TIC 9989136.01","2","4","2","2","4","4","4","10.1","132.1","6.4","2","3","5","PC","PC","8.5446","0.006","1","spoc-s14-s60-b0A-PC","SPOC","111.255818","37.231122","-27.643","0.102","14.349","0.083","2458848.68514","0.0016771653","6.1841687988992","0.000009505973","2.5898496918479","0.13544169","1.143177","0.057823","1052.3509168285","53.255753","2.4076001549105","0.31346497","56.377787134202","698.87057575616","18.214756","32.5102","0.078","4645","128.1","4.62","0.1","0.69376599788666","0.0532161","","","0.74","0.0928749","20,47,60","potential L1 planet; variable host","2022-08-18","2023-05-19","2023-11-26"
+"157769780","5735.01","","2","4","4","2","2","4","4","1.9","19.2","0.52","5","0","1","PC","PC","12.2822","0.007","1","spoc-s14-s60-b0A-PC","SPOC","147.125026","77.389748","27.479","0.07","106.639","0.074","2458683.544649","0.0011279575","2.1208155504418","0.00001167662","0.84277635327722","0.20975694","1.248095","0.183325","1148.8773237438","168.8344","0.83784403968553","0.14815171","12.900458792798","483.36036795118","7.801814","22.914","0.0217","3222","157","5.0449","0.0224654","0.21090799570084","0.00636699","","","0.179893","0.0200862","14,20,26,40,47,60","low SNR","2022-08-18","2023-05-19","2024-02-29"
+"310380289","5736.01","","2","4","2","2","4","4","4","6.3","43.7","3.25","4","3","6","PC","PC","11.982","0.007","1","spoc-s14-s50-b02","SPOC","213.758397","49.500938","-33.279","0.029","-82.906","0.03","2458738.898603","0.001609709","0.64898650031908","0.000024366447","1.058595110924","0.32323042","0.610279","0.128099","561.92979983059","117.976585","1.6168473163584","0.44353673","493.48299979353","1202.0922537612","7.809917","92.3604","0.17715","3949","157","4.66859","0.0104214","0.57953500747681","0.017258","","","0.571061","0.0203095","16,49,50","very low SNR; v-shaped","2022-08-18","2022-08-18","2024-04-27"
+"229618478","5737.01","","2","4","2","2","3","4","4","0.5","17.2","5.92","1","3","1","PC","PC","12.3105","0.007","1","spoc-s14-s60-b0A-PC","SPOC","278.903346","77.735552","-91.767","0.023","31.473","0.025","2458698.868058","0.003231541","19.448094590498","0.000087787295","3.5107588242734","0.4539268","1.441848","0.111516","1327.1099722909","102.70517","2.3009285107234","0.7369309","5.9217009800384","397.86099826464","11.952113","118.505","0.1695","3966","157","4.63584","0.0109789","0.61827301979065","0.0181526","","","0.602748","0.0201589","14,17,18,19,21,22,23,24,25,26,40,47,48,50,51,52,53,54,55,57,58,59,60","L1 candidate","2022-08-18","2023-05-19","2024-03-07"
+"198162530","5738.01","","2","4","2","2","4","4","4","3.6","4.5","2.25","6","3","2","PC","PC","12.1898","0.007","1","spoc-s14-s55-b0A-PC","SPOC","243.906538","61.926901","-152.945","0.025","124.611","0.033","2458683.640443","0.0008404722","0.76812500554461","0.000009174807","0.99920623896378","0.34847283","0.5337","0.057479","491.43501850995","52.93853","1.3040556174622","1.5758286","302.11029288827","1063.3130158666","8.062698","91.2062","0.126","3717","157","4.67682","0.0100691","0.56991398334503","0.0168518","","","0.562819","0.0202361","14,15,16,17,18,19,21,22,23,24,25,47,48,49,50,51,52,54,55","potential multi; possible SV; bump before transits; inconsistent centroids between sectors but average is on target","2022-08-18","2023-03-14","2024-05-03"
+"198162530","5738.02","","2","4","2","2","4","4","4","0.4","25","8.54","6","3","2","PC","PC","12.1898","0.007","2","spoc-s14-s55-b0A-PC","SPOC","243.906538","61.926901","-152.945","0.025","124.611","0.033","2458693.593974","0.003231082","28.546208935019","0.00015844694","1.7666666376355","0.25406772","1.895684","0.238466","1744.4659966456","219.61098","2.8547322492955","0.30550912","2.4359973202606","318.63167832523","8.434045","91.2062","0.126","3717","157","4.67682","0.0100691","0.56991398334503","0.0168518","","","0.562819","0.0202361","14,15,16,17,18,19,21,22,23,24,25,47,48,49,50,51,52,54,55","potential multi; low SNR","2023-03-02","2023-03-02","2024-05-03"
+"328934980","5739.01","","2","4","2","2","4","4","4","4.4","58.9","4.87","0","2","4","PC","PC","7.1367","0.006","1","spoc-s14-s50-b02","SPOC","205.169536","19.199859","-92.215","0.077","-67.858","0.052","2458930.773235","0.0026816267","8.4306162395158","0.0000639315","5.5823880509863","0.7936662","0.198609","0.02288","182.90895717756","21.073109","2.050033903651","1.8671747","383.11011864805","1128.3677245052","8.148228","61.8703","0.18565","6104.12","103.305","4.15159","0.0736298","1.4913799762726","0.0561055","","","1.15","0.155358","23,50","period may be double (16.86 d)","2022-08-18","2022-08-18","2023-06-20"
+"230087765","5740.01","","2","4","2","2","4","4","4","1.6","2.5","2.49","0","2","4","PC","PC","11.958","0.006","1","spoc-s14-s50-b02","SPOC","246.952745","69.781491","-8.076","0.043","-59.195","0.051","2458684.235662","0.0017914661","1.6894420390404","0.000015300464","1.3359141819303","0.18029043","0.346161","0.048274","318.77567612513","44.461422","1.382148911077","2.159553","386.35881092675","1130.7522348372","7.390143","168.06","0.672","4552","129.934","4.50087","0.100752","0.78824698925018","0.0637311","","","0.718","0.0853665","14,15,16,17,18,19,20,21,22,23,24,25,26,41,47,48,49,50","very low SNR; centroid offset scattered across sectors; crowded field","2022-08-18","2022-08-18","2023-06-16"
+"159851831","5741.01","","1","4","1","1","4","4","4","1.4","35.9","8.38","0","2","6","PC","PC","10.4514","0.006","1","qlp-s53-ffi","QLP","269.207527","39.223388","-15.803","0.171","11.896","0.143","2459754.333656","0.0045503","24.0004143","0.0002399","3.138","0.391","1.347148","0.00217","1240","1.99862","2.83659","0.253533","6.01946","436","13","86.8854","0.64135","4579","125.5","4.49","0.1","0.8","0.06","","","0.72","0.0840037","25,26,40,52,53","variable host; potential L1 planet","2022-09-01","2022-09-01","2023-06-20"
+"258557847","5742.01","","5","5","5","5","5","5","5","9.8","35.6","39.6","0","1","1","EB","FP","10.042","0.006","1","qlp-s53-tois","QLP","278.191584","18.146175","-0.294","0.079","-11.645","0.087","2459765.579293","0.0087042","3.965824","0.0000748","2.911","0.676","0.738552","0.063217","680","58.2236","7.03413","0.519109","624.031","1392","10","438.137","7.3595","6199","156.7","3.62","0.09","2.8","0.14","","","1.19","0.173762","26,40,53","evolved variable host; possible centroid offset; retired as TFOP FP/NEB","2022-09-01","2022-11-30","2022-12-14"
+"308300731","5743.01","","3","4","3","3","4","4","4","35.3","176.8","58.97","8","2","6","PC","PC","10.4748","0.006","1","qlp-s80-ffi","QLP","267.904353","24.427455","-20.527","0.03","25.376","0.041","2460494.575115","0.0003337","7.6603722","0.0000045","2.159","0.15","10.822088","0.226738","9918","208.812","8.87205","0.530827","40.7846","704","85","127.428","0.4135","5250","129.4","4.51","0.08","0.87","0.05","","","0.898","0.109025","26,53,79,80","radius possibly underestimated; potentially young host star","2022-09-01","2024-08-25","2024-08-31"
+"157768969","5744.01","","2","4","2","2","3","4","4","1.7","19.5","5.04","0","2","3","PC","PC","9.75577","0.006","1","qlp-s53-tois","QLP","147.128216","73.449342","10.912","0.046","15.745","0.046","2459758.400187","0.0088435","5.7488832","0.0000865","5.003","1.705","0.206309","0.023814","190","21.933","2.08943","0.178777","974.493","1556","10","207.057","1.2165","6009","125.8","4.11","0.08","1.54","0.07","","","1.11","0.149981","14,20,21,40,41,47,53","low SNR","2022-09-01","2022-11-30","2023-01-15"
+"18016577","5745.01","","2","4","2","2","4","4","4","","","5.55","0","1","4","PC","PC","9.8127","0.006","1","spoc-s14-s50-b0H","SPOC","171.573332","38.22096","-173.475","0.071","17.722","0.13","2459630.305591","0.004102132","","","4.5873679038748","0.67796683","0.937719","0.110276","863.29799203076","101.562775","2.2163959089154","1.408132","0.15933273001024","161.13726903533","8.775896","78.3388","0.34835","5097.94","110.091","4.61197","0.0805973","0.75910198688507","0.0408291","0.027","0.049","0.86","0.098842","22,48","single transit at ~2630 TBJD","2022-09-01","2022-09-01","2024-02-15"
+"318209162","5746.01","TIC 318209162.01","5","5","5","5","5","5","5","0","78.1","107.1","3","9","2","PC","FP","10.5295","0.006","1","spoc-s14-s50-b0H","SPOC","142.378244","50.963802","-67.76","0.048","-196.425","0.05","2458891.862067","0.0006691324","711.7642825146","0.000085401334","3.4176442648801","0.046283357","23.019024","0.433068","20978.136786592","398.79102","12.633897205234","1.1483275","2.4542116921505","319.22563149745","62.410282","85.5353","0.235","4661.56","137.074","4.57751","0.104786","0.73264801502228","0.0592965","-0.280335","0.0126844","0.74","0.0912293","21,47","duo transit two years apart; ~711 days in the maximum period; period is likely shorter; v-shaped","2022-09-01","2022-09-01","2024-02-24"
+"4918918","5747.01","TIC 4918918.01","2","4","4","2","4","4","4","17.3","18.8","2.85","9","2","4","PC","PC","10.7818","0.008","1","spoc-s14-s50-b02","SPOC","148.37832","35.570548","-87.855","0.078","-177.216","0.071","2458870.47457","0.0007747027","0.57347655188524","0.000013693013","0.90045082942762","0.10233048","0.88892","0.096619","818.39034031906","88.985146","1.4969530642888","0.13053058","225.4185163647","988.25073571913","9.799914","28.5321","0.0512","3466","157","4.80761","0.00448927","0.42090800404549","0.0124246","","","0.41487","0.0201954","21,48","low MES; potential L1 planet","2022-09-01","2022-09-01","2023-06-05"
+"407495930","5748.01","","3","4","3","3","3","4","4","25.5","25.2","317","5","0","1","PC","PC","12.9255","0.02","1","qlp-s52-faintsearch","FAINT","7.084443","73.107753","2.337","0.028","1.468","0.026","2459738.329356","0.0048434","3.0269043","0.000019","3.819","0.264","7.758093","0.009818","7120","9.04245","14.2605","0.8726","1446.66","1718","15","866.343","12.2525","6154","175.3","4.06","0.08","1.67","0.08","","","1.17","0.167321","18,19,24,25,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"387329912","5749.01","","3","4","3","3","3","4","4","17.1","39.6","106.85","0","2","1","PC","PC","10.7778","0.008","1","qlp-s52-faintsearch","FAINT","309.954211","68.720161","5.888","0.042","9.84","0.04","2459734.363125","0.0032551","5.4328364","0.0000229","7.38","0.315","1.542841","0.00031","1420","0.2853","12.63","0.656937","1693.95","1787","15","609.042","7.6275","6024","133.7","3.43","0.08","3.4","0.17","","","1.12","0.150482","15,16,18,22,24,25,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"310262516","5750.01","","3","4","4","3","2","4","4","52.9","108.4","110.64","2","0","2","PC","PC","14.6578","0.008","1","qlp-s52-faintsearch","FAINT","248.532721","24.322372","13.235","0.053","-16.27","0.061","2459741.118344","0.0023243","1.9044134","0.0001688","0.952","0.195","34.414675","0.226062","31200","208.189","12.8293","1.08033","33.8566","672","13","353.098","4.7425","3952","157","4.62","0.01","0.63","0.02","","","0.613765","0.0207829","51,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"426144112","5751.01","","3","4","3","3","3","4","4","28.6","74.5","62.29","3","0","1","PC","PC","13.3889","0.008","1","qlp-s52-faintsearch","FAINT","359.079391","73.907596","12.147","0.035","0.431","0.031","2459742.829034","0.0020887","1.7465205","0.0000049","1.453","0.169","7.714353","0.010778","7080","9.927","9.21007","","349.37","1204","22","439.501","3.759","5219","125","4.36","","1.04","","","","0.889","","18,19,24,25,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"349440621","5752.01","","3","4","4","3","3","4","4","26.3","38.2","317","3","0","1","PC","PC","13.4016","0.007","1","qlp-s52-faintsearch","FAINT","250.384451","23.578282","16.772","0.022","-19.446","0.033","2459723.423495","0.0022272","6.7113743","0.0000263","2.294","0.168","24.863598","0.021112","22640","19.4444","15.6415","","66.8731","796","21","634.873","6.6635","5616.2","45.3","4.42","","1.02","","-0.286","0.044","0.99","","25,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"332365162","5753.01","","3","4","3","3","4","4","4","15","17.6","317","2","0","6","PC","PC","13.1895","0.008","1","qlp-s52-faintsearch","FAINT","250.578389","29.783159","7.091","0.023","-25.862","0.032","2459742.005654","0.0040334","7.4242482","0.0000567","2.873","0.453","8.786491","0.020061","8060","18.4765","14.2577","","114.75","911","13","914.008","13.06","5760","122","4.08","","1.53","","","","1.03","","25,51,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"135267558","5754.01","","3","4","4","3","4","4","4","27.9","84.9","97.51","3","0","4","PC","PC","12.6025","0.008","1","qlp-s52-faintsearch","FAINT","244.056148","20.293793","2.129","0.028","6.163","0.03","2459736.090495","0.0014013","3.6479472","0.0000108","1.683","0.288","10.330916","0.014013","9470","12.9068","11.96","0.744782","208.679","1058","19","557.293","7.261","5999","135.5","4.35","0.08","1.16","0.06","","","1.11","0.144363","25,51,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"256584532","5755.01","","3","4","3","3","3","4","4","16.4","54.9","71.76","2","0","1","PC","PC","12.9079","0.006","1","qlp-s52-faintsearch","FAINT","327.686471","70.646428","-8.175","0.066","-2.104","0.075","2459736.246115","0.0032463","5.4397285","0.0000232","3.099","0.23","8.74271","0.007645","8020","7.04171","10.0246","0.685829","150.751","976","28","444.485","7.6805","5188","149.1","4.29","0.09","1.12","0.07","","","0.88","0.11245","17,18,24,25,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"72889156","5756.01","","3","4","4","3","3","4","4","11.1","72.4","64.57","3","0","1","PC","APC","14.0287","0.007","1","qlp-s52-faintsearch","FAINT","254.164732","37.783239","-37.314","2.156","12.622","2.156","2459742.759507","0.0030327","7.6408565","0.0007962","0.99","0.197","25.319157","0.141329","23050","130.16","9.43925","0.760218","1.50483","308","11","","","3517","157","4.69","0.01","0.56","0.02","","","0.551165","0.0210398","51,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"219506608","5757.01","","3","4","3","3","4","4","4","5","49.4","92.76","1","0","4","PC","PC","13.1351","0.007","1","qlp-s52-faintsearch","FAINT","246.612431","46.47222","-12.97","0.032","-2.412","0.036","2459703.44826","0.0017193","32.6116713","0.0001436","2.052","0.519","17.115106","0.151896","15640","139.892","11.6182","","1.72193","319","20","316.349","1.6675","4626","122","4.45","","0.84","","","","0.73","","24,25,50,51,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"82598822","5758.01","","3","4","3","3","4","4","4","11.5","53.3","94.45","4","0","4","PC","PC","13.4932","0.007","1","qlp-s52-faintsearch","FAINT","255.916787","37.139828","-17.555","0.026","41.126","0.03","2459728.922004","0.0026594","10.9299688","0.0000776","2.407","0.305","16.982756","0.030171","15520","27.7885","11.7101","","28.5552","644","14","592.293","5.5485","5555","122","4.5","","0.92","","","","0.98","","25,51,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"317594531","5759.01","","3","4","3","3","3","4","4","15.6","49.9","122.5","1","0","1","PC","PC","13.2038","0.01","1","qlp-s52-faintsearch","FAINT","351.79759","76.340765","-7.242","0.031","-4.174","0.023","2459729.912231","0.0029343","8.350615","0.0000362","1.62","0.344","9.322957","0.030033","8550","27.6613","13.6804","","39.5424","698","16","738.614","8.218","6075","122","4.23","","1.36","","","","1.14","","18,19,24,25,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"255907107","5760.01","","3","4","3","3","4","4","4","15.9","52.1","106.41","1","0","4","PC","PC","12.5992","0.007","1","qlp-s52-faintsearch","FAINT","246.972473","38.453189","-16.11","0.021","15.113","0.024","2459739.173528","0.0021664","7.924204","0.0000319","4.458","0.368","8.895952","0.00576","8160","5.30553","12.6224","0.678919","226.813","1081","29","618.078","4.746","5739.6","107.2","4.17","0.07","1.39","0.06","0.137539","0.0403579","1.03","0.12539","24,25,51,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"428703516","5761.01","","3","5","5","3","3","4","4","3.2","43.1","22.48","2","2","3","PC","APC","11.7149","0.006","1","qlp-s52-faintsearch","FAINT","47.417232","75.04759","-14.812","0.039","-8.731","0.042","2459722.313637","0.0027752","19.5422056","0.0000813","3.465","0.226","4.482473","0.002941","4120","2.70867","5.05981","0.328836","15.7305","554","19","192.846","1.0015","5221","146.5","4.62","0.09","0.77","0.05","","","0.89","0.114232","19,25,26,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-09-10"
+"257531677","5762.01","","3","4","4","3","4","4","4","24.2","75.8","88.42","2","0","4","PC","PC","12.6536","0.007","1","qlp-s52-faintsearch","FAINT","258.32211","25.249466","-16.021","0.021","6.82","0.027","2459735.332063","0.0026461","3.946066","0.0000171","1.792","0.361","9.169654","0.028171","8410","25.9457","11.2929","0.875531","179.278","1019","16","527.004","4.5315","5769.6","132.7","4.35","0.08","1.13","0.06","0.203","0.028","1.03","0.12198","25,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"354832924","5763.01","","3","4","3","3","3","4","4","18.8","21.4","317","0","0","1","PC","PC","13.185","0.023","1","qlp-s52-faintsearch","FAINT","38.768278","69.23472","3.318","0.025","4.311","0.03","2459729.976853","0.0047278","6.9541458","0.0000426","4.077","0.487","7.714353","0.008326","7080","7.66824","15.5368","","289.666","1149","15","774","12.159","5917","122","3.97","","1.78","","","","1.08","","18,19,25,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"150476057","5764.01","","3","4","3","3","3","4","4","24.6","32.6","317","4","0","1","PC","PC","12.768","0.007","1","qlp-s52-faintsearch","FAINT","251.802577","22.123397","3.236","0.02","-0.262","0.025","2459739.415504","0.0026286","5.0859973","0.0000236","1.594","0.224","10.254191","0.021307","9400","19.6247","16.2391","1.08936","114.916","912","14","960.081","14.1525","6503","127.4","4.13","0.09","1.65","0.07","","","1.33","0.213154","25,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"397763985","5765.01","","3","4","3","3","3","4","4","21.3","66.4","65.15","2","5","1","PC","PC","11.5437","0.006","1","qlp-s58-tois","FAINT","6.844544","70.805696","19.808","0.046","2.921","0.039","2459908.635769","0.0013412","3.8779743","0.0000544","3.294","0.236","5.088809","0.152606","4676","140.545","9.43","0.525225","549.351","1348","28","371.785","3.319","5798","213.9","4.06","0.09","1.57","0.08","","","1.041","0.149134","52,58","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"353225230","5766.01","","3","5","5","3","3","4","4","46.5","105.5","66.84","1","0","1","PC","APC","13.0009","0.006","1","qlp-s52-faintsearch","FAINT","253.97902","14.966082","13.833","0.021","-18.687","0.021","2459742.700661","0.0023499","0.5721596","0.000002","1.127","0.342","7.113107","0.066844","6530","61.5635","9.61266","","3696.08","2172","14","550.385","4.855","5560.2","24.9","4.33","","1.12","","-0.318","0.023","0.98","","25,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"351652998","5767.01","","3","4","3","3","3","4","4","38.7","48.4","317","3","0","1","PC","PC","13.4429","0.008","1","qlp-s52-faintsearch","FAINT","256.38386","20.550685","1.296","0.024","22.925","0.029","2459741.644195","0.0013453","4.015073","0.0000114","3.229","0.152","25.152467","0.01114","22900","10.2606","15.9171","","383.57","1232","29","648.967","8.7495","5690","122","4.42","","1.03","","","","1.01","","25,52","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"470990157","5768.01","","3","4","3","3","2","4","4","17","49.9","102.47","1","0","1","PC","PC","12.8212","0.009","1","qlp-s53-faintsearch","FAINT","278.553118","23.767651","-0.814","0.019","-2.56","0.026","2459766.375076","0.0031584","3.7749324","0.000031","3.902","0.251","6.446659","0.005631","5920","5.1867","12.3016","0.692582","1208.55","1642","18","928.084","15.7875","6448","128.3","4.14","0.09","1.62","0.07","","","1.31","0.205754","26,40,53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"462715015","5769.01","","3","4","3","3","4","4","4","19.4","77.9","28.68","1","2","3","PC","PC","11.5578","0.006","1","qlp-s53-faintsearch","FAINT","270.736094","20.069409","9.094","0.049","12.576","0.074","2459767.984121","0.0015775","1.7548863","0.0000115","1.314","0.17","2.848362","0.004864","2620","4.47975","5.83196","0.393506","397.807","1244","18","278.969","3.127","5589","128.7","4.37","0.08","1.08","0.06","","","0.987","0.121091","53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"23179035","5770.01","","3","4","4","3","4","4","4","58.8","154.1","100.52","6","12","3","PC","PC","13.0383","0.007","1","qlp-s53-faintsearch","FAINT","274.654678","30.923869","-3.677","0.054","-10.589","0.061","2459766.399806","0.0007985","1.4529225","0.0000045","1.604","0.168","18.815036","0.010911","17180","10.0498","12.177","","993.613","1564","45","512.769","8.893","5986.6","232","4.59","","0.88","","0.15","0.217","1.1","","53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"459836041","5771.01","","3","4","3","3","3","4","4","9.9","29.2","87.42","2","0","1","PC","PC","13.038","0.008","1","qlp-s53-faintsearch","FAINT","63.823421","86.119625","4.147","0.026","-8.074","0.036","2459758.243282","0.0039231","6.6867154","0.0000507","2.945","0.409","4.209951","0.007385","3870","6.80199","11.1995","","166.048","1000","15","864.093","12.146","5839","122","3.95","","1.8","","","","1.05","","19,20,25,40,47,52,53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"313609787","5772.01","","3","4","3","3","4","4","4","25.7","64.3","121.02","3","0","5","PC","PC","13.442","0.007","1","qlp-s53-faintsearch","FAINT","261.172485","26.050455","-5.888","0.028","12.838","0.03","2459764.635726","0.0017955","3.5023306","0.0000154","1.31","0.221","12.031227","0.028361","11020","26.1207","13.5233","","91.9991","862","15","757.959","11.512","5568","122","4.26","","1.21","","","","0.98","","25,52,53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"445795465","5773.01","","3","4","3","3","3","4","4","27.7","59.4","107.75","2","0","1","PC","PC","12.4443","0.009","1","qlp-s53-faintsearch","FAINT","81.782314","75.789224","5.761","0.026","2.196","0.032","2459767.6163","0.0019368","2.7404478","0.0000082","3.422","0.301","5.813367","0.003424","5340","3.15337","12.6696","0.756336","908.875","1529","30","614.872","7.7645","5390","123.9","3.93","0.08","1.74","0.09","","","0.94","0.122661","19,26,52,53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"9701368","5774.01","","3","4","4","3","4","4","4","32","42","317","2","0","4","PC","PC","13.2035","0.007","1","qlp-s53-faintsearch","FAINT","259.979063","31.514818","-0.829","0.023","8.909","0.029","2459764.180646","0.0011184","5.4049747","0.0000124","2.932","0.121","25.119132","0.007235","22870","6.66407","14.7278","","170.944","1007","34","554.905","4.673","5662.6","129.1","4.49","","0.95","","0.227","0.12","1.01","","25,52,53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"289666986","5775.01","","3","4","3","3","1","4","4","19.1","81.8","40.56","0","0","0","PC","PC","14.8831","0.007","1","qlp-s53-faintsearch","FAINT","56.240106","77.464603","23.072","0.059","-49.479","0.077","2459765.105281","0.0075919","2.4369467","0.000759","3.969","0.986","28.814425","1.940902","26190","1786.04","7.18163","1.90783","471.423","1298","18","190.462","1.624","3550","157","4.82","","0.41","0.01","","","0.399891","0.0208485","52,53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"310728245","5776.01","","3","4","3","3","4","4","4","24.7","61.3","119.35","2","6","4","PC","PC","12.1884","0.007","1","qlp-s53-faintsearch","FAINT","264.17484","20.219083","-2.632","0.034","-13.769","0.046","2459765.925587","0.0020661","4.1816344","0.0000369","4.13","0.302","4.547889","0.004463","4180","4.11025","13.4666","0.754848","782.898","1473","16","676.452","10.4015","5900","117.7","3.98","0.08","1.76","0.08","","","1.07","0.140698","26,52,53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"459189798","5777.01","","2","4","2","2","3","4","4","2.3","30.1","6.94","1","2","3","PC","PC","11.8799","0.006","1","qlp-s53-faintsearch","FAINT","141.002239","82.858696","-19.388","0.038","15.405","0.036","2459758.926644","0.0035183","6.9171675","0.0000421","2.038","0.352","1.358019","0.003322","1250","3.05962","2.51967","0.266397","21.9209","602","10","114.277","0.2885","4208","125.2","4.6","0.11","0.67","0.06","","","0.658","0.0802132","19,20,26,40,47,53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"264468702","5778.01","","3","4","3","3","3","4","4","13","66","60.87","1","0","1","PC","PC","14.0296","0.007","1","qlp-s53-faintsearch","FAINT","325.737466","83.311725","29.928","0.064","10.192","0.056","2459762.212892","0.0019903","6.0962241","0.0000594","1.866","0.2","23.620117","0.036169","21520","33.3127","9.0747","0.468899","11.1142","508","16","236.52","1.9345","3769","157","4.65","0.01","0.6","0.02","","","0.587376","0.0204603","52,53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"102846772","5779.01","","3","4","3","3","3","4","4","6.6","22.7","93.01","0","0","1","PC","PC","13.1293","0.007","1","qlp-s53-faintsearch","FAINT","128.61913","70.048117","0.057","0.02","3.926","0.027","2459754.990877","0.0044419","10.2515829","0.0001084","4.588","0.459","4.64602","0.005784","4270","5.3271","11.6535","","190.021","1034","14","1161.94","20.475","6080","122","3.97","","1.83","","","","1.14","","20,40,47,53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"43333094","5780.01","","3","4","4","3","3","4","4","27.1","38.4","317","6","0","1","PC","PC","13.4747","0.007","1","qlp-s53-faintsearch","FAINT","260.96985","19.921187","1.537","0.021","-3.948","0.028","2459758.226742","0.0023843","7.5358996","0.000034","1.413","0.363","17.335726","0.213151","15840","196.3","16.6203","","20.3071","591","13","657.865","8.2","5306","122","4.29","","1.13","","","","0.91","","25,52,53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"279920478","5781.01","","3","4","3","3","3","4","4","10","20.7","75.02","0","2","1","PC","PC","11.8987","0.008","1","qlp-s53-faintsearch","FAINT","38.116051","80.746391","-0.098","0.037","-1.32","0.035","2459765.779081","0.0100674","5.38265","0.0000686","7.477","1.236","1.205837","0.001804","1110","1.66131","10.2347","","986.287","1561","18","675.318","9.374","4942","122","","","3.05","","","","","","18,19,25,26,52,53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"158845573","5782.01","","3","4","3","3","4","4","4","5.7","28.4","20.84","0","2","4","PC","PC","10.6582","0.006","1","qlp-s53-faintsearch","FAINT","269.951986","27.829972","0.064","0.031","-2.971","0.037","2459766.339783","0.00564","5.0048582","0.0000841","5.027","0.676","0.814608","0.001432","750","1.31869","4.81636","0.359119","795.439","1479","15","327.322","2.634","5641.8","140.5","3.91","0.08","1.83","0.1","0.116","0.013","1.001","0.122878","26,40,53","found in faint-star QLP search","2022-09-01","2024-08-22","2024-08-22"
+"319684122","5783.01","","1","4","1","1","4","4","4","7.9","84.2","8.16","2","3","5","PC","PC","9.0745","0.006","1","qlp-s54-ffi","QLP","289.755762","9.478414","61.064","0.072","29.448","0.067","2459793.278295","0.0032238","5.4459647","0.0013925","2.437","0.443","0.923268","0.001928","850","1.77553","2.77011","0.200008","158.296","988","14","78.454","0.28005","5483","126.8","4.48","0.08","0.93","0.05","","","0.96","0.125537","54","potential L1 planet; crowded field","2022-09-22","2022-09-22","2023-08-10"
+"302814895","5784.01","","5","5","5","5","5","5","5","6.7","40.5","26.92","2","15","1","PC","FP","9.96017","0.006","1","qlp-s54-ffi","QLP","293.330825","29.299805","-11.751","0.091","-24.846","0.12","2459795.90211","0.0071079","8.6800186","0.0001078","2.41","0.467","0.945002","0.003983","870","3.66824","5.59572","0.467629","106.576","895","9","309.386","5.673","6521","144.2","4.02","0.09","1.86","0.08","","","1.341","0.218999","14,40,41,54","crowded field; low SNR","2022-09-22","2022-09-22","2023-07-10"
+"456367532","5785.01","","3","4","3","3","3","4","4","","","27.05","2","16","2","PC","PC","10.421","0.018","1","qlp-s55-ffi","QLP","305.568071","16.614306","-19.5","1.7","-9.5","1.7","2459819.460241","0.0012341","3.0783215","0.0001326","2.701","0.097","2.891906","0.000613","2660","0.564966","","","","","47","198.793","","","","","","","","","","","","54,55","no stellar parameters; somewhat high proper motion star; likely F dwarf host","2022-09-22","2022-11-09","2023-01-04"
+"40292751","5786.01","","3","4","4","3","2","4","4","12.6","80.7","38.14","1","2","2","PC","PC","9.77301","0.006","1","qlp-s74-ffi","QLP","293.322326","30.704247","-0.84","0.041","0.436","0.054","2460319.524905","0.0041886","12.7791964","0.0000689","5.242","1.048","3.270816","0.164197","3008","151.22","6.85813","0.388709","374.462","1225","19","192.475","1.1305","6280","134.5","4.28","0.08","1.33","0.06","","","1.227","0.177094","14,40,41,54,74","crowded field; Rp underestimated due to detrending issues","2022-09-22","2024-04-01","2024-08-07"
+"446616059","5787.01","","5","5","5","5","5","5","5","5.6","47.6","8.81","0","5","1","EB","FP","9.77017","0.006","1","qlp-s81-ffi","QLP","290.80532","11.979134","3.874","0.062","-66.12","0.048","2460530.955198","0.0070379","3.1072375","0.0000438","4.485","1.656","0.800483","1.124482","737","1035.15","5.27608","2.04378","24167.8","3473","16","174.979","1.436","6030","132.8","4.25","0.08","1.31","0.06","","","1.118","0.153253","54,81","TFOP NEB/FP;crowded field; possible depth-aperture; low SNR","2022-09-22","2024-09-09","2024-09-10"
+"42883782","5788.01","","1","4","4","1","4","4","4","1.4","33.5","4.61","0","3","2","PC","PC","9.6069","0.006","1","qlp-s54-ffi","QLP","287.424902","31.761528","17.204","0.038","119.691","0.045","2459786.442643","0.0047912","16.2134274","0.0001179","3.551","0.552","0.575593","0.00124","530","1.14216","1.99447","0.13912","38.9693","696","11","97.614","0.22215","5664","118.1","4.58","0.08","0.86","0.04","","","1.01","0.125785","14,40,41,54","slight-depth aperture correlation","2022-09-22","2022-09-22","2024-09-04"
+"42883782","5788.02","","1","4","4","1","4","4","4","1.8","32.5","2.94","0","3","2","PC","PC","9.6069","0.006","2","qlp-s54-ffi","QLP","287.424902","31.761528","17.204","0.038","119.691","0.045","2459788.410948","0.0070709","6.3346129","0.0001121","3.341","0.42","0.358352","0.001128","330","1.03908","1.53236","0.121079","224.712","1078","9","97.614","0.22215","5664","118.1","4.58","0.08","0.86","0.04","","","1.01","0.125785","14,40,41,54","possible depth-aperture correlation; potential multi","2022-09-22","2022-09-22","2024-09-04"
+"87216634","5789.01","","1","4","1","1","4","4","4","11.4","188.2","7","0","9","3","PC","PC","6.5715","0.006","1","qlp-s54-ffi","QLP","302.773447","16.189714","-414.664","0.261","398.48","0.286","2459776.255982","0.0018004","12.9256051","0.0023249","1.691","0.136","0.858071","0.000591","790","0.544021","2.53704","0.14658","8.71939","478","21","20.4581","0.03785","5132","104","4.49","0.08","0.88","0.04","-0.04","0.1","0.87","0.107218","54","bright host; first transit after momentum dump","2022-09-22","2022-09-22","2023-07-07"
+"187333348","5790.01","","3","5","5","3","1","4","4","163.5","233.4","317","0","1","0","PC","APC","8.73331","0.007","1","qlp-s54-ffi","QLP","291.847279","-15.312077","15.663","0.139","-19.508","0.106","2459793.865917","0.0029485","2.1981511","0.0005184","1.747","0.275","4.22085","0.010417","3880","9.59453","22.1803","1.64578","1034.78","1580","17","337.653","10.225","6898","195.6","3.53","0.09","3.49","0.18","","","1.501","0.256604","54","possibly too large; evolved host","2022-09-22","2022-09-22","2022-12-14"
+"110936761","5791.01","","3","4","3","3","3","4","4","14.4","70.8","19.52","1","9","2","PC","PC","10.4519","0.006","1","qlp-s54-ffi","QLP","297.923094","2.519482","29.772","0.082","-2.327","0.047","2459793.645262","0.00551","2.2906144","0.0008934","1.949","0.432","1.510223","0.004663","1390","4.29441","4.657","0.363754","638.802","1400","11","198.263","2.309","5651","144.3","4.27","0.08","1.22","0.06","","","1.003","0.126015","54","slight depth-aperture correlation; slight offset towards TIC 11093647","2022-09-22","2022-09-22","2022-12-14"
+"95423778","5792.01","","3","5","5","3","3","4","4","67.5","206.7","39.18","8","2","2","PC","APC","10.492","0.006","1","qlp-s54-ffi","QLP","295.697851","3.566678","35.026","0.058","6.163","0.04","2459795.466098","0.0011025","0.7036041","0.000048","0.81","0.091","3.654216","0.004527","3360","4.16915","7.01336","0.433816","1029.5","1578","34","183.242","1.211","5726","332.4","4.36","0.1","1.11","0.06","","","1.022","0.17654","54","V-shaped","2022-09-22","2022-09-22","2023-08-09"
+"398895470","5793.01","","5","5","5","5","5","5","5","120.9","159","317","0","0","1","KP","KP","10.5523","0.006","1","spoc-s54-b02","SPOC","297.322652","4.672412","-3.279","0.059","-6.392","0.045","2459771.189014","0.00044099512","2.6940347751924","0.00008055804","4.1073511966615","0.035454515","12.795483","0.141455","11715.903712866","130.27632","18.251375476938","0.786073","2485.0720832178","1800.7544522664","75.68031","348.185","4.473","6479","100.384","4.1239","0.0809691","1.650820016861","0.0695603","0.13","0.05","1.322","0.20807","54","HAT-P-41 b","2022-09-22","2022-09-22","2022-12-14"
+"273874849","5794.01","TIC 273874849.01","5","5","5","5","5","5","5","54.3","51.3","317","0","4","5","KP","KP","13.6414","0.008","1","spoc-s14-s55-b0A-KP","SPOC","298.395244","47.814986","-3.778","0.032","-6.365","0.035","2459825.552259","0.00090276625","1.4857147966026","0.000006878406","2.3275851741748","0.098921664","23.380018","0.83937","21303.595828864","772.7898","14.858544775728","0.5625642","1530.9037435701","1595.352733623","24.90904","720.753","10.343","5781","85","4.44616","","1.0103399753571","","0.26","0.1","1.04","","41,54,56","Kepler-17 b","2022-09-22","2023-03-15","2023-03-24"
+"151724385","5795.01","","3","4","3","3","4","4","4","14.5","88.1","25.46","2","11","2","PC","PC","10.1872","0.006","1","spoc-s54-b02","SPOC/QLP","304.868782","-7.54766","12.44","0.101","-29.672","0.056","2459770.6738","0.0016750058","6.1406882145218","0.00058107177","3.3861324966023","0.20500433","2.856657","0.160132","2627.6198191154","147.47656","5.4273017473284","0.71695817","240.67261374994","1004.5612420131","15.756585","156.53","1.584","5708","127.9","4.4","0.08","1.0504200458527","0.0539698","","","1.017","0.128916","54","possible TCE from additional candidate at ~2757 TBJD","2022-09-22","2022-09-22","2023-08-29"
+"391958006","5796.01","","5","5","5","5","5","5","5","200.5","214.1","317","0","0","0","KP","KP","11.6659","0.006","1","spoc-s54-b02","SPOC","291.777046","1.383663","-3.409","0.084","-10.936","0.074","2459771.551589","0.00035913894","1.7430143346615","0.00004384931","2.2872100851582","0.02649746","35.542347","0.431593","32205.697080433","397.43283","16.922709684231","1.7165856","932.9076229501","1409.5465080607","78.75304","213.283","2.4575","5529","105.517","4.48157","0.108347","0.93774098157883","0.0946382","-0.04","0.1","0.972","0.118715","54","CoRoT-2 b","2022-09-22","2022-09-22","2022-12-14"
+"374530847","5797.01","","5","5","5","5","5","5","5","135.5","336.7","98.11","0","0","2","KP","KP","10.9984","0.006","1","spoc-s54-b02","SPOC","307.725559","6.429331","5.936","0.101","-48.279","0.082","2459770.231395","0.00028359247","2.1521630190873","0.000039838524","1.7531965994512","0.023042234","18.601442","0.194205","16986.633012976","178.85364","11.999442722245","0.6179496","473.40564304161","1189.6743749553","68.14215","153.242","1.6225","5147","99.0122","4.51349","0.0740522","0.85466998815536","0.0431834","0.1","0.1","0.869","0.101287","54","WASP-2 b","2022-09-22","2022-09-22","2022-12-14"
+"305243225","5798.01","","5","5","5","5","5","5","5","105.6","230.2","129.15","0","0","1","KP","KP","11.734","0.006","1","spoc-s14-s55-b0A-KP","SPOC","306.123908","16.762146","13.263","0.05","-5.412","0.049","2459770.519892","0.00034024293","1.2129138542488","0.000009696501","2.1862784814733","0.020771975","15.987632","0.137487","14617.267958344","126.622475","14.104957706447","0.74225575","2796.2341961252","1854.6550021975","126.76937","364.813","4.7125","5918.23","136.811","4.34796","0.0819789","1.1517599821091","0.0596583","0.156301","0.0280899","1.078","0.136618","54,55","HAT-P-23 b","2022-09-22","2023-03-15","2023-03-24"
+"328081248","5799.01","TIC 328081248.01","1","4","4","1","4","4","4","5.6","110.5","4.62","4","3","2","PC","PC","11.1798","0.007","1","spoc-s54-b02","SPOC","301.630179","15.989142","177.635","0.044","244.205","0.036","2459772.334479","0.0022545578","4.1645448195356","0.0007537476","1.5725422489736","0.18608984","2.839914","0.230794","2612.2397483536","212.54678","1.9881392784677","0.1830108","13.326530055103","487.30292738925","12.77098","27.8123","0.02505","3521","157","4.8805","0.000953871","0.34335801005363","0.0102719","","","0.32653","0.020234","54","potential multi","2022-09-22","2022-09-22","2023-09-20"
+"151759246","5800.01","","1","4","1","1","3","4","4","21.1","162.8","8.43","2","9","3","PC","PC","8.6133","0.006","1","spoc-s54-b02","SPOC/QLP","305.065546","-7.411924","51.783","0.07","-52.566","0.042","2459771.71321","0.0019416235","2.6282605673024","0.00035016955","1.2408210711595","0.11745854","0.79419","0.072791","731.20826838362","67.04048","2.8331016656459","0.27335745","274.16297686605","1037.8197981272","10.211792","42.9052","0.0796","4821","122.8","4.51","0.09","0.81703400611877","0.0545729","","","0.78","0.0973801","54","","2022-09-22","2022-09-22","2023-08-25"
+"243921117","5801.01","","5","5","5","5","5","5","5","217.3","565.1","95.36","0","0","2","KP","KP","10.3622","0.007","1","spoc-s54-b02","SPOC/QLP","303.1668","-2.144437","-132.759","0.09","-50.429","0.063","2459770.026754","0.00012086364","3.0678159897114","0.000024862398","2.1103324528908","0.0107532535","38.160671","0.129028","34536.784817265","118.83254","11.799686783638","0.353619","72.441982980305","744.07606056067","216.99556","49.7876","0.11605","3965","157","4.62","0.01","0.63657200336456","0.0188828","","","0.616961","0.0202632","54","WASP-80 b","2022-09-22","2022-09-22","2022-12-14"
+"399402994","5802.01","","5","5","5","5","5","5","5","67.6","69.9","317","0","0","1","KP","KP","11.8886","0.006","1","spoc-s54-b02","SPOC","304.207992","3.293949","27.196","0.076","-15.319","0.05","2459770.470612","0.000997253","2.7161298215883","0.00018054055","3.5299033351722","0.07179096","15.888668","0.628441","14527.447015247","578.6479","14.554165934844","0.7971057","1034.0911041695","1446.3035429977","20.856627","398.505","7.0105","5962","120.951","4.32795","0.0766859","1.1867799758911","0.056784","","","1.093","0.135176","54","WASP-81 b","2022-09-22","2022-09-22","2022-12-14"
+"466382581","5803.01","TIC 466382581.01","1","4","1","1","4","4","4","9.4","93.5","10.85","1","2","2","PC","CP","9.937","0.006","1","qlp-s55-ffi","QLP","327.24875","6.278178","43.77","0.077","-37.309","0.076","2459818.861117","0.002445","5.3834388","0.0008955","1.247","0.186","1.869074","0.004552","1720","4.19257","3.27397","0.25872","26.7816","633","14","84.0126","0.4491","5134","121.2","4.61","0.08","0.76","0.05","","","0.87","0.10319","55","potential L1 planet","2022-10-12","2022-10-12","2023-12-03"
+"303055194","5804.01","","5","5","5","5","5","5","5","23.2","84.8","36.44","1","3","2","PC","FP","9.78095","0.006","1","qlp-s55-ffi","QLP","330.671188","11.991029","14.211","0.078","-18.094","0.076","2459822.907614","0.0027262","1.7615631","0.0003172","1.171","0.25","1.140622","0.003104","1050","2.85857","6.69058","0.460359","636.482","1399","16","263.608","3.4985","6270.7","106.6","3.94","0.08","1.95","0.08","-0.413","0.008","1.223","0.173992","55","potential coincident asteroid","2022-10-12","2022-10-12","2023-07-27"
+"378390325","5805.01","","3","4","3","3","3","4","4","3.3","36.3","15.49","0","2","1","PC","PC","9.30608","0.006","1","qlp-s75-ffi","QLP","302.40861","34.572718","43.6","0.039","16.478","0.045","2460346.664507","0.006042","20.5675138","0.0001235","4.687","1.319","1.119971","0.069774","1031","64.262","4.05408","0.268013","105.915","893","18","195.711","1.0475","6809","156.3","4.26","0.09","1.49","0.06","","","1.466","0.253978","14,15,41,55,75","variable host","2022-10-12","2024-05-07","2024-06-01"
+"283621618","5806.01","","3","4","4","3","4","4","4","130.4","410.8","88.23","3","0","5","PC","PC","8.2942","0.007","1","qlp-s56-ffi","QLP","329.101803","20.677981","31.426","0.072","2.967","0.074","2459850.812572","0.0002427","3.1856488","0.0000391","1.304","0.194","5.169534","0.14573","4750","134.213","11.2665","0.529821","473.071","1299","109","119.199","0.826","6602","135.4","4.22","0.09","1.51","0.07","","","1.379","0.235022","55,56","V-shaped","2022-10-12","2022-12-05","2024-08-09"
+"188646744","5807.01","","2","4","2","2","4","4","4","4.7","66.7","7.41","0","2","2","PC","PC","6.8806","0.006","1","qlp-s75-ffi","QLP","308.567224","43.36069","14.776","0.045","-77.175","0.049","2460340.879299","0.0060996","14.2425589","0.0001453","4.263","2.021","0.242146","0.101558","223","93.5341","2.63125","0.591908","1063.53","1590","18","72.9611","0.14735","6815.9","110.6","4.17","0.08","1.65","0.06","","","1.47","0.239126","15,41,55,56,75","slight depth aperture correlation","2022-10-12","2024-05-16","2024-08-07"
+"459735346","5808.01","TIC 459735346.01","1","4","1","1","4","4","4","5","66","6.41","1","2","3","PC","PC","8.9415","0.006","1","qlp-s55-ffi","QLP","315.608921","10.610466","57.221","0.059","-17.038","0.067","2459812.954104","0.0028333","7.1683998","0.0026135","2.704","0.469","0.619046","0.001755","570","1.6163","2.40993","0.180558","128.076","937","12","79.953","0.25995","5707","127","4.5","0.08","0.94","0.05","","","1.02","0.127038","55","potential L1 planet","2022-10-12","2022-10-12","2024-08-07"
+"283471501","5809.01","","1","4","1","1","4","4","4","6.1","66.1","8.2","2","4","5","PC","PC","9.3206","0.006","1","qlp-s75-ffi","QLP","314.549077","40.192264","233.28","2","203.2","2","2460357.324163","0.0019955","9.2102975","0.0000239","2.321","0.233","0.960215","0.046589","884","42.9094","2.62813","0.175702","26.9787","634","21","","","4115.1","117.7","","","0.88","0.05","","","","","15,55,56,75","L1 candidate","2022-10-12","2024-05-15","2024-05-16"
+"379824738","5810.01","","3","4","3","3","4","4","4","55.4","64.3","317","1","2","3","PC","PC","10.291","0.008","1","qlp-s55-ffi","QLP","324.598984","23.118991","-15.433","0.061","-32.7","0.064","2459820.455764","0.0008533","5.6852804","0.0004027","6.105","0.1","6.894555","0.000496","6330","0.456989","15.1292","0.728835","1023.84","1575","94","320.387","4.138","6142","131.9","3.96","0.08","1.87","0.09","","","1.16","0.163282","55","evolved host","2022-10-12","2022-10-12","2023-06-20"
+"331484419","5811.01","","3","4","3","3","4","4","4","33","85.7","77.15","4","2","4","PC","PC","7.74689","0.006","1","qlp-s55-ffi","QLP","310.911906","19.727938","31.177","0.07","-8.753","0.069","2459823.651395","0.0037185","6.2571822","0.0015249","3.038","0.489","0.803742","0.001075","740","0.990435","10.4035","","196.549","1043","23","169.494","1.3355","5608","214","","","3.81","","","","","","55","","2022-10-12","2022-10-12","2023-06-20"
+"388909695","5812.01","","5","5","5","5","5","5","5","32.9","133.3","85.56","0","0","1","KP","KP","10.4106","0.006","1","qlp-s55-ffi","QLP","327.570011","4.194573","26.43","0.071","2.87","0.071","2459818.905426","0.0011264","10.1472711","0.0007738","5.535","0.129","8.885006","0.001021","8150","0.940484","11.0655","0.566899","188.575","1032","81","194.333","1.554","5660","132","4.27","0.07","1.22","0.06","","","1.005","0.119412","55","WASP-134 b (https://arxiv.org/abs/1812.09264)","2022-10-12","2022-10-12","2022-12-14"
+"92439980","5813.01","","2","4","2","2","4","4","4","1.7","36.1","9.5","0","2","3","PC","PC","9.77358","0.006","1","qlp-s55-ffi","QLP","302.885118","31.637672","-25.168","0.047","-47.28","0.055","2459815.873897","0.0040385","27.0528213","0.000505","3.784","0.318","0.923268","0.001819","850","1.67531","3.03066","0.211154","14.0936","539","12","121.745","0.472","5615","128.5","4.42","0.08","1.01","0.05","","","0.994","0.124674","14,41,54,55","potential centroid offset","2022-10-12","2022-10-12","2023-12-25"
+"427041513","5814.01","","2","4","2","2","4","4","4","4.5","48.8","7.91","1","2","3","PC","PC","10.4008","0.006","1","qlp-s75-ffi","QLP","304.973328","33.00991","11.809","0.044","-1.481","0.043","2460360.849074","0.0039467","6.254395","0.0000221","2.466","0.807","1.275403","0.09619","1174","88.5908","2.73791","0.219587","115.322","912","14","104.955","0.298","4986","129","4.52","0.09","0.83","0.05","","","0.825","0.0969224","14,15,41,55,75","variable host; slight depth-apperture correlation","2022-10-12","2024-05-07","2024-06-01"
+"375942197","5815.01","","5","5","5","5","5","5","5","40","42.3","317","0","0","1","KP","KP","11.5352","0.009","1","spoc-s55-b02","SPOC","313.687293","9.179069","-6.192","0.064","-4.954","0.062","2459797.700003","0.0013888344","3.8993831386464","0.00043105666","5.1857346613628","0.12164902","7.072108","0.222686","6492.4843324333","205.08029","15.263658181731","0.9159476","1703.2412549347","1638.4711225824","26.122198","568.42","11.694","6152","134.099","3.96619","0.0844973","1.8622200489044","0.0965226","","","1.17","0.156594","55","WASP-176 b","2022-10-12","2022-10-12","2022-12-14"
+"194076601","5816.01","TIC 194076601.01","3","4","4","3","3","4","4","13.7","80","110.48","5","1","1","PC","PC","11.2546","0.006","1","qlp-s56-tois","SPOC","307.215708","42.224014","2.606","0.053","-1.444","0.058","2459842.062383","0.0017281","20.4282929","0.0001567","7.501","0.404","8.348756","0.256266","7660","236.002","12.8306","","559.996","1355","36","566.807","11.935","8991","123","4.45701","","1.47","","","","2.27","","14,15,41,55,56","","2022-10-12","2023-02-05","2024-09-04"
+"418604868","5817.01","","1","4","1","1","4","4","4","4.8","60.6","9.44","0","2","4","PC","PC","8.0581","0.006","1","spoc-s55-b02","SPOC","322.377799","21.474527","-10.357","0.113","-89.83","0.113","2459799.303854","0.0030843667","15.61460575154","0.0042941086","5.8168055050842","0.51610607","0.507313","0.035432","467.14373068761","32.63327","3.0272584097212","1.1366028","126.86322201245","855.96042138393","13.417658","80.7542","0.3896","5809","117.775","4.17404","0.0730029","1.3820699453354","0.0642412","","","1.04","0.13121","55","two stars in pixel","2022-10-12","2022-10-12","2023-07-07"
+"283419843","5818.01","","5","5","5","5","5","5","5","51.5","58.6","317","0","0","0","KP","KP","12.5375","0.007","1","spoc-s55-b02","SPOC","315.90549","11.989367","4.218","0.056","-6.154","0.054","2459799.022189","0.0012914063","2.6052673672121","0.00025804984","4.2452100139334","0.1025351","12.162936","0.367126","11139.963924327","338.07855","17.854369920555","1.0791512","2114.8556223316","1729.5771164047","19.833286","738.519","19.423","5916","122.303","4.02617","0.077383","1.6697800159454","0.0900829","","","1.08","0.129544","55","HAT-P-65 b","2022-10-12","2022-10-12","2022-12-14"
+"330218897","5819.01","TIC 330218897.01","2","4","2","2","4","4","4","4.6","39.5","8.53","4","2","3","PC","PC","10.828","0.006","1","spoc-s55-b02","SPOC","326.452999","23.560485","-53.277","0.051","-76.039","0.057","2459797.705428","0.0037977363","3.4200073348922","0.0009200002","1.9339166722003","0.8544618","0.810309","0.114115","746.04417399116","105.098465","2.852093109847","4.81077","443.25485739359","1170.2620601289","8.357875","188.762","1.12","5463","134.218","4.39104","0.0835532","1.0316200256348","0.0563442","","","0.955","0.120676","55","","2022-10-12","2022-10-12","2023-09-05"
+"459730973","5820.01","","5","5","5","5","5","5","5","58.1","69.5","317","0","0","1","KP","KP","11.07","0.008","1","spoc-s55-b02","SPOC","315.531949","7.056279","-9.074","0.108","5.683","0.103","2459799.366946","0.0014609211","3.9156848046704","0.00045164445","3.5847759896779","0.08494597","7.264809","0.259705","6668.8007798521","239.16815","16.708372910873","1.0933385","1704.4939230401","1638.7722975759","24.473438","466.433","19.156","6228","129.066","3.98845","0.0934681","1.8382300138473","0.113528","","","1.2","0.174653","55","WASP-90 b","2022-10-12","2022-10-12","2022-12-14"
+"354619337","5821.01","","5","5","5","5","5","5","5","231.1","349.3","317","0","0","3","KP","KP","8.08821","0.006","1","spoc-s55-b02","SPOC/QLP","317.551526","10.738897","-5.719","0.1","5.379","0.099","2459798.285937","0.00015036986","2.1487871987841","0.000020413783","4.1671489920831","0.011060316","7.691108","0.030145","7058.7410683814","27.764378","17.479040903028","0.5180879","8702.2893725468","2463.3613875516","236.9704","182.273","1.9425","7893","138.264","4.105","0.0759884","2.0156600475311","0.0594347","","","1.887","0.300321","55","MASCARA-1 b","2022-10-12","2022-10-12","2022-12-14"
+"466390120","5822.01","","5","5","5","5","5","5","5","67.3","59.6","317","0","0","1","KP","KP","12.0671","0.007","1","spoc-s55-b02","SPOC","327.665695","10.462939","-5.753","0.068","-8.546","0.069","2459797.810597","0.00083140505","1.5487245203939","0.000091189155","2.8258531172169","0.06750932","10.76839","0.340541","9869.0318921411","313.60062","14.506178014798","0.9901076","2978.2047665952","1884.1192560448","25.932486","523.337","16.812","5887.35","140.065","4.16889","0.0876321","1.4102100133896","0.089118","0.289","0.028","1.07","0.136216","55","WASP-114 b","2022-10-12","2022-10-12","2022-12-14"
+"248853232","5823.01","","5","5","5","5","5","5","5","250.1","681.6","101.85","0","0","0","KP","KP","8.8628","0.006","1","spoc-s55-b02","SPOC/QLP","315.025966","-5.094857","33.676","0.08","-93.436","0.043","2459798.775459","0.00013197133","3.8681492175275","0.000039323226","2.1610194568107","0.010707278","18.90341","0.082277","17259.993536244","75.777336","12.265890284409","0.89079314","180.55637864129","934.91678831037","236.89902","49.9605","0.13165","4746","125.37","4.4323","0.0935477","0.87759101390839","0.0636256","","","0.76","0.0891518","55","WASP-69 b","2022-10-12","2022-10-12","2022-12-14"
+"272366748","5824.01","","5","5","5","5","5","5","5","15.5","43.1","126.98","0","0","1","KP","KP","14.8018","0.008","1","spoc-s14-s55-b0A-KP","SPOC","296.393195","45.568533","2.16","0.052","-6.358","0.052","2459800.057422","0.005218857","3.8555896898932","0.000049221235","3.237964370373","0.37446895","18.410701","1.365653","16813.923737417","1257.0226","13.965462183428","1.28814","456.17496344153","1178.6981748376","11.369815","1257.16","48.67","5741","124","4.40631","","1.052680015564","","","","1.03","","41,55","Kepler-731 b","2022-10-12","2023-03-15","2023-03-24"
+"269243313","5825.01","TIC 269243313.01","2","4","2","2","4","4","4","4.4","45.7","13.25","1","2","2","PC","PC","9.95806","0.006","1","spoc-s55-b02","SPOC","324.697165","-0.046455","40.545","0.081","-6.442","0.09","2459802.484617","0.003895778","9.73482949887","0.0053758165","4.3067361323873","0.6352209","0.977353","0.126262","899.77054633231","116.28516","3.6959658015155","1.5816046","209.54905065268","970.37851870185","7.624511","182.264","1.3335","6115.71","112.541","4.33401","0.0751272","1.210450053215","0.0528995","0.129","0.051","1.153","0.155436","55","low signal-to-noise","2022-10-12","2022-10-12","2024-08-22"
+"48253329","5826.01","","3","4","4","3","3","4","4","45.1","63.5","317","6","2","1","PC","PC","11.7134","0.01","1","qlp-s54-faintsearch","FAINT","298.181417","-14.356986","2.099","0.079","-1.135","0.037","2459788.107629","0.0017016","2.8140207","0.0004529","3.191","0.178","8.064323","0.296509","7400","273.058","17.2648","3.65891","2559.93","1981","28","774.122","27.84","7456","139","4.09","0.09","1.96","0.1","","","1.71","0.279573","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"369062542","5827.01","","3","4","3","3","1","4","4","29.2","30","317","2","0","0","PC","PC","12.9192","0.018","1","qlp-s54-faintsearch","FAINT","291.908234","23.273823","3.123","0.029","-4.591","0.031","2459788.904875","0.0031147","5.0493049","0.0000311","3.885","0.249","8.556658","0.445482","7850","410.22","15.7942","4.01268","435.709","1272","18","614.225","7.7195","5821","169.3","3.97","0.08","1.76","0.09","","","1.05","0.133285","14,40,41,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"351077390","5828.01","","3","4","3","3","2","4","4","14.7","67.7","18.34","1","2","2","PC","PC","12.2148","0.006","1","qlp-s54-faintsearch","FAINT","293.193881","25.086499","9.939","0.045","0.587","0.051","2459796.072414","0.0040072","1.1951761","0.0000106","2.4","0.344","3.229435","0.263236","2970","242.42","4.46821","1.44581","2437.87","1957","14","264.73","2.0995","5313","191","4.56","0.09","0.83","0.05","","","0.915","0.124713","14,40,41,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"363029616","5829.01","","3","4","3","3","4","4","4","27.8","55.4","63.34","3","2","4","PC","PC","11.3492","0.006","1","qlp-s54-faintsearch","FAINT","304.706801","23.314311","26.687","0.048","-0.633","0.044","2459793.849156","0.0057855","1.3502386","0.0000087","2.178","0.335","1.792944","0.178155","1650","164.073","9.28384","3.27914","1251.72","1657","11","418.945","6.2055","5015","231.5","","","2.29","0.15","","","","","14,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"224418572","5830.01","","3","4","3","3","3","4","4","16.5","42.2","58.97","0","2","1","PC","PC","11.8512","0.006","1","qlp-s54-faintsearch","FAINT","282.101495","15.49419","-3.182","0.069","-18.668","0.074","2459791.235591","0.0029381","2.8465928","0.0000199","2.664","0.459","2.293324","0.181068","2110","166.756","8.8779","2.80583","536.42","1340","20","487.216","9.4445","5308","134.1","3.82","0.08","1.94","0.11","","","0.913","0.109566","26,40,53,54","found in faint-star QLP search; crowded field","2022-11-02","2024-08-22","2024-08-22"
+"308504559","5831.01","","3","4","3","3","3","4","4","46.5","127.2","102.04","13","2","2","PC","PC","10.9653","0.006","1","qlp-s54-faintsearch","FAINT","285.940869","-0.427822","5.106","0.094","-6.679","0.111","2459786.127171","0.0051638","3.7846792","0.0022298","2.51","0.43","6.392051","0.689732","5870","635.065","12.2675","4.34276","501.062","1318","11","324.532","5.747","6360","176.8","4.16","0.09","1.55","0.08","","","1.265","0.199777","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"287934343","5832.01","","3","4","3","3","3","4","4","25.6","76.8","123.34","1","0","1","PC","PC","12.776","0.012","1","qlp-s54-faintsearch","FAINT","300.997003","21.216507","-4.83","0.027","-10.405","0.026","2459795.478353","0.0024208","5.1357505","0.0000203","3.504","0.211","12.62422","0.547736","11560","504.356","13.7192","3.22602","461.579","1291","22","675.49","9.178001","6301","144.4","4.32","0.09","1.28","0.06","","","1.24","0.191694","14,41,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"213875310","5833.01","","3","4","4","3","1","4","4","43.1","103.5","122.45","2","0","0","PC","PC","13.1692","0.008","1","qlp-s54-faintsearch","FAINT","293.921021","3.847794","0.74","0.042","-8.281","0.026","2459793.44982","0.0066991","2.6721807","0.0011599","2.433","0.359","17.236441","1.697822","15750","1562.53","13.6986","","499.207","1316","12","509.036","7.148","5549","122","4.38","","1.06","","","","0.98","","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"281118572","5834.01","","3","4","4","3","1","4","4","71.5","187.4","102.88","4","2","0","PC","PC","12.231","0.006","1","qlp-s54-faintsearch","FAINT","294.34447","6.680285","-21.27","0.061","-31.98","0.05","2459792.712699","0.0013971","3.5242025","0.0004148","1.79","0.165","25.919453","1.408788","23590","1296.7","12.31","3.24802","60.7404","777","33","178.827","1.2555","4485","128","4.5","0.1","0.78","0.06","","","0.704","0.0861047","54","found in faint-star QLP search","2022-11-02","2024-09-06","2024-09-06"
+"346859243","5835.01","","3","4","3","3","2","4","4","28.2","83.9","119.3","2","0","2","PC","PC","13.0949","0.006","1","qlp-s54-faintsearch","FAINT","280.858907","21.869776","6.303","0.017","-10.915","0.032","2459795.463879","0.0015577","6.4226101","0.0000404","3.007","0.171","18.583071","0.814961","16970","750.325","13.4185","","78.3241","828","30","407.252","3.036","4977","122","4.37","","0.98","","","","0.822","","53,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-24"
+"354727907","5836.01","","3","4","3","3","2","4","4","13.9","125.1","92.72","1","0","3","PC","PC","14.5478","0.008","1","qlp-s54-faintsearch","FAINT","289.449596","19.148045","13.107","0.102","24.321","0.095","2459786.404289","0.0019758","8.4498763","0.0000732","1.773","0.178","80.41661","7.113446","71390","6530.31","11.6649","3.64652","2.51961","350","15","145.911","1.345","3330","157","4.82","0.01","0.41","0.01","","","0.400431","0.0212314","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"395143000","5837.01","","3","4","3","3","1","4","4","34.8","104.1","115.68","2","0","0","PC","PC","12.4152","0.018","1","qlp-s54-faintsearch","FAINT","287.099114","17.113422","0.609","0.152","-6.017","0.155","2459795.48348","0.0018932","2.9665122","0.0000198","3.346","0.181","8.961635","0.378923","8220","348.94","13.1813","3.13445","2634.75","1995","27","614.974","37.4135","7564","175.7","4.35","0.09","1.46","0.1","","","1.75","0.292726","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"222485202","5838.01","","3","4","4","3","1","4","4","61.1","159.6","112.03","6","0","0","PC","PC","12.8557","0.006","1","qlp-s54-faintsearch","FAINT","284.84062","9.130169","6.41","0.044","9.661","0.054","2459791.742675","0.0009788","3.5982966","0.000288","1.614","0.122","31.471222","1.506385","28570","1386.47","13.0275","3.24111","43.9473","717","19","218.118","1.484","4458","137.7","4.54","0.1","0.75","0.06","","","0.699","0.0814823","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"355732304","5839.01","","5","5","5","5","5","5","5","44.2","51.5","317","0","5","1","PC","FP","12.3367","0.011","1","qlp-s54-faintsearch","FAINT","286.031721","17.003203","0.681","0.053","-3.812","0.057","2459794.235051","0.0024512","2.5411063","0.0000202","3.491","0.181","9.50914","0.416985","8720","383.984","16.4931","3.92609","2348.06","1939","19","730.258","19.9975","6657","134.9","4.08","0.09","1.78","0.09","","","1.4","0.235451","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-27"
+"68345291","5840.01","","3","4","3","3","3","4","4","22.5","30.6","317","1","0","1","PC","PC","13.4506","0.008","1","qlp-s54-faintsearch","FAINT","280.308395","31.540811","0.701","0.025","-3.467","0.028","2459793.910188","0.0020211","4.006489","0.0000394","3.949","0.2","12.62422","0.546806","11560","503.5","16.2059","","1122.8","1612","24","1176.96","20.76","6600","122","4.23","","1.49","","","","1.38","","53,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"350882505","5841.01","","3","4","3","3","4","4","4","18.4","49.6","78.92","3","0","2","PC","PC","12.1201","0.011","1","qlp-s54-faintsearch","FAINT","285.246468","22.49894","2.365","0.029","-2.755","0.041","2459795.704556","0.0027827","4.2025514","0.0000499","4.028","0.306","3.654216","0.185703","3360","171.024","10.5624","2.64061","646.84","1404","20","500.44","6.678","5678","136.9","3.93","0.08","1.8","0.09","","","1.01","0.126711","53,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"23937608","5842.01","","3","4","3","3","4","4","4","9.7","45.2","29.33","7","0","3","PC","PC","12.5432","0.007","1","qlp-s54-faintsearch","FAINT","276.085381","34.552392","3.454","0.029","-15.374","0.033","2459791.805537","0.0034453","2.8091879","0.0000307","1.927","0.311","3.349228","0.307651","3080","283.317","5.92308","1.92215","392.13","1239","12","460.272","3.8875","5821","130.1","4.44","0.07","1.03","0.05","","","1.05","0.127735","26,40,53,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"24113219","5843.01","","3","4","3","3","2","4","4","22.2","59.6","108.41","1","0","2","PC","PC","13.3247","0.009","1","qlp-s54-faintsearch","FAINT","276.61571","30.393617","-3.666","0.054","-16.627","0.05","2459795.126527","0.0024724","4.197866","0.0000414","3.223","0.215","11.625105","0.623126","10650","573.756","12.6868","","356.665","1210","20","680.835","14.6115","5581","122","4.27","","1.21","","","","0.99","","53,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"230292034","5844.01","","3","4","3","3","4","4","4","6.6","32.3","33.62","0","3","2","PC","PC","11.9963","0.007","1","qlp-s54-faintsearch","FAINT","276.359302","47.169164","9.663","0.034","5.628","0.037","2459791.961303","0.0022423","6.0671557","0.0000323","2.12","0.33","2.260683","0.179582","2080","165.387","6.40583","1.94645","98.668","878","16","465.656","4.072","5737","125.9","4.18","0.08","1.36","0.07","","","1.02","0.121001","14,25,26,40,52,53,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"209935997","5845.01","","3","4","3","3","3","4","4","28.7","46.9","317","4","1","1","PC","PC","11.4599","0.009","1","qlp-s54-faintsearch","FAINT","298.101717","16.668394","-1.356","0.044","-5.46","0.039","2459794.325106","0.0035195","1.9081122","0.0000247","2.094","0.345","2.891906","0.268902","2660","247.637","18.193","5.8006","5740.22","2424","15","1465.57","70.45","8944","142.4","3.75","0.08","3.3","0.18","","","2.26","0.322225","41,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"75784122","5846.01","","3","4","3","3","3","4","4","17.1","25.1","317","3","0","1","PC","PC","12.8895","0.007","1","qlp-s54-faintsearch","FAINT","271.308088","41.808015","3.918","0.026","8.116","0.027","2459794.162274","0.0013966","10.5353472","0.0000305","1.098","0.134","10.440533","0.879101","9570","809.354","15.2166","4.44592","9.27536","486","20","784.865","8.9","6044","122.9","4.19","0.08","1.4","0.07","","","1.12","0.144966","25,26,40,52,53,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"95574586","5847.01","","3","4","3","3","2","4","4","14.9","60.3","33.3","0","2","2","PC","PC","11.8895","0.006","1","qlp-s54-faintsearch","FAINT","295.850508","3.031456","5.986","2.148","-4.943","2.148","2459795.998964","0.008442","2.5641981","0.0011269","4.469","0.504","3.087878","0.249353","2840","229.636","6.33611","","2863.8","","11","351.781","","6014","","","","1.23","","","","","","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"808243","5848.01","","3","4","4","3","1","4","4","51.5","57.2","317","4","0","0","PC","PC","13.4236","0.009","1","qlp-s54-faintsearch","FAINT","300.737815","-0.046819","4.103","0.046","-3.005","0.03","2459795.467392","0.0046766","1.5101054","0.0006067","2.993","0.302","14.306126","1.151599","13090","1060.1","19.2985","","3194.9","2094","14","1095.42","34.075","5964","122","4","","1.74","","","","1.09","","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-09-09"
+"71459120","5849.01","","3","4","4","3","3","4","4","62.1","174.6","113","4","2","1","PC","PC","11.2543","0.006","1","qlp-s54-faintsearch","FAINT","303.563498","-10.497985","-6.567","0.064","-18.351","0.038","2459781.133754","0.0012246","3.9964264","0.0008216","1.722","0.201","13.481337","0.866922","12340","798.146","13.0504","3.60201","132.764","945","14","273.452","2.9205","5771","130","4.34","0.08","1.14","0.06","","","1.034","0.129057","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"151728428","5850.01","","5","5","5","5","5","5","5","178.1","492.1","125.23","2","2","1","PC","FP","10.9951","0.008","1","qlp-s54-faintsearch","FAINT","304.882706","-8.298523","21.376","0.076","-37.573","0.046","2459786.271014","0.0013008","3.9997367","0.0004463","0.384","0.111","8.129955","29.834179","7460","27104.2","13.8899","11.5657","3.03288","367","13","64.193","0.17225","3827","157","4.62","0.01","0.64","0.02","","","0.618234","0.020339","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"277329402","5851.01","","3","4","3","3","3","4","4","28.4","93","91.87","4","0","1","PC","PC","12.8137","0.013","1","qlp-s54-faintsearch","FAINT","292.681077","12.393071","9.649","0.035","4.265","0.03","2459790.948702","0.0032896","4.5049415","0.0013669","2.372","0.304","15.748263","1.220934","14400","1123.89","11.5788","3.68457","181.815","1022","13","433.416","4.437","5697","138.8","4.45","0.08","0.99","0.05","","","1.01","0.12923","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"387844266","5852.01","","3","4","4","3","1","4","4","49.3","138.9","113.03","3","0","0","PC","PC","13.4781","0.006","1","qlp-s54-faintsearch","FAINT","306.528142","1.775949","34.568","0.056","11.435","0.046","2459788.337798","0.0022037","3.9956793","0.001151","2.056","0.197","42.491282","2.981047","38380","2741.88","13.077","","51.5714","746","15","255.965","2.08","4348","122","4.62","","0.67","","","","0.68","","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"278623780","5853.01","","3","4","4","3","1","4","4","58.7","167.9","110.4","7","2","0","PC","PC","11.9781","0.006","1","qlp-s54-faintsearch","FAINT","286.234694","18.113615","-7.489","0.061","-23.145","0.055","2459793.844498","0.000957","3.7219898","0.0000113","2.306","0.125","17.35779","0.679295","15860","625.458","12.8025","2.78041","257.512","1116","57","293.498","3.576","5806","171.3","4.47","0.08","0.98","0.05","","","1.044","0.130265","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-09-10"
+"346154016","5854.01","","3","4","4","3","3","4","4","43","39.3","317","2","2","1","PC","PC","12.647","0.006","1","qlp-s54-faintsearch","FAINT","280.048586","20.236342","1.525","0.1","-2.294","0.109","2459795.758929","0.0011823","4.449914","0.0000107","2.449","0.099","14.812307","0.466536","13550","429.603","14.3475","2.89892","105.034","891","41","385.952","9.9125","4910","136.4","4.19","0.09","1.2","0.08","","","0.804","0.100445","26,40,53,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"41422753","5855.01","","5","5","5","5","5","5","5","48.5","146.4","100.13","1","3","3","PC","FP","12.3924","0.006","1","qlp-s54-faintsearch","FAINT","294.008142","32.214606","31.57","0.037","10.179","0.046","2459792.210191","0.0032393","2.4710528","0.0000171","3.033","0.243","5.900696","8.601844","5420","7891.29","12.1002","9.53041","5313.3","2378","22","438.754","4.7475","6114","133.2","4.52","0.08","0.97","0.05","","","1.152","0.15946","14,40,41,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"3680800","5856.01","","3","4","3","3","2","4","4","17.5","72.4","18.09","1","2","1","PC","PC","11.0263","0.006","1","qlp-s54-faintsearch","FAINT","290.236828","-7.830216","10.259","0.068","3.431","0.06","2459795.607863","0.0062872","0.5498864","0.0001996","1.588","0.343","1.205837","0.151412","1110","139.446","4.44804","1.76365","7481.4","2590","11","298.032","3.704","5808","151.3","4.2","0.08","1.35","0.07","","","1.044","0.1376","54","found in faint-star QLP search; low SNR","2022-11-02","2024-08-22","2024-08-22"
+"336072306","5857.01","","3","4","3","3","3","4","4","20","57","89.49","2","0","1","PC","PC","13.4236","0.007","1","qlp-s54-faintsearch","FAINT","274.564767","42.460287","-3.314","0.034","-16.528","0.034","2459790.127873","0.0014592","3.415047","0.0000106","1.406","0.334","9.388665","0.994944","8610","915.958","11.3277","","131.926","944","19","667.063","10.104","5449","122","4.31","","1.12","","","","0.95","","14,40,52,53,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"256046749","5858.01","","3","4","3","3","3","4","4","23.4","92.4","84.24","1","3","1","PC","PC","12.3224","0.006","1","qlp-s54-faintsearch","FAINT","299.798591","23.055057","-21.652","0.048","-30.153","0.045","2459778.065425","0.0036433","7.1476512","0.0000791","3.03","0.205","14.768282","0.817118","13510","752.31","11.017","2.89267","86.2156","848","20","318.912","4.0785","5287","134.8","4.45","0.09","0.94","0.05","","","0.908","0.120834","41,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"114947483","5859.01","","3","4","3","3","2","4","4","16.3","70.3","33.18","2","0","1","PC","PC","13.1338","0.007","1","qlp-s54-faintsearch","FAINT","285.361705","29.021536","-21.405","0.03","31.972","0.036","2459794.556309","0.0015386","3.3787501","0.000011","1.837","0.207","10.341878","0.676997","9480","623.343","6.36345","1.73476","39.4252","698","19","165.237","0.6525","3769","157","4.63","0.01","0.63","0.02","","","0.610297","0.0202476","14,40,53,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"462372373","5860.01","","3","5","5","3","3","4","4","33.1","97.4","111.92","0","2","2","PC","APC","12.0019","0.006","1","qlp-s54-faintsearch","FAINT","304.923086","11.052848","-29.872","0.057","3.225","0.049","2459795.355448","0.0018832","5.2498931","0.000853","1.666","0.409","10.035005","1.048035","9200","964.81","12.9409","4.39803","109.163","900","21","442.817","7.9605","5988","154.6","4.27","0.08","1.27","0.07","","","1.102","0.149224","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"11034516","5861.01","","3","4","3","3","1","4","4","27.3","59.3","317","0","0","0","PC","PC","12.5375","0.006","1","qlp-s54-faintsearch","FAINT","297.980126","24.038241","15.795","0.026","-6.332","0.029","2459771.875591","0.0012766","14.3033451","0.0000332","4.769","0.169","28.747531","0.803801","26130","740.054","17.1437","3.24781","72.8052","813","63","432.745","3.7585","5862","173.3","4.42","0.08","1.05","0.05","","","1.06","0.141587","14,41,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"20988926","5862.01","","5","5","5","5","5","5","5","15.6","20.1","317","0","6","1","PC","FP","12.0997","0.009","1","qlp-s54-faintsearch","FAINT","285.062239","34.258278","1.283","0.04","-0.862","0.047","2459791.246452","0.0024549","5.3194765","0.0000286","4.653","0.347","3.95929","0.177166","3640","163.163","15.9815","3.82501","1271.35","1663","25","1276.28","40.715","6987","134.5","3.77","0.09","2.66","0.14","","","1.53","0.252829","14,40,41,53,54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-27"
+"345205395","5863.01","","3","4","4","3","1","4","4","71.9","162.9","125.07","4","2","0","PC","PC","12.7354","0.006","1","qlp-s54-faintsearch","FAINT","300.67684","0.22858","1.401","0.035","-6.454","0.023","2459788.352176","0.0013052","2.8492565","0.0003913","1.846","0.136","26.486705","1.445925","24100","1330.86","13.9182","3.60049","129.049","938","30","276.469","1.593","4829","139.1","4.46","0.09","0.87","0.06","","","0.783","0.0893179","54","found in faint-star QLP search","2022-11-02","2024-08-22","2024-08-22"
+"184531966","5864.01","","3","4","3","3","3","4","4","11.7","48.7","96.07","1","0","1","PC","PC","12.9564","0.012","1","qlp-s55-faintsearch","FAINT","296.483805","38.352933","-1.814","0.031","-9.91","0.03","2459818.412119","0.0028345","10.4453589","0.0000765","4.548","0.391","10.21035","0.612675","9360","564.135","11.824","0.739761","150.959","976","19","659.756","8.9535","5961","149.7","4.32","0.08","1.19","0.06","","","1.09","0.142372","14,41,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"383216635","5865.01","","1","4","1","3","3","4","4","15.4","52.8","72.99","3","20","2","PC","PC","11.3471","0.008","1","qlp-s55-faintsearch","FAINT","311.221373","6.641216","-12.11","0.06","-31.942","0.05","2459815.836665","0.0036222","6.6314176","0.0037924","2.372","0.866","3.349228","0.363664","3080","334.891","10.0835","0.797922","165.896","999","15","482.143","9.6975","6044","128.6","4","0.08","1.75","0.09","","","1.12","0.144113","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"341297143","5866.01","","5","5","5","5","5","5","5","52.5","151.2","116.48","0","3","2","PC","FP","11.1838","0.007","1","qlp-s55-faintsearch","FAINT","311.306229","12.167609","9.033","0.049","-2.139","0.037","2459813.907629","0.0008213","3.8421028","0.0003158","1.184","0.315","9.72822","0.595592","8920","548.41","13.2581","0.741939","120.549","923","39","356.406","4.456","6247","127.8","4.28","0.09","1.32","0.06","","","1.21","0.177054","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"380517859","5867.01","","1","4","1","3","1","4","4","59.9","127.1","75.59","5","0","0","PC","PC","14.9156","0.007","1","qlp-s55-faintsearch","FAINT","303.667055","30.776057","22.136","0.07","-4.718","0.076","2459823.570109","0.005557","1.109435","0.0002011","2.723","0.862","29.98574","22.335388","27240","20361.5","10.2843","2.90063","1164.27","1627","16","254.311","3.175","3613","157","4.75","0.01","0.49","0.02","","","0.488511","0.0214147","54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-28"
+"236158940","5868.01","","3","4","3","3","3","4","4","28.5","71.4","127.53","1","2","1","PC","PC","11.3283","0.015","1","qlp-s55-faintsearch","FAINT","313.419524","34.351623","-2.639","0.049","-5.657","0.052","2459817.28767","0.0018336","2.677573","0.000018","2.885","0.286","3.599748","0.142585","3310","131.317","14.0246","0.769821","1812.44","1817","24","756.82","18.5205","6875.8","104.8","3.85","0.09","2.41","0.12","0.067","0.016","1.49","0.252106","41,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"210169818","5869.01","","3","4","3","3","3","4","4","29.6","39.9","317","3","0","1","PC","PC","13.2483","0.007","1","qlp-s55-faintsearch","FAINT","307.099112","18.242431","5.217","0.033","-0.356","0.036","2459818.89692","0.0032834","3.3879742","0.0009584","4.127","0.299","10.901047","0.559803","9990","515.465","19.4699","","1395.05","1702","19","1368.83","44.075","6236","122","3.94","","1.95","","","","1.21","","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"305375697","5870.01","","3","5","5","3","3","4","4","","","82.63","0","2","2","PC","PC","10.7974","0.006","1","qlp-s55-faintsearch","FAINT","324.59941","11.006898","14.732","0.066","-9.233","0.064","2459817.799423","0.001966","","","3.516","0.339","4.063907","0.295334","3736","271.976","10.8653","0.571561","17.2269","567","18","344.862","5.4395","6336.8","107.1","4.2","0.08","1.48","0.06","0.265339","0.0109431","1.254","0.194241","55","single transit; found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"373816781","5871.01","","3","4","4","3","3","4","4","108.6","136","317","4","0","1","PC","PC","12.7966","0.014","1","qlp-s55-faintsearch","FAINT","320.850391","39.813037","-8.779","0.022","-19.339","0.023","2459822.281701","0.0006817","1.343636","0.0000014","2.275","0.074","28.680641","0.773878","26070","712.514","18.3699","0.883768","2519.68","1973","57","581.579","5.332","6339","147","4.45","0.08","1.1","0.05","","","1.25","0.182288","15,16,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"138671052","5872.01","","3","4","3","3","3","4","4","10.9","48.5","30.24","2","2","1","PC","PC","12.3295","0.006","1","qlp-s55-faintsearch","FAINT","320.134358","46.817074","14.669","0.052","-14.354","0.051","2459820.867127","0.0031188","2.2425137","0.0000083","2.062","0.342","2.968113","0.210551","2730","193.906","6.01656","0.384434","830.151","1495","16","466.611","6.445","6032","165.2","4.37","0.08","1.14","0.05","","","1.119","0.147797","15,16,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"353146308","5873.01","","3","4","3","3","1","4","4","237.7","325.3","101.55","3","0","0","PC","PC","14.0135","0.007","1","qlp-s55-faintsearch","FAINT","324.986222","1.293368","77.926","0.159","-27.626","0.182","2459823.922122","0.0010199","0.4131063","0.0000279","0.368","0.085","24.086255","16.79242","21940","15347.4","12.2118","1.95241","111.259","904","25","175.022","3.2755","3621","157","4.74","0.01","0.5","0.02","","","0.499385","0.0213841","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"376454594","5874.01","","3","4","4","3","1","4","4","32.6","94","76.36","4","1","0","PC","PC","12.3072","0.008","1","qlp-s55-faintsearch","FAINT","320.15457","1.804035","15.224","0.063","-8.849","0.055","2459820.144262","0.001353","2.5784481","0.0003127","1.253","0.195","8.304992","0.587649","7620","541.098","10.3952","0.680806","147.884","971","22","406.631","6.7765","5512","125.9","4.33","0.08","1.12","0.06","","","0.97","0.122405","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"283165117","5875.01","","3","4","3","3","3","4","4","11.7","48.4","52.43","0","0","1","PC","PC","13.1099","0.007","1","qlp-s55-faintsearch","FAINT","321.373881","20.059165","-4.951","0.037","-14.121","0.038","2459821.117967","0.0054101","5.216581","0.0022915","3.314","0.583","7.692484","0.720207","7060","663.115","8.2634","","213.2","1064","11","454.912","5.5295","5248","122","4.42","","0.96","","","","0.9","","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"106114491","5876.01","","5","5","5","5","5","5","5","8.3","45.7","42.06","0","3","1","PC","FP","10.6372","0.006","1","qlp-s55-faintsearch","FAINT","301.080672","32.50162","3.752","0.075","13.328","0.068","2459813.860054","0.0040267","9.7216312","0.000124","3.272","0.681","1.988717","0.186425","1830","171.689","7.28362","0.54134","176.156","1014","13","387.926","9.017","6702","182.2","4.13","0.09","1.7","0.08","","","1.422","0.245281","14,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"282890159","5877.01","","3","4","3","3","3","4","4","17.4","25.2","317","1","1","1","PC","PC","12.0836","0.063","1","qlp-s55-faintsearch","FAINT","299.529431","27.326911","-0.499","0.054","-5.657","0.052","2459820.307042","0.0028693","6.9100016","0.0000391","4.536","0.511","4.689636","0.263932","4310","243.061","15.2568","0.803365","1742.51","1799","18","970.989","35.9905","8722","717.2","3.99","0.07","2.47","0.09","","","2.19","0.371781","14,41,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"247172524","5878.01","","3","4","3","3","3","4","4","63.5","70.6","317","2","0","1","PC","PC","12.8056","0.009","1","qlp-s55-faintsearch","FAINT","313.931272","29.818541","-3.502","0.023","-12.159","0.026","2459820.871737","0.000738","3.4363074","0.0000045","2.861","0.063","30.733811","0.647212","27910","595.927","14.7953","0.882413","274.056","1133","77","350.804","2.439","5213","130.5","4.53","0.09","0.85","0.05","","","0.89","0.11652","15,41,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"258037656","5879.01","","3","4","4","3","1","4","4","22.9","107.3","67.35","4","0","0","PC","PC","14.3602","0.008","1","qlp-s56-tois","FAINT","328.351781","21.414161","15.357","0.147","-55.36","0.154","2459848.100684","0.0015072","4.0331416","0.0002239","1.348","0.146","41.825335","2.65891","37790","2445.95","9.63078","0.467401","7.64407","463","24","167.333","2.742","3355","157","4.76","0.01","0.48","0.02","","","0.477221","0.0210374","55,56","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"184521624","5880.01","","3","4","3","3","1","4","4","26.8","30.1","317","0","0","0","PC","PC","13.3573","0.007","1","qlp-s55-faintsearch","FAINT","296.46857","36.150385","4.036","0.031","-1.248","0.03","2459819.765194","0.0021348","3.1162505","0.0000177","3.289","0.317","12.448485","0.675231","11400","621.717","15.0692","","1071.51","1593","22","943.441","17.7785","6244","122","4.22","","1.42","","","","1.21","","14,41,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"360142739","5881.01","","3","4","3","3","3","4","4","23.3","20.1","317","0","0","1","PC","PC","12.5366","0.01","1","qlp-s55-faintsearch","FAINT","296.606916","36.952758","0.965","0.029","0.475","0.033","2459821.497839","0.0027755","2.2377411","0.0000135","4.079","0.717","3.95929","0.266901","3640","245.795","14.7763","0.938981","3548.41","2150","23","1101.02","21.61","6148","133.3","3.72","0.08","2.46","0.12","","","1.17","0.155485","14,41,54,55","found in faint-star QLP search; possible centroid shift toward TIC 360142751; crowded field","2022-11-08","2024-08-22","2024-08-22"
+"232941965","5882.01","","3","4","4","3","4","4","4","30.4","71.4","130.11","1","12","2","PC","PC","10.6338","0.006","1","qlp-s55-faintsearch","FAINT","311.888638","34.737492","-14.123","0.036","-17.042","0.036","2459818.905315","0.0065211","7.1487697","0.0000807","6.864","2.244","2.064861","2.467586","1900","2270.15","14.1861","5.37763","4792.5","2317","10","416.104","3.9625","5706","131","3.7","0.08","2.35","0.11","","","1.017","0.129447","15,41,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"283759999","5883.01","","3","5","5","3","3","4","4","59.9","112.8","131.26","2","0","1","PC","APC","12.5701","0.007","1","qlp-s55-faintsearch","FAINT","315.879749","18.696523","-5.887","0.051","-5.955","0.057","2459823.64314","0.0017083","0.5223032","0.0000547","0.685","0.311","4.776875","2.517797","4390","2316.29","14.2556","2.99684","3259.1","2104","18","882.718","25.143","6285","122.9","4.06","0.09","1.72","0.09","","","1.23","0.182347","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"13574009","5884.01","","3","4","3","3","3","4","4","39.2","45.4","317","1","2","2","PC","PC","10.5002","0.007","1","qlp-s55-faintsearch","FAINT","320.450532","23.926451","0.35","0.061","-12.947","0.057","2459822.29685","0.0010563","5.8311038","0.000014","3.283","0.251","4.613309","0.149387","4240","137.581","15.2747","0.752351","354.772","1209","34","440.704","6.6415","6390","122.4","3.83","0.09","2.29","0.1","","","1.28","0.206744","15,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"233788275","5885.01","","3","4","3","3","3","4","4","15.5","34.7","128.99","1","0","1","PC","PC","12.5816","0.014","1","qlp-s55-faintsearch","FAINT","302.999561","55.435028","5.389","0.027","5.903","0.026","2459820.312506","0.0051407","4.7264391","0.0000264","3.196","0.794","3.425467","0.333145","3150","306.791","14.0851","1.00505","506.011","1321","16","1036.16","14.935","6132","151.4","3.75","0.08","2.37","0.11","","","1.16","0.167612","14,15,16,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"15682927","5886.01","","3","4","3","3","3","4","4","30.8","81.8","92.31","1","1","1","PC","PC","12.3886","0.03","1","qlp-s55-faintsearch","FAINT","306.988834","37.146334","-2.162","0.051","-4.982","0.051","2459823.159717","0.0016785","0.9655766","0.0000024","1.224","0.24","3.414575","0.325762","3140","299.993","11.5845","0.754258","3796.11","2186","16","832.543","23.6575","7542","254.4","4.11","0.09","1.92","0.08","","","1.74","0.310692","14,15,41,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"277987172","5887.01","","5","5","5","5","5","5","5","11.8","41.6","79.72","1","1","1","EB","FP","12.4276","0.018","1","qlp-s55-faintsearch","FAINT","302.761752","19.706749","-7.444","0.041","-9.412","0.035","2459824.052187","0.0037945","6.3989216","0.0000359","2.781","0.977","4.166353","0.437218","3830","402.612","10.6347","0.805931","280.377","1139","13","726.81","16.0295","6243","169.8","4.12","0.09","1.59","0.08","","","1.21","0.1777","14,41,54,55","found in faint-star QLP search; retired as TFOP NEB/FP","2022-11-08","2024-09-06","2024-09-06"
+"273780062","5888.01","","3","4","3","3","3","4","4","6.2","29.6","70.31","2","0","1","PC","PC","12.6212","0.019","1","qlp-s55-faintsearch","FAINT","298.214477","42.50326","-5.336","0.025","-12.299","0.027","2459796.460281","0.0043067","15.2501659","0.0001178","4.331","0.555","4.96228","0.38483","4560","354.379","9.87708","0.651861","63.3289","785","12","629.405","5.8745","5796","168.7","4.14","0.08","1.44","0.07","","","1.04","0.134569","14,15,41,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"383214426","5889.01","","3","4","4","3","1","4","4","80.3","176.8","105.56","2","3","0","PC","PC","12.9722","0.006","1","qlp-s55-faintsearch","FAINT","311.21156","8.849353","13.416","0.037","-9.561","0.026","2459823.071657","0.0009423","2.4013188","0.0001794","1.988","0.096","30.09736","0.970447","27340","893.415","12.4643","1.19727","118.916","919","56","200.902","1.048","4224","126","4.54","0.11","0.72","0.07","","","0.661","0.0834588","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"279179610","5890.01","","3","4","3","3","3","4","4","16.1","63.1","89.59","1","0","1","PC","PC","13.1251","0.012","1","qlp-s55-faintsearch","FAINT","313.903317","46.758479","-3.48","0.031","-14.101","0.031","2459823.01973","0.0046898","5.9029732","0.0000349","3.337","0.451","9.213453","0.792911","8450","730.031","11.3389","","547.695","1347","12","665.349","8.177","7142","122","4.49","","1.18","","","","1.59","","15,16,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"202941251","5891.01","","3","4","3","3","3","4","4","31.6","34.2","317","2","2","1","PC","PC","11.3909","0.006","1","qlp-s55-faintsearch","FAINT","304.450192","30.687351","-3.092","0.035","-4.766","0.044","2459823.631848","0.001396","4.1784844","0.000011","4.307","0.261","5.442298","0.147177","5000","135.546","15.7612","0.833721","1094.98","1602","32","688.501","12.0035","6283","153.1","3.77","0.09","2.4","0.12","","","1.228","0.18957","15,41,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"375199523","5892.01","","5","5","5","5","5","5","5","37.7","66.3","120.83","0","2","1","PC","FP","11.6866","0.007","1","qlp-s55-faintsearch","FAINT","309.343258","6.152848","7.265","0.051","-1.6","0.046","2459822.064534","0.0023093","1.9447712","0.0004041","1.345","0.625","3.131432","0.509948","2880","469.569","13.5597","1.39117","425.174","1265","16","593.047","11.4055","5369","126.4","3.68","0.08","2.32","0.14","","","0.93","0.119039","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"321790238","5893.01","","3","5","5","3","3","4","4","","","79.6","0","3","2","PC","PC","11.4879","0.009","1","qlp-s55-faintsearch","FAINT","317.926468","8.980673","-6.13","0.05","-10.665","0.051","2459817.171119","0.0021939","","","5.718","0.37","8.717536","0.405437","7997","373.352","10.6236","0.586733","193.477","1039","26","320.641","3.5175","5887","133.9","4.35","0.08","1.15","0.06","","","1.07","0.138167","55","single transit; found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"398038296","5894.01","","3","4","3","3","3","4","4","27","70.7","109.37","2","0","1","PC","PC","13.1645","0.008","1","qlp-s55-faintsearch","FAINT","312.780843","12.806318","-7.722","0.04","-9.089","0.037","2459815.862759","0.0025562","3.0076713","0.0007027","3.094","0.304","11.723877","0.648178","10740","596.816","12.7756","","708.388","1437","20","682.724","10.8555","5704","122","4.27","","1.22","","","","1.02","","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"243464977","5895.01","","3","4","3","3","4","4","4","25.7","71.5","85.8","1","2","2","PC","PC","12.0995","0.006","1","qlp-s55-faintsearch","FAINT","309.595065","21.021892","0.886","0.065","-18.852","0.064","2459817.305132","0.001705","3.6491012","0.0000124","1.691","0.2","6.402972","0.417451","5880","384.413","11.0954","0.759646","144.518","965","17","486.566","11.0335","5628","128.8","4.14","0.08","1.4","0.08","","","0.997","0.126375","14,41,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"14956304","5896.01","","3","4","3","3","1","4","4","26.7","68.2","37.83","0","0","0","PC","PC","14.6656","0.008","1","qlp-s55-faintsearch","FAINT","306.50933","36.215279","-6.691","0.068","23.803","0.076","2459823.401763","0.0037529","0.9965843","0.0000146","2.633","0.396","15.616079","1.327353","14280","1221.79","6.86149","0.420721","815.756","1488","14","284.245","3.675","3662","157","4.67","0.01","0.58","0.02","","","0.570613","0.0209103","41,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"305612552","5897.01","","3","4","3","3","1","4","4","20.6","78.7","90.92","4","0","0","PC","PC","12.7968","0.006","1","qlp-s55-faintsearch","FAINT","306.840001","14.618924","4.242","0.037","-6.552","0.03","2459813.353902","0.0020487","6.9349089","0.0009887","3.234","0.331","16.244096","0.821479","14850","756.324","11.4838","0.741725","112.177","906","17","409.12","4.4795","5364","130.7","4.46","0.08","0.94","0.05","","","0.929","0.118184","54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"467211520","5898.01","","3","4","3","3","3","4","4","7.3","23.2","73.08","0","0","1","PC","PC","12.5037","0.01","1","qlp-s55-faintsearch","FAINT","296.641607","55.016607","-1.913","0.027","10.823","0.025","2459823.601388","0.0042824","9.7884653","0.0000562","3.894","0.638","2.815705","0.199734","2590","183.945","10.0684","0.673128","96.5028","873","15","715.744","7.8355","5369","128.7","3.84","0.08","1.92","0.1","","","0.93","0.117715","14,16,40,41,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"126171392","5899.01","","5","5","5","5","5","5","5","47.9","106.5","95.71","0","0","1","PC","FP","12.935","0.009","1","qlp-s55-faintsearch","FAINT","315.252899","29.702279","-12.419","0.029","-15.77","0.026","2459823.081326","0.0016523","0.7835688","0.0000024","1.095","0.199","8.108077","0.704856","7440","648.986","11.8563","0.785012","1710.79","1791","18","675.895","7.8055","5932","131.2","4.26","0.08","1.28","0.06","","","1.08","0.141001","15,41,55","V-shaped; found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"224635135","5900.01","","3","4","3","3","3","4","4","28.6","31.8","317","2","0","1","PC","PC","13.3192","0.008","1","qlp-s55-faintsearch","FAINT","312.316702","22.04423","1.013","0.038","-1.03","0.03","2459820.275438","0.0030999","2.4667486","0.0000111","2.984","0.661","7.659681","0.580094","7030","534.144","18.8159","","1380.7","1698","16","1406.96","49.535","5960","122","3.78","","2.22","","","","1.09","","14,15,41,55","found in faint-star QLP search; variable star","2022-11-08","2024-08-22","2024-08-22"
+"294173437","5901.01","","5","5","5","5","5","5","5","12.8","34.6","97.15","1","0","1","PC","FP","12.5454","0.007","1","qlp-s55-faintsearch","FAINT","300.768857","50.507747","-6.544","0.031","-4.755","0.031","2459820.580689","0.004657","5.555905","0.0000362","3.459","1.218","4.079164","0.438894","3750","404.155","11.9323","0.962172","409.941","1253","22","853.753","12.221","5867","120","3.88","0.08","1.95","0.09","","","1.06","0.136665","14,15,16,41,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"65737977","5902.01","","3","4","3","3","3","4","4","22.2","67.8","121.67","1","3","1","PC","PC","12.2866","0.02","1","qlp-s55-faintsearch","FAINT","310.511981","40.302572","-4.058","0.044","-7.545","0.042","2459823.039452","0.0017143","4.8292589","0.0000158","4.084","0.183","6.457581","0.251157","5930","231.297","13.6377","0.657524","1106.76","1606","29","760.606","14.3725","7035","182.5","4.18","0.09","1.67","0.07","","","1.55","0.270213","15,41,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"60542708","5903.01","","3","4","3","3","3","4","4","27.1","66.6","94.6","4","1","1","PC","PC","12.5937","0.008","1","qlp-s55-faintsearch","FAINT","320.552366","13.129732","-4.652","0.033","-24.138","0.038","2459819.281287","0.0025011","2.4707357","0.0005616","1.597","0.278","6.053538","0.583115","5560","536.925","11.779","0.86953","343.055","1198","12","682.522","9.8805","5869","123.4","4.1","0.08","1.53","0.08","","","1.06","0.136513","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"408317165","5904.01","","3","4","3","3","2","4","4","14","38.8","120.9","0","0","2","PC","PC","13.4171","0.007","1","qlp-s55-faintsearch","FAINT","316.686735","3.185566","4.421","0.053","-1.145","0.045","2459820.780325","0.0086621","5.6567374","0.0029378","3.223","0.742","8.491001","0.941701","7790","866.963","13.5941","","296.507","1156","11","1036.7","32.645","5975.7","35","4.09","","1.57","","-0.196","0.033","1.1","","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"341299943","5905.01","","3","4","3","3","3","4","4","44.1","121.2","88.75","3","2","1","PC","PC","12.8127","0.006","1","qlp-s55-faintsearch","FAINT","311.466288","13.840621","-15.083","0.039","-18.692","0.027","2459821.999767","0.0012439","3.0233509","0.0002749","2.369","0.113","18.781895","0.600133","17150","552.59","11.3795","0.744185","201.365","1049","37","296.925","2.1515","4881","123.7","4.5","0.08","0.84","0.05","","","0.797","0.089854","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"276376289","5906.01","TIC 276376289.01","3","5","5","3","3","4","4","0.1","29.1","317","0","1","1","PC","APC","11.2922","0.006","1","qlp-s55-faintsearch","FAINT","313.489596","42.743527","13.597","0.045","1.373","0.044","2458716.926433","0.0000124","1084.2279131","0.0000011","3.518","0.012","13.498926","0.408806","12356","376.453","18.6491","0.928509","0.0182835","102","32","283.463","2.103","5809","127","4.35","0.08","1.12","0.06","","","1.044","0.128073","15,55","period likely shorter than max max possible value of ~1084 days; found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"387318486","5907.01","","3","4","3","3","3","4","4","40.3","111.3","52.6","3","3","1","PC","PC","12.4411","0.007","1","qlp-s55-faintsearch","FAINT","315.219892","17.116416","-5.998","0.053","-2.876","0.053","2459823.85046","0.001892","0.6583175","0.0000797","0.796","0.417","4.068266","2.583051","3740","2376.25","8.31454","2.06084","2467.92","1963","18","456.741","7.1535","5766","124.5","4.38","0.08","1.08","0.05","","","1.03","0.123735","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"452483795","5908.01","","5","5","5","5","5","5","5","21.6","71.8","92.69","0","0","1","PC","FP","13.0008","0.02","1","qlp-s55-faintsearch","FAINT","303.89385","24.521157","0.49","0.027","-9.983","0.027","2459823.08489","0.0029474","2.4515393","0.0000125","3.005","0.83","8.19559","0.738534","7520","679.984","11.6029","","3082.85","2075","19","841.296","15.005","7143","122","4.4","","1.32","","","","1.59","","14,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"354489554","5909.01","","3","4","3","3","3","4","4","14.8","40","111.51","1","0","1","PC","PC","12.6132","0.008","1","qlp-s55-faintsearch","FAINT","314.592827","10.404855","-3.968","0.045","-8.022","0.045","2459819.17807","0.0040501","4.7729363","0.0020072","3.344","0.412","4.678732","0.36009","4300","331.6","12.9614","0.896604","517.385","1328","14","987.706","25.725","6269","127.2","3.94","0.09","1.96","0.1","","","1.22","0.171525","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"273774284","5910.01","","5","5","5","5","5","5","5","3.1","20.1","56.12","1","0","1","PC","FP","13.4177","0.017","1","qlp-s55-faintsearch","FAINT","297.982441","42.754529","2.177","0.031","-1.418","0.027","2459821.923032","0.011025","17.2182695","0.0004637","7.888","1.174","5.234991","0.530656","4810","488.633","8.64247","","236.125","1092","10","932.309","14.3535","6330","122","4.31","","1.29","","","","1.25","","14,15,41,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"239361732","5911.01","","3","4","3","3","3","4","4","25","72.6","99.98","2","0","1","PC","PC","12.8343","0.02","1","qlp-s55-faintsearch","FAINT","311.218561","42.893255","1.725","0.028","1.947","0.029","2459821.653139","0.0015737","4.009823","0.0000117","4.015","0.194","8.447231","0.26993","7750","248.584","12.1613","0.751637","1001.22","1567","24","786.279","10.298","6304.5","110.3","4.27","0.09","1.35","0.08","0.271","0.03","1.24","0.186938","15,41,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"16538820","5912.01","","3","4","3","3","3","4","4","16.7","37.1","130.8","1","3","1","PC","PC","12.1486","0.007","1","qlp-s56-tois","FAINT","326.604379","25.113022","-0.079","0.071","-0.676","0.078","2459840.917097","0.0030685","6.9038328","0.0009844","5.483","0.508","4.122758","0.196778","3790","181.223","14.2131","1.06344","426.677","1266","22","802.137","38.604","5612","120.5","3.71","0.09","2.31","0.16","","","0.99","0.120773","55,56","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"289313987","5913.01","","3","5","5","3","3","4","4","31.9","57","317","0","3","2","PC","APC","11.7685","0.008","1","qlp-s55-faintsearch","FAINT","314.865755","20.099913","-6.694","0.054","-16.349","0.06","2459819.81816","0.0017667","10.1522322","0.0014062","6.614","0.252","10.518368","0.268982","9641","247.711","19.4581","0.966704","466.261","1294","24","694.7","17.846","6509","127.7","4","0.09","1.92","0.09","","","1.34","0.213269","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"187416256","5914.01","","3","4","4","3","1","4","4","19.9","72.2","59.68","4","2","0","PC","PC","12.0389","0.007","1","qlp-s55-faintsearch","FAINT","321.897222","-8.352445","6.388","0.071","5.65","0.067","2459816.804217","0.0022564","4.3887257","0.0009467","3.243","0.444","6.337445","0.357729","5820","329.426","8.92241","0.565729","359.493","1213","14","369.604","5.576","5561","123.9","4.32","0.08","1.13","0.06","","","0.98","0.127229","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"329709756","5915.01","","5","5","5","5","5","5","5","10.9","74.4","111.18","1","0","1","PC","FP","14.3196","0.007","1","qlp-s56-tois","FAINT","314.751697","47.54196","-35.412","0.05","32.729","0.056","2459849.154995","0.0028093","12.5482879","0.0012589","3.396","0.269","54.845585","3.00329","49260","2762.31","13.0082","0.600255","8.90508","481","22","273.689","2.295","3923","157","4.66","0.01","0.59","0.02","","","0.576314","0.0208602","55,56","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"305506996","5916.01","","3","4","3","3","1","4","4","44.1","125.8","82.33","3","0","0","PC","PC","14.5249","0.008","1","qlp-s55-faintsearch","FAINT","325.299511","9.599053","-8.933","0.12","-25.592","0.127","2459817.689666","0.0018781","2.3682389","0.0006554","1.866","0.228","54.206258","4.024369","48700","3699.72","10.9197","0.601007","48.4913","735","16","199.724","3.35","3504","157","4.75","0.01","0.49","0.02","","","0.483724","0.0213656","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-09-02"
+"239529652","5917.01","","3","4","3","3","3","4","4","14","50.9","66.28","1","0","1","PC","PC","12.7031","0.031","1","qlp-s55-faintsearch","FAINT","300.806373","25.167467","2.746","0.028","2.456","0.026","2459816.841312","0.0030522","4.0387941","0.0000222","3.537","0.4","6.053538","0.319069","5560","293.83","9.54371","0.558434","850.594","1504","19","654.081","7.4525","6345","221.7","4.31","0.1","1.31","0.06","","","1.26","0.215516","14,41,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"305790119","5918.01","","3","4","3","3","1","4","4","37.6","101","93.74","5","0","0","PC","PC","12.8978","0.008","1","qlp-s55-faintsearch","FAINT","307.122227","14.563891","0.613","0.034","-1.966","0.031","2459821.637072","0.0018964","2.0353259","0.0002942","2.032","0.162","13.140607","0.706007","12030","650.045","11.6988","0.685824","675.543","1420","24","537.542","6.689","5771","126.4","4.41","0.08","1.05","0.05","","","1.03","0.130033","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"165948070","5919.01","","3","4","3","3","3","4","4","20.7","43.8","115.2","0","2","1","PC","PC","12.2869","0.013","1","qlp-s55-faintsearch","FAINT","317.15771","37.74979","0.707","0.035","6.67","0.037","2459815.454832","0.0033183","4.3686174","0.0000268","2.943","0.532","4.057368","0.344007","3730","316.792","13.2129","1.00629","277.556","1137","13","704.54","12.0125","5393","144","3.76","0.08","2.13","0.12","","","0.94","0.125144","15,55","found in faint-star QLP search; multiple stars in pixel","2022-11-08","2024-08-22","2024-08-22"
+"467006627","5920.01","","3","4","3","3","3","4","4","10.7","48.4","77.99","0","25","1","PC","PC","11.499","0.009","1","qlp-s55-faintsearch","FAINT","312.86048","2.616271","10.154","0.07","-2.905","0.044","2459801.155922","0.0028493","15.4159906","0.0043856","2.127","0.337","4.896839","0.412647","4500","379.99","10.5168","0.752094","18.6278","578","11","453.294","8.6465","6120","137.2","4.12","0.09","1.56","0.08","","","1.15","0.159648","55","period may be half; found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"286545058","5921.01","","3","4","3","3","4","4","4","14.4","15.5","317","0","0","3","PC","PC","13.0598","0.007","1","qlp-s55-faintsearch","FAINT","312.987123","19.566441","3.42","0.034","-3.525","0.022","2459819.63719","0.008144","5.0114216","0.0035527","4.514","0.568","5.376829","0.490129","4940","451.324","15.3662","","788.546","1476","11","1329.58","35.935","6152","122","3.82","","2.22","","","","1.17","","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"364192929","5922.01","","3","4","3","3","1","4","4","24.2","24","317","0","0","0","PC","PC","13.3113","0.008","1","qlp-s55-faintsearch","FAINT","319.530766","-4.447342","9.953","0.063","-18.909","0.048","2459820.922318","0.0062928","5.2079858","0.0030699","3.795","0.574","9.322957","0.907563","8550","835.547","16.7817","","261.968","1120","11","914.716","30.0265","5204.1","46.2","3.88","","1.79","","-0.275197","0.0444981","0.88","","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"60491424","5923.01","","3","4","4","3","3","4","4","24.4","66.5","118.73","3","0","1","PC","PC","12.7861","0.007","1","qlp-s55-faintsearch","FAINT","320.185603","16.654795","0.332","0.097","0.779","0.086","2459817.155209","0.0023692","4.0252588","0.0010445","3.596","0.366","9.793952","0.559663","8980","515.336","13.4189","0.871884","692.888","1429","23","742.549","24.7075","6059","125.8","4.2","0.09","1.4","0.08","","","1.13","0.152996","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-29"
+"289125016","5924.01","","5","5","5","5","5","5","5","22.8","23.8","317","0","5","2","PC","FP","11.429","0.007","1","qlp-s55-faintsearch","FAINT","314.494487","19.27883","-1.735","0.07","-1.282","0.073","2459822.527363","0.0053233","6.2043746","0.0019373","5.957","0.792","4.76597","0.262279","4380","241.539","14.9548","1.03506","911.223","1530","14","707.092","23.3235","6122","128.4","3.71","0.08","2.49","0.14","","","1.16","0.156635","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-27"
+"345193111","5925.01","","3","4","4","3","3","4","4","23.2","88.7","97.23","4","24","2","PC","PC","12.2493","0.011","1","qlp-s55-faintsearch","FAINT","313.764992","12.082556","3.906","0.066","-7.455","0.071","2459814.45684","0.0010244","6.1606297","0.0008487","2.218","0.193","11.164285","0.502197","10230","462.434","11.9381","0.711123","134.424","948","27","496.639","14.0075","6352","135.1","4.42","0.09","1.14","0.06","","","1.26","0.187473","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-28"
+"372831381","5926.01","","3","4","4","3","3","4","4","20.1","88.1","42.97","3","2","2","PC","PC","12.0025","0.006","1","qlp-s55-faintsearch","FAINT","308.078444","15.503079","3.698","0.053","1.283","0.045","2459823.759309","0.0019942","3.8116176","0.0005676","1.997","0.202","7.145894","0.324327","6560","298.672","7.38288","0.439224","157.644","987","31","275.103","2.7525","5430","123.7","4.52","0.08","0.89","0.05","","","0.946","0.114021","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"163164300","5927.01","","3","4","3","3","3","4","4","24.4","72.4","107.46","1","2","1","PC","PC","12.143","0.007","1","qlp-s55-faintsearch","FAINT","316.141663","34.34452","-8.847","0.032","-13.498","0.04","2459817.035918","0.0022797","3.7306955","0.0000189","3.657","0.343","6.68697","0.400044","6140","368.386","12.6264","0.716047","1136.26","1617","17","700.098","11.285","6503","123.4","4.17","0.09","1.56","0.07","","","1.33","0.20851","15,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"387318409","5928.01","","3","4","3","3","3","4","4","25.6","74.4","105.5","1","1","1","PC","PC","12.7","0.007","1","qlp-s55-faintsearch","FAINT","315.179483","17.179357","-16.207","0.052","-27.668","0.063","2459818.598577","0.0023825","3.246565","0.0006776","3.478","0.47","9.673446","0.513259","8870","472.617","12.5001","0.713017","1210.17","1643","27","722.174","16.142","6277","120","4.29","0.08","1.32","0.06","","","1.23","0.179684","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"92217989","5929.01","","3","4","3","3","3","4","4","21.7","26.5","317","0","0","1","PC","PC","12.9153","0.013","1","qlp-s55-faintsearch","FAINT","302.637399","30.549164","1.349","0.025","-0.933","0.028","2459816.456562","0.0033227","4.6079976","0.0007923","3.148","0.36","8.425347","0.589733","7730","543.017","15.6586","0.964766","605.972","1382","14","1011.55","17.268","6662","146.7","4.08","0.08","1.79","0.08","","","1.41","0.221483","54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"88266880","5930.01","","3","4","3","3","3","4","4","28.8","78.8","97.23","1","2","2","PC","PC","11.0235","0.006","1","qlp-s55-faintsearch","FAINT","304.053952","16.450619","7.038","0.049","9.382","0.051","2459817.983009","0.0027457","3.7984372","0.0004825","4.539","0.454","4.896839","0.191953","4500","176.78","11.9632","0.65892","1535.28","1743","18","486.583","8.181","6289","137","3.95","0.09","1.94","0.09","","","1.231","0.184644","54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"24833662","5931.01","","3","4","3","3","1","4","4","17.5","60","67.88","3","0","0","PC","PC","12.4083","0.009","1","qlp-s55-faintsearch","FAINT","317.473506","-7.415145","-18.929","0.08","-22.709","0.053","2459823.70837","0.004228","4.2447791","0.0010879","2.896","0.759","6.315603","0.575492","5800","529.907","9.6255","0.71862","409.43","1253","19","501.965","10.825","5763","125.9","4.26","0.08","1.24","0.06","","","1.03","0.126095","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"405122173","5932.01","","3","4","3","3","1","4","4","36.5","46.7","317","3","0","0","PC","PC","13.0812","0.007","1","qlp-s55-faintsearch","FAINT","328.165918","2.857438","0.245","0.052","-2.876","0.056","2459823.994855","0.0039159","3.1003012","0.0008606","1.826","0.396","12.393573","1.173435","11350","1080.19","18.292","","383.536","1232","11","1067.12","34.465","6323","123","4.09","","1.67","","","","1.25","","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"322593401","5933.01","","3","4","3","3","4","4","4","15.3","64.7","57.89","1","0","3","PC","PC","13.4538","0.006","1","qlp-s55-faintsearch","FAINT","309.31074","53.27722","-29.325","0.072","-7.329","0.066","2459823.723571","0.0030261","5.5901313","0.0000223","1.245","0.217","12.47045","1.531425","11420","1409.5","8.79073","","16.0188","557","11","326.203","3.8795","4743","122","4.57","","0.75","","","","0.761","","15,16,41,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"407958640","5934.01","","3","4","4","3","1","4","4","55","75.7","317","3","0","0","PC","PC","12.9724","0.007","1","qlp-s55-faintsearch","FAINT","319.780293","-4.741358","1.266","0.048","-6.331","0.045","2459823.256866","0.0014084","2.5505105","0.000238","1.463","0.134","15.869446","0.93188","14510","857.925","20.0973","1.25324","292.554","1152","25","940.966","26.574","6190","125","4.11","0.08","1.59","0.08","","","1.19","0.158907","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"276704866","5935.01","","3","4","4","3","3","4","4","38.6","97.3","113.78","2","0","1","PC","PC","12.6045","0.006","1","qlp-s55-faintsearch","FAINT","305.795833","48.419551","0.316","0.029","1.333","0.027","2459819.923024","0.0012482","3.0200448","0.0000048","1.597","0.154","11.614131","0.573149","10640","527.75","13.0636","0.824283","171.551","1008","34","468.664","3.5385","5585","199","4.25","0.09","1.23","0.07","","","0.986","0.126959","14,15,16,41,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"396378209","5936.01","","3","4","3","3","1","4","4","67.1","136","60.81","8","0","0","PC","PC","13.0338","0.008","1","qlp-s55-faintsearch","FAINT","314.240317","3.997017","8.993","0.046","-11.183","0.047","2459823.973097","0.0018127","0.3781425","0.0000395","0.473","0.199","5.180444","2.699867","4760","2483.58","9.06704","","946.484","1545","16","406.197","4.5435","5080","122","4.4","","0.96","","","","0.85","","55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"158552665","5937.01","","3","4","3","3","3","4","4","8.2","43.8","120.89","1","0","1","PC","PC","13.3872","0.006","1","qlp-s55-faintsearch","FAINT","287.542561","42.667453","-8.635","0.035","-24.575","0.038","2459797.53357","0.0020289","21.0685273","0.0001195","3.007","0.312","17.291598","0.99661","15800","917.491","13.6234","","10.5716","502","19","609.717","7.0905","5403","122","4.36","","1.06","","","","0.94","","14,40,41,53,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"452508760","5938.01","","2","4","2","2","4","4","4","15.9","88.7","14.74","3","2","3","PC","PC","11.3519","0.006","1","qlp-s55-faintsearch","FAINT","303.908842","28.659226","-78.87","0.041","-76.991","0.044","2459820.183153","0.0019658","2.260431","0.0000131","2.098","0.342","2.913679","0.203285","2680","187.215","3.92152","0.365697","249.273","1106","17","114.035","0.3675","4452","130","4.54","0.1","0.74","0.06","","","0.698","0.08399","14,41,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"27230283","5939.01","","3","4","3","3","3","4","4","8.7","24.8","105.17","0","0","1","PC","PC","13.1765","0.007","1","qlp-s55-faintsearch","FAINT","294.598841","51.65194","-1.942","0.027","7.045","0.029","2459823.906049","0.0040105","6.13049","0.0000342","6.11","0.608","3.95929","0.221412","3640","203.907","12.5189","","940.498","1542","16","1316.27","24.495","6078","122","3.86","","2.08","","","","1.14","","14,15,40,41,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"296898634","5940.01","","5","5","5","5","5","5","5","45.3","133.8","89.57","1","0","1","PC","FP","14.1736","0.007","1","qlp-s56-tois","FAINT","312.075178","47.930643","-8.321","0.056","7.397","0.047","2459849.326267","0.0074304","2.8534013","0.000763","5.176","1.575","17.324694","29.216992","15830","26551","11.4232","3.78502","961.087","1551","17","196.44","1.0825","3662","157","4.72","0.01","0.52","0.02","","","0.5153","0.0204789","55,56","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"303456821","5941.01","","2","4","2","2","4","4","4","1.9","29.7","9.16","1","2","3","PC","PC","11.9693","0.006","1","qlp-s55-faintsearch","FAINT","308.581132","53.008814","-0.346","0.06","-14.037","0.047","2459803.434951","0.0076002","11.0771916","0.000113","4.091","0.734","2.086617","0.204137","1920","187.999","2.97165","0.280532","51.7045","747","10","161.365","0.769","4738","126.1","4.64","0.09","0.69","0.05","","","0.76","0.0920174","15,16,41,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"166190643","5942.01","","5","5","5","5","5","5","5","36.3","34.1","317","0","0","1","PC","FP","11.7528","0.023","1","qlp-s55-faintsearch","FAINT","317.541024","38.239559","-5.906","0.034","-5.905","0.038","2459822.98395","0.0018897","1.6540803","0.0000064","2.008","0.56","3.763161","0.343374","3460","316.209","15.2145","1.07674","2118.23","1889","22","799.123","15.028","6453","195.3","3.76","0.09","2.51","0.12","","","1.31","0.207855","15,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"63659057","5943.01","","3","4","3","3","3","4","4","6.7","32.7","88.14","1","0","1","PC","PC","13.0251","0.036","1","qlp-s55-faintsearch","FAINT","308.598081","37.717272","0.45","0.026","-0.187","0.03","2459799.923269","0.0064151","15.7866044","0.0001787","6.116","0.697","7.583144","0.606723","6960","558.656","11.2628","","150.132","975","12","782.391","12.19","6237.4","93.2","4.27","","1.33","","0.083","0.09","1.21","","14,15,41,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"88101924","5944.01","","3","4","3","3","1","4","4","19.3","70.9","96.79","2","0","0","PC","PC","13.2223","0.01","1","qlp-s55-faintsearch","FAINT","303.74091","17.103875","-6.234","0.029","-7.64","0.023","2459821.949437","0.0033268","5.9404096","0.0007847","2.479","0.303","16.585801","1.073582","15160","988.317","11.945","","133.684","947","19","593.58","8.1755","5933","122","4.5","","0.97","","","","1.08","","54,55","found in faint-star QLP search; crowded field","2022-11-08","2024-08-22","2024-08-22"
+"159104028","5945.01","","3","4","3","3","3","4","4","10.6","37.1","60","1","0","1","PC","PC","13.0581","0.006","1","qlp-s55-faintsearch","FAINT","289.682998","42.611661","5.008","0.025","5.4","0.025","2459820.52275","0.002837","3.3825012","0.0000198","3.422","0.293","4.820497","0.242741","4430","223.548","9.00661","","967.25","1553","21","849.105","9.777","6117","122","4.22","","1.38","","","","1.15","","14,40,41,54,55","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"366846982","5946.01","","3","4","3","3","3","4","4","9.6","25.1","105.69","0","11","1","PC","PC","12.1724","0.008","1","qlp-s56-tois","FAINT","311.805966","47.323959","-2.428","0.05","-1.922","0.05","2459843.678568","0.0076089","5.754879","0.0000761","6.944","0.92","1.97784","0.165987","1820","152.868","12.52","0.934238","2173.06","1902","12","1186.44","40.56","6742","128","3.66","0.09","2.95","0.16","","","1.44","0.24965","15,16,55,56","found in faint-star QLP search","2022-11-08","2024-08-22","2024-08-22"
+"331691841","5947.01","","1","4","1","1","4","4","4","5.3","76","5.27","0","2","3","PC","PC","8.5898","0.006","1","qlp-s56-ffi","QLP","336.694607","18.583431","56.031","0.07","15.023","0.079","2459842.878692","0.0023713","6.9341584","0.0021504","1.937","0.762","0.553867","0.070288","510","64.7359","2.15853","0.178234","96.5124","873","13","57.6245","0.20885","5451","122.7","4.54","0.08","0.87","0.05","","","0.95","0.114336","56","variable host; slight depth aperture correlation","2022-11-16","2022-11-15","2024-08-09"
+"419878932","5948.01","","3","5","5","3","3","4","4","29.2","88.7","103.26","0","1","2","PC","APC","10.1223","0.006","1","qlp-s56-tois","QLP","337.695918","8.640146","29.636","0.075","-3.139","0.07","2459848.707937","0.0023477","7.9058861","0.0019283","0.867","0.272","2.576249","0.478418","2370","440.542","12.3664","1.11122","15.0146","548","10","333.474","4.575","6294","140.7","3.88","0.09","2.1","0.1","","","1.234","0.192417","56","V-shaped; low SNR; evolved host","2022-11-16","2023-02-06","2023-09-05"
+"64282927","5949.01","","1","4","1","1","4","4","4","5","9.3","2.45","1","2","3","PC","PC","9.0331","0.006","1","qlp-s57-ffi","QLP","321.721228","53.639816","139.918","0.049","65.311","0.048","2459878.892153","0.0019527","1.8826011","0.0000064","1.791","0.275","0.314909","0.01903","290","17.5271","1.36971","0.0978615","445.039","1279","16","53.6142","0.08445","4996","122.3","4.57","0.09","0.78","0.05","","","0.83","0.100505","15,16,56,57","slight depth aperture; multiple faint neighbors in pixel","2022-11-16","2022-12-13","2023-07-07"
+"258738667","5950.01","","3","4","3","3","3","4","4","","","25.49","2","14","1","PC","PC","10.447","0.037","1","qlp-s56-tois","QLP","332.469256","19.938063","-25.8","1.6","3.4","1.6","2459841.494151","0.0014","6.440207","0.0011412","2.114","0.361","2.69597","0.203651","2480","187.552","","","","","21","187.377","","","","","","","","","","","","56","no stellar parameters; Gaia DR3 plx = 3.45; colors consistent with G star","2022-11-16","2023-02-05","2023-12-23"
+"154762431","5951.01","","1","4","1","1","4","4","4","7.6","65.5","10.8","0","2","2","PC","PC","8.80558","0.006","1","qlp-s56-ffi","QLP","344.175427","43.887339","-0.393","0.046","-24.334","0.043","2459852.571596","0.002421","3.1728284","0.0000366","1.777","0.732","0.390935","0.052935","360","48.7538","3.27956","0.26206","932.329","1539","11","160.708","0.8325","6689","166.9","4.19","0.09","1.59","0.06","","","1.417","0.250381","16,56","L1 candidate","2022-11-16","2022-11-15","2024-08-09"
+"287643871","5952.01","TIC 287643871.01","3","4","3","3","4","4","4","36.4","64","317","2","17","4","PC","PC","9.53851","0.006","1","qlp-s56-ffi","QLP","326.831427","34.850944","23.579","0.082","-31.985","0.159","2459822.41655","0.000863","28.1315937","0.0000427","4.043","0.569","5.512137","0.213384","5064","196.515","17.2116","1.0344","23.9447","616","63","219.386","3.7825","5513","154.9","3.75","0.08","2.18","0.12","","","0.968","0.133024","15,16,56","only two transits; real period likely much shorter than max period of ~1097 d; large for insolation; evolved host","2022-11-16","2022-11-15","2023-12-23"
+"27863043","5953.01","","3","4","3","3","4","4","4","7.3","33.1","23.51","0","2","4","PC","PC","9.77894","0.006","1","qlp-s56-ffi","QLP","333.026487","26.474465","1.408","0.06","-40.67","0.062","2459847.184231","0.0081316","7.4702557","0.0052653","5.033","1.412","0.651637","0.064613","600","59.5087","5.16592","0.43727","306.832","1165","11","219.343","1.758","5242","133.7","","","2.12","0.12","","","","","56","evolved host; weak signal","2022-11-16","2022-11-15","2023-07-07"
+"297153209","5954.01","","3","4","3","3","4","4","4","29.4","96.8","114.62","0","3","3","PC","PC","9.41809","0.006","1","qlp-s75-ffi","QLP","312.029841","43.938698","-1.416","0.053","-2.85","0.053","2460361.734742","0.0008771","10.7004569","0.0000139","1.281","0.273","2.618694","0.179898","2409","165.678","13.1568","0.733103","51.9069","747","33","339.255","4.3475","6906","145.4","3.84","0.08","2.44","0.11","","","1.504","0.237086","15,41,55,56,75","V-shaped; evolved variable host; slight depth aperture correlation","2022-11-16","2024-05-15","2024-08-22"
+"434116397","5955.01","TIC 434116397.01","2","4","2","2","3","4","4","15.4","99.6","3.47","2","1","1","PC","PC","10.3224","0.007","1","spoc-s56-b02","SPOC","355.467833","14.106803","189.482","0.106","-70.074","0.067","2459825.845336","0.0022007937","0.59023867271431","0.00008353142","1.04505204682","0.16586141","0.563344","0.062756","518.72409988965","57.798515","1.6802901200439","0.17729063","517.00651662363","1216.1685092809","9.309872","42.8747","0.1086","3844","157","4.6589","0.0104867","0.59092402458191","0.0174113","","","0.58062","0.0201972","56","low SNR; two stars in pixel; possibly asymmetric transits","2022-11-16","2022-11-15","2023-04-05"
+"236785891","5956.01","TIC 236785891.01","3","4","4","3","2","4","4","54.2","103","79.57","7","0","1","PC","PC","15.762","0.009","1","spoc-s57-b0A","SPOC","283.317267","59.817657","11.367","0.141","42.333","0.15","2459853.83173","0.0014409348","0.92923339954521","0.00008115077","0.98371602946612","0.13126242","50.265418","3.683175","45240.842095309","3386.5818","10.607991435579","0.9516801","104.41291810253","815.28285221222","12.116851","303.767","5.9375","3207","157","4.74975","0.00989926","0.48592600226402","0.0165041","","","0.483975","0.0218418","56,57","V-shaped; large; young host star; ~5 sigma odd-even in SPOC s57","2022-11-16","2023-02-03","2024-09-01"
+"407653728","5957.01","TIC 407653728.01","3","4","3","3","3","4","4","25.5","76.7","106.16","0","0","1","PC","PC","13.0091","0.009","1","qlp-s56-tois","SPOC","326.477915","39.654557","2.957","0.022","-4.812","0.026","2459849.767048","0.001661","3.2520192","0.0000084","3.491","0.205","10.276112","0.415704","9420","382.804","12.5826","","1493.68","1731","25","783.179","10.591","6756.31","280.34","4.38298","","1.28","","-0.207","0.261","1.44","","15,16,56","","2022-11-16","2023-02-05","2024-01-16"
+"436764867","5958.01","","2","4","2","2","4","4","4","5.6","58.3","4.93","0","2","3","PC","PC","9.5236","0.006","1","spoc-s56-b02","SPOC/QLP","345.63745","24.24957","-18.587","0.07","-22.364","0.059","2459825.785407","0.0029775659","2.306212529374","0.00049320294","1.5098976935891","0.45925114","0.435075","0.057794","400.63901171387","53.22851","2.0651033150431","1.589122","791.33455421146","1352.7258274695","7.161833","108.991","0.5115","5816","147.639","4.48945","0.0814378","0.96399599313736","0.047598","","","1.046","0.136771","56","low SNR; multiple stars in pixel","2022-11-16","2022-11-15","2024-08-09"
+"199671901","5959.01","","5","5","5","5","5","5","5","60.7","74","317","0","0","0","KP","KP","10.9726","0.006","1","spoc-s57-b0A","SPOC","335.51292","45.457342","8.962","0.04","-5.41","0.042","2459855.872666","0.0010581263","4.4571443713053","0.00033462828","6.1089711437671","0.087573834","7.818983","0.112143","7175.6801890847","103.28215","18.031155987462","0.8959427","1747.4150659071","1648.9928346641","39.646626","464.469","6.449","6074","125.384","3.85122","0.0775049","2.0946500301361","0.0980906","","","1.136","0.151045","56,57","HAT-P-40 b","2022-11-16","2023-02-03","2023-02-09"
+"188876052","5960.01","","5","5","5","5","5","5","5","117","308.7","131.08","0","0","0","KP","KP","9.7758","0.006","1","spoc-s56-b02","SPOC/QLP","343.041493","35.447178","74.747","0.063","15.048","0.054","2459827.429945","0.00024816376","3.0763290368138","0.000054018823","3.901605800207","0.020103214","10.353759","0.056854","9490.8396842208","52.363537","14.228748526357","0.60035616","1519.9644599674","1592.4951116736","162.07138","211.553","1.6955","6401.79","103.038","4.23563","0.0839922","1.4311000108719","0.0598895","0.048","0.0357771","1.285","0.197155","56","HAT-P-8 b","2022-11-16","2022-11-15","2022-12-14"
+"262689575","5961.01","TIC 262689575.01","2","4","2","2","4","4","4","8","11.4","2.46","2","2","5","PC","PC","9.0392","0.006","1","qlp-s70-ffi","SPOC","349.216044","5.695887","22.932","0.061","-26.979","0.047","2460230.651192","0.0019735","1.6174932","0.0000089","1.076","0.344","0.456105","0.03884","420","35.7722","1.36785","0.162738","109.771","901","12","26.2533","0.0246","3900.68","125.748","4.5239","0.123155","0.7","0.07","-0.176","0.069","0.6","0.0806526","42,56,70","","2022-11-16","2023-12-06","2024-08-07"
+"239541449","5962.01","","5","5","5","5","5","5","5","29.1","149.2","21.12","9","2","4","PC","FP","10.9417","0.006","1","spoc-s56-b02","SPOC","341.769762","29.851994","456.903","0.055","-57.725","0.062","2459826.817794","0.0007129207","1.9261183169147","0.00009564677","1.0688420371926","0.04956464","4.192384","0.148166","3853.8831363331","136.45651","4.862440485006","0.28903854","395.04509851079","1137.0548605092","26.105602","127.29","0.661","5383.13","114.93","4.7447","0.0799491","0.67898398637772","0.0348945","-1.115","0.101","0.934","0.112102","56","Two stars in pixel","2022-11-16","2022-11-15","2023-07-11"
+"436478932","5963.01","","5","5","5","5","5","5","5","74.1","84.8","317","0","0","1","KP","KP","10.9644","0.006","1","spoc-s56-b02","SPOC","347.492802","18.39616","17.598","0.074","18.867","0.05","2459826.311145","0.0004323943","4.3226229418578","0.00011471372","3.3699024669902","0.034073763","13.041427","0.104747","11939.747284265","96.4711","15.154694287394","0.7174312","705.04382713835","1314.2372674975","118.921036","258.426","2.876","5924","115.989","4.21239","0.0737249","1.3475699424744","0.0626859","-0.22","0.04","1.08","0.12818","56","WASP-21 b","2022-11-16","2022-11-15","2022-12-14"
+"200606159","5964.01","TIC 200606159.01","3","4","3","3","3","4","4","42.4","46.3","317","1","0","1","PC","PC","12.6108","0.007","1","qlp-s56-tois","SPOC","339.474237","44.965228","-7.055","0.023","-15.827","0.023","2459853.689253","0.0011937022","3.9816471","0.0000084","3.247","0.111","17.059958","0.400484","15590","368.791","14.4616","0.752008","431.951","1270","36","494.908","3.9535","5771","124.391","4.33924","0.0762943","1.14","0.06","","","1.03","0.127395","16,56,57","","2022-11-16","2023-02-03","2023-04-05"
+"405788729","5965.01","TIC 405788729.01","3","4","3","3","4","4","4","12.1","41.4","45.54","0","2","3","PC","PC","11.7066","0.006","1","spoc-s14-s60-b0A-PC","SPOC","324.751784","62.94426","-3.459","0.038","2.462","0.036","2459828.070265","0.004330008","4.2254747650406","0.00035323977","4.839026485125","0.31305125","1.713837","0.098307","1577.2572250493","90.54007","7.6400361057263","0.6515875","1118.0567498667","1474.8087701392","13.770326","408.59","3.4215","5729","183.861","3.95931","0.0797319","1.7551599740982","0.0905428","","","1.023","0.133961","56,58","evolved host; multiple stars in pixel","2022-11-16","2023-05-22","2023-07-07"
+"404610583","5966.01","TIC 404610583.01","5","5","5","5","5","5","5","83.4","264.7","99.14","0","5","2","PC","FP","10.5332","0.007","1","spoc-s56-b02","SPOC","336.147609","16.878856","-28.915","0.072","-48.469","0.083","2459826.813152","0.00038752324","3.5381038735569","0.00008976794","2.4419370230445","0.025615627","12.936938","0.194645","11844.653483622","179.25853","12.072855696819","0.60394794","591.32779775707","1257.6993121002","62.636166","202.773","2.362","6084","129.616","4.45887","0.0815947","1.0424400568008","0.0510854","","","1.14","0.150742","56","variable host","2022-11-16","2022-11-15","2024-09-02"
+"369532319","5967.01","TIC 369532319.01","2","5","5","2","4","4","4","","","11.63","0","2","3","PC","PC","10.1233","0.006","1","spoc-s56-b02","SPOC","338.574347","33.823466","-1.237","0.075","-29.635","0.076","2459842.480381","0.0049763587","","","5.0564338320845","0.6411227","1.267451","0.156686","1166.6840304187","144.30257","3.4227618832315","1.2438005","65.570450504779","725.76628830888","7.589752","145.066","1.1995","5758","128.163","4.45663","0.0775638","0.99343597888946","0.0484472","","","1.03","0.131343","56","single transit; possible additional transit at ~2458755.81 BJD","2022-11-16","2022-11-15","2023-07-04"
+"431810418","5968.01","TIC 431810418.01","1","5","5","1","4","4","4","","","9.31","0","2","2","PC","PC","9.50492","0.006","1","spoc-s56-b02","SPOC","349.267516","31.353989","-7.222","0.056","17.6","0.044","2459830.06435","0.0036652293","","","5.8572173482459","0.5320062","0.852653","0.080439","785.01453934531","74.08461","3.0017761178724","0.8912016","105.49517252941","817.38731992798","10.160693","122.831","0.538","5940","128.564","4.42516","0.0772178","1.0572299957275","0.0495453","","","1.085","0.136249","56","possible multi; single transit at TBJD ~ 2830.06","2022-11-16","2022-11-15","2023-08-29"
+"431810418","5968.02","TIC 431810418.02","1","4","1","1","4","4","4","3","41.3","6.83","0","2","2","PC","PC","9.50492","0.006","2","qlp-s56-tois","CTOI","349.267516","31.353989","-7.222","0.056","17.6","0.044","2459851.829213","0.0071232","9.2255167","0.0048656","3.685","0.981","0.662501","0.062989","610","58.0134","2.50867","0.195642","171.745","1008","11","122.831","0.538","5940","128.564","4.42516","0.0772178","1.06","0.05","","","1.085","0.136249","56","potential multi; CTOI from Nora Eisner","2022-12-01","2023-02-06","2023-08-29"
+"91051152","5969.01","","5","5","5","5","5","5","5","46.6","188.4","91.66","0","0","0","KP","KP","11.5549","0.006","1","spoc-s56-b02","SPOC","349.622955","24.889277","-33.729","0.078","-2.522","0.044","2459830.349006","0.00045309","7.9192604527469","0.00034394927","2.5053872855416","0.04167438","23.567197","0.263986","21472.306123721","243.1104","11.528526439784","1.0425813","38.032810123884","633.37271918077","58.602276","115.936","0.571","4302","130.566","4.5054","0.106037","0.75860798358917","0.0676784","","","0.672","0.0818166","56","WASP-59 b","2022-11-16","2022-11-15","2022-12-14"
+"431701493","5970.01","","5","5","5","5","5","5","5","113","295.9","107.28","1","0","1","PC","KP","11.5189","0.006","1","spoc-s56-b02","SPOC","348.993046","31.462751","25.11","0.052","-25.269","0.048","2459825.800375","0.00020361657","3.092759544887","0.00004212396","2.2167203838303","0.01771064","32.177283","0.178621","29201.522397401","164.50282","12.64734435528","0.88992214","174.03102861532","926.3528059501","167.78441","140.998","0.746","4713.98","115.719","4.56492","0.0886398","0.75034099817276","0.0524523","0.042809","0.0423999","0.754","0.0873359","56","WASP-10 b","2022-11-16","2022-11-15","2023-03-03"
+"160432093","5971.01","TIC 160432093.01","3","4","3","3","3","4","4","65.6","84.4","317","1","3","1","PC","PC","10.9852","0.006","1","spoc-s56-b02","SPOC","322.75454","30.003448","11.051","0.059","12.349","0.082","2459828.685263","0.0006497229","3.9914012049097","0.00018048221","4.25796342614","0.051305268","9.697064","0.110515","8891.5603147443","101.782585","17.00877652847","0.9557893","1687.7566392614","1634.7344157459","59.46701","427.467","7.3845","6528.05","110.167","4.0799","0.0903954","1.7516499757767","0.096392","0.136","0.018","1.345","0.213225","56","","2022-11-16","2022-11-15","2023-12-25"
+"420814525","5972.01","","5","5","5","5","5","5","5","554.5","687.5","317","0","0","3","KP","KP","7.1274","0.006","1","spoc-s56-b02","SPOC/QLP","330.795022","18.884242","29.579","0.083","-17.89","0.075","2459826.781018","0.00006454682","3.5247404585539","0.000015326508","3.0561662685076","0.0047222716","17.597634","0.025478","16077.376819915","23.465973","15.619831444784","0.597001","758.35944514413","1338.4080023242","612.9367","48.3016","0.1237","6052","100.638","4.34258","0.0746529","1.1865500211716","0.0453267","0.05","0.1","1.13","0.152342","56","HD 209458 b","2022-11-16","2022-11-15","2022-12-14"
+"154353849","5973.01","TIC 154353849.01","3","4","3","3","3","4","4","9.9","42.6","37.59","0","0","2","PC","PC","12.4884","0.008","1","qlp-s57-tois","SPOC","342.559971","43.659987","-0.686","0.033","-4.527","0.034","2459878.635235","0.0016581","3.1643744","0.0000104","2.506","0.197","4.179432","0.189198","3842","174.243","6.79941","0.395425","643.751","1403","20","552.989","7.3105","6238","130.901","4.33794","0.0845449","1.23","0.06","","","1.21","0.172912","16,56,57","variable host; possible odd-even","2022-11-16","2023-05-01","2023-05-06"
+"354173595","5974.01","TIC 354173595.01","2","4","2","2","4","4","4","5.1","12.3","1.75","4","2","8","PC","PC","10.8221","0.007","1","spoc-s14-s60-b0A-PC","SPOC","349.765951","7.915601","133.24","0.11","-126.397","0.114","2459826.051156","0.0019763978","1.7267216917465","0.000010571386","0.92674045679628","0.5050195","1.079368","0.134865","993.64100708666","124.20709","1.1783581887775","2.0144944","45.593074655126","662.74196290287","9.633729","25.6553","0.0382","3487","157","4.85306","0.00144223","0.37168401479721","0.0111082","","","0.359205","0.0202625","42,56","low SNR; potential L1 planet","2022-11-16","2023-05-22","2023-09-20"
+"376847633","5975.01","TIC 376847633.01","3","5","5","3","3","4","4","0.3","18.7","54.02","0","6","2","PC","PC","10.6338","0.006","1","spoc-s14-s55-b0H","SPOC","275.339308","69.370707","-12.362","0.036","-7.99","0.037","2459408.627517","0.003569348","373.03816374895","0.0010284465","15.328137490198","0.33338812","3.108154","0.110531","2858.6223790475","101.79798","8.4472776194422","0.47341937","26.225195860246","577.16426586635","21.003796","349.787","2.151","6508","123.196","4.18652","0.0894303","1.5435199737549","0.0664975","","","1.335","0.224084","40,41,47,49,50,51,52,53,54","alerted as a single but now have two transits; period is likely shorter than maximum period of 373.038 days","2022-11-16","2022-12-01","2022-12-14"
+"348054109","5976.01","","5","5","5","5","5","5","5","13.3","14.1","2.72","0","0","0","PC","FP","12.0575","0.007","1","spoc-s14-s55-b0H","SPOC","281.676903","21.828321","97.43","2","-49.47","2","2459010.512186","0.0006943169","0.43780236753894","0.000007380848","1.5315810583556","0.20483291","1.589108","0.142177","1462.5517623446","130.94102","1.4551234364767","0.3340848","211.81096733856","972.98660287746","13.224767","","","3256","157","4.85874","0.00239245","0.36571699380875","0.0118964","","","0.352341","0.0209649","26,40,53,54","possibly flaring host star; possible SV or NEB","2022-12-01","2022-12-01","2023-02-25"
+"12938488","5977.01","","3","5","5","3","1","4","4","77.9","121","54.53","2","0","0","PC","APC","14.6343","0.008","1","spoc-s14-s55-b0H","SPOC","298.542574","26.878936","5.129","0.105","-8.574","0.099","2459419.98927","0.00057751854","0.43171236606459","0.000007438123","0.86741638739143","0.12435173","21.330298","1.442257","19454.20653606","1327.4862","8.4942819469589","0.9163717","365.84716175908","1115.4360388693","13.067723","236.385","4.161","3180","157","4.66041","0.0118629","0.58913999795914","0.0187465","","","0.579137","0.0210403","41,54,55","possible phase modulations","2022-12-01","2022-12-01","2023-05-10"
+"266023807","5978.01","","2","4","2","2","4","4","4","3.9","6.7","2.27","2","2","3","PC","PC","9.64057","0.006","1","spoc-s14-s55-b0H","SPOC","314.409442","22.192647","-70.418","0.072","16.96","0.06","2458711.885411","0.0015051194","0.73948178931252","0.000012059184","1.2473719858259","0.2609702","0.166708","0.024698","153.53190028665","22.747452","1.309774763367","1.0556887","3360.8723448299","1941.9263460566","8.37773","110.828","0.5145","5632","131.337","4.45734","0.0809948","0.97707897424698","0.050804","","","0.998","0.125407","15,41,55","low SNR","2022-12-01","2022-12-01","2023-09-05"
+"137151335","5979.01","","5","5","5","5","5","5","5","2.1","5","2.74","0","100","11","KP","KP","9.4087","0.006","1","qlp-s74-ffi","SPOC","291.418127","38.672312","-28.726","0.041","-5.588","0.045","2460332.777222","0.0055837","4.7267257","0.0000312","3.014","0.522","0.307307","0.022051","283","20.3096","1.45952","0.108313","333.088","1190","11","95.9115","0.22115","5655","141.264","4.50815","0.0855087","0.92","0.05","-0.15","0.1","1","0.132461","14,40,41,54,55,74","Kepler-93 b","2022-12-01","2024-03-28","2024-04-05"
+"164652245","5980.01","","5","5","5","5","5","5","5","0.3","28.2","4.57","0","98","13","KP","KP","9.0638","0.006","1","spoc-s14-s55-b0H","SPOC","284.05925","44.518373","-60.521","0.053","48.694","0.05","2458708.932559","0.004528523","79.583999468717","0.000445419","4.3996752154736","0.49973997","0.636118","0.053721","585.71488685187","49.477192","1.9748837163254","0.7087615","3.7628264685562","355.220725665","11.099208","63.9207","0.11935","5391","104.083","4.61444","0.0764828","0.79136997461319","0.0363166","-0.3","0.1","0.94","0.120529","14,40,41,53,54,55","Kepler-37 d; found in TESS at 2x period","2022-12-01","2022-12-01","2022-12-14"
+"120045750","5981.01","","1","4","4","1","4","4","4","2.4","40.7","6.34","2","3","2","PC","PC","11.8086","0.007","1","spoc-s14-s55-b0H","SPOC","283.967767","39.062238","-67.692","0.038","123.423","0.041","2459423.517172","0.0026389682","7.0142458146633","0.00008121329","2.6555327786967","0.452201","2.02931","0.154249","1867.3179922433","142.05846","2.3954786920989","0.75464094","14.722554382113","499.5920759151","12.583472","70.6891","0.1105","3721","157","4.703","0.00918689","0.53952497243881","0.0158695","","","0.535736","0.0201829","41,53,54","centroid offset only in s54; s53 and s41 on target","2022-12-01","2022-12-01","2024-05-20"
+"299087490","5982.01","","5","5","5","5","5","5","5","4.7","53","106.05","0","1","2","KP","KP","13.2147","0.007","1","spoc-s14-s55-b02","SPOC","288.902283","49.370408","3.714","0.028","-18.08","0.034","2459409.912265","0.0022042128","38.478761309913","0.003233638","5.1869736832286","0.23243478","26.345305","1.029334","23972.895713611","947.60205","12.560937578888","0.5219885","0.49629677031796","214.06965631854","27.975418","442.871","2.999","5439.49","142.2","4.59877","","0.81004297733307","","0.115","0.137","0.95","","40,41,53,54,55","Kepler-468 b","2022-12-01","2022-12-01","2022-12-14"
+"356871098","5983.01","","1","4","1","1","3","4","4","4.1","6.1","2.47","1","0","1","PC","PC","12.7949","0.007","1","spoc-s14-s55-b02","SPOC","276.053314","66.935559","65.598","0.072","-34.234","0.072","2458683.819904","0.0008334459","1.02718788625","0.0000074537074","0.98899924611306","0.15208864","0.937494","0.090892","863.09120235811","83.71091","1.3755239524783","0.16878408","90.668143097407","787.0157612922","11.641634","66.0022","0.1795","3406","157","4.82682","0.003381","0.39982199668884","0.0119185","","","0.391279","0.0202703","14,15,16,17,18,19,21,22,24,25,26,40,47,48,49,51,52,53,54,55","possible odd-even","2022-12-01","2022-12-01","2024-03-26"
+"120692092","5984.01","","5","5","5","5","5","5","5","4.9","24.6","26.06","0","1","4","KP","KP","14.0672","0.007","1","spoc-s14-s55-b02","SPOC","285.930736","39.09812","5.045","0.032","-3.15","0.035","2459392.151066","0.0029781244","3.4130780890869","0.000048252037","2.578792782734","0.609458","4.37109","0.549912","4017.8298399208","506.35962","5.5008027209309","2.2570944","304.4148279288","1065.3350121255","7.8737493","658.924","8.7845","5410","122","4.53617","","0.86598497629166","","","","0.94","","40,41,53,54","Kepler-495 b","2022-12-01","2022-12-01","2022-12-14"
+"272782368","5985.01","","2","4","2","2","3","4","4","2.7","31.4","2.98","0","2","4","PC","PC","10.6894","0.006","1","spoc-s14-s55-b02","SPOC","238.153554","66.873296","-2.332","0.04","-4.525","0.037","2458684.123357","0.0024113283","2.4157665192004","0.000017108072","2.170081240079","0.25357512","0.263322","0.03287","242.49923350526","30.274185","1.5356381779649","0.17514612","278.21347689666","1041.6319450917","7.612235","106.05","0.2385","4837","121.016","4.55481","0.0929025","0.77457499504089","0.0509925","","","0.785","0.0951155","14,15,16,17,18,20,21,23,24,26,47,48,49,50,51","low SNR; possible odd-even","2022-12-01","2022-12-01","2023-12-18"
+"158657354","5986.01","","5","5","5","5","5","5","5","1.7","14.7","38.18","0","3","7","KP","KP","11.7942","0.006","1","spoc-s14-s55-b02","SPOC","288.153973","44.068815","-4.087","0.04","-2.587","0.042","2459406.492987","0.0075835814","38.583588860326","0.0011334544","11.040376481567","0.71893275","1.631139","0.187133","1501.2063652813","172.34116","6.8872276162749","1.0315099","76.562655175229","754.43876615452","8.700123","639.239","10.255","6373.72","114.774","4.05962","0.0844427","1.7423100471497","0.074485","0.23","0.028","1.27","0.201451","40,41,53,54,55","Kepler-522 b","2022-12-01","2022-12-01","2022-12-14"
+"284900292","5987.01","","2","4","2","2","4","4","4","0.1","13.3","6.76","0","7","4","PC","PC","12.3932","0.007","1","spoc-s14-s55-b02","SPOC","260.979452","57.469309","32.296","0.026","11.156","0.026","2458769.981797","0.0047902022","48.713084294678","0.000489811","4.8155571156535","0.6864698","1.749165","0.175564","1609.7433088884","161.68752","2.4883066932075","1.0240345","1.7149723558654","291.86635239691","8.968461","122.896","0.181","3943","157","4.6329","0.0111492","0.62179797887802","0.01836","","","0.60552","0.0202167","17,19,20,22,23,24,25,26,40,41,47,48,49,50","low SNR; possible odd-even","2022-12-01","2022-12-01","2024-03-24"
+"377780790","5988.01","","5","5","5","5","5","5","5","5","41.7","4.69","0","79","9","KP","KP","10.4767","0.006","1","spoc-s14-s55-b02","SPOC","285.679298","50.241484","-18.394","0.045","41.448","0.046","2458683.867901","0.0013005666","0.83749967650566","0.0000072704997","1.9640811503039","0.20313032","0.270335","0.026901","248.95711680952","24.776567","2.0046234547312","0.2530015","3684.5206378181","1987.078379092","9.27727","185.506","0.808","5706","141","4.37","0.09","1.0897400379181","0.061206","-0.12","0.1","1.017","0.128175","14,40,41,53,54,55","Kepler-10 b","2022-12-01","2022-12-01","2022-12-14"
+"154437244","5989.01","","2","4","2","2","3","4","4","3.4","34.6","12.22","0","2","1","PC","PC","11.0644","0.006","1","spoc-s14-s55-b02","SPOC","126.102246","79.559644","-13.514","0.033","-10.31","0.04","2459395.360784","0.0055978238","6.8669656583883","0.0001651188","3.8812583861855","0.43766624","0.865193","0.109144","796.55438145261","100.52029","3.5242337851829","0.3698337","271.61388252757","1035.3989982013","8.088625","272.599","1.6405","6173","126.376","4.44273","0.083189","1.0795500278473","0.0474874","","","1.178","0.168854","40,47,53","low SNR","2022-12-01","2022-12-01","2023-02-27"
+"29385858","5990.01","","2","4","2","2","4","4","4","0","9.3","5.57","0","2","7","PC","PC","9.43301","0.006","1","spoc-s14-s55-b02","SPOC","238.915233","40.137034","45.481","0.04","1.954","0.055","2458976.923578","0.008019934","700.96225663773","0.00049847487","6.2194192499945","0.5504886","0.495828","0.06232","456.56983472039","57.39739","2.2203819235599","0.6474882","17.571139237613","522.1793936633","7.72336","102.798","0.2685","5626","187","5.47131","0.291768","1.0001800060272","0.0487537","","","0.991","0.128331","24,50,51","low SNR; actual period likely shorter than max period of ~700.96 days","2022-12-01","2022-12-01","2023-12-18"
+"230064711","5991.01","","2","4","2","2","3","4","4","1.8","28.7","3.29","0","2","3","PC","PC","8.77912","0.006","1","spoc-s14-s55-b02","SPOC","230.205817","67.167478","46.747","0.046","-95.854","0.046","2458689.479623","0.0030655318","7.089316217262","0.00004551069","3.3795424926431","0.31938455","0.138561","0.014584","127.61123208191","13.432013","1.6279087629037","0.22192661","318.14310683839","1077.1479990844","8.606117","105.85","0.2665","5983","121.421","4.29138","0.0774248","1.241770029068","0.0547161","","","1.1","0.145457","14,15,16,17,21,22,23,41,47,48,49,54","low SNR; possible odd-even; odd events may not be real","2022-12-01","2022-12-01","2023-02-27"
+"159054620","5992.01","","5","5","5","5","5","5","5","6","22","97.86","0","0","1","KP","KP","15.0277","0.007","1","spoc-s14-s55-b02","SPOC","289.603838","46.31491","0.533","0.067","-9.1","0.061","2459391.6426","0.0050238995","8.0276820925063","0.00013601505","2.9574257173161","0.51070786","12.307452","1.404835","11271.576581184","1293.0641","11.980977040081","2.4002044","161.11734199593","908.66818342882","8.653823","1351.17","54.325","5368","122","4.30215","","1.1277199983597","","","","0.93","","40,41,53,54,55","Kepler-856 b","2022-12-01","2022-12-01","2022-12-14"
+"27534138","5993.01","","5","5","5","5","5","5","5","3.2","24.3","41.02","0","4","8","KP","KP","11.2877","0.007","1","spoc-s14-s55-b02","SPOC","295.486582","51.013524","4.172","0.048","6.655","0.052","2459419.054916","0.03214427","28.541055731646","0.002546796","10.658123076775","1.1830771","1.391274","0.216821","1280.5898264574","199.67946","7.1843682691348","0.8309613","94.828343977629","795.89227818799","7.3322496","455.982","5.1315","6197.21","158.77","4.08307","0.0960215","1.6416200399399","0.0935502","0.127796","0.0136617","1.19","0.169905","40,41,54,55","Kepler-450 b","2022-12-01","2022-12-01","2022-12-14"
+"63283780","5994.01","","5","5","5","5","5","5","5","2.8","32.7","13.85","0","5","3","KP","KP","13.0702","0.006","1","spoc-s14-s55-b02","SPOC","292.50342","43.083219","7.462","0.028","14.509","0.029","2459397.430362","0.0027753883","7.9726643712226","0.000089122994","2.5395548903665","0.6674513","3.895162","0.379431","3581.149392255","349.40784","3.7927660951944","2.113839","32.221023601921","607.65151191913","8.613391","232.75","0.827","4564.61","82.6977","4.68645","","0.63749498128891","","0.277245","0.0127133","0.72","","40,41,54,55","Kepler-210 c","2022-12-01","2022-12-01","2022-12-14"
+"352011875","5995.01","","5","5","5","5","5","5","5","3.1","2.8","317","0","4","4","KP","KP","11.7971","0.006","1","spoc-s14-s55-b02","SPOC","285.672903","44.116751","-0.774","0.047","4.19","0.056","2458686.187589","0.009997406","6.2468813284887","0.000094464835","9.0400019357441","0.840332","0.560523","0.066251","516.12731131174","61.01743","15.681780596752","3.5854125","324.78057553012","1082.722747836","7.9771624","1294.69","40.735","4643.39","67.2904","4.438","","6.3787198066711","","0.431636","0.00645684","","","14,26,40,41,53,55","Kepler-91 b; apparent odd-even","2022-12-01","2022-12-01","2022-12-14"
+"293880523","5996.01","TIC 293880523.01","3","4","3","3","3","4","4","4.4","44.1","107.64","0","1","1","PC","PC","10.2403","0.007","1","spoc-s14-s60-b0A-PC","SPOC","296.106671","58.375608","2.984","0.055","-1.804","0.049","2459467.902664","0.0072651645","109.05029456671","0.0027848736","7.3613042545522","0.18434335","4.155359","0.114706","3819.9122099559","105.64256","12.672187372018","0.45798296","62.008738424081","715.70322385796","33.74752","547.169","8.069","8953","130.131","4.22329","0.0689801","1.9250600337982","0.055402","","","2.26","0.322706","40,41,47,50,54,55,56,57,60","","2022-12-01","2023-05-01","2023-12-25"
+"39516274","5997.01","","2","4","2","2","4","4","4","3.4","56.2","3.15","2","2","4","PC","PC","9.2576","0.006","1","spoc-s14-s55-b02","SPOC","263.152578","33.570556","-223.678","0.035","177.344","0.042","2458985.158761","0.0019807084","5.6550179546231","0.000026823176","1.7818546193532","0.25559103","0.387475","0.04363","356.81369496702","40.183952","1.587423552776","0.30108163","67.201432076962","730.23792036445","7.836735","46.521","0.05015","4674","123.295","4.61121","0.0952571","0.70476800203323","0.0510854","","","0.74","0.0912375","25,26,52,53","weakly variable host and low SNR","2022-12-01","2022-12-01","2023-06-07"
+"370907864","5998.01","","2","4","2","2","4","4","4","2.9","38.3","9.79","3","2","3","PC","PC","11.5118","0.006","1","spoc-s14-s55-b02","SPOC","292.576514","18.394928","73.591","0.051","31.135","0.058","2459397.788566","0.0035371282","9.33802520305","0.00012437707","2.8573106945702","0.574079","1.925093","0.195701","1771.5047592184","180.23102","3.0931610107217","1.5715756","22.891042428791","557.87402669777","9.305417","95.6465","0.4102","4066","129.391","4.52539","0.115396","0.72348099946976","0.0728844","","","0.64","0.0803792","40,54","low SNR; possible offset to SSW","2022-12-01","2022-12-01","2024-01-16"
+"120317234","5999.01","","5","5","5","5","5","5","5","2.7","29.3","8.69","0","5","13","KP","KP","10.4081","0.007","1","qlp-s74-ffi","SPOC","284.635189","40.71983","1.132","0.041","-2.375","0.046","2460326.535519","0.004731","6.8834027","0.0000307","1.92","0.377","0.837425","0.053383","771","49.1664","2.87691","0.205273","87.7838","852","9","228.439","1.3455","6133.77","125.783","4.32058","0.0809883","1.23","0.06","0.0865293","0.0122051","1.16","0.15672","14,26,40,41,53,54,74","Kepler-506 b","2022-12-01","2024-04-01","2024-04-05"
+"259233660","6000.01","","2","4","2","2","3","4","4","3.5","7","1.03","2","0","1","PC","PC","13.1638","0.007","1","spoc-s14-s55-b02","SPOC","292.606298","68.154592","-8.2","0.068","11.322","0.073","2458683.576042","0.0008179514","0.44895891195303","0.00001109254","0.76374772523821","0.3485629","0.732932","0.111336","674.82770164855","102.53909","1.015263023928","1.2818562","258.74819811124","1022.9139070111","8.3127985","75.7664","0.18875","3419","157","4.84756","0.00180738","0.37750899791718","0.0112296","","","0.365888","0.0202309","14,15,16,17,18,19,20,21,22,23,24,25,26,40,47,48,49,51,52,53,54,55","low MES","2022-12-01","2022-12-01","2024-03-26"
+"139104940","6001.01","","5","5","5","5","5","5","5","17.2","20.9","317","0","0","1","KP","KP","14.5855","0.008","1","spoc-s14-s55-b02","SPOC","295.307525","38.881572","-5.822","0.04","-17.351","0.041","2459422.453454","0.008348298","3.0039010104135","0.00008423826","3.8750476750494","0.5916121","11.014202","1.424744","10093.173781899","1311.3771","16.720862918153","1.6414378","1512.6541471268","1590.5768607178","8.019291","1745.77","74.445","6052","123","4.1353","","1.5063300132752","","","","1.13","","41,54,55","Kepler-493 b","2022-12-01","2022-12-01","2022-12-14"
+"102734241","6002.01","","2","4","4","2","4","4","4","0.5","54.9","3.02","4","0","3","PC","PC","12.6396","0.007","1","spoc-s14-s55-b02","SPOC","299.614252","32.28717","-37.998","0.072","-346.561","0.074","2458692.759945","0.00281244","10.904839246192","0.000048828635","1.5530647682148","0.61305636","4.385203","0.636501","4030.7760993203","586.06696","1.5489481972591","0.9517032","1.8239544827013","296.39662123879","7.6758533","32.0266","0.04475","3272","157","4.99712","0.0152628","0.24212099611759","0.00723231","","","0.212382","0.0200954","14,41,54,55","low SNR","2022-12-01","2022-12-01","2024-03-26"
+"121731834","6003.01","","5","5","5","5","5","5","5","2.2","21.5","8.87","0","52","6","KP","KP","10.593","0.006","1","spoc-s14-s55-b02","SPOC","288.688722","41.151108","0.97","0.056","-14.189","0.056","2458686.103572","0.0049597","5.8599392219211","0.0000446115","4.0842391179256","0.51406616","0.314311","0.040101","289.44877348523","36.93408","2.9189613927449","0.45745295","649.73557680662","1287.6680247197","7.2082953","303.728","2.6845","6149","97.451","4.14765","0.0742718","1.5091999769211","0.0579346","0.16","0.1","1.167","0.155353","14,40,41,54,55","Kepler-65 c","2022-12-01","2022-12-01","2022-12-14"
+"48353358","6004.01","","5","5","5","5","5","5","5","1.2","36.5","5.1","0","2","6","KP","KP","12.1042","0.006","1","spoc-s14-s55-b02","SPOC","283.62826","48.390808","-10.822","0.049","-48.674","0.047","2458685.778397","0.0021677264","9.8786837995359","0.00003184128","1.8852041717087","0.25458682","1.878586","0.176244","1728.7453820816","162.31392","2.1083188558729","0.3531921","6.7948732587749","411.77984868464","9.8170185","66.4074","0.10605","3759.27","115.535","4.86726","0.135649","0.46061900258064","0.0505553","-0.0214533","0.00939257","0.57","0.0845327","14,26,40,41,53,54,55","Kepler-1651 b","2022-12-01","2022-12-01","2022-12-14"
+"123357864","6005.01","","5","5","5","5","5","5","5","3","51.4","12.45","0","73","10","KP","KP","10.8515","0.006","1","spoc-s14-s55-b02","SPOC","281.482473","47.207826","-41.143","0.04","-43.143","0.036","2458697.413913","0.014780549","16.145589817182","0.00027887174","4.5431710785952","0.6499666","0.99883","0.175413","919.53362618433","161.5487","3.5634669513522","5.18916","19.531979730678","536.17469794516","8.10099","107.796","0.2195","4816","105.098","4.59996","0.0795555","0.73299497365952","0.0426181","0.06","0.1","0.78","0.0931707","14,26,40,41,53,54,55","Kepler-102 e","2022-12-01","2022-12-01","2022-12-14"
+"123309556","6006.01","","5","5","5","5","5","5","5","4.3","35","7.36","0","38","6","KP","KP","12.1773","0.006","1","spoc-s14-s55-b02","SPOC","281.194732","47.497261","-5.584","0.038","25.253","0.041","2459392.21042","0.0012307481","2.5080815488003","0.00001552811","1.1724398319937","0.35740787","1.404456","0.13311","1292.7152522995","122.591095","2.6163105367638","3.7120283","223.52901177477","986.17326361677","9.532586","191.904","0.8175","4715","138.878","4.57812","0.099608","0.73951500654221","0.0594975","0.33","0.1","0.755","0.0917611","40,41,53,54,55","Kepler-94 b","2022-12-01","2022-12-01","2022-12-14"
+"279922257","6007.01","","2","4","2","2","4","4","4","0","15.1","8.59","0","3","4","PC","PC","11.8288","0.007","1","spoc-s14-s55-b02","SPOC","39.176567","78.652241","77.011","0.075","18.593","0.079","2458799.852581","0.007702014","949.79059516554","0.005368609","4.2222063472355","0.5164381","3.293858","0.601161","3029.1585847192","553.5361","2.863281474188","0.41317987","0.030453011306702","106.54358612339","8.103081","48.3609","0.10715","3500","157","4.80448","0.00489539","0.42437100410461","0.0126967","","","0.418697","0.0203258","18,19,25,26,52,53","flaring host; period likely shorter than maximum period of ~949.79","2022-12-01","2022-12-01","2024-01-26"
+"286201103","6008.01","","2","4","4","2","4","4","4","10","18.2","2.09","9","0","2","PC","PC","12.2936","0.007","1","spoc-s14-s60-b0A-PC","SPOC","310.448734","49.646899","158.442","0.102","44.404","0.093","2458711.372904","0.0005047708","0.85737269789435","0.000014038113","0.54785980763908","0.10237745","2.223375","0.293242","2045.7091220809","270.04935","1.2465478356297","0.15803361","42.012202005404","649.32722270026","8.719756","23.1008","0.0292","3098","157","5.00721","0.0168336","0.23504799604416","0.00699863","","","0.204861","0.0200791","15,16,41,55,56","sub-Earth candidate","2022-12-01","2023-05-19","2024-03-26"
+"128558444","6009.01","","3","4","3","3","3","4","4","38.2","144.4","91.88","1","1","1","PC","PC","10.4403","0.008","1","qlp-s56-tois","SPOC","339.230939","37.675516","-2.842","0.051","-10.235","0.075","2459852.869635","0.0006989","1.5500607","0.0000017","1.225","0.323","2.772163","0.257759","2550","237.377","11.5208","0.688041","7523.43","2594","43","597.281","18.303","8552.3","193.7","4.18","0.07","2.04","0.08","","","2.29","0.324439","16,56","Possible odd/even; V-shaped; centroid centered closer to another star","2022-12-15","2023-02-05","2023-02-27"
+"199949052","6010.01","TIC 199949052.01","3","4","3","3","4","4","4","35.8","124.1","31.36","2","20","2","PC","PC","10.4963","0.006","1","qlp-s77-ffi","SPOC","336.737635","45.971999","-29.959","0.049","-8.929","0.045","2460422.399415","0.0004593","0.5868508","5e-7","0.494","0.13","1.091714","0.151487","1005","139.515","6.12033","0.406159","1255.21","1658","26","274.738","2.1025","5842","130.8","4.17","0.08","1.48","0.07","","","1.18","0.178879","16,56,57,76,77","possible odd-even; low a/Rs","2022-12-15","2024-07-25","2024-08-16"
+"414019147","6011.01","","3","4","4","3","3","4","4","52.4","115.3","122.66","2","0","2","PC","PC","12.598","0.018","1","qlp-s57-tois","SPOC","336.690787","57.434161","17.224","2.156","11.27","2.156","2459880.708932","0.0010856","2.3179699","0.000003","1.496","0.277","13.117529","0.73458","12009","676.344","14.5204","0.779198","172.957","1010","33","374.145","","5770","231.045","4.438","","1.33","0.05","","","","","16,17,24,57","","2022-12-15","2023-05-01","2023-12-11"
+"432280671","6012.01","TIC 432280671.01","3","4","3","3","4","4","4","9.5","67.7","41.98","1","2","2","PC","PC","10.5418","0.006","1","spoc-s57-b02","SPOC","355.02941","32.015761","-2.383","0.051","-21.908","0.034","2459861.658508","0.0016090019","16.211762862449","0.00227824","5.3495584484111","0.17171787","3.990894","0.146628","3669.0022778373","135.04044","7.282603576605","0.4944534","101.57369868321","809.68308454454","24.81528","226.572","2.362","6119","132.891","4.35436","0.0800458","1.1834299564362","0.054392","","","1.155","0.155036","57","some phases are not covered; multiple stars in pixel","2022-12-15","2022-12-15","2023-08-29"
+"53728859","6013.01","","5","5","5","5","5","5","5","45.9","126","103.14","0","0","1","KP","KP","12.3396","0.008","1","spoc-s57-b02","SPOC","13.000916","34.728402","25.519","0.067","2.859","0.051","2459853.92256","0.00072583347","3.2573898016453","0.00014826475","3.1400826329937","0.061754107","15.05469","0.238725","13770.193136382","219.84996","12.356936107674","0.6672009","554.71221277987","1237.7606775557","40.388447","401.319","5.4685","5698.38","110.615","4.40322","0.0743345","1.0461299419403","0.0524472","0.158","0.032","1.01","0.12546","57","HAT-P-28 b","2022-12-15","2022-12-15","2022-12-17"
+"57984377","6014.01","","5","5","5","5","5","5","5","99.4","119.3","317","0","0","1","KP","KP","11.1355","0.006","1","spoc-s57-b02","SPOC","5.166954","31.989973","-4.706","0.078","-3.237","0.072","2459854.549103","0.0003824449","2.5199145567009","0.000065225504","3.7121362923371","0.031593755","13.579588","0.086471","12429.372455882","79.63954","17.700193190638","0.8911862","2121.5175265655","1730.9375746598","163.28555","393.072","10.5255","6116","106.58","4.11132","0.0780515","1.564190030098","0.0777889","0.21","0.1","1.153","0.156216","57","WASP-1 b","2022-12-15","2022-12-15","2022-12-17"
+"288246496","6015.01","","5","5","5","5","5","5","5","41.2","105.3","125.05","0","0","1","KP","KP","11.5639","0.006","1","spoc-s57-b02","SPOC","356.666714","31.155911","30.262","0.051","-5.852","0.032","2459854.005471","0.0009381664","4.3048290138949","0.00025673004","3.5311266334049","0.06810165","8.208086","0.14036","7531.4221197434","129.26822","13.839540234604","0.7188342","925.49348484051","1406.7375849775","37.088776","431.052","7.4285","6001","143.081","4.12263","0.0823983","1.5128400325775","0.0744724","","","1.107","0.151247","57","WASP-60 b","2022-12-15","2022-12-15","2022-12-17"
+"327369524","6016.01","TIC 327369524.01","3","4","4","3","3","4","4","56.7","58.1","317","5","14","1","PC","PC","11.3864","0.006","1","qlp-s57-tois","SPOC","4.52396","59.766198","-7.744","0.038","-1.659","0.034","2459877.793195","0.000737","4.0236805","0.0000037","3.71","0.192","9.733697","0.192749","8925","177.513","14.9702","0.750958","606.797","1382","37","364.715","3.612","5807","148.796","4.06406","0.0766699","1.57","0.08","","","1.044","0.130579","17,18,24,57","","2022-12-15","2023-05-01","2023-10-26"
+"291751373","6017.01","","5","5","5","5","5","5","5","39.1","37.2","317","0","0","0","KP","KP","12.355","0.01","1","spoc-s57-b02","SPOC","359.151972","36.212956","-7.763","0.076","-8.484","0.047","2459855.494899","0.0016258125","2.5079176545719","0.00026065356","3.0652269498951","0.14003949","7.624101","0.272669","6997.4591212202","251.10559","14.717642984167","1.7681618","2704.9555579629","1839.3305451589","21.09248","735.601","32.093","6207.39","290.028","4.03891","0.152399","1.7272499799728","0.187982","-0.069","0.275","1.19","0.206923","57","Qatar-3 b","2022-12-15","2022-12-15","2022-12-17"
+"67881560","6018.01","TIC 67881560.01","2","4","2","2","3","4","4","5.3","56.2","4.28","1","2","3","PC","PC","10.3337","0.006","1","spoc-s57-b02","SPOC","9.347123","40.905168","-50.997","0.077","-73.356","0.126","2459854.35292","0.0032582157","2.3322524235576","0.00047417002","1.4407555741105","0.42268327","0.620473","0.07591","571.31388964492","69.91328","1.902341994059","0.86886877","267.33796072546","1031.2997376983","7.7265925","88.1971","0.5019","4983.53","97.1001","4.65066","0.0782335","0.7089449763298","0.0356834","-0.228204","0.0269527","0.82","0.105319","57","possibly SV; some transits have ramped shape","2022-12-15","2022-12-15","2023-02-27"
+"125520907","6019.01","TIC 125520907.01","3","4","3","3","4","4","4","24","77.4","100.78","1","2","2","PC","PC","10.0651","0.006","1","spoc-s57-b02","SPOC/QLP","355.09135","35.94084","-6.961","0.045","-0.238","0.032","2459862.347647","0.001861645","14.546524487438","0.0025750466","5.488163724777","0.15924984","3.50478","0.101353","3222.8170072005","93.34518","12.189719034597","0.6882524","249.65011130107","1013.8009423405","14.761625","260.342","2.345","5559.5","112.5","3.84","0.08","1.9794100522995","0.0957664","0.163","0.023","0.98","0.128027","57","two transits","2022-12-15","2022-12-15","2023-08-29"
+"334597566","6020.01","TIC 334597566.01","3","5","5","3","3","4","4","23.1","77.3","120.8","0","3","1","PC","APC","12.0471","0.006","1","qlp-s57-tois","SPOC","331.313408","64.098143","-6.183","1.557","0.041","1.557","2459872.940531","0.0026203","9.1099373","0.0000272","9.51","0.378","9.615388","0.20942","8817","192.864","13.5278","","1223.52","","38","507.236","","6511","","4.438","","1.48","","","","","","16,17,18,24,57","multiple stars in pixel","2022-12-15","2023-05-01","2023-05-06"
+"291685334","6021.01","","5","5","5","5","5","5","5","60.8","71.1","317","0","0","0","KP","KP","12.489","0.008","1","spoc-s57-b02","SPOC","358.515134","37.021824","-5.189","0.05","-1.129","0.035","2459853.85413","0.0007400819","2.0319883448888","0.00009390641","3.4937462781163","0.06007022","13.407692","0.183166","12273.005692261","168.68814","17.716397879772","1.0699655","2886.292200214","1869.4111276923","40.163723","705.981","25.1855","6161","134.74","4.1171","0.0921985","1.56523001194","0.0914572","","","1.17","0.166819","57","Qatar-7 b","2022-12-15","2022-12-15","2022-12-17"
+"455947620","6022.01","","3","4","4","3","3","4","4","281.2","369.6","317","8","0","1","PC","PC","13.7057","0.007","1","spoc-s14-s60-b0A-PC","SPOC","340.001249","60.8235","56.651","0.07","75.605","0.064","2459854.589182","0.00031364892","1.9281092304842","9.294661e-7","1.4174499500275","0.01998326","124.056505","2.251127","107974.23595427","2071.2168","17.794770737255","19.28166","30.034320672602","597.06855984129","116.11209","86.9388","0.3151","3264","157","4.8548","0.00122399","0.36984699964523","0.011002","","","0.357093","0.0202234","17,57","v-shaped","2022-12-15","2023-05-19","2024-01-16"
+"455947620","6022.02","","2","4","2","2","3","4","4","6.7","55.7","6.74","8","0","1","PC","PC","13.7057","0.007","2","spoc-s14-s60-b0A-PC","SPOC","340.001249","60.8235","56.651","0.07","75.605","0.064","2458765.940349","0.0027763722","1.5454492433362","0.000012693121","2.78215275002","0.4825546","4.657765","0.607752","4280.7714918259","559.60364","2.4829303150491","0.550688","40.338554357311","642.76146519905","8.388674","86.9388","0.3151","3264","157","4.8548","0.00122399","0.36984699964523","0.011002","","","0.357093","0.0202234","17,57","potential multi; interior to .01; low SNR","2023-05-18","2023-05-18","2024-01-16"
+"341444900","6023.01","","5","5","5","5","5","5","5","","","42.62","0","2","0","EB","FP","8.629","0.032","1","qlp-s77-ffi","QLP","325.228645","55.06675","0.197","0.061","-7.928","0.057","2460419.861806","0.0111897","9.0330414","0.0001392","5.965","3.12","0.24649","0.024853","227","22.8905","7.35267","","2661.86","2001","17","475.345","7.5705","7527","122","","","5.64","","","","","","16,17,56,57,76,77","weak signal; evolved host star; possible SV; retired as TFOP FP/NEB","2022-12-15","2024-07-25","2024-08-16"
+"56231866","6024.01","","5","5","5","5","5","5","5","","","95.78","0","1","1","PC","FP","9.3185","0.007","1","qlp-s57-ffi","QLP","356.038387","26.42567","-7.384","0.097","-7.741","0.046","2459881.5005","0.0058797","2.7238937","0.0009888","1.668","0.45","0.434381","0.056604","400","52.1326","11.8283","","152.578","979","10","365.845","6.553","4758","122","","","5.53","","","","","","57","potential secondary; possibly SV","2022-12-15","2022-12-15","2023-01-02"
+"439942982","6025.01","","3","4","3","3","4","4","4","30.3","119.7","59.84","0","1","2","PC","PC","9.645701","0.007","1","qlp-s57-ffi","QLP","1.074045","42.5736","5.871","0.073","-0.228","0.048","2459880.796253","0.0020796","1.0222806","0.0000152","2.071","0.316","1.390633","0.119021","1280","109.616","8.97675","0.587789","15853.1","3126","13","486.144","14.4625","8448","133.2","3.98","0.07","2.46","0.1","","","2.1","0.305724","17,57","signal diluted by brighter neighbor to N; possible SV","2022-12-15","2022-12-15","2024-08-09"
+"396234347","6026.01","","1","4","1","1","4","4","4","6.3","9.8","2.2","0","2","4","PC","PC","8.9553","0.006","1","qlp-s57-ffi","QLP","0.223191","35.752445","158.791","0.074","-41.084","0.04","2459881.735855","0.0021339","1.2757761","0.0000376","1.313","0.216","0.249748","0.029973","230","27.6055","1.28307","0.119756","357.418","1211","11","42.0564","0.0824","4540.4","108.6","4.5","0.09","0.79","0.05","-0.080034","0.0194603","0.72","0.0807943","17,57","","2022-12-15","2022-12-15","2023-08-29"
+"368678195","6027.01","TIC 368678195.01","3","4","3","3","1","4","4","123.4","168.5","317","2","0","0","PC","PC","13.8504","0.007","1","spoc-s58-b02","SPOC","12.740739","68.185903","-6.448","0.043","-6.093","0.034","2459882.348252","0.0011352929","2.8406462042365","0.00020493302","2.7440612446819","0.08155173","64.726183","1.687454","57872.833609067","1552.9954","24.289212556382","0.6621586","293.41099334323","1055.5743900587","30.907064","416.463","4.1105","4389","122","4.24954","","1.0290299654007","","","","0.686","","58","large; possible PMS host","2023-01-20","2023-01-19","2023-01-26"
+"250707118","6028.01","TIC 250707118.01","5","5","5","5","5","5","5","35.6","121.6","93.26","0","0","0","KP","KP","11.2791","0.006","1","spoc-s58-b02","SPOC","33.131092","51.778775","-9.805","0.101","1.898","0.083","2459885.016838","0.00078460074","5.7238581930973","0.00031189923","3.8545141351386","0.07626595","9.46779","0.154001","8682.2466028778","141.82971","11.647075734545","0.7574461","434.17687805264","1164.2236638478","51.948875","313.576","4.37","6086","115.011","4.31517","0.0871291","1.2305200099945","0.0756281","0.14","0.08","1.141","0.161213","58","HAT-P-29 b","2023-01-20","2023-01-19","2023-01-26"
+"419523962","6029.01","TIC 419523962.01","3","4","4","3","1","4","4","13.2","34.5","84.94","1","2","0","PC","PC","11.6593","0.006","1","qlp-s58-tois","CTOI","8.386256","61.860766","-0.489","0.042","4.045","0.039","2459904.818632","0.0052733","5.7998626","0.0000433","5.684","0.604","2.59475","0.104513","2387","96.2553","11.022","","806.794","1484","19","603.119","11.5015","5852","122","3.64892","","2.55","","","","1.057","","17,18,24,58","CTOI from Sam Grunblatt; evolved star; three other fainter stars in pixel","2023-01-20","2024-09-06","2024-09-06"
+"245392284","6030.01","","5","5","5","5","5","5","5","54.8","72","317","0","0","0","KP","KP","11.9004","0.01","1","spoc-s58-b02","SPOC","38.369165","56.025708","-3.252","0.067","0.052","0.081","2459883.279834","0.0018029311","1.7442830504736","0.00020344759","2.19283721045","0.099414065","8.113818","0.415385","7445.2479047368","382.5108","15.389819490471","0.76149726","7630.7714990147","2383.756343663","16.365398","655.013","16.6855","8039","143.62","4.31943","0.0718579","1.600800037384","0.0610603","","","1.95","0.286083","58","GPX-1 b; BD","2023-01-20","2023-01-19","2023-01-26"
+"292152376","6031.01","","5","5","5","5","5","5","5","215.2","327.1","317","0","0","0","KP","KP","10.7696","0.006","1","spoc-s58-b02","SPOC","31.042761","46.687851","-9.825","0.1","3.477","0.086","2459883.617765","0.00014018902","2.1499907203724","0.000019814892","3.102696828363","0.010482921","28.202289","0.088057","25640.812607477","81.10006","20.636494430129","0.9848484","1865.4537814321","1676.1615457699","302.27103","289.205","5.261","6340","125.254","4.33387","0.0843417","1.2630399465561","0.0601859","","","1.255","0.18614","58","HAT-P-32 b","2023-01-20","2023-01-19","2023-01-26"
+"285466025","6032.01","TIC 285466025.01","3","4","3","3","2","4","4","10","52.4","20.97","0","2","1","PC","PC","7.98475","0.006","1","spoc-s58-b02","SPOC","36.784679","32.876956","12.832","0.118","-10.789","0.112","2459887.395272","0.0037498171","7.3723906253761","0.0019647216","7.8217078896143","0.4859311","0.377671","0.028308","347.78768785938","26.071888","4.8405987544791","1.3809732","1331.921209467","1540.775567941","10.681877","153.525","1.2105","6083","137.727","3.68069","0.0805077","2.5524098873138","0.118995","","","1.139","0.160862","58","bright evolved host","2023-01-20","2023-01-19","2023-08-29"
+"67711670","6033.01","TIC 67711670.01","3","4","3","3","1","4","4","15.8","79.9","86.14","1","2","0","PC","PC","10.6492","0.006","1","spoc-s58-b02","SPOC","43.372328","39.260148","24.154","0.084","-9.895","0.075","2459885.981072","0.001189219","18.040149443272","0.0016942518","6.0379225837678","0.116488926","6.14667","0.136765","5645.297537472","125.95702","11.115498493324","0.61798036","143.33875859156","882.49176060838","31.996292","309.804","6.763","6345","131.915","4.21827","0.0882913","1.4445699453354","0.072897","","","1.258","0.185192","58","","2023-01-20","2023-01-19","2023-01-26"
+"388076422","6034.01","TIC 388076422.01","3","4","4","3","3","4","4","91.8","248.2","100.15","3","0","2","PC","PC","13.2297","0.007","1","spoc-s14-s60-b0A-PC","SPOC","317.900139","68.402076","-2.426","0.048","-5.041","0.056","2459883.905467","0.0007419936","2.5761795598031","0.000026104795","1.5879378675918","0.030522976","55.581565","1.148705","49904.252872837","1057.4371","12.145086914973","0.4152841","45.354106795076","661.87184025634","56.127953","117.992","0.374","3628","157","4.73924","0.00816489","0.49790498614311","0.0149054","","","0.495981","0.0203684","56,57,58","V-shaped","2023-01-20","2023-05-19","2024-09-01"
+"323194443","6035.01","TIC 323194443.01","3","4","4","3","1","4","4","22.4","85.6","56.67","5","0","0","PC","PC","13.859","0.007","1","spoc-s14-s60-b0A-PC","SPOC","332.646204","69.774239","4.597","2.208","9.62","2.208","2459885.398621","0.0021736592","3.9074188094564","0.00019368126","2.5052202408232","0.13018717","16.934934","0.586266","15476.636943574","539.8251","","","423.80825285904","1157.2097975162","25.24891","","","5780","","4.438","","","","","","","","57,58","no stellar radius; high RUWE+RV error; Gaia DR3 parallax; DR2 Rstar = 0.6 Rsun","2023-01-20","2023-05-19","2024-09-10"
+"129756316","6036.01","TIC 129756316.01","3","5","5","3","1","4","4","89.4","136.9","317","0","3","0","PC","APC","9.74061","0.006","1","qlp-s58-ffi","QLP","34.836888","40.993944","31.088","0.09","-14.244","0.092","2459905.455998","0.0003251","6.5234682","0.000004","5.966","0.122","9.114908","0.076103","8360","70.0908","19.045","0.939895","872.331","1514","209","300.063","6.5685","6409","125.6","3.93","0.09","2.04","0.1","","","1.288","0.194763","18,58","likely too large; somewhat evolved host","2023-01-20","2023-01-19","2023-02-01"
+"352924930","6037.01","","5","5","5","5","5","5","5","4.7","24.9","23.63","0","0","0","EB","FP","10.3755","0.034","1","qlp-s58-ffi","QLP","21.805455","67.966855","13.207","0.041","-4.369","0.04","2459902.326174","0.0140046","4.0158199","0.0000679","6.39","3.509","0.358352","0.076443","330","70.4041","5.20076","0.608479","17781.5","3217","13","480.772","6.0325","6950","265.7","3.78","0.09","2.64","0.11","","","1.52","0.281712","18,24,25,52,58","shallow transits; somewhat evolved host; retired as TFOP FP/NEB","2023-01-20","2023-03-23","2023-03-23"
+"194736418","6038.01","","3","4","3","3","1","4","4","9.5","59.4","19.35","0","4","0","PC","PC","9.3229","0.006","1","qlp-s58-ffi","QLP","51.657269","40.81727","10.37","0.094","-39.997","0.063","2459900.539896","0.0024808","5.8267724","0.0000309","4.598","0.606","0.879803","0.04941","810","45.5073","4.615","0.267509","744.793","1455","16","179.147","1.437","6305","140.1","4.11","0.09","1.62","0.08","","","1.239","0.185961","18,58","QLP underestimating radius; likely ~6 Re; possible depth aperture correlation","2023-01-20","2023-01-19","2023-01-26"
+"272050287","6039.01","","5","5","5","5","5","5","5","15.3","57.5","74.91","0","2","0","EB","FP","10.244","0.006","1","qlp-s58-ffi","SPOC/QLP","355.433763","63.018844","14.989","0.053","2.322","0.049","2459908.575411","0.0013353","8.503614","0.0000167","1.203","0.227","1.727694","0.13027","1590","119.976","10.2441","0.560612","33.4398","669","21","425.467","5.5605","6255","144.3","3.88","0.09","2.31","0.09","","","1.472","0.255306","17,18,24,57,58","slightly V-shaped; evolved variable host star; Rp may be underestimated; TFOP FP/SB1","2023-01-20","2023-03-23","2023-03-23"
+"250839071","6040.01","","3","4","3","3","1","4","4","95.1","113","317","5","5","0","PC","PC","9.8781","0.006","1","qlp-s58-ffi","QLP","34.445951","53.807582","-1.4","1.7","0.5","1.7","2459905.801607","0.0004274","3.4925674","0.000123","4.378","0.069","7.692484","0.078899","7060","72.6657","15.7585","0.715649","1792","1812","158","","","6558.7","16.9","","","1.8","0.08","0.11","0.014","","","58","multiple stars in pixel","2023-01-20","2023-01-19","2023-01-26"
+"192415680","6041.01","TIC 192415680.01","3","4","3","3","3","4","4","0","25.2","17.61","0","9","4","PC","PC","9.2063","0.006","1","qlp-s58-ffi","QLP","46.061033","43.557667","71.775","0.1","-66.077","0.065","2459890.088192","0.0015422","1094.062167","0.0000425","3.534","0.257","2.556659","0.102095","2352","94.0283","4.39378","0.295008","17.1449","566","33","72.4731","0.20825","5359","146","4.55","0.09","0.85","0.05","0.161524","0.0168961","0.93","0.11972","18,58","actual period likely shorter than max period of ~1094 days","2023-01-20","2023-01-19","2023-01-26"
+"374919956","6042.01","","3","4","3","3","1","4","4","24.7","47.1","317","1","2","0","PC","PC","10.0201","0.02","1","qlp-s58-ffi","QLP","32.085966","56.409783","-0.908","0.059","-4.394","0.086","2459904.389425","0.0022773","7.7966237","0.001995","1.461","0.225","2.173647","0.197263","2000","181.669","18.0417","1.14848","200.285","1048","15","897.633","29.284","9434","319.5","3.66","0.07","3.78","0.16","","","2.4","0.325675","58","slight odd-even likely due to detrending; possibly too large","2023-01-20","2023-01-19","2023-01-26"
+"453064665","6043.01","","5","5","5","5","5","5","5","54.8","131.3","109.21","0","0","0","KP","KP","11.8889","0.024","1","spoc-s59-b02","SPOC","74.504382","48.300855","14.732","0.08","-43.776","0.061","2459911.851307","0.0007864543","2.6452120854712","0.00015188332","3.0559835737624","0.07064725","11.413149","0.21918","10456.841823316","201.85162","12.780365744846","0.75549006","970.51635757838","1423.5425881338","32.981808","348.815","4.8835","5596","181.613","4.24644","0.0841986","1.2405999898911","0.0658794","","","0.99","0.130567","59","HAT-P-62 b","2023-02-08","2023-02-08","2023-02-10"
+"356916207","6044.01","","2","4","2","2","4","4","4","4.2","41.9","5.47","0","2","2","PC","PC","9.97967","0.006","1","spoc-s59-b02","SPOC","273.377336","55.206926","17.769","0.049","-14.138","0.042","2459911.246864","0.0041860538","2.2538641941024","0.00061434053","1.510749087565","1.0254995","0.416707","0.087933","383.72743688909","80.98557","2.1962136704137","7.073425","1142.2633881922","1482.7274022554","7.1491456","161.482","0.5215","5957","126.826","4.39105","0.0779368","1.1026099920273","0.0514573","","","1.091","0.133938","59","very low SNR","2023-02-08","2023-02-08","2024-08-22"
+"467649533","6045.01","TIC 467649533.01","3","4","4","3","3","4","4","22.5","64.1","95.55","1","2","1","PC","PC","10.5547","0.007","1","spoc-s59-b02","SPOC","60.640787","34.004137","-4.481","0.081","-16.807","0.053","2459913.845278","0.0020081257","7.4826324895385","0.001063082","6.5647136280608","0.1844891","2.793871","0.082998","2569.9421712843","76.44105","11.813816410006","0.8113201","1070.5887510212","1458.8996447029","21.282948","398.105","6.8735","6128","126.382","3.7824","0.0805452","2.2911999225616","0.109892","","","1.16","0.155208","59","","2023-02-08","2023-02-08","2023-12-28"
+"66296167","6046.01","TIC 66296167.01","3","4","3","3","3","4","4","26.7","73.6","111.13","1","0","1","PC","PC","13.7471","0.029","1","spoc-s59-b02","SPOC","72.096663","62.06265","5.903","0.038","3.416","0.039","2459911.708915","0.0019159125","3.4137019792054","0.00045312103","2.9160091499852","0.15620056","17.292121","0.676383","15800.473983617","622.77765","12.911814412745","0.6255599","530.1048559605","1223.7992852179","18.457575","653.446","14.927","5845","122","4.44554","","1.0159200429916","","","","1.05","","59","apparent odd-even due to detrending artifact caused by first transit falling near data gap","2023-02-08","2023-02-08","2024-03-07"
+"115451738","6047.01","TIC 115451738.01","3","4","3","3","3","4","4","41.3","95.2","128.28","0","0","1","PC","PC","14.1279","0.014","1","spoc-s59-b02","SPOC","83.73088","31.076493","0.108","0.064","-2.863","0.049","2459911.473563","0.006441028","2.0791158511656","0.0008908279","6.8565742390702","0.3746359","17.413596","1.174853","15910.582509347","1081.494","14.048809434246","0.71166867","809.86984200687","1360.5783508695","9.677222","690.466","20.298","5583","123","4.46043","","0.96969997882843","","","","0.99","","59","weak odd-even; potential centroid offset; variable host; possible","2023-02-08","2023-02-08","2024-03-24"
+"280024247","6048.01","TIC 280024247.01","3","4","3","3","3","4","4","8.6","43.3","26.31","4","3","1","PC","PC","10.3971","0.006","1","spoc-s59-b02","SPOC","53.357584","59.988799","33.514","0.041","-12.14","0.054","2459915.46858","0.0034400169","5.4928245742021","0.001800123","3.4008546133098","0.5386909","1.092972","0.086839","1006.1582133965","79.978386","5.5323211860496","2.237088","936.51633321112","1410.9076511128","10.752078","280.271","2.502","6235","204.173","4.05522","0.0891323","1.7064700126648","0.0758291","","","1.206","0.176444","59","crowded; possible odd-even","2023-02-08","2023-02-08","2023-12-23"
+"353459965","6049.01","","5","5","5","5","5","5","5","27.4","142.3","66.82","0","0","0","KP","KP","11.0878","0.006","1","spoc-s59-b02","SPOC","66.248142","39.460602","14.403","0.129","-9.377","0.089","2459918.20065","0.00090888597","10.861491069248","0.0012754254","5.5511466808171","0.08914274","12.085168","0.170462","11069.132034657","156.98859","9.5731364732186","2.0672128","79.757793866544","762.18962486969","75.71807","192.516","2.0315","5663.55","98.6637","4.53693","0.187925","0.89509499073029","0.192698","0.283699","0.0280899","1.006","0.119981","59","HAT-P-15 b","2023-02-08","2023-02-08","2023-02-10"
+"339207264","6050.01","TIC 339207264.01","3","4","3","3","3","4","4","38.8","45","317","2","14","2","PC","PC","11.2873","0.009","1","spoc-s59-b02","SPOC","84.398599","64.981529","8.977","0.03","-19.397","0.035","2459912.799879","0.0011344141","5.482359603018","0.00044094137","4.9550979829344","0.09836562","7.08311","0.15471","6502.5514222467","142.48314","15.281666490177","0.815868","1118.6577779931","1475.0069315745","33.826756","462.414","5.8395","6243","136.557","3.98185","0.0868765","1.8599599599838","0.0888442","","","1.21","0.172704","59","two stars in pixel","2023-02-08","2023-02-08","2024-01-26"
+"353960022","6051.01","TIC 353960022.01","3","4","3","3","3","4","4","58.4","98.9","317","1","0","1","PC","PC","13.4593","0.023","1","spoc-s59-b02","SPOC","62.377542","47.556648","-0.476","0.049","-2.101","0.036","2459913.021886","0.0020808738","3.9200919234394","0.00054153195","4.1169543534739","0.15370412","24.630341","0.877251","22430.004062634","807.65204","22.594188632701","0.6540062","1241.1751658231","1513.8331768436","22.25058","915.507","23.8425","6574.32","207.97","4.23875","","1.4723800420761","","-0.241","0.193","1.37","","59","large radius; but consistent with insolation","2023-02-08","2023-02-08","2024-01-09"
+"9443323","6052.01","TIC 9443323.01","5","5","5","5","5","5","5","41.1","40.8","317","0","0","0","KP","KP","12.1957","0.006","1","spoc-s59-b02","SPOC","68.846509","56.868269","-10.883","0.072","11.862","0.064","2459913.801096","0.0016783148","4.0135700487779","0.0005641929","4.1381201768449","0.12612508","9.335485","0.237463","8561.4394866286","218.68805","14.954478881583","0.9052464","886.23364816654","1391.5756101298","24.745403","515.59","12.4805","5679","165.385","4.07294","0.08575","1.5301200151443","0.0837362","","","1.01","0.132934","59","HAT-P-58 b","2023-02-08","2023-02-08","2023-02-10"
+"66091052","6053.01","","3","5","5","3","3","4","4","37.9","130","76.2","0","2","1","PC","APC","9.89943","0.006","1","spoc-s59-b02","SPOC","70.979903","61.859336","-5.033","0.106","3.628","0.119","2459912.417156","0.0013512536","2.2118281137624","0.00021138706","2.5738654064715","0.12461139","2.408099","0.259806","2215.483181386","239.26181","10.342405456108","1.0489104","8662.5781435157","2460.5462963171","9.209335","359.465","8.4845","7690","288.526","4.03855","0.0841464","2.1281299591065","0.0836382","","","1.805","0.30413","59","significant host variability likely contributing to apparent odd-even","2023-02-08","2023-02-08","2023-12-28"
+"392681545","6054.01","","2","4","2","2","4","4","4","5.6","60.4","6.95","0","2","4","PC","PC","7.4961","0.006","1","spoc-s59-b02","SPOC","56.337007","60.350917","-54.987","0.048","-4.789","0.05","2459913.121951","0.005121751","7.4903270617311","0.0026372115","5.8007129948353","0.4518768","0.244969","0.022756","225.59887665057","20.958628","2.5277725588299","0.7809674","526.69564215092","1221.8268955193","8.938365","79.407","0.2038","6111.67","119.142","4.08398","0.0776287","1.6121100187302","0.0704171","","","1.15","0.15759","59","potential multi; host variability","2023-02-08","2023-02-08","2023-12-23"
+"392681545","6054.02","","2","4","2","2","4","4","4","5","58.9","8.26","0","2","4","PC","PC","7.4961","0.006","2","spoc-s59-b02","SPOC","56.337007","60.350917","-54.987","0.048","-4.789","0.05","2459919.916627","0.005012165","12.575994763205","0.006745347","6.5299180339563","0.53116393","0.309137","0.026901","284.68552632088","24.776178","2.7981796779251","0.9795008","263.93944739764","1028.0064163562","8.120321","79.407","0.2038","6111.67","119.142","4.08398","0.0776287","1.6121100187302","0.0704171","","","1.15","0.15759","59","potential multi; possible odd-even; low SNR","2023-02-08","2023-02-08","2023-12-23"
+"355640518","6055.01","TIC 355640518.01","3","4","4","3","1","4","4","299.3","225.1","317","3","0","0","PC","PC","14.4907","0.007","1","spoc-s59-b02","SPOC","79.929125","48.135896","7.656","0.113","-41.495","0.103","2459910.643629","0.00054047897","0.84971943143276","0.00003059818","1.3521674697287","0.03279675","78.195219","2.22078","69488.141032218","2043.3234","19.546059876475","0.50490344","337.10576553553","1092.8518572119","34.13334","229.367","3.6485","3493","122","4.432","","0.67926901578903","","","","0.455","","59","size is large; but marginally consistent with insolation; two stars in pixel","2023-02-08","2023-02-08","2023-04-01"
+"102808276","6056.01","TIC 102808276.01","3","4","4","3","1","4","4","27.4","65.1","106.72","3","0","0","PC","PC","14.6332","0.013","1","spoc-s59-b02","SPOC","63.241059","67.675548","5.32","0.038","-12.79","0.06","2459912.905528","0.0034417517","3.1420494590769","0.00082439807","2.6691318967117","0.25330064","20.001877","1.379704","18253.753965999","1269.9469","12.607916084214","0.9255885","275.60271170926","1039.1796205495","12.461929","515.161","9.885","4996","122","4.47095","","0.87720197439194","","","","0.83","","59","multiple stars in pixel","2023-02-08","2023-02-08","2023-12-21"
+"104734832","6057.01","TIC 104734832.01","3","4","3","3","3","4","4","14.4","57.6","56.33","0","8","1","PC","PC","9.51295","0.006","1","spoc-s59-b02","SPOC","64.056257","50.409606","6.681","0.059","-20.51","0.037","2459912.751153","0.0025921","10.327437987024","0.0020152035","8.8021114317762","0.24609986","1.346231","0.082946","1239.1563643944","76.39336","8.6575486121094","1.112431","856.73506839741","1379.8484357601","12.537905","305.581","3.6275","6402.35","140.99","3.78349","0.12315","2.40846991539","0.260206","0.012","0.011","1.285","0.210884","59","apparent odd-even likely due to underlying stellar variability and one TCE near a data gap","2023-02-08","2023-02-08","2023-12-25"
+"144006874","6058.01","","2","4","2","2","4","4","4","7.2","71.4","3.83","5","2","4","PC","PC","9.5951","0.006","1","qlp-s59-ffi","QLP","81.402245","37.118266","18.629","0.098","-93.682","0.067","2459935.968189","0.0018161","2.3673676","0.0000081","1.045","0.214","0.597319","0.071474","550","65.828","1.78396","0.19027","58.4073","770","9","47.6869","0.1154","4403","127.8","4.58","0.1","0.71","0.06","","","0.69","0.0796025","19,59","low SNR","2023-02-08","2023-02-08","2023-12-25"
+"321578632","6059.01","TIC 321578632.01","2","4","2","2","3","4","4","2.9","38.1","5.52","7","3","3","PC","PC","10.2596","0.006","1","qlp-s59-ffi","SPOC/QLP","83.380008","55.128812","-6.405","0.103","-21.511","0.136","2459928.523425","0.0048389","6.3667329","0.000034","2.628","0.556","0.845032","0.068321","778","62.9237","2.19947","0.187971","118.939","920","9","118.685","1.388","5413.7","119.9","4.55","0.09","0.85","0.05","0.19","0.039","0.942","0.122623","19,59","low SNR; host rotational modulation at ~10 days","2023-02-08","2023-02-08","2023-12-28"
+"428867906","6060.01","","3","4","3","3","3","4","4","10.7","39.2","52.58","0","2","1","PC","PC","9.86105","0.006","1","qlp-s59-ffi","QLP","57.561241","50.620837","12.385","0.079","-22.006","0.077","2459930.334093","0.0050235","3.3906311","0.0000259","2.344","0.568","0.782012","0.062825","720","57.8619","8.3102","0.720709","1156.25","1624","9","384.79","5.212","7373.8","129.5","3.56","0.09","3.54","0.21","0.086","0.07","1.678","0.294829","19,59","low SNR; two stars in pixel","2023-02-08","2023-02-08","2023-12-25"
+"239823606","6061.01","","2","4","2","2","4","4","4","1.8","33.9","2.94","0","2","4","PC","PC","8.895701","0.006","1","qlp-s59-ffi","QLP","87.169462","35.034111","43.365","0.087","-154.389","0.07","2459925.632107","0.0073304","8.1309123","0.0001656","3.313","0.918","0.339889","0.026088","313","24.0272","1.51687","0.1201","144.968","966","9","79.384","0.4607","5639","122.5","4.46","0.08","0.97","0.05","","","1","0.127632","19,43,44,45,59,73","two stars in pixel; low SNR","2023-02-08","2024-02-08","2024-02-17"
+"122629761","6062.01","","2","4","2","2","4","4","4","4.3","55.3","8.11","0","2","4","PC","PC","9.47632","0.006","1","qlp-s59-ffi","QLP","77.169833","36.416746","4.508","0.084","0.048","0.059","2459925.234358","0.0036165","8.2125432","0.0000488","3.166","0.784","1.071064","0.073542","986","67.7328","2.76845","0.19784","156.917","986","9","115.362","0.7255","5936","130.2","4.47","0.08","1","0.05","","","1.084","0.14607","19,59","variable host; low SNR","2023-02-08","2023-02-08","2023-12-28"
+"67031480","6063.01","","3","4","3","3","3","4","4","","","317","0","1","1","PC","PC","10.4246","0.132","1","qlp-s59-ffi","QLP","83.006941","36.588677","-0.623","0.09","-3.127","0.072","2459935.39745","0.0022923","2.1142179","0.0000114","1.655","0.216","1.030853","0.099726","949","91.8468","17.3594","","4869.36","2327","10","1476.12","146.82","10207","131","","","5.54","","","","","","19,59","likely EB; a/Rs~2; host is member of M38 cluster","2023-02-08","2023-02-08","2023-12-28"
+"428767018","6064.01","","3","4","3","3","3","4","4","24.5","96.6","119.57","2","5","1","PC","PC","10.409","0.006","1","qlp-s59-ffi","QLP","57.248111","49.111008","17.619","0.084","-13.847","0.067","2459919.688691","0.0024907","15.3058859","0.0001475","3.463","0.15","7.078136","0.251172","6498","231.311","13.4962","1.15815","70.5288","807","38","347.587","4.881","6803.6","108.5","4.12","0.11","1.75","0.14","0.133","0.012","1.464","0.245446","19,59","","2023-02-08","2023-02-08","2023-12-28"
+"172033454","6065.01","","3","4","3","3","4","4","4","8.6","61.4","19.29","0","1","2","PC","PC","9.4526","0.006","1","qlp-s60-ffi","QLP","97.619224","31.880556","12.725","0.104","-41.927","0.095","2459948.69132","0.0090109","8.2065998","0.0002007","3.785","1.905","0.452846","0.89633","417","825.21","4.6173","2.06349","3451.52","2135","10","162.125","1.711","6061","136.5","4.21","0.08","1.38","0.07","","","1.13","0.151695","20,43,44,45,60","slight depth-aperture correlation; possible centroid offset towards bright star to ESE; potential L1 candidate based off Rp uncertainty","2023-02-23","2023-02-23","2024-01-26"
+"219697927","6066.01","","2","4","2","2","4","4","4","3.3","34.3","4.2","0","1","5","PC","PC","8.85042","0.006","1","qlp-s74-ffi","QLP","135.451718","67.674993","-70.344","0.087","-103.14","0.102","2460337.368428","0.0059191","1.8330979","0.0000167","2.742","0.577","0.182419","0.015314","168","14.1042","1.87367","0.150026","2928.12","2049","10","157.64","1.495","6335","135.8","4.1","0.09","1.65","0.07","","","1.253","0.189439","14,20,40,60,74","some depth-aperture; possible centroid offset; host is part of 1144 d SB","2023-02-23","2024-04-01","2024-08-18"
+"198458010","6067.01","","1","4","1","1","4","4","4","0.4","17.5","8.7","0","1","7","PC","PC","9.76711","0.006","1","qlp-s60-ffi","QLP","261.817314","54.84798","-46.812","0.041","-28.52","0.052","2459936.170064","0.0051881","87.2129046","0.0008871","2.986","0.467","0.715736","0.050538","659","46.5457","2.89746","0.196923","1.3372","299","12","173.577","0.6925","6236","128.5","4.35","0.08","1.22","0.06","","","1.207","0.162893","14,16,17,18,20,21,23,24,25,26,40,47,48,49,50,51,52,53,54,56,57,58,59,60","L1 candidate; period could be double (~174 d)","2023-02-23","2023-02-23","2024-08-07"
+"400093502","6068.01","","1","4","1","1","3","4","4","2.2","29","8.04","0","1","2","PC","PC","9.67596","0.006","1","qlp-s60-ffi","QLP","88.202883","70.6741","0.711","0.032","-45.098","0.041","2459951.401022","0.0034805","10.6684085","0.0000668","2.758","0.32","0.503899","0.040232","464","37.054","2.75843","0.189739","100.776","882","11","200.447","1.0125","6718","134.2","4.32","0.09","1.37","0.06","","","1.429","0.249015","19,20,26,53,59,60","variable host; possible depth-aperture correlation","2023-02-23","2023-02-23","2024-04-27"
+"259099556","6069.01","","5","5","5","5","5","5","5","19.2","105.5","14.81","0","2","1","PC","FA","8.92071","0.006","1","spoc-s60-b02","SPOC","291.148444","67.527964","66.372","0.142","43.603","0.15","2459937.955167","0.0076575764","1.629092567876","0.0008053472","4.6315189170926","0.33059466","0.447147","0.045425","411.75251082198","41.837414","3.9455899730004","0.3306372","2815.3764354299","1857.8209988742","9.041644","122.51","1.1125","5658","131.02","4.08591","0.0801153","1.5037000179291","0.0784422","","","1.005","0.128225","60","low MES; host is listed as part of 148 day SB (2022yCat.1357....0G)","2023-02-23","2023-02-23","2024-02-14"
+"29106627","6070.01","TIC 29106627.01","2","4","2","2","4","4","4","2.4","35","8.03","2","7","4","PC","PC","11.1878","0.006","1","spoc-s14-s60-b0A-PC","SPOC","118.325326","44.025016","-28.608","0.059","-7.802","0.045","2459942.330357","0.004524539","9.5128915993387","0.0001417764","3.1254170593157","0.5654811","1.294542","0.11742","1191.6067436373","108.14194","2.7531721109544","1.2908589","48.301538165014","672.37257328089","9.423777","140.442","0.75","4998","122.98","4.58615","0.0875278","0.76731199026108","0.047598","","","0.828","0.100812","47,60","low SNR; also CTOI from Planet Hunters","2023-02-23","2023-05-22","2024-01-26"
+"440624788","6071.01","TIC 440624788.01","3","4","3","3","3","4","4","18.8","61.4","83.87","2","0","1","PC","PC","12.9311","0.007","1","spoc-s60-b02","SPOC","93.042393","43.120288","14.456","0.042","-10.498","0.037","2459939.481098","0.0024252294","5.3664456746412","0.0009253777","2.2975954834403","0.18951508","9.540623","0.619298","8748.7436412829","570.23175","10.941806448489","0.9228135","248.94806039631","1013.0874521025","13.849086","478.189","6.789","5358","122.502","4.34315","0.0818586","1.0757299661636","0.0589924","","","0.93","0.117587","60","","2023-02-23","2023-02-23","2024-01-26"
+"147797743","6072.01","TIC 147797743.01","5","5","5","5","5","5","5","108.5","122","317","0","16","0","KP","KP","10.7447","0.006","1","spoc-s60-b02","SPOC","110.735331","67.252657","6.907","0.03","24.031","0.036","2459940.374302","0.00030016655","3.6915589899042","0.00008149446","2.7207580394596","0.022763524","17.861007","0.118329","16316.023199315","108.979195","14.724470805137","0.72153413","512.02349235408","1213.2274318729","105.76829","209.229","1.1275","5720","128.638","4.37355","0.0745976","1.0878299474716","0.0528995","","","1.02","0.125887","60","Gaia-2 b","2023-02-23","2023-02-23","2023-02-25"
+"271424111","6073.01","","5","5","5","5","5","5","5","16.3","17.4","317","0","2","2","KP","KP","14.3999","0.007","1","spoc-s14-s55-b02","SPOC","295.025662","46.955954","-1.908","0.05","-8.511","0.049","2459393.028617","0.0043844637","3.2687063476291","0.00005436839","3.6398572552711","0.40828836","10.574875","0.969925","9692.5415934154","892.93536","15.04668793115","1.1478163","1155.6463868582","1487.0514370763","10.690438","1523","64.625","6007.22","147.004","4.18781","","1.4053699970245","","0.152484","0.0138797","1.11","","40,41,54,55","Kepler-490 b","2023-02-23","2023-02-23","2023-02-25"
+"99896567","6074.01","","2","4","2","2","4","4","4","3.4","74.3","3.09","0","2","2","PC","PC","6.8456","0.006","1","spoc-s14-s55-b02","SPOC","310.421968","35.54592","92.077","0.045","48.425","0.049","2458690.53445","0.0026926168","12.132450643432","0.00006212791","1.5751733124329","0.37245518","0.185977","0.028666","171.27642622912","26.402155","1.5690906536833","0.39792183","98.460377104273","803.40609704105","7.390087","34.5797","0.03575","5865","135.026","4.44965","0.0783168","1.015930056572","0.0521859","","","1.06","0.13255","14,15,41,55","very low SNR; bright host star; possible SV","2023-02-23","2023-02-23","2023-12-23"
+"424388628","6075.01","","2","4","2","2","3","4","4","0","10.1","3.67","0","5","1","PC","PC","9.4287","0.006","1","spoc-s14-s55-b02","SPOC","281.037793","75.99159","-122.381","0.037","152.091","0.037","2458794.771156","0.007106797","832.92362539257","0.002434274","8.6876380764824","0.7339189","0.645377","0.078776","594.23760693833","72.55295","1.7373780602654","0.8440581","0.40584627619417","203.56829581939","7.41604","39.889","0.0308","4193","122.053","4.53686","0.108938","0.7250639796257","0.0660904","","","0.66","0.0794668","14,15,16,17,18,19,20,21,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55","low SNR; actual period likely shorter than max period of ~832 days","2023-02-23","2023-02-23","2023-12-25"
+"308301091","6076.01","TIC 308301091.01","3","4","3","3","4","4","4","0.1","14.3","25.18","0","3","5","PC","PC","9.82897","0.006","1","spoc-s14-s55-b02","SPOC","267.86727","24.811367","-7.327","0.034","-6.216","0.048","2459030.36672","0.00275209","720.57423990694","0.0040405677","6.6602076058899","0.38719842","1.582966","0.138568","1456.9031847128","127.61762","5.3917254071261","0.63847697","1.0721257877373","259.52618643318","9.610138","221.682","1.322","6665.4","142.8","4.31","0.1","1.3731800317764","0.0683869","-0.101","0.035","1.407","0.247262","26,52,53","potential SV; two transits","2023-02-23","2023-02-23","2024-08-07"
+"196066560","6077.01","","1","4","1","1","2","4","4","7","45.6","9.26","3","3","2","PC","PC","12.3475","0.007","1","spoc-s14-s55-b0H","SPOC","314.913879","40.706012","28.281","0.062","29.531","0.069","2458713.480434","0.0018354162","2.2111104214132","0.00001164876","2.106027909191","0.4376893","2.125792","0.217501","1956.0116833323","200.30565","2.9944585368963","1.1183779","95.038119122306","796.33207310439","11.161335","124.484","0.599","3761","157","4.60411","0.0116478","0.65673500299454","0.019274","","","0.63215","0.0201545","15,55","some ramp-like transits; possible centroid offset","2023-02-23","2023-02-23","2023-07-04"
+"119973835","6078.01","TIC 119973835.01","1","4","4","1","4","4","4","3.5","55.5","5.7","5","1","4","PC","PC","9.1641","0.006","1","qlp-s78-ffi","SPOC","243.216051","16.305882","18.748","0.045","-42.964","0.038","2460443.834513","0.0043244","9.6703611","0.0000627","2.037","0.693","0.742898","0.085588","684","78.8268","2.23934","0.204056","35.0646","677","9","68.6994","0.15275","5212","123.889","4.51487","0.0849002","0.86","0.05","","","0.89","0.107623","25,51,52,78","low SNR; possible multi","2023-02-23","2024-08-23","2024-08-31"
+"119973835","6078.02","TIC 119973835.02","1","4","1","1","4","4","4","4.4","84.3","14.61","5","1","4","PC","PC","9.1641","0.006","2","qlp-s78-ffi","SPOC","243.216051","16.305882","18.748","0.045","-42.964","0.038","2460440.795272","0.011482","25.0882806","0.0003733","3.769","1.36","0.765714","1.420192","705","1307.19","3.89809","1.52931","135.17","949","10","68.6994","0.15275","5212","123.889","4.51487","0.0849002","0.86","0.05","","","0.89","0.107623","25,51,52,78","potential multi","2023-02-23","2024-08-15","2024-08-16"
+"272670038","6079.01","TIC 272670038.01","3","4","3","3","3","4","4","1.6","28.7","44.26","1","2","1","PC","PC","10.5083","0.007","1","spoc-s14-s60-b0A-PC","SPOC","233.497291","69.350285","-14.91","0.045","11.071","0.051","2458912.458751","0.006047427","104.28927982871","0.0008161206","5.8731029077227","0.23526105","2.197123","0.092088","2021.5793679311","84.81264","7.5126605081846","0.38184854","14.408045604586","496.90231283779","19.292593","306.839","2.6515","6501","127.695","4.25028","0.086382","1.4315899610519","0.0610779","","","1.33","0.211931","21,22,40,41,47,48,49,50,53,54,56,57,60","s41 transits may be a few hours early","2023-02-23","2023-05-19","2023-12-25"
+"116048097","6080.01","TIC 116048097.01","2","4","2","2","4","4","4","3.8","39.7","11.37","1","2","4","PC","PC","10.5912","0.006","1","spoc-s14-s55-b0H","SPOC","266.604423","38.078708","-9.8","0.04","-16.073","0.047","2459397.070061","0.0036989513","8.055571626985","0.00010880078","3.5853172147486","0.69348645","0.992667","0.085121","913.86217376874","78.39647","3.3778836346047","1.1123123","168.81201837616","919.32821707986","10.547556","188.183","0.8035","5680","127.769","4.38997","0.0778482","1.0622099637985","0.0538694","","","1.01","0.123906","40,52,53","low MES","2023-02-23","2023-02-23","2023-12-25"
+"271431851","6081.01","","5","5","5","5","5","5","5","6.2","18.8","103.82","0","0","1","KP","KP","14.4952","0.008","1","spoc-s14-s55-b02","SPOC","295.094957","43.537565","-4.263","0.047","-1.241","0.052","2459397.093442","0.008386364","7.8864218249731","0.00024404711","4.9429377785191","0.9122589","6.797933","0.99512","6241.567244295","916.1197","12.404829073243","3.1102912","358.11592571802","1109.4957891163","7.481163","1506.58","56.63","5597","123","4.04717","","1.5605100393295","","","","0.99","","40,41,54,55","Kepler-855 b","2023-03-02","2023-03-02","2023-03-03"
+"199712572","6082.01","","2","4","4","2","4","4","4","1.6","3.3","2.27","1","3","6","PC","PC","8.793181","0.006","1","qlp-s80-ffi","SPOC","253.892198","57.227908","-8.157","0.04","78.457","0.055","2460504.761666","0.003794","3.5941651","0.0000159","1.882","0.296","0.108579","0.009414","100","8.67065","1.31196","0.102132","200.507","1048","13","103.741","0.2705","5694","187","4.95801","0.288387","1.39","0.07","","","0.975","0.119019","15,16,17,18,19,20,21,22,23,24,25,26,40,47,48,49,50,52,53,54,55,56,57,58,59,60,73,74,76,77,78,79,80","2 stars in pixel","2023-03-02","2024-08-29","2024-09-01"
+"299089652","6083.01","","5","5","5","5","5","5","5","","","30.85","0","4","6","KP","KP","11.9363","0.006","1","spoc-s14-s55-b02","SPOC","288.848855","51.209038","31.935","0.041","-2.513","0.046","2459752.893746","0.010351788","","","9.3055094769711","0.8226749","3.92471","0.51529","3608.2663495544","474.4871","6.0762071189581","0.6943608","0.79953026786245","241.17288407655","7.213671","298.532","1.9595","5576.31","102.913","4.48425","0.0737161","0.94060301780701","0.0414573","0.039","0.021","0.984","0.125262","40,41,53,54,55","single transit of Kepler-858b at TBJD~","2023-03-02","2023-03-02","2023-03-03"
+"294283951","6084.01","","5","5","5","5","5","5","5","15.1","63.6","81.1","0","3","0","PC","FP","11.7056","0.01","1","spoc-s14-s55-b02","SPOC","301.752501","50.34803","2.083","0.053","3.856","0.047","2459422.141727","0.003066902","4.3724062825923","0.000046852943","1.4148387594748","0.28113922","1.784456","0.30541","1642.1950326125","281.2538","10.727888697096","29.522633","2515.0175544459","1806.1549460638","8.109731","819.949","17.331","8096","140.794","4.28307","0.0751696","1.6777700185776","0.0627135","","","1.97","0.298859","41,54,55","v-shaped","2023-03-02","2023-03-02","2023-04-19"
+"160223936","6085.01","","3","5","5","3","3","4","4","","","2.58","0","2","1","PC","PC","8.7475","0.006","1","spoc-s14-s55-b02","SPOC","261.281796","85.115518","47.546","0.042","0.433","0.048","2458691.848481","0.011074305","","","14.12305583483","0.7457269","0.345294","0.043253","317.97664579102","39.83699","1.4099651273817","0.28082705","0.11564556480723","148.73117020626","7.2045913","47.3174","0.05125","5106","123.642","4.62161","0.0861041","0.75071597099304","0.0447739","","","0.86","0.108397","14,19,20,25,26,40,47,52,53","single transit at ~1691.8 TBJD","2023-03-02","2023-03-02","2023-12-23"
+"18318288","6086.01","","2","4","4","2","4","4","4","3.1","13.5","0.86","6","0","4","PC","PC","12.4106","0.007","1","spoc-s14-s55-b02","SPOC","265.370424","30.303776","-110.595","0.061","2.165","0.071","2458984.759725","0.0013640606","1.3888584401676","0.000013820338","0.82670023519208","0.63512415","1.491211","0.261988","1372.5136833749","241.27072","0.96506186796043","1.7210847","31.525738573457","604.34657757057","8.86141","31.4566","0.0405","3300","157","4.97775","0.0124862","0.25645598769188","0.00765628","","","0.227881","0.0201097","25,26,52,53","host is variable; low SNR","2023-03-02","2023-03-02","2024-05-11"
+"48448369","6087.01","","5","5","5","5","5","5","5","","","22.32","0","5","5","KP","KP","11.8216","0.007","1","spoc-s14-s55-b02","SPOC","284.739116","49.598445","12.889","0.04","14.216","0.037","2459806.508801","0.006343114","","","2.2996357272884","0.59975916","2.279306","0.288508","2097.1164668211","265.69083","5.0218624697395","2.04793","18.53318782239","529.18470259882","7.295672","334.797","2.3875","5819.72","144.003","4.41305","0.0826292","1.0546400547028","0.0595176","-0.206727","0.0133151","1.05","0.131175","40,41,53,54,55","one transit of Kepler-134 b at TBJD ~2806","2023-03-02","2023-03-02","2023-03-03"
+"122375047","6088.01","","5","5","5","5","5","5","5","1.8","24","7.77","0","29","4","KP","KP","11.3992","0.006","1","spoc-s14-s55-b02","SPOC","290.420969","37.851656","25.284","0.033","-30.711","0.037","2459398.896348","0.005168345","9.2866732611907","0.00018114674","3.2593808099938","0.50267756","0.775329","0.098591","713.8494351846","90.801575","2.6996251463968","0.56892985","93.881446853991","793.8979729987","7.342691","218.562","0.9705","5511","101.51","4.50367","0.070297","0.91182297468185","0.0407035","-0.12","0.1","0.967","0.12012","40,41,54,55","Kepler-19 b; multi planet system","2023-03-02","2023-03-02","2023-03-03"
+"350814622","6089.01","TIC 350814622.01","5","5","5","5","5","5","5","3.7","20.2","16.17","0","36","4","KP","KP","11.7266","0.006","1","spoc-s14-s55-b02","SPOC","285.615449","50.135771","6.003","0.039","4.672","0.043","2459391.482922","0.0029034337","3.2135635867084","0.00004191005","4.3141611370198","0.5770433","0.711099","0.064874","654.73228212886","59.74978","4.1549554207658","1.930678","1364.5815362174","1550.1353571489","9.909683","487.916","5.8295","5772","103.434","4.04527","0.070765","1.5952099561691","0.068191","0.12","0.1","1.03","0.127999","40,41,53,54,55","Kepler-4 b; crowded field","2023-03-02","2023-03-02","2023-03-03"
+"268159158","6090.01","","5","5","5","5","5","5","5","10.7","31","91.81","0","0","0","PC","KP","14.5892","0.008","1","spoc-s14-s55-b02","SPOC","298.635648","44.170939","-1.673","0.049","-0.74","0.049","2459420.878175","0.0047942223","4.7080352787192","0.00008134121","2.9079423326227","0.5383143","10.53773","1.185371","9658.660356078","1091.1713","11.540360473089","2.0736494","363.77111031208","1113.8502354149","8.718572","1065.37","36.405","5490","123","4.3011","","1.1471500396729","","","","0.96","","41,54,55","Kepler-720 b","2023-03-02","2023-03-02","2023-03-03"
+"336255880","6091.01","","2","4","2","2","4","4","4","3","36.6","6.55","1","3","2","PC","PC","11.9323","0.007","1","spoc-s14-s55-b02","SPOC","281.46145","37.235891","-6.217","0.034","-37.827","0.039","2459392.109891","0.0025844844","5.1855506626854","0.000049454873","1.9734132950437","0.48571828","1.626339","0.184394","1496.7919263911","169.81859","2.4406793355572","1.1122566","31.849538645059","605.89244330734","8.203974","94.6679","0.1795","3921","157","4.648","0.0107745","0.60380399227142","0.0178073","","","0.591182","0.0202056","40,53,54","multiple stars in pixel; Kepler target; low SNR","2023-03-02","2023-03-02","2024-05-11"
+"339591840","6092.01","","5","5","5","5","5","5","5","","","23.15","0","0","2","PC","FP","12.9805","0.007","1","spoc-s14-s55-b02","SPOC","284.022658","14.12202","-26.952","0.07","-49.861","0.073","2459746.250584","0.008838637","","","4.6672536133866","0.734923","14.04839","1.923896","12855.696121061","1770.4044","5.1306856190005","0.59278667","0.67492897655139","231.17148778519","10.6106615","76.6119","0.2585","3476","157","4.81846","0.00388038","0.40895599126816","0.012138","","","0.401554","0.0202386","53,54","Single transit candidate at TBJD ~2746","2023-03-02","2023-03-02","2024-01-19"
+"97165413","6093.01","TIC 97165413.01","3","4","3","3","1","4","4","49.1","152.7","47.58","1","0","0","PC","PC","10.0452","0.006","1","qlp-s61-ffi","QLP","106.00101","-35.181497","-37.438","0.042","20.119","0.044","2459986.445346","0.0008835","1.2710408","0.0000012","1.113","0.204","1.211271","1.080085","1115","994.3","7.85938","1.75259","5327.83","2380","32","219.78","1.302","6004","134.6","4.13","0.08","1.5","0.07","","","1.11","0.137886","6,7,33,34,61","V-shaped; possible odd-even","2023-03-23","2023-03-23","2023-03-26"
+"35883621","6094.01","","5","5","5","5","5","5","5","50.4","126.5","100.85","0","0","1","PC","FP","9.65609","0.006","1","qlp-s61-ffi","QLP","117.671104","-6.494944","2.895","0.114","-8.173","0.068","2459984.008322","0.0045334","3.0519843","0.0000251","2.868","0.945","0.968909","1.579972","892","1454.15","12.1856","3.97345","10790.5","2839","16","310.559","7.186","6251.1","109.3","3.79","0.08","2.33","0.12","0.291","0.026","1.214","0.173926","7,34,61","possible centroid offset to NNW","2023-03-23","2023-03-23","2023-03-26"
+"157081737","6095.01","","1","4","1","1","1","4","4","4.9","52.8","4.13","1","0","0","PC","PC","10.0956","0.006","1","qlp-s61-ffi","QLP","100.766731","-44.251859","-12.545","0.038","-8.222","0.035","2459986.834869","0.0026026","2.1613171","0.0000061","1.289","0.471","0.574506","0.06042","529","55.6469","1.86733","0.155413","329.608","1187","13","99.172","0.2125","5260","122.8","4.59","0.09","0.8","0.04","","","0.9","0.11692","6,7,33,34,61","variable host","2023-03-23","2023-03-23","2023-03-26"
+"262781201","6096.01","","5","5","5","5","5","5","5","5.8","51.2","6.45","0","0","1","EB","FP","9.34567","0.006","1","qlp-s71-ffi","QLP","141.403549","3.661936","-25.891","0.086","2.717","0.083","2460283.55214","0.003305","1.3154261","0.0000051","2.121","0.971","0.309479","0.033933","285","31.2532","2.42354","0.179737","11290.9","2871","17","181.94","1.5435","6613.8","98.6","4.28","0.08","1.42","0.05","0.039","0.01","1.384","0.23168","8,35,45,46,61,72","possible centroid offset to S; retired as TFOP FP/NEB","2023-03-23","2023-12-20","2024-01-05"
+"293743169","6097.01","","3","4","3","3","3","4","4","42.8","141.4","74.72","2","0","1","PC","PC","10.4284","0.006","1","qlp-s61-ffi","QLP","119.496736","-21.013365","2.2","2.6","8.7","2.7","2459986.783761","0.000871","1.1256838","0.0000013","1.773","0.117","3.937496","0.139247","3620","128.243","10.2362","","5124.79","","33","452.889","","7433","","","","1.85","","","","","","7,61","possible depth-aperture correlation; possibly synchronized","2023-03-23","2023-03-23","2024-01-23"
+"269341832","6098.01","","1","4","4","1","1","4","4","6.8","66.3","5.13","1","0","0","PC","PC","8.7699","0.006","1","qlp-s62-ffi","QLP","118.936795","-48.041772","11.458","0.042","-4.59","0.041","2460010.125461","0.0014423","2.7297541","0.0000045","1.439","0.184","0.393108","0.026948","362","24.8193","2.11652","0.129637","200.856","1048","20","82.2325","0.15165","5599.3","117.1","4.37","0.07","1.08","0.05","","","0.99","0.114778","7,9,34,35,61,62","","2023-03-23","2023-04-12","2024-01-16"
+"118914286","6099.01","","1","4","1","1","1","4","4","4.1","55.3","3.96","1","1","0","PC","PC","9.4499","0.006","1","qlp-s62-ffi","QLP","135.335989","-20.97341","-60.603","0.065","-37.571","0.075","2460009.893574","0.0020073","5.2887576","0.0000219","2.284","0.261","0.649464","0.036894","598","33.98","1.80945","0.151919","63.339","785","17","52.5883","0.1407","4610","125.5","4.55","0.1","0.75","0.06","","","0.73","0.0834201","8,35,61,62","slight depth aperture correlation","2023-03-23","2023-04-12","2023-04-25"
+"170434745","6100.01","TIC 170434745.01","2","4","2","2","1","4","4","8.5","52.7","10.39","0","0","0","PC","PC","11.9433","0.006","1","spoc-s61-b02","SPOC","103.516164","-46.659703","7.705","0.038","-6.998","0.045","2459963.874823","0.0025248881","1.2280155680009","0.00023217595","1.0677974477532","0.56313133","1.430581","0.171398","1316.7462020501","157.85074","3.2034236857117","4.1161757","1038.6284237639","1447.8874390508","8.335865","235.778","1.158","5223","129.1","4.53","0.08","0.85249298810959","0.0493819","","","0.89","0.109407","8,61","Weak signal; short duration; nearby TIC 770748659 (delta Tmag ~ 5)  about 1.5 '' away","2023-03-23","2023-03-23","2023-03-26"
+"19342878","6101.01","TIC 19342878.01","3","5","5","3","4","4","4","203.4","191.6","317","1","0","1","PC","CP","10.8042","0.006","1","spoc-s61-b02","SPOC","124.073681","-8.686581","-1.571","0.055","22.902","0.051","2459963.429938","0.00015357522","1.3328251827547","0.000013788792","2.0496174084741","0.011324949","21.093333","0.082318","19240.176670593","75.81457","15.320691545752","0.88988096","1924.8044587943","1689.3374257705","242.24312","211.73","1.688","5595.4","127.6","4.4","0.02","1.0670200586319","0.0618166","0.124","0.019","1.023","0.125001","7,34,61","","2023-03-23","2023-03-23","2023-03-27"
+"55849732","6102.01","TIC 55849732.01","3","4","3","3","1","4","4","16.3","57.7","94.12","1","0","0","PC","PC","13.5803","0.006","1","spoc-s61-b02","SPOC","75.745949","-59.970953","-1.397","0.032","4.742","0.038","2459965.392386","0.0019656706","5.3703021574411","0.0007485176","2.848198930498","0.18277022","15.061598","0.716761","13776.468409657","659.94324","11.709978811465","0.71162367","277.47749221846","1040.9423785346","18.774578","733.926","9.159","5878","122","4.47546","","0.98617601394653","","","","1.06","","61","","2023-03-23","2023-03-23","2023-03-26"
+"92590258","6103.01","TIC 92590258.01","3","4","3","3","1","4","4","77","230.1","124.56","1","0","0","PC","PC","10.6664","0.006","1","spoc-s61-b02","SPOC","128.717977","-49.932522","3.275","0.051","-8.031","0.046","2459965.819135","0.0010109532","3.2422424076125","0.0002887796","3.1662519151363","0.084462695","11.588078","0.64393","10616.25978038","592.9052","13.80823284202","0.75157803","1534.9908103302","1596.4164509782","15.381104","295.408","2.558","7069","137.874","4.40124","0.0816785","1.3030899763107","0.0526231","","","1.56","0.260849","61","nearby bright star (Tmag~8) 35'' away contaminating difference image but signal appears to be on this star","2023-03-23","2023-03-23","2023-03-26"
+"265010875","6104.01","TIC 265010875.01","3","4","3","3","3","4","4","33.7","39.7","317","3","3","2","PC","PC","10.4146","0.007","1","spoc-s61-b02","SPOC/QLP","126.585367","5.2584","-7.217","0.079","-4.557","0.046","2459968.466203","0.0020908227","6.4095554711552","0.0011079443","8.473743752672","0.16282491","3.093478","0.102706","2845.1432465975","94.59097","17.451777399941","1.0898303","2737.1453386944","1844.7784392383","16.704277","614.477","17.9315","6316","130.7","3.53","0.09","3.1804800033569","0.172462","","","1.24","0.19386","7,34,61","evolved host star; apparent odd-even likely due to transits at the end of orbits","2023-03-23","2023-03-23","2024-01-23"
+"182405015","6105.01","TIC 182405015.01","3","4","4","3","1","4","4","96.5","125.3","317","3","0","0","PC","PC","10.8235","0.006","1","spoc-s61-b02","SPOC/QLP","123.656967","-41.156136","-19.541","0.054","14.107","0.047","2459966.48027","0.00040527072","3.1122401826079","0.00021813695","2.4670482695651","0.030811261","15.494669","0.161377","14169.76779857","148.62244","14.384452245112","0.5682903","496.05206984","1203.6537302453","106.17964","266.809","2.5085","6176.8","259","4.5","0.75","1.1207400560379","0.0434623","","","1.6","0.258598","8,61","","2023-03-23","2023-03-23","2024-01-10"
+"258234731","6106.01","TIC 258234731.01","3","5","5","3","1","4","4","54.6","73.6","317","0","2","0","PC","APC","11.646","0.006","1","spoc-s61-b02","SPOC","127.019217","-24.166962","-18.304","0.041","10.329","0.033","2459964.624513","0.0007183676","6.4240944035143","0.00038861914","4.030734161419","0.054829553","21.533399","0.363059","19637.61378443","334.33398","14.836226107289","0.7685802","212.25998331339","973.50184962737","59.273636","294.59","2.534","5618","122.896","4.39959","0.0792673","1.040060043335","0.0520176","","","0.99","0.12907","61","","2023-03-23","2023-03-23","2023-03-31"
+"152245179","6107.01","TIC 152245179.01","3","4","3","3","3","4","4","44.5","108.2","317","1","0","1","PC","PC","11.8338","0.009","1","spoc-s61-b02","SPOC/QLP","119.888415","-32.706065","-3.428","0.043","3.306","0.043","2459966.339978","0.0012513102","3.7899017707996","0.00042345","3.9779406343356","0.10078838","8.293252","0.227844","7609.2687873357","209.83008","23.926254960705","1.1051998","12025.918155378","2670.8488476634","23.109795","1311.48","45.24","7810","277.1","4.08","1.33","2.6420600414276","0.105076","","","2.39","0.341265","8,61","large planet around large star","2023-03-23","2023-03-23","2024-01-23"
+"255780160","6108.01","TIC 255780160.01","3","4","3","3","1","4","4","15.8","41.7","105.63","0","0","0","PC","PC","13.7453","0.006","1","spoc-s61-b02","SPOC","99.683837","-49.572407","-0.468","0.028","13.416","0.03","2459962.90561","0.005375236","3.8783341439151","0.0014781203","3.6211625803371","0.33567193","8.549531","0.621658","7843.4867323294","572.4046","12.532178460206","0.9986287","739.76599670868","1330.1277094366","11.893313","1013.74","15.3745","5748","122","4.19506","","1.3425300121307","","","","1.03","","61","","2023-03-23","2023-03-23","2023-03-26"
+"384984325","6109.01","","1","4","1","3","4","4","4","6.9","60.6","15.55","22","3","4","PC","PC","10.3622","0.011","1","qlp-s58-ffi","QLP","50.131921","42.606956","26.999","0.1","-28.799","0.081","2459908.090635","0.0021178","8.5386633","0.0000303","2.337","0.418","1.87995","0.129985","1730","119.713","4.04578","0.30596","63.3913","786","15","151.738","1.0855","5416.1","162.8","4.49","0.09","0.95","0.06","0.0895064","0.0138323","1.032","0.131422","18,58","potential multi; variable star","2023-03-23","2023-03-23","2023-09-20"
+"384984325","6109.02","","1","4","1","1","4","4","4","8.6","74.1","14.75","22","3","4","PC","PC","10.3622","0.011","2","qlp-s58-ffi","QLP","50.131921","42.606956","26.999","0.1","-28.799","0.081","2459900.819501","0.0023521","5.6952223","0.0005344","1.107","0.462","1.597206","0.300036","1470","276.305","3.92346","0.46155","39.9451","700","13","151.738","1.0855","5416.1","162.8","4.49","0.09","0.95","0.06","0.0895064","0.0138323","1.032","0.131422","18,58","potential multi; variable star","2023-07-20","2023-07-20","2023-09-20"
+"7439480","6110.01","","3","4","4","3","3","4","4","83.4","201.2","56.71","4","0","2","PC","PC","13.0739","0.009","1","qlp-s38-7439480","CTOI","212.929098","-29.97494","-78.6","0.072","24.87","0.066","2459360.305123","0.000416","1.2541235","0.0000017","1.105","0.083","25.274704","0.012438","23010","11.4553","8.66923","0.339334","78.6048","829","46","122.281","0.637","3642","157","4.7","0.01","0.54","0.02","","","0.537459","0.0209364","11,38","true source of the signal previously released on TIC 7439480 as TOI 4339.01","2023-03-23","2023-03-23","2023-05-27"
+"189322727","6111.01","","3","5","5","3","3","4","4","39.8","130.8","99.8","0","2","1","PC","APC","11.6894","0.006","1","qlp-s56-faintsearch","FAINT","309.708254","44.791967","-0.868","0.041","-5.752","0.043","2459848.780642","0.000641","5.8340292","0.0000112","1.289","0.333","13.046101","1.192978","11944","1098.17","12.1719","0.885801","42.4777","711","23","302.326","2.342","5698","185.2","4.4","0.08","1.06","0.06","","","1.015","0.13724","15,41,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"258741560","6112.01","","3","4","3","3","3","4","4","17.6","67.9","41.95","1","2","2","PC","PC","11.2223","0.008","1","qlp-s56-faintsearch","FAINT","332.453393","22.566069","12.244","0.065","-28.526","0.056","2459852.026484","0.0024451","1.8859353","0.0003069","1.373","0.217","2.387987","0.164067","2197","151.1","7.26339","0.490599","721.952","1444","15","471.571","8.5105","6556.9","141.4","4.18","0.1","1.57","0.08","0.106","0.011","1.36","0.228649","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"116631353","6113.01","","3","4","3","3","3","4","4","27.7","36.6","317","1","1","1","PC","PC","12.307","0.007","1","qlp-s56-faintsearch","FAINT","318.523748","35.079027","-4.885","0.037","-3.882","0.048","2459845.197517","0.0023217","4.9218915","0.0000307","6.715","0.477","6.801683","0.245292","6245","225.897","20.0897","1.22377","1810.88","1817","18","1174.24","42.44","6178","124.9","3.65","0.09","2.7","0.15","","","1.18","0.156928","15,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"419840740","6114.01","","3","4","3","3","3","4","4","10","47.9","57.73","2","2","1","PC","PC","12.4185","0.011","1","qlp-s56-faintsearch","FAINT","337.147478","6.924225","11.129","0.085","-4.751","0.081","2459849.328185","0.0035366","8.9539287","0.0005615","2.618","0.624","5.587436","0.594439","5133","547.349","8.74683","0.718179","79.5224","831","11","486.122","12.9735","5943","116.2","4.34","0.08","1.17","0.07","-0.180156","0.0697067","1.09","0.138602","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"120115768","6115.01","","3","4","3","3","3","4","4","34.7","48.4","317","3","0","1","PC","PC","13.3897","0.008","1","qlp-s56-faintsearch","FAINT","334.862835","40.676148","8.477","0.025","-3.046","0.03","2459848.944054","0.0013423","3.5529033","0.0000065","1.722","0.183","18.957554","1.062928","17309","978.514","17.9469","","236.183","1092","21","1056.92","24.445","6389","122","4.24","","1.41","","","","1.28","","16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"364408162","6116.01","","5","5","5","5","5","5","5","","","317","2","1","1","PC","FP","11.785","0.017","1","qlp-s56-faintsearch","FAINT","310.577995","51.186495","-8.274","2.175","2.249","2.176","2459848.690225","0.001476","3.1256662","0.000007","2.903","0.617","4.422513","1.851792","4065","1704.11","","","1434.05","1714","35","","","4940.2","158.2","","","","","","","","","15,16,41,55,56","found in faint-star QLP search; no stellar radius","2023-03-30","2024-08-22","2024-08-22"
+"436508469","6117.01","","3","4","3","3","3","4","4","15.8","58.4","92.27","3","14","1","PC","PC","11.5989","0.007","1","qlp-s56-faintsearch","FAINT","348.099929","22.34547","4.283","0.063","-2.606","0.042","2459850.257269","0.0030688","9.866312","0.0021019","5.285","0.392","6.246805","0.220532","5737","203.097","11.5656","0.632838","283.77","1143","23","483.576","8.594","6209","127.5","4.08","0.09","1.64","0.08","","","1.19","0.170891","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"125367522","6118.01","","3","4","3","3","3","4","4","16.5","17.4","317","1","2","1","PC","PC","11.8495","0.008","1","qlp-s56-faintsearch","FAINT","320.895178","38.313832","-4.607","0.035","-6.669","0.036","2459849.216859","0.0027041","4.6474314","0.0000289","8.452","0.506","2.883197","0.088524","2652","81.5303","16.1625","0.945167","3924.24","2204","20","1242.07","38.085","6455","133","3.48","0.09","3.44","0.19","","","1.31","0.210371","15,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"322498101","6119.01","","3","4","3","3","1","4","4","27.1","35","317","3","0","0","PC","PC","13.2225","0.015","1","qlp-s56-faintsearch","FAINT","309.204322","49.609904","-5.469","0.025","-10.775","0.025","2459846.467914","0.0024228","4.2070367","0.0000155","2.712","0.482","14.526176","0.775336","13290","713.856","16.5857","","498.042","1316","22","920.216","12.3635","6437","122","4.15","","1.59","","","","1.3","","15,16,41,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"435851868","6120.01","","3","4","4","3","3","4","4","88.1","205.2","107.92","4","2","1","PC","PC","12.3983","0.006","1","qlp-s56-faintsearch","FAINT","343.883119","22.563967","5.022","0.065","5.979","0.046","2459852.217468","0.000535","2.1350899","0.0000746","1.997","0.074","24.790282","0.42755","22574","393.711","12.6797","0.884817","280.388","1140","81","240.498","2.2235","4894","132.3","4.53","0.09","0.8","0.06","","","0.8","0.100564","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"165682741","6121.01","","3","4","3","3","3","4","4","40.1","124.1","114.96","2","1","1","PC","PC","11.5823","0.006","1","qlp-s56-faintsearch","FAINT","316.927293","40.450561","-23.499","0.046","0.245","0.043","2459845.747089","0.0008931","4.2916798","0.0000061","3.088","0.205","10.228982","0.284709","9377","262.192","13.1247","0.639161","675.152","1420","46","441.015","5.934","6725","465.9","4.32","0.12","1.37","0.06","","","1.432","0.315623","15,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"352442207","6122.01","","3","4","3","3","3","4","4","27.9","32","317","2","1","1","PC","PC","11.6925","0.007","1","qlp-s56-faintsearch","FAINT","297.503626","54.153548","1.339","0.056","1.995","0.046","2459847.211624","0.0010141","4.6107024","0.0000081","5.626","0.32","6.19439","0.103641","5689","95.4523","15.7213","0.794791","1656.67","1777","46","765.772","14.905","6391","126.5","3.87","0.09","2.18","0.11","","","1.28","0.199989","15,16,41,54,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"91101364","6123.01","","3","4","3","3","1","4","4","36.7","54","317","1","0","0","PC","PC","13.1618","0.007","1","qlp-s56-faintsearch","FAINT","349.786653","25.985949","-8.726","0.039","-9.602","0.028","2459852.086372","0.0022079","4.0833335","0.000649","4.406","0.185","17.141578","0.493949","15664","454.84","19.554","","1082.21","1597","26","1040.95","24.68","6298.6","25.2","4.14","","1.58","","-0.393","0.024","1.24","","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"269488987","6124.01","","3","4","3","3","3","4","4","68.9","182.4","108.14","3","0","1","PC","PC","12.3101","0.006","1","qlp-s56-faintsearch","FAINT","315.220171","39.39179","-8.481","0.037","6.583","0.048","2459850.465827","0.0003833","2.8474853","0.0000019","2.303","0.109","24.642554","0.691939","22441","637.096","12.7345","0.775303","260.51","1119","97","271.974","1.9","5149","125.9","4.53","0.09","0.84","0.05","","","0.87","0.110419","15,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"404516402","6125.01","","3","4","3","3","4","4","4","58.7","137.8","98.11","1","2","3","PC","PC","12.8119","0.007","1","qlp-s56-faintsearch","FAINT","334.899052","12.356411","29.038","0.067","-26.496","0.056","2459849.022331","0.0007455","2.3107907","0.0001295","1.963","0.081","20.379334","0.585017","18595","538.675","12.0547","0.830345","213.379","1064","52","291.92","3.3805","4767","129.3","4.46","0.09","0.86","0.06","","","0.767","0.0886087","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"129004637","6126.01","","3","4","3","3","3","4","4","25.1","29","317","3","13","1","PC","PC","12.2601","0.007","1","qlp-s56-faintsearch","FAINT","341.019058","38.516276","-15.4","0.033","-21.326","0.04","2459843.27509","0.001386","7.1603723","0.0009977","4.672","0.343","10.006514","0.310674","9174","286.1","14.5353","0.816014","304.256","1163","20","565.492","10.0555","5767","128.3","4.07","0.08","1.54","0.08","","","1.03","0.122767","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"313975346","6127.01","","3","4","3","3","3","4","4","10.6","32.5","85.56","1","0","1","PC","PC","13.0551","0.034","1","qlp-s56-faintsearch","FAINT","318.620542","57.322991","-7.908","0.031","-6.622","0.035","2459853.020155","0.0062032","6.9191027","0.00005","4.908","0.782","5.361553","0.305349","4926","281.197","11.0925","","448.269","1281","12","713.987","7.551","5922","122","4","","1.72","","","","1.08","","15,17,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"100769500","6128.01","","3","4","3","3","3","4","4","13","36.4","76.76","1","2","1","PC","PC","12.2652","0.007","1","qlp-s56-faintsearch","FAINT","341.709295","31.561025","7.671","0.061","-5.143","0.068","2459852.594597","0.0053011","4.5016419","0.0015591","1.897","0.967","3.253392","0.533221","2992","490.994","10.3672","1.26211","237.971","1094","9","726.371","25.306","5713.2","152","3.89","0.09","1.89","0.13","0.119","0.015","1.02","0.131704","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"115739057","6129.01","","3","4","3","3","3","4","4","33.4","42.6","317","2","0","1","PC","PC","13.261","0.007","1","qlp-s56-faintsearch","FAINT","339.655529","34.80462","-16.333","0.032","-19.447","0.032","2459847.900848","0.0011702","5.0310168","0.0000081","3.334","0.146","20.048599","0.542356","18296","499.404","17.1637","","262.966","1121","28","762.451","12.1925","5656.1","33.1","4.2","","1.32","","0.117105","0.0314348","1","","16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"210083929","6130.01","","3","4","4","3","3","4","4","131","136.4","317","3","2","2","PC","PC","10.5581","0.006","1","qlp-s56-faintsearch","FAINT","339.205083","16.827194","18.511","0.064","9.338","0.063","2459849.639834","0.0004459","2.3927114","0.0001274","1.806","0.347","14.652725","0.331543","13405","305.316","14.5439","0.746836","553.561","1351","123","220.882","2.6065","5967","129.9","4.34","0.08","1.17","0.06","","","1.094","0.138896","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"357872559","6131.01","","3","4","4","3","3","4","4","31.8","70.6","126.5","4","0","1","PC","PC","12.5948","0.056","1","qlp-s56-faintsearch","FAINT","316.98304","48.582298","2.075","0.038","-6.804","0.034","2459852.087815","0.0018256","2.5530138","0.0000067","3.109","0.284","7.150265","0.287607","6564","264.861","13.9066","0.838146","1540.79","1745","27","692.772","9.5415","6286","314.8","4.01","0.11","1.81","0.1","","","1.23","0.205883","15,16,55,56,75","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"188800346","6132.01","","3","4","3","3","3","4","4","10.3","19.6","317","2","0","1","PC","PC","13.4411","0.013","1","qlp-s56-faintsearch","FAINT","308.802933","47.911668","-0.815","0.034","-21.475","0.032","2459835.100347","0.0043937","18.8155978","0.0001712","4.153","0.961","20.00989","1.452057","18261","1336.5","14.443","","35.8015","681","17","643.588","8.1705","5641","122","4.32","","1.14","","","","1","","15,16,41,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"129107501","6133.01","","5","5","5","5","5","5","5","120.2","197.1","317","0","4","1","PC","FP","11.5102","0.009","1","qlp-s56-faintsearch","FAINT","341.854293","37.691036","3.999","0.031","-9.416","0.037","2459850.633702","0.0009823","3.6534344","0.0002853","3.519","0.177","27.160006","0.628648","24705","578.839","20.7632","0.959386","869.445","1512","51","402.816","4.684","6364","132.4","4.3","0.09","1.32","0.06","","","1.27","0.195638","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-09-02"
+"199721945","6134.01","","3","4","3","3","3","4","4","19.9","24.1","317","1","0","1","PC","PC","12.8813","0.009","1","qlp-s56-faintsearch","FAINT","335.753912","43.797709","2.347","0.023","1.739","0.025","2459847.488707","0.003197","4.679209","0.0014687","4.261","0.846","10.546873","0.62818","9667","578.408","14.7013","0.949894","1141.48","1619","19","1004.18","15.0375","6600","132.9","4.13","0.09","1.67","0.08","","","1.38","0.232263","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"100909102","6135.01","","3","4","4","3","1","4","4","52.6","129.3","119.25","0","1","0","PC","PC","12.0052","0.009","1","qlp-s56-faintsearch","FAINT","347.979723","33.047612","18.705","0.056","-28.143","0.044","2459852.086444","0.0013463","3.1106751","0.0002699","3.129","0.784","11.898398","0.40359","10899","371.651","13.4185","0.806434","891.85","1522","55","399.63","4.884","5660.5","141.7","4.27","0.09","1.22","0.07","0.132779","0.017299","1.01","0.131007","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"468692991","6136.01","","3","4","4","3","3","4","4","38.1","116.9","102.47","3","0","1","PC","PC","12.8196","0.006","1","qlp-s56-faintsearch","FAINT","331.617901","42.082181","8.577","0.034","5.05","0.036","2459852.825181","0.0014613","3.9779111","0.0004509","1.843","0.155","21.315675","0.98363","19441","905.546","12.2764","0.728868","116.092","914","23","375.401","3.514","5494","175.3","4.52","0.08","0.89","0.05","","","0.963","0.127083","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"44295981","6137.01","","3","4","3","3","3","4","4","796.5","653.9","317","16","0","1","PC","PC","14.5158","0.007","1","qlp-s56-faintsearch","FAINT","343.651105","24.096972","29.894","0.19","-15.568","0.121","2459852.35875","0.0000506","0.520403","9e-7","0.995","0.001","167.573284","0.987837","143020","909.418","21.8226","0.694402","155.949","984","103","128.661","1.7635","3112","157","4.83","","0.4","0.01","","","0.390401","0.0208653","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"352892371","6138.01","","3","4","3","3","4","4","4","4","30.7","23.64","1","1","2","PC","PC","12.2562","0.006","1","qlp-s56-faintsearch","FAINT","321.547268","40.432339","24.297","0.043","7.961","0.046","2459848.448736","0.0043648","9.7824078","0.0000555","3.889","0.514","3.499533","0.22863","3218","210.554","5.19023","0.348375","124.326","930","12","362.283","3.568","5749","167.9","4.47","0.08","0.98","0.05","","","1.028","0.135514","15,16,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"468765355","6139.01","","3","4","3","3","3","4","4","11.6","17.2","317","1","0","1","PC","PC","13.1008","0.009","1","qlp-s56-faintsearch","FAINT","332.049344","46.894849","-2.629","0.031","-0.386","0.035","2459843.593313","0.0057146","10.3299557","0.0001189","3.666","0.991","7.814958","0.852039","7172","784.449","16.2977","","170.744","1007","10","1305.91","34.54","6486","122","3.97","","1.97","","","","1.32","","16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"456783397","6140.01","","3","4","3","3","3","4","4","20.3","55.6","110.86","3","0","1","PC","PC","13.2907","0.007","1","qlp-s56-faintsearch","FAINT","332.211802","15.096991","7.279","0.04","-4.9","0.042","2459846.816346","0.0031272","3.4742682","0.0008561","2.577","0.358","10.783707","0.65643","9883","604.412","12.8496","","517.706","1328","16","925.873","26.009","6121","66.9","4.25","","1.34","","0.272","0.064","1.16","","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"217980791","6141.01","","3","4","4","3","3","4","4","59.7","69.2","317","5","0","1","PC","PC","12.4789","0.009","1","qlp-s56-faintsearch","FAINT","347.050009","12.432919","-12.653","0.062","-19.313","0.046","2459848.304998","0.0008803","2.6607389","0.0002093","1.538","0.253","18.188843","0.786643","16613","724.263","16.2086","1.0011","315.217","1173","30","560.429","14.056","6090.2","129","4.28","0.09","1.27","0.07","0.015","0.087","1.14","0.153681","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"129108133","6142.01","","3","4","3","3","3","4","4","17.1","61.6","73.06","0","0","1","PC","PC","13.2516","0.007","1","qlp-s56-faintsearch","FAINT","341.759459","38.391139","2.188","0.022","-17.077","0.029","2459852.072224","0.0022338","4.9564809","0.0000213","1.617","0.419","9.688782","1.151317","8884","1059.84","10.077","","71.7847","810","9","518.031","5.4695","5511","122","4.46","","0.96","","","","0.97","","16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"423903685","6143.01","","5","5","5","5","5","5","5","70","95.9","317","0","3","1","PC","FP","12.266","0.007","1","qlp-s56-faintsearch","FAINT","329.69363","22.952813","-3.167","0.072","-8.259","0.059","2459845.510624","0.0013842","4.0938735","0.0007306","4.537","0.393","18.576444","0.486272","16964","447.773","20.6029","1.25299","695.416","1430","18","546.747","10.478","5489","131.1","4.04","0.09","1.55","0.09","","","0.96","0.118695","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-09-02"
+"115683877","6144.01","","3","4","3","3","3","4","4","8.8","24.5","83.25","1","0","1","PC","PC","13.1564","0.007","1","qlp-s56-faintsearch","FAINT","339.176485","34.699434","-4.484","0.035","-6.071","0.034","2459849.06266","0.0064943","6.3765906","0.0000597","5.303","0.851","4.858667","0.331025","4465","304.839","10.9141","","436.742","1273","11","923.907","18.476","5433","122","3.91","","1.8","","","","0.95","","16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"404488903","6145.01","","3","4","3","3","3","4","4","15.6","45.1","97.05","1","0","1","PC","PC","13.3616","0.007","1","qlp-s56-faintsearch","FAINT","334.444999","15.725631","-3.057","0.067","-7.562","0.059","2459852.114072","0.0081382","3.9921399","0.0025507","3.299","0.524","10.765065","0.695303","9866","640.193","11.9626","","547.02","1347","16","912.432","40.264","5885","122","4.19","","1.38","","","","1.07","","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"372178596","6146.01","","3","4","3","3","3","4","4","15.7","14.9","317","0","0","1","PC","PC","13.1289","0.007","1","qlp-s56-faintsearch","FAINT","324.679182","38.853986","-5.715","0.023","-3.832","0.028","2459851.168508","0.0051148","4.5803096","0.0000389","4.962","0.837","6.676046","0.448415","6130","412.92","14.6817","","937.58","1541","14","1121.67","20.86","5770","122","3.81","","2.1","","","","1.03","","15,16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"402740809","6147.01","","3","4","3","3","3","4","4","40.4","90.2","63.85","1","0","1","PC","PC","12.95","0.006","1","qlp-s56-faintsearch","FAINT","352.024332","23.749185","-6.761","0.183","-45.038","0.147","2459851.468348","0.0020923","1.5801759","0.0002246","0.645","0.269","6.738316","2.369445","6187","2179.96","9.31686","1.59442","56.4235","763","11","320.803","13.105","4547","124.3","4.31","0.1","0.98","0.09","","","0.716","0.088438","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"371573539","6148.01","","3","4","3","3","3","4","4","15.8","55.7","86.61","1","15","2","PC","PC","11.351","0.007","1","qlp-s56-faintsearch","FAINT","332.035863","19.506473","-14.869","0.061","-11.683","0.053","2459849.631231","0.0024926","8.3753156","0.0011839","2.687","1.19","4.345113","0.783258","3994","721.147","11.1765","1.35114","251.431","1109","13","501.221","8.3505","6134.6","142.5","4.01","0.09","1.76","0.1","0.322","0.017","1.16","0.165312","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"195606729","6149.01","","3","4","3","3","3","4","4","5.8","32.7","54.57","0","0","1","PC","PC","12.4814","0.011","1","qlp-s56-faintsearch","FAINT","310.270042","42.217648","5.415","0.036","4.659","0.033","2459831.751003","0.0040267","13.3562254","0.0002341","7.214","0.587","6.331984","0.250983","5815","231.137","8.52588","0.465464","277.264","1136","20","567.759","7.234","6122","133.7","4.3","0.08","1.27","0.06","","","1.16","0.154442","15,41,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"434186655","6150.01","","3","4","3","3","3","4","4","130.8","213.2","124.65","2","0","1","PC","PC","13.5156","0.007","1","qlp-s56-faintsearch","FAINT","340.992089","22.288893","49.096","0.17","-19.975","0.132","2459851.633598","0.0013806","1.3094686","0.0001183","1.108","0.284","20.183535","23.493185","18418","21405.6","13.7943","4.12586","215.564","1067","19","209.656","4.5775","3818","157","4.6","0.01","0.66","0.02","","","0.635281","0.0212627","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"312289279","6151.01","","3","4","3","3","3","4","4","11.7","37","39.87","2","21","1","PC","PC","11.5561","0.04","1","qlp-s56-faintsearch","FAINT","313.319222","48.087011","-11.095","0.06","-3.867","0.052","2459852.311661","0.0032391","1.4354814","0.0000077","2.174","0.436","0.758108","0.089629","698","82.5476","7.06395","0.519924","2365.6","1942","10","590.69","10.9395","6008","289","3.77","0.09","2.27","0.12","","","1.11","0.17076","15,16,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"117068362","6152.01","","5","5","5","5","5","5","5","15.1","57.7","89.18","2","1","1","PC","FP","12.1566","0.009","1","qlp-s56-faintsearch","FAINT","319.267299","33.138041","0.779","0.039","0.674","0.049","2459849.027362","0.0019552","4.2005957","0.0000237","2.587","0.415","4.840127","0.330831","4448","304.66","11.3204","0.688064","1013.24","1571","16","950.289","31.499","7803","139.6","4.26","0.09","1.67","0.08","","","1.85","0.307148","15,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"411343008","6153.01","","3","4","4","3","3","4","4","32.2","37.4","317","4","0","1","PC","PC","12.9172","0.007","1","qlp-s56-faintsearch","FAINT","337.28967","20.53513","-6.273","0.054","-6.208","0.046","2459848.656116","0.0013269","3.6720231","0.0003722","3.064","0.12","17.091944","0.419713","15619","386.495","14.495","0.745415","595.319","1376","26","723.473","13.7735","6158","124.1","4.32","0.09","1.23","0.06","","","1.17","0.170784","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"301986302","6154.01","","3","4","4","3","3","4","4","69.4","163.7","103.92","3","2","2","PC","PC","12.8213","0.008","1","qlp-s56-faintsearch","FAINT","356.545953","17.020672","5.553","0.041","-31.213","0.024","2459850.43416","0.0006727","2.301919","0.0001226","1.614","0.087","24.641443","0.650578","22440","599.025","12.3642","0.941118","129.797","940","47","258.643","1.5675","4654","127.6","4.51","0.1","0.79","0.06","","","0.74","0.0889701","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"120051913","6155.01","","3","4","4","3","3","4","4","42.9","104.4","93.5","1","1","1","PC","PC","11.8355","0.007","1","qlp-s56-faintsearch","FAINT","334.550873","38.578982","10.097","0.029","0.01","0.041","2459851.726873","0.000779","1.6029811","0.0000018","0.955","0.33","5.990215","0.637384","5502","586.88","11.6345","0.894377","591.525","1373","29","504.806","6.913","6049","122.7","4.13","0.08","1.52","0.07","","","1.13","0.154117","16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"117072799","6156.01","","3","5","5","3","3","4","4","16.7","34.3","317","0","2","2","PC","APC","12.5126","0.009","1","qlp-s56-faintsearch","FAINT","319.292752","34.91756","0.081","0.042","0.747","0.046","2459852.126647","0.0019515","12.6885127","0.0008038","1.507","0.213","13.670433","0.867799","12512","798.953","16.2893","0.924947","32.0654","662","19","938.702","28.135","7710","134.2","4.37","0.09","1.45","0.06","","","1.81","0.300296","15,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"86005116","6157.01","","5","5","5","5","5","5","5","157.4","227.3","96.36","1","0","0","PC","FP","14.9131","0.008","1","qlp-s56-faintsearch","FAINT","327.043547","23.112359","-13.051","0.119","-27.705","0.11","2459852.547945","0.0011829","0.4916402","0.0000228","0.453","0.161","32.078285","20.200238","29113","18433.1","11.7778","2.07623","109.834","901","16","221.034","3.335","3522","157","4.77","0.01","0.46","0.02","","","0.461082","0.0219981","55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"404456775","6158.01","","3","4","3","3","1","4","4","25","99.3","59.65","3","0","0","PC","PC","14.5372","0.007","1","qlp-s56-faintsearch","FAINT","333.894406","16.285392","62.883","0.118","-35.263","0.117","2459851.207721","0.0028421","3.0444485","0.0006138","0.916","0.249","33.11096","6.768066","30036","6214.23","9.04276","0.948583","7.01479","453","12","180.96","3.6285","3413","157","4.77","0.01","0.47","0.02","","","0.462804","0.0214567","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"422037524","6159.01","","3","4","4","3","3","4","4","18.4","57.2","87","5","0","1","PC","PC","13.2906","0.006","1","qlp-s56-faintsearch","FAINT","341.304467","5.918846","-0.199","0.047","-12.22","0.042","2459852.651612","0.0037556","4.1846077","0.001118","1.805","0.425","11.638274","1.041277","10662","958.592","11.2001","","143.488","964","10","650.131","13.724","5714.9","29.2","4.35","","1.12","","0.327","0.027","1.02","","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"294904059","6160.01","","3","4","4","3","3","4","4","8.2","33.7","317","3","0","1","PC","PC","12.4261","0.006","1","qlp-s56-faintsearch","FAINT","302.555645","53.578624","15.384","0.026","6.902","0.027","2459832.762752","0.0014048","40.7401072","0.0000828","2.833","0.525","23.904216","5.939996","21776","5456","14.5988","1.95974","3.77501","388","36","286.532","1.139","5081","143.4","4.48","0.09","0.88","0.05","","","0.851","0.104675","14,15,16,41,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"188001223","6161.01","","3","4","3","3","3","4","4","14.4","46.6","87.47","2","0","1","PC","PC","12.8566","0.012","1","qlp-s56-faintsearch","FAINT","307.688232","45.279137","-4.138","0.029","-0.859","0.029","2459846.665072","0.0027906","5.7415661","0.0000309","1.414","0.461","6.40188","0.856623","5879","788.668","11.2346","1.01105","64.1962","788","11","716.394","8.9485","6051","140.4","4.19","0.08","1.42","0.07","","","1.13","0.14338","14,15,41,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"164260243","6162.01","","3","4","4","3","3","4","4","108.5","153.9","317","3","4","1","PC","PC","10.9837","0.008","1","qlp-s56-faintsearch","FAINT","336.085732","34.158724","5.11","0.053","1.811","0.072","2459852.11669","0.0003685","1.8478843","0.0000018","2.809","0.092","12.850521","0.224885","11766","207.105","18.4423","0.888822","3803.45","2187","82","499.081","10.301","7218.8","142.4","4.21","0.09","1.65","0.08","0.238","0.029","1.62","0.274813","16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"422457210","6163.01","","3","4","3","3","1","4","4","28.9","50.5","317","1","0","0","PC","PC","12.7912","0.006","1","qlp-s56-faintsearch","FAINT","351.133548","4.604684","-7.398","0.061","-13.871","0.034","2459843.241782","0.0010341","9.9754699","0.0000446","3.465","0.166","28.641624","0.874246","26035","804.886","15.8848","0.927515","60.6571","777","36","442.143","5.987","5472","120.9","4.42","0.08","1","0.06","","","0.96","0.12053","42,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"239542854","6164.01","","3","4","4","3","3","4","4","40.3","122","75.18","4","2","1","PC","PC","12.6951","0.006","1","qlp-s56-faintsearch","FAINT","341.795489","26.939935","87.094","0.034","18.951","0.034","2459850.906915","0.0010826","3.6948038","0.000309","1.203","0.112","18.878007","0.966562","17237","889.84","10.2565","0.890221","22.9867","610","30","203.52","1.0275","4376","120.3","4.52","0.1","0.75","0.06","","","0.684","0.0811257","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"287863314","6165.01","","3","4","3","3","3","4","4","19.3","71","68.3","0","0","1","PC","PC","14.2349","0.007","1","qlp-s56-faintsearch","FAINT","327.406693","35.41531","22.179","0.036","12.395","0.066","2459852.213309","0.0028446","4.3172876","0.000885","2.178","0.263","26.064019","1.762951","23720","1622.42","9.68709","0.501559","29.3516","648","14","262.682","2.745","3744","157","4.63","0.01","0.63","0.02","","","0.612415","0.0206696","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"190822775","6166.01","","3","4","4","3","3","4","4","68.5","170.2","116.81","3","15","1","PC","PC","12.128","0.006","1","qlp-s56-faintsearch","FAINT","325.981963","46.57116","-2.93","0.039","-15.534","0.039","2459850.643171","0.0006688","1.8021196","0.0000031","2.407","0.083","16.879092","0.774861","15426","713.419","13.3235","0.744553","1374.91","1696","45","413.383","4.131","6012","178.6","4.4","0.09","1.1","0.05","","","1.111","0.152767","15,16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"330665027","6167.01","","3","4","3","3","3","4","4","15.5","51.3","80.19","3","3","1","PC","PC","11.5534","0.006","1","qlp-s56-faintsearch","FAINT","329.301045","45.822138","0.785","0.044","3.156","0.047","2459841.643838","0.0043817","6.7080688","0.000044","4.67","0.633","5.029906","0.231784","4622","213.458","10.6429","0.644412","498.329","1316","18","534.326","8.6305","6174","157.5","4","0.09","1.79","0.09","","","1.179","0.173561","16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"10593553","6168.01","","3","4","3","3","3","4","4","25","26.5","317","4","1","1","PC","PC","11.9966","0.007","1","qlp-s56-faintsearch","FAINT","340.309424","30.327893","-15.831","0.049","-9.652","0.055","2459848.409536","0.0025309","5.0809743","0.0004718","4.08","1.12","6.216229","0.402575","5709","370.717","14.7894","0.970386","884.118","1519","22","735.685","19.2995","6071.2","120","3.9","0.08","1.97","0.1","0.057","0.057","1.13","0.151605","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"193979250","6169.01","","3","4","3","3","3","4","4","7.5","31.7","88.78","1","2","1","PC","PC","11.5337","0.011","1","qlp-s56-faintsearch","FAINT","306.77037","46.518426","2.655","0.043","-2.373","0.043","2459844.944589","0.0032811","17.9661374","0.0000798","3.791","1.015","3.46141","0.191825","3183","176.662","11.3217","0.662392","90.3305","858","16","688.605","12.9315","6891","138.9","3.93","0.09","2.2","0.09","","","1.5","0.263362","14,15,41,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"51637609","6170.01","","3","5","5","3","4","4","4","51","49.9","317","0","0","1","PC","CP","12.1088","0.008","1","qlp-s56-faintsearch","FAINT","336.464302","15.856639","-13.626","0.066","-23.854","0.064","2459849.075692","0.0009785","2.709631","0.0002372","3.282","0.122","11.810585","0.249355","10819","229.638","14.9972","0.920548","1041.16","1582","12","535.689","15.6205","5838","130.4","4.12","0.08","1.47","0.09","","","1.05","0.129847","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"67478724","6171.01","","3","4","3","3","4","4","4","30.4","71.8","107.83","2","16","3","PC","PC","11.0537","0.008","1","qlp-s56-faintsearch","FAINT","349.6554","32.301651","5.03","0.061","-1.423","0.048","2459848.430555","0.0025134","3.7473877","0.0007698","4.812","0.384","4.24047","0.155319","3898","143.044","12.686","0.713274","1322.91","1680","11","492.525","9.2965","5876","128.4","3.79","0.08","2.18","0.11","","","1.06","0.135252","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"26583436","6172.01","","5","5","5","5","5","5","5","5.1","24.6","44.1","2","0","1","PC","FP","13.0091","0.007","1","qlp-s56-faintsearch","FAINT","292.031505","49.388635","0.468","0.031","5.103","0.039","2459851.702422","0.0051646","6.1429164","0.0000672","4.475","0.654","4.211041","0.239154","3871","220.245","7.50153","","592.787","1374","18","869.253","12.8745","6291.9","20.2","4.25","","1.38","","0.0142717","0.0191102","1.23","","14,15,40,54,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"416486384","6173.01","","3","4","3","3","1","4","4","24.6","19.1","317","1","0","0","PC","PC","13.0745","0.014","1","qlp-s56-faintsearch","FAINT","309.85366","48.172079","5.395","0.033","-0.744","0.032","2459848.262349","0.0039178","3.8753785","0.0000231","4.275","0.395","4.369096","0.239538","4016","220.598","18.0963","","380.113","1230","15","786.433","10.8765","4637","122","","","2.98","","","","","","15,16,41,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"164280385","6174.01","","3","4","3","3","1","4","4","8.1","30.9","43.73","1","0","0","PC","PC","13.2513","0.007","1","qlp-s56-faintsearch","FAINT","336.400015","32.524536","0.921","0.033","-8.163","0.036","2459847.722268","0.0060902","3.5257269","0.0000316","3.457","1.084","4.82595","0.430462","4435","396.392","7.44411","","819.047","1490","10","718.342","12.4935","5638.1","141.5","4.26","","1.23","","0.354","0.134","1","","16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"258738570","6175.01","","3","4","4","3","3","4","4","48.8","134","122.68","2","0","1","PC","PC","12.1384","0.007","1","qlp-s56-faintsearch","FAINT","332.479847","19.828871","7.141","0.068","-20.108","0.067","2459845.063156","0.0005103","4.1877227","0.0002476","1.891","0.165","18.439498","0.657651","16840","605.536","13.6598","0.830361","118.196","918","59","363.425","7.183","5543","127.7","4.39","0.08","1.05","0.06","","","0.98","0.124554","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"298776943","6176.01","","3","4","3","3","3","4","4","20.5","89.1","110.55","3","0","1","PC","PC","13.3976","0.007","1","qlp-s56-faintsearch","FAINT","325.850355","24.226309","5.325","0.079","-10.346","0.071","2459844.363828","0.0018077","9.6422713","0.0007968","2.946","0.19","31.863594","1.376272","28921","1266.79","12.931","","27.248","636","24","341.972","5.2835","4799","122","4.58","","0.75","","","","0.78","","55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"331456189","6177.01","","3","4","3","3","3","4","4","33.5","35.7","317","1","0","1","PC","PC","12.7145","0.011","1","qlp-s56-faintsearch","FAINT","330.320065","45.496557","-8.799","0.025","1.587","0.026","2459847.553938","0.001431","3.89989","0.0000087","1.888","0.252","11.610838","0.594682","10637","547.572","14.6814","0.826029","211.573","1062","14","635.864","6.6105","6076","134","4.2","0.08","1.41","0.07","","","1.14","0.149836","16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"314649737","6178.01","","3","4","3","3","3","4","4","23","79.3","99.18","3","0","1","PC","PC","12.6685","0.009","1","qlp-s56-faintsearch","FAINT","324.957244","35.683969","-9.637","0.018","-6.81","0.028","2459844.841088","0.0010927","5.8878118","0.0000098","1.815","0.251","10.656512","0.733928","9767","675.744","12.1166","0.694133","77.0112","825","26","502.874","4.476","5925","129.8","4.41","0.08","1.08","0.05","","","1.08","0.143625","15,16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"257056367","6179.01","","3","4","3","3","3","4","4","18.6","50.5","317","0","0","2","PC","PC","13.2368","0.009","1","qlp-s56-faintsearch","FAINT","329.879069","39.046295","2.279","0.025","-0.196","0.034","2459818.612268","0.0049425","19.2445211","0.0001141","5.3","1.445","19.116665","14.832669","17453","13568.5","20.2585","","173.181","1010","16","809.109","13.945","6203","122","4.32","","1.25","","","","1.19","","15,16,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"452743735","6180.01","","3","4","3","3","3","4","4","68","96.8","317","13","0","1","PC","PC","13.0636","0.007","1","qlp-s56-faintsearch","FAINT","331.350863","27.053115","-0.602","0.069","-11.762","0.061","2459849.581128","0.000837","2.7432173","0.0001782","2.595","0.102","27.840408","0.67851","25316","624.736","20.2394","","682.635","1424","54","761.754","18.062","6087","123","4.29","","1.27","","","","1.14","","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"199162630","6181.01","","5","5","5","5","5","5","5","16.3","61.6","77.3","4","1","1","PC","FP","11.8563","0.007","1","qlp-s56-faintsearch","FAINT","333.847555","46.302271","0.993","0.039","-1.698","0.043","2459847.834654","0.0029428","2.7649802","0.0006825","1.659","0.516","3.888462","0.386704","3575","356.104","10.4307","0.747897","1119.71","1611","14","873.578","19.013","7776","122.7","4.2","0.08","1.78","0.06","","","1.84","0.282351","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"97249514","6182.01","","3","4","3","3","3","4","4","15.3","35.2","116.08","2","0","1","PC","PC","12.8026","0.007","1","qlp-s56-faintsearch","FAINT","348.757303","13.665258","0.646","0.051","-6.02","0.03","2459848.402483","0.0081549","4.7783263","0.0028033","5.374","2.38","5.559062","0.984971","5107","906.78","13.2499","1.82631","1511.43","1737","10","922.871","24.6375","5622","127.8","3.84","0.08","2","0.12","","","1","0.124546","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"351864831","6183.01","","3","4","3","3","3","4","4","8","28.4","86.6","2","0","1","PC","PC","12.9591","0.019","1","qlp-s56-faintsearch","FAINT","305.049617","53.962591","-9.593","0.025","-4.136","0.027","2459840.156934","0.003839","8.7311119","0.0000502","4.4","0.554","5.253538","0.319586","4827","294.306","11.1752","0.693972","235.614","1091","15","912.735","11.4375","6047","162.1","4.03","0.08","1.69","0.08","","","1.12","0.166493","14,15,16,41,55,56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"257207557","6184.01","","3","4","4","3","3","4","4","56.6","143.7","122.12","5","43","2","PC","PC","11.8836","0.006","1","qlp-s56-faintsearch","FAINT","342.638433","9.443405","-9.46","0.071","-27.432","0.072","2459847.821903","0.0005892","3.6153701","0.0001742","2.714","0.33","15.643616","0.517557","14305","476.574","13.6892","0.81267","350.5","1205","69","334.216","6.2915","5516","129.2","4.32","0.08","1.13","0.06","","","0.969","0.120217","56","found in faint-star QLP search","2023-03-30","2024-08-22","2024-08-22"
+"346077232","6185.01","","3","4","3","3","3","4","4","14.7","48.3","100.45","1","0","1","PC","PC","12.7875","0.013","1","qlp-s57-faintsearch","FAINT","356.894089","56.070682","-4.519","0.026","-5.768","0.025","2459880.180162","0.0036624","6.3720834","0.0000302","1.322","0.481","6.161632","0.949527","5659","874.164","12.1724","1.12746","58.7935","771","10","774.276","10.5265","6390","141","4.19","0.09","1.5","0.07","","","1.28","0.201967","17,24,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"345333936","6186.01","","5","5","5","5","5","5","5","36","94.2","81.72","4","2","1","PC","FP","12.4033","0.017","1","qlp-s57-faintsearch","FAINT","355.780987","56.810046","-5.735","0.04","-0.823","0.039","2459880.953725","0.0014553","1.4252334","0.0000028","1.673","0.261","7.518639","0.393883","6901","362.714","10.7664","0.657638","1265.88","1661","28","543.454","8.5685","6033","167.1","4.23","0.08","1.35","0.07","","","1.12","0.152973","17,24,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"251894891","6187.01","","3","4","3","3","3","4","4","14.9","42.2","104.9","0","0","1","PC","PC","13.4144","0.02","1","qlp-s57-faintsearch","FAINT","351.921174","57.397022","2.029","0.03","-1.635","0.029","2459875.809804","0.0042401","5.5133822","0.0000442","3.601","0.803","8.538055","0.71272","7833","656.224","12.462","","363.901","1216","11","758.848","11.527","5785","122","4.13","","1.46","","","","1.04","","24,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"469702377","6188.01","","3","4","3","3","4","4","4","6.5","39.4","20.24","1","2","2","PC","PC","12.1075","0.006","1","qlp-s57-faintsearch","FAINT","329.568097","55.805578","-10.278","0.043","-11.151","0.046","2459873.021669","0.0037083","4.7061119","0.0000233","3.03","0.624","2.78196","0.202917","2559","186.876","4.75935","0.341463","331.92","1189","11","300.589","2.346","5660","229.6","4.44","0.09","1","0.05","","","1.005","0.144986","16,17,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"63844530","6189.01","","3","4","3","3","3","4","4","24.8","75","113.26","1","0","1","PC","PC","13.2903","0.029","1","qlp-s57-faintsearch","FAINT","320.802718","53.141253","-5.296","0.039","-5.642","0.033","2459880.415341","0.0016268","5.5867425","0.0000128","2.46","0.252","17.168051","0.881813","15688","811.85","13.0389","","103.299","888","23","497.836","5.2105","5444","122","4.4","","1.02","","","","0.95","","15,16,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"440636649","6190.01","","3","4","3","3","3","4","4","11.2","62.5","23.91","9","2","1","PC","PC","11.6283","0.006","1","qlp-s57-faintsearch","FAINT","6.756339","29.487271","15.063","0.065","0.126","0.055","2459878.295658","0.0013743","3.5595352","0.000012","1.027","0.177","3.268638","0.324173","3006","298.53","5.24582","0.401915","60.7503","777","13","261.749","2.809","5669","129.5","4.5","0.08","0.94","0.05","","","1.007","0.128393","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"197743152","6191.01","","3","4","3","3","3","4","4","37.7","114.7","82","4","6","1","PC","PC","11.4105","0.006","1","qlp-s57-faintsearch","FAINT","337.043134","49.57365","6.273","0.044","-29.634","0.046","2459880.418253","0.0005533","3.7752321","0.0000069","1.465","0.117","8.01182","0.303285","7352","279.297","10.759","0.586036","96.9264","874","42","303.581","2.745","5585","127.8","4.26","0.08","1.22","0.06","","","0.986","0.119586","16,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"194234471","6192.01","","3","4","3","3","3","4","4","18.4","69.9","40.16","2","0","1","PC","PC","12.545","0.006","1","qlp-s57-faintsearch","FAINT","1.612331","37.855275","50.437","0.03","-5.123","0.018","2459880.976064","0.0020483","3.563037","0.0000094","1.66","0.783","4.553341","3.062334","4185","2816.54","7.13684","1.78858","190.511","1035","12","217.319","0.989","4490","114.1","4.43","0.09","0.85","0.06","0.056","0.044","0.705","0.0786102","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"387933822","6193.01","","3","4","3","3","3","4","4","19.6","49.2","107.79","3","0","1","PC","PC","12.6449","0.009","1","qlp-s57-faintsearch","FAINT","325.466208","50.502238","5.639","0.029","3.478","0.029","2459876.615391","0.0022679","2.8953095","0.0000096","4.137","0.333","5.841748","0.210367","5366","193.736","12.6737","0.663935","2522.62","1974","23","932.053","16.92","6526","125.8","3.97","0.09","1.98","0.09","","","1.34","0.219456","15,16,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"176861415","6194.01","","3","4","3","3","3","4","4","10","33.5","106.71","1","0","1","PC","PC","12.863","0.007","1","qlp-s57-faintsearch","FAINT","354.917734","44.262228","-1.276","0.032","-3.75","0.023","2459871.681397","0.0034202","8.6738593","0.000922","2.582","0.476","5.799177","0.585036","5327","538.693","12.6434","0.993653","108.749","899","8","1013.07","21.7975","6446","131.6","4.09","0.09","1.72","0.09","","","1.31","0.208026","57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"155258153","6195.01","TIC 155258153.01","3","4","3","3","3","4","4","18.7","78","41.42","2","2","1","PC","PC","10.5489","0.006","1","qlp-s57-faintsearch","FAINT","359.665284","33.820508","-11.447","0.063","-14.081","0.038","2459881.257523","0.0012457","3.1989808","0.0000069","0.785","0.399","2.02135","0.389286","1860","358.481","7.20813","0.777434","133.516","947","13","330.476","5.256","6442.9","103.8","4.18","0.08","1.54","0.06","0.076","0.01","1.304","0.201705","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"330944099","6196.01","","3","4","3","3","1","4","4","18.5","62.8","73.8","1","0","0","PC","PC","13.4836","0.016","1","qlp-s57-faintsearch","FAINT","334.179666","58.213671","8.191","0.033","12.677","0.031","2459876.327103","0.0035315","3.6119975","0.0000205","4.013","0.537","13.088957","0.676015","11983","622.439","10.1678","","1057.47","1588","21","578.849","7.192","5979","122","4.46","","1.03","","","","1.1","","16,17,24,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"196261799","6197.01","","3","4","4","3","3","4","4","18.2","60.2","69.55","4","0","2","PC","PC","12.5814","0.009","1","qlp-s57-faintsearch","FAINT","13.638808","43.848313","2.018","0.043","2.635","0.039","2459880.365159","0.0014795","3.7294859","0.0000088","3.315","0.214","7.749345","0.259831","7112","239.285","9.77695","0.50829","553.409","1351","22","549.225","8.323","5719.9","104.1","4.26","0.07","1.24","0.06","0.282","0.102","1.02","0.12661","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-09-10"
+"202514659","6198.01","","3","4","4","3","3","4","4","24","80.5","127.92","4","0","1","PC","PC","11.7644","0.007","1","qlp-s57-faintsearch","FAINT","6.521798","49.599174","-0.569","0.084","-4.847","0.05","2459877.340534","0.001539","3.6166109","0.0005113","2.711","0.318","7.64","0.265124","7012","244.158","14.0162","1.0805","1746.66","1801","21","937.243","60.904","8143","127.5","4.2","0.09","1.85","0.13","","","1.99","0.306491","57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-09-09"
+"302201081","6199.01","","3","4","3","3","3","4","4","21.9","112.3","28.16","3","12","1","PC","PC","10.6336","0.006","1","qlp-s57-faintsearch","FAINT","9.199556","16.097112","90.335","0.126","1.204","0.09","2459877.909014","0.0031113","3.8311803","0.0000281","1.892","0.794","1.271055","2.981526","1170","2742.32","5.75003","2.36448","1067.42","1592","10","146.254","2.393","5366","119.8","4.5","0.08","0.9","0.05","","","0.929","0.111593","17,42,43,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"44621795","6200.01","","3","4","4","3","3","4","4","38.1","87.1","126.67","3","1","1","PC","PC","11.6166","0.009","1","qlp-s57-faintsearch","FAINT","22.108031","32.136961","31.41","0.099","6.646","0.104","2459877.87044","0.0008237","3.1923193","0.0000047","1.548","0.137","5.619086","0.279347","5162","257.255","13.949","0.871677","206.861","1056","29","554.658","17.439","6003","128.8","3.96","0.08","1.83","0.1","","","1.11","0.147833","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"455727012","6201.01","","3","4","3","3","3","4","4","36.4","123.7","53.14","2","2","1","PC","PC","12.12","0.018","1","qlp-s57-faintsearch","FAINT","356.713162","36.026661","-0.54","2","21.09","2","2459880.993679","0.0007597","2.9172231","0.0000033","1.243","0.097","9.195933","0.415077","8434","382.227","","","63.1506","785","28","","","4843","28.1","","","","","0.259","0.026","","","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"422223456","6202.01","","3","4","3","3","3","4","4","28.3","88.1","103.66","2","2","1","PC","PC","11.4737","0.006","1","qlp-s57-faintsearch","FAINT","335.852574","55.075529","-13.377","3.081","-5.806","1.303","2459876.667144","0.0016462","2.8979408","0.0000075","2.932","0.568","4.900111","0.194456","4503","179.085","12.4152","","2931.18","","29","569.89","","7767","","","","1.97","","","","","","16,17,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"437756191","6203.01","","3","4","3","3","3","4","4","5","39.5","37.04","0","16","1","PC","PC","10.5505","0.006","1","qlp-s57-faintsearch","FAINT","5.599869","24.866985","-1.958","0.123","-29.502","0.072","2459855.605714","0.0031928","25.1745344","0.0041613","4.865","0.654","3.029083","0.126549","2786","116.549","6.78671","0.443967","30.5175","654","18","245.424","4.028","5776.9","138.2","4.16","0.08","1.41","0.08","0.397","0.016","1.035","0.129107","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"325410269","6204.01","","3","4","4","3","3","4","4","25.3","76.9","114.05","3","0","1","PC","PC","12.8643","0.009","1","qlp-s57-faintsearch","FAINT","330.888658","50.567867","8.799","0.031","3.81","0.027","2459881.637411","0.0010561","4.0673088","0.0000101","2.623","0.191","11.8501","0.429136","10855","395.171","13.1156","0.660684","417.756","1259","32","685.554","8.9615","6333","130.6","4.35","0.09","1.24","0.06","","","1.25","0.189911","16,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"154351773","6205.01","","3","4","3","3","3","4","4","22.2","21.1","317","0","0","1","PC","PC","13.1349","0.008","1","qlp-s57-faintsearch","FAINT","342.532851","45.253782","5.159","0.032","-2.085","0.032","2459874.30158","0.0018992","3.9089363","0.0000163","4.636","0.335","8.053385","0.312003","7390","287.324","15.0353","","1032.67","1579","26","923.266","19.0865","5800","122","3.91","","1.87","","","","1.04","","16,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"154576989","6206.01","","3","4","3","3","3","4","4","7.3","36.7","67.06","0","0","1","PC","PC","12.8939","0.007","1","qlp-s57-faintsearch","FAINT","343.516055","44.912913","14.289","0.024","-11.2","0.025","2459856.664269","0.0031837","13.1471808","0.000095","4.471","0.508","8.382674","0.459283","7691","422.926","9.63171","0.611298","79.8277","832","15","544.396","5.006","5670","127.8","4.3","0.07","1.18","0.06","","","1.01","0.124248","16,56,57","found in faint-star QLP search; multiple bright stars in pixel","2023-04-03","2024-08-22","2024-08-22"
+"432422552","6207.01","","5","5","5","5","5","5","5","44.7","83.4","317","0","11","0","PC","FP","12.1134","0.006","1","qlp-s57-faintsearch","FAINT","355.540075","31.793315","49.441","0.048","-1.619","0.032","2459881.332399","0.0006807","9.7712443","0.0004497","3.956","0.231","37.812351","1.293372","34227","1190.53","15.2558","0.916465","104.782","891","94","243.593","2.7145","5294","121.5","4.61","0.08","0.79","0.04","","","0.91","0.112033","57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"326475995","6208.01","","3","4","3","3","3","4","4","28.2","32","317","1","34","1","PC","PC","11.9806","0.006","1","qlp-s57-faintsearch","FAINT","331.838189","53.519585","17.173","0.053","4.53","0.049","2459872.105147","0.0014983","5.2266285","0.000014","5.412","0.397","7.257376","0.217741","6662","200.527","15.6275","0.8214","1046.27","1584","31","696.374","14.518","6205","173.2","3.91","0.09","2","0.1","","","1.192","0.187799","16,17,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"200606486","6209.01","","3","4","4","3","3","4","4","28.8","82.3","31.52","3","0","1","PC","APC","12.9672","0.006","1","qlp-s57-faintsearch","FAINT","339.463592","45.159958","-32.053","0.087","-17.992","0.085","2459881.944818","0.0012616","0.747693","0.000002","0.684","0.289","3.734835","1.315428","3434","1210.82","6.17927","0.975121","414.266","1256","15","314.979","5.8315","4825","140.2","4.47","0.09","0.86","0.06","","","0.782","0.0939822","16,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"326116570","6210.01","","3","5","5","3","3","4","4","24.4","36.6","317","0","9","1","PC","APC","11.707","0.008","1","qlp-s57-faintsearch","FAINT","331.562453","52.26862","-6.631","0.049","-8.574","0.044","2459876.706893","0.0025792","7.8580085","0.0000281","6.999","0.502","4.763789","0.161579","4378","148.809","21.4783","1.29399","908.368","1529","27","1093.37","34.785","6406","127.3","3.46","0.09","3.5","0.19","","","1.29","0.198155","16,17,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"25758870","6211.01","","3","4","3","3","3","4","4","10.4","47.9","73.14","0","0","1","PC","PC","12.6474","0.006","1","qlp-s57-faintsearch","FAINT","10.011395","24.379676","14.82","0.044","3.008","0.03","2459881.500754","0.0029824","10.3473602","0.0000563","2.365","0.486","8.387051","0.69882","7695","643.43","10.117","0.706022","38.6952","694","12","510.917","6.071","5672","124","4.33","0.07","1.14","0.06","","","1.01","0.11807","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"173671381","6212.01","","3","4","3","3","3","4","4","37.1","41.5","317","0","0","1","PC","PC","13.0803","0.007","1","qlp-s57-faintsearch","FAINT","349.05622","45.012568","-0.871","0.028","3.66","0.025","2459879.477717","0.0042447","3.6444426","0.0000207","3.296","1.155","6.835553","6.780695","6276","6225.79","19.0899","","1872.26","1832","14","849.122","13.645","5407","122","3.86","","1.88","","","","0.94","","16,17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"430751891","6213.01","","3","4","3","3","3","4","4","28.7","68.9","101.76","5","13","1","PC","PC","12.3642","0.009","1","qlp-s57-faintsearch","FAINT","333.73428","48.876577","1.377","0.046","2.83","0.044","2459878.065088","0.0023124","2.3921761","0.0000157","2.792","0.328","8.7646","0.419074","8040","385.907","12.2947","0.795747","1055.22","1587","18","628.024","12.0005","5817","128.6","4.04","0.08","1.63","0.08","","","1.05","0.132059","16,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"314088020","6214.01","","3","4","3","3","3","4","4","17.8","30.4","317","3","0","1","PC","PC","12.4954","0.014","1","qlp-s57-faintsearch","FAINT","318.857399","56.119827","-3.326","0.054","-4.272","0.052","2459868.609542","0.0022527","7.0346299","0.0000284","2.565","0.618","4.074805","0.40945","3746","377.046","17.638","1.08551","533.148","1338","14","1183.88","36.425","8294","165.7","3.97","0.08","2.44","0.11","","","2.04","0.314761","15,16,17,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"431114892","6215.01","","3","4","3","3","1","4","4","24.9","33.6","317","5","0","0","PC","PC","13.0454","0.009","1","qlp-s57-faintsearch","FAINT","335.039505","51.55615","-0.698","0.03","-1.455","0.031","2459879.050673","0.0012875","2.0323202","0.000004","2.786","0.234","9.701928","0.35232","8896","324.446","15.3325","","5028.16","2345","30","1459.35","43.245","8011","122","4.27","","1.68","","","","1.93","","16,17,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"428317266","6216.01","","3","4","3","3","3","4","4","8.9","73.2","84.36","2","13","1","PC","PC","12.0152","0.006","1","qlp-s57-faintsearch","FAINT","344.620982","57.4528","81.917","0.047","41.298","0.04","2459831.799479","0.0014023","29.5406035","0.0000529","3.382","0.15","14.278623","0.431168","13065","397.042","10.9471","0.556929","12.4858","523","29","322.084","3.203","6315","240.6","4.58","0.1","0.94","0.04","","","1.243","0.19111","16,17,24,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"375116172","6217.01","","3","4","3","3","3","4","4","30.8","31.9","317","1","0","1","PC","PC","13.1013","0.025","1","qlp-s57-faintsearch","FAINT","315.223413","54.962464","4.407","0.034","-1.833","0.033","2459881.159824","0.0018669","3.0365848","0.0000154","3.089","0.31","8.922225","0.391306","8184","360.341","17.0668","","850.609","1504","18","837.654","11.849","5928","122","3.84","","2.06","","","","1.08","","15,16,55,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"202283090","6218.01","","3","4","4","3","3","4","4","60","168.9","99.63","3","12","1","PC","PC","11.702","0.006","1","qlp-s57-faintsearch","FAINT","5.111293","48.767772","-6.868","0.067","-25.703","0.043","2459878.34576","0.0006171","5.1570194","0.0002571","2.42","0.064","18.159033","0.348834","16586","321.236","12.0548","0.902532","50.6137","743","80","159.96","1.549","4476.1","112.6","4.38","0.09","0.89","0.07","-0.169","0.043","0.702","0.0786075","57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"252585354","6219.01","","3","4","3","3","2","4","4","19.1","46","106.19","2","0","2","PC","PC","13.2805","0.008","1","qlp-s57-faintsearch","FAINT","345.655117","50.104928","4.392","0.04","2.4","0.036","2459881.309267","0.002935","2.4784193","0.0000101","1.687","0.362","4.25355","0.558406","3910","514.179","12.5391","","493.403","1313","10","1093.22","30.59","6115","123","4.04","","1.69","","","","1.15","","16,17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"325653071","6220.01","","3","4","3","3","3","4","4","8.2","48.8","58.14","1","14","1","PC","PC","10.7981","0.006","1","qlp-s57-faintsearch","FAINT","331.110391","49.687144","-5.265","0.051","-9.986","0.047","2459868.567359","0.0035111","19.6518502","0.0027925","2.525","0.967","3.398238","0.350482","3125","322.754","8.79457","0.679741","27.0742","635","14","358.734","4.216","6359","159","4.15","0.09","1.56","0.07","","","1.264","0.198769","16,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"456910600","6221.01","","3","4","3","3","3","4","4","4.4","23","37.44","0","0","1","PC","PC","12.5316","0.008","1","qlp-s57-faintsearch","FAINT","26.657289","22.743059","0.119","0.059","3.048","0.06","2459869.806895","0.0063191","9.8326403","0.000115","4.827","0.821","3.008396","0.235103","2767","216.514","6.80252","0.500916","229.607","1084","13","606.891","12.681","5966.4","107.1","4.18","0.07","1.41","0.07","-0.143","0.024","1.09","0.137537","17,42,43,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"150907983","6222.01","","3","4","3","3","3","4","4","12.8","54.2","85.72","3","3","1","PC","PC","12.0861","0.009","1","qlp-s57-faintsearch","FAINT","4.699535","22.354492","-2.238","0.075","-1.886","0.07","2459878.774673","0.0028651","9.4321076","0.0022332","3.852","0.383","7.683737","0.328412","7052","302.433","11.0911","0.655459","223.365","1077","19","615.666","16.1805","6704","131.6","4.28","0.09","1.43","0.07","","","1.42","0.237552","57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"288144647","6223.01","","3","4","3","3","4","4","4","11.2","64.5","21.69","1","3","3","PC","PC","12.6758","0.007","1","qlp-s57-faintsearch","FAINT","355.950598","33.067236","14.046","0.037","-29.305","0.021","2459879.618086","0.0025541","3.8553342","0.0006445","1.895","0.411","7.215842","0.569504","6624","524.395","4.94518","0.273157","41.8646","708","17","133.122","0.535","3909","157","4.65","0.01","0.6","0.02","","","0.587363","0.0202831","57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"66726479","6224.01","","3","4","3","3","3","4","4","55.5","118.4","114.27","5","0","1","PC","PC","13.2049","0.006","1","qlp-s57-faintsearch","FAINT","341.866559","52.395133","13.665","0.032","10.157","0.039","2459881.612767","0.000975","1.5554236","0.0000021","1.916","0.114","19.886033","0.699713","18149","644.252","13.1166","","711.089","1438","34","498.044","5.456","5318","122","4.39","","1.01","","","","0.916","","16,17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"352147273","6225.01","","3","4","3","3","4","4","4","5.2","75.3","23.3","0","0","3","PC","PC","13.104","0.007","1","qlp-s57-faintsearch","FAINT","0.485039","35.997774","39.607","0.063","-59.835","0.043","2459867.415663","0.0030882","8.555965","0.0000289","1.865","0.302","13.517614","0.955626","12373","879.777","5.09342","0.256758","4.00885","394","11","83.7373","0.3534","3376","157","4.79","0.01","0.44","0.01","","","0.44118","0.0203153","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"176789447","6226.01","","3","4","3","3","3","4","4","18.9","44.4","123.98","2","0","1","PC","PC","13.0145","0.007","1","qlp-s57-faintsearch","FAINT","354.340737","47.288669","0.417","0.044","-4.429","0.036","2459880.971907","0.0021247","3.8857292","0.0000353","1.928","0.378","6.768907","0.574315","6215","528.824","13.8034","","248.774","1106","13","1027.44","31.849","6084","122","3.99","","1.79","","","","1.14","","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"53874375","6227.01","","3","4","3","3","3","4","4","56.2","58.6","317","2","0","1","PC","PC","14.3279","0.007","1","qlp-s57-faintsearch","FAINT","14.531835","29.985566","-13.385","0.087","12.683","0.073","2459879.248503","0.0025093","3.0922512","0.0004608","1.936","0.468","49.013144","18.629901","44139","17012.4","15.731","3.03241","64.8463","790","19","313.996","5.6735","3661","157","4.59","0.01","0.68","0.02","","","0.646368","0.0210127","57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"66788350","6228.01","","3","4","4","3","3","4","4","26.7","35.7","317","0","12","1","PC","PC","11.6181","0.009","1","qlp-s57-faintsearch","FAINT","342.040487","48.548498","1.463","0.054","-1.45","0.049","2459880.856197","0.0008443","3.3338016","0.0000034","2.902","0.358","5.551423","0.105662","5100","97.3139","15.1293","0.620812","2284.74","1926","39","960.874","29.191","7894","130.3","4.04","0.08","2.17","0.09","","","1.89","0.294216","16,17,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"437736517","6229.01","","3","4","4","3","3","4","4","28.1","94.6","79.75","3","0","1","PC","PC","12.9192","0.007","1","qlp-s57-faintsearch","FAINT","2.417089","28.243677","19.32","0.04","-2.873","0.056","2459875.788906","0.0011054","4.6071277","0.0000115","2.266","0.212","19.255907","0.932535","17579","858.528","10.6145","0.76421","87.2497","851","28","314.824","3.5105","4928","125","4.52","0.09","0.82","0.05","","","0.81","0.0944915","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"252610172","6230.01","","3","4","3","3","3","4","4","16.6","50.1","98.71","0","0","1","PC","PC","12.6848","0.009","1","qlp-s57-faintsearch","FAINT","345.943472","49.366393","1.272","0.027","-6.174","0.026","2459880.187207","0.0024751","4.3518774","0.0000134","3.284","0.306","7.279236","0.280689","6682","258.491","12.0164","0.619462","673.068","1419","24","891.159","13.56","6496.3","103.2","4.15","0.08","1.61","0.07","0.189","0.022","1.33","0.207612","16,17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"406783172","6231.01","","3","4","3","3","3","4","4","5","46.5","55.69","5","0","1","PC","PC","12.735","0.006","1","qlp-s57-faintsearch","FAINT","325.354929","61.441916","-24.097","0.038","-16.959","0.041","2459836.451005","0.0044521","24.8366994","0.0001507","4.793","0.618","11.8973","0.570259","10898","525.09","8.57154","0.557894","40.0666","700","21","391.594","2.9705","6334","395.9","4.63","0.12","0.89","0.05","","","1.252","0.24273","16,17,24,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"202087931","6232.01","","3","4","3","3","3","4","4","16.7","59.8","116.35","1","0","1","PC","PC","13.0754","0.009","1","qlp-s57-faintsearch","FAINT","4.066146","49.186384","-1.031","0.058","-11.382","0.042","2459870.641636","0.0019215","9.8538051","0.0000255","4.048","0.258","16.153727","0.610875","14768","562.478","13.3007","","102.929","887","28","581.095","15.656","5634","122","4.35","","1.11","","","","1","","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"431660224","6233.01","","3","4","3","3","3","4","4","44.3","130.2","108.67","2","0","1","PC","PC","11.1585","0.006","1","qlp-s57-faintsearch","FAINT","358.489622","52.533524","13.999","0.044","-3.515","0.035","2459876.499866","0.0007292","3.7069545","0.0000057","2.38","0.159","8.464739","0.2037","7766","187.597","12.7103","0.61051","517.456","1328","35","377.069","4.11","6643","270.3","4.23","0.1","1.49","0.07","","","1.397","0.252741","24,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"202282233","6234.01","","3","4","3","3","3","4","4","10.2","36.1","68.16","0","0","1","PC","PC","12.8741","0.007","1","qlp-s57-faintsearch","FAINT","5.069168","49.465936","-11.278","0.04","1.015","0.025","2459869.410711","0.0038858","6.6283182","0.0000794","4.344","0.526","5.854847","0.373303","5378","343.766","9.65916","0.654109","273.774","1133","15","631.946","12.1075","5528","123.6","4.16","0.08","1.35","0.07","","","0.97","0.120852","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"150902766","6235.01","","3","5","5","3","3","4","4","36.9","65.4","317","2","0","1","PC","APC","12.8967","0.007","1","qlp-s57-faintsearch","FAINT","4.219134","20.432785","17.828","0.046","-142.608","0.048","2459872.368343","0.0013182","7.8209807","0.0009544","1.183","0.403","16.569265","23.682257","15145","21576","14.2139","4.73496","43.9112","717","13","374.957","4.0135","5917","125.6","4.76","0.08","0.71","0.04","","","1.08","0.133004","57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"405532603","6236.01","","3","5","5","3","3","4","4","46.7","125.4","108.48","2","2","1","PC","APC","11.4715","0.008","1","qlp-s57-faintsearch","FAINT","359.188611","28.610076","28.772","0.054","-3.323","0.036","2459882.031252","0.0010745","3.3045926","0.0002333","1.322","0.136","9.418235","0.440605","8637","405.73","12.7666","0.6898","145.508","967","42","403.61","7.495","6102","117.9","4.22","0.08","1.38","0.06","","","1.15","0.152785","57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"430431091","6237.01","","3","4","3","3","3","4","4","14.4","17.5","317","0","0","1","PC","PC","13.2587","0.008","1","qlp-s57-faintsearch","FAINT","332.675965","48.652765","0.098","0.025","0.126","0.025","2459878.064073","0.0028256","4.1533998","0.0000367","3.857","0.333","6.581008","0.37375","6043","344.177","15.5058","","1266.49","1661","13","1556.04","37.855","6866","122","3.96","","2.11","","","","1.49","","16,56,57","found in faint-star QLP search; possible slight odd-even","2023-04-03","2024-08-22","2024-08-22"
+"125489084","6238.01","","3","4","3","3","3","4","4","11","36.2","70.14","1","0","2","PC","PC","13.3351","0.007","1","qlp-s57-faintsearch","FAINT","355.002821","40.682684","-10.239","0.036","-0.448","0.026","2459879.172244","0.0034459","5.7419523","0.00007","2.08","0.549","8.556658","0.843923","7850","776.98","9.81505","","82.5797","839","11","676.128","12.419","5396","122","4.21","","1.26","","","","0.94","","16,17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"319294834","6239.01","","3","4","3","3","3","4","4","13.2","44.8","72.77","2","0","1","PC","PC","12.483","0.016","1","qlp-s57-faintsearch","FAINT","350.434421","54.112156","19.489","0.034","3.904","0.028","2459872.189739","0.0029656","6.0749198","0.0000228","2.728","0.418","6.892369","0.300203","6328","276.459","10.0564","0.624961","146.106","968","15","563.864","7.523","5643","155","4.13","0.08","1.43","0.07","","","1","0.118134","17,24,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"249776059","6240.01","","3","4","3","3","2","4","4","27.6","69.8","96.64","2","2","2","PC","PC","12.9847","0.008","1","qlp-s57-faintsearch","FAINT","339.623242","50.524911","-3.904","0.07","-1.204","0.074","2459881.923097","0.0012099","1.1797412","0.0000027","3.391","0.191","7.760281","0.222422","7122","204.837","11.867","0.779673","8997.74","2713","33","960.615","42.299","6393","128.7","4.16","0.1","1.55","0.1","","","1.28","0.203394","16,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"15654898","6241.01","","3","4","3","3","4","4","4","8.3","44","21.86","0","2","2","PC","PC","12.0227","0.006","1","qlp-s57-faintsearch","FAINT","17.082679","25.652576","-23.898","0.063","-10.704","0.071","2459879.12449","0.0025425","3.7812464","0.0000165","2.13","0.332","2.740597","0.211481","2521","194.762","4.97462","0.374151","167.006","1001","12","278.827","3.0865","5209","131.2","4.4","0.09","0.99","0.06","","","0.886","0.108851","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"437740083","6242.01","TIC 437740083.01","5","5","5","5","5","5","5","31.6","98.2","88.92","2","10","1","PC","FP","11.0999","0.008","1","qlp-s57-faintsearch","FAINT","2.950371","27.442815","23.292","0.051","14.009","0.059","2459879.464465","0.0007606","5.6020298","0.0000078","1.893","0.256","6.693525","0.332","6146","305.737","11.3612","0.748923","89.7874","857","35","328.625","3.9325","5750.6","142","4.14","0.08","1.44","0.08","0.199169","0.0108998","1.03","0.129513","17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"276250096","6243.01","","2","4","2","2","4","4","4","4.8","45.2","8.73","1","2","3","PC","PC","10.7106","0.006","1","qlp-s57-faintsearch","FAINT","329.089206","54.466274","41.615","0.059","16.003","0.044","2459875.523593","0.0024544","3.5653226","0.0000145","1.7","0.304","0.979776","0.078375","902","72.1835","2.88847","0.206164","185.407","1028","11","181.395","0.9825","5715","155.2","4.45","0.08","1","0.05","","","1.019","0.125289","16,17,56,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"431216437","6244.01","","3","5","5","3","3","4","4","135.3","137","317","2","2","1","PC","APC","10.5508","0.007","1","qlp-s57-faintsearch","FAINT","343.553201","52.383764","24.812","0.232","18.532","0.228","2459879.165546","0.0002223","2.5553078","7e-7","2.332","0.109","14.074022","0.158137","12879","145.639","15.4336","1.15448","551.23","1349","169","230.559","7.8485","5739.2","144.3","4.22","0.09","1.3","0.1","0.162","0.018","1.025","0.129575","16,17,57","found in faint-star QLP search","2023-04-03","2024-08-22","2024-08-22"
+"446157122","6245.01","","2","4","2","2","3","4","4","1.3","14.4","0.68","12","0","1","PC","PC","12.133","0.007","1","spoc-s14-s60-b0H","SPOC","88.699253","80.094614","-150.687","0.07","-6.745","0.081","2458818.754695","0.00087247306","3.2149937416264","0.000010421917","0.70226644141161","0.40231752","1.563314","0.21916","1438.8297399756","201.83324","0.90442717494114","1.3004019","7.3383538322992","419.77774634407","8.336911","22.1852","0.02325","3106","157","5.00517","0.0163985","0.23645700514317","0.00708549","","","0.206352","0.0200982","19,20,26,40,52,53,59,60","possible odd-even; low MES; M-dwarf host; possibly Eaarth-sized","2023-04-03","2023-04-03","2024-03-24"
+"388505345","6246.01","","3","4","3","3","3","4","4","77.8","250.6","124.67","0","1","1","PC","PC","7.7085","0.006","1","spoc-s14-s60-b0H","SPOC","356.621626","81.378061","-9.373","0.056","0.18","0.049","2459723.376477","0.0025392678","6.7786403337287","0.00012289383","1.8963943004724","0.11751578","1.245364","0.142111","1146.3653640779","130.88066","13.814715755862","14.720568","2865.1981034981","1865.9861387648","11.1778145","187.612","1.0275","7665","187.3","3.86","0.08","2.5943999290466","0.0780352","","","1.795","0.291103","52,53,58,59","pulsating and bright host; potential secondary at ~0.63 phase; possibly v-shaped","2023-04-03","2023-04-03","2023-12-23"
+"418301643","6247.01","","3","4","3","3","3","4","4","1.4","22.5","9.22","0","7","1","PC","PC","9.62005","0.006","1","qlp-s79-ffi","SPOC","323.582256","72.757634","15.21","0.041","9.107","0.047","2460457.64592","0.0060237","24.0916432","0.0001414","4.805","1.202","0.536486","0.037386","494","34.4336","2.97668","0.200234","71.5184","810","14","216.838","1.104","6675","232.8","4.24","0.09","1.49","0.06","","","1.411","0.258245","17,18,19,24,25,52,57,58,59,77,78,79","L1 candidate","2023-04-03","2024-08-29","2024-08-31"
+"154304816","6248.01","TIC 154304816.01","3","4","3","3","3","4","4","53.8","78","317","2","0","2","PC","PC","12.7841","0.01","1","spoc-s14-s60-b0H","SPOC/QLP","342.410629","46.349983","0.348","0.029","-1.504","0.026","2459828.699823","0.0018395581","3.8528933086197","0.00023874505","2.2041562469395","0.15548569","8.865567","0.495089","8132.2415444166","455.88983","18.891205835408","20.935768","974.4816828623","1424.9944392839","18.92265","701.295","8.636","6306","131.46","4.267","0.0818397","1.3559499979019","0.0603015","","","1.24","0.182407","56,57","found in faint-star QLP search; Gaia DR3 RV error ~3.8 km/s; v-shaped; likely too large","2023-04-03","2023-04-03","2023-04-04"
+"456260074","6249.01","TIC 456260074.01","1","4","1","1","4","4","4","0","23.7","10.03","0","1","3","PC","PC","9.0449","0.006","1","spoc-s14-s60-b02","SPOC","101.492034","66.890644","-26.86","0.038","-20.602","0.05","2458853.470005","0.0018359637","1092.0022989716","0.0025958547","5.6049289645289","0.21951467","1.836011","0.06027","1689.5997266505","55.50942","3.1384101216341","0.38553283","0.07422631281688","133.12487759416","30.469858","47.9491","0.076","4813","125.942","4.57884","0.0940107","0.7510370016098","0.0528769","","","0.78","0.0938976","20,60","Duotransit. Many period aliases. Potential multi.","2023-04-03","2023-04-03","2023-06-05"
+"456260074","6249.02","","2","4","2","2","4","4","4","3.7","74.7","7.22","0","1","3","PC","PC","9.0449","0.006","2","spoc-s14-s60-b02","SPOC","101.492034","66.890644","-26.86","0.038","-20.602","0.05","2458844.107949","0.0031101839","15.573914252676","0.0020791837","2.4269262128629","0.34125623","0.847117","0.111361","779.91936912527","102.56169","2.5864246075986","0.33543804","21.461442982357","548.95213599679","8.035878","47.9491","0.076","4813","125.942","4.57884","0.0940107","0.7510370016098","0.0528769","","","0.78","0.0938976","20,60","asymmetric transit shape and centroid offset on nothing; only two TCEs both in S20 that may correspond to unique candidates due to slight difference in depth; potential multi","2023-04-03","2023-04-03","2023-06-05"
+"455737331","6250.01","TIC 455737331.01","1","4","1","1","4","4","4","0","9.4","8.02","0","2","3","PC","PC","9.51477","0.006","1","spoc-s14-s60-b02","SPOC","357.351836","36.900456","112.827","0.06","-77.66","0.04","2458780.693422","0.005203085","1076.6094165145","0.010402426","6.7803831384018","1.6964355","0.68055","0.076465","626.61301907606","70.424644","2.7512261482051","3.0867565","0.28247588863334","185.93668998646","11.369339","121.523","0.7205","5848","171.157","4.38886","0.0812249","1.0875200033188","0.0516935","","","1.056","0.142254","17,57","duotransit; actual period likely shorter than max period of ~1076 days","2023-04-03","2023-04-03","2023-08-29"
+"52005579","6251.01","","2","5","5","2","4","4","4","0.1","13.7","0.79","3","0","3","PC","CP","10.1769","0.007","1","spoc-s14-s60-b02","SPOC","3.957914","13.557617","618.003","0.163","329.319","0.139","2459497.184957","0.0018435018","25.522952715243","0.000080398844","1.0444991961337","0.7485024","1.281601","0.187269","1179.7013924901","172.46657","0.94276881297329","1.5967367","1.9017239684672","299.50675348738","7.9643807","12.21","0.01305","3376","157","4.9613","0.0101873","0.26942700147629","0.0080644","","","0.242168","0.0201353","42,43,57","period may be half (~12.76 days)","2023-04-03","2023-04-03","2024-05-24"
+"307734818","6252.01","TIC 307734818.01","3","4","3","3","4","4","4","61.6","137","97.95","3","0","5","PC","PC","13.7607","0.009","1","qlp-s49-307734818","CTOI","171.596707","28.058028","31.358","0.089","-18.738","0.084","2459661.706445","0.0015578","2.1077445","0.0002807","1.779","0.188","36.576418","2.064274","33127","1899.46","12.0414","0.553647","95.8765","871","25","244.588","4.007","3954","157","4.61","0.01","0.65","0.02","","","0.624949","0.0210258","49","true source of TIC 307734817.01 (TOI-1808.01)","2023-04-06","2023-04-06","2024-04-26"
+"287152495","6253.01","","2","4","2","2","4","4","4","0.5","1.8","2.51","0","1","2","PC","PC","11.6807","0.006","1","spoc-s14-s60-b02","SPOC","253.697283","60.702797","-20.038","0.044","34.142","0.041","2458686.243474","0.001732896","9.234734841313","0.000018771372","0.96199718778512","0.25385955","0.385078","0.06531","354.60749584771","60.150555","1.3883494759564","3.459586","112.67551586814","830.95429769986","7.2694163","163.316","0.573","4902","123.673","4.59853","0.0896284","0.74448502063751","0.049206","","","0.802","0.0933807","14,15,16,17,18,19,20,21,22,23,24,25,26,40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","low SNR; period could be half","2023-04-06","2023-04-06","2024-03-24"
+"432758245","6254.01","","2","4","2","2","4","4","4","7.5","60","6.51","0","2","5","PC","PC","10.4564","0.006","1","spoc-s14-s60-b02","SPOC","14.322777","37.02898","7.406","0.084","-41.005","0.065","2458765.54076","0.0013303404","1.5361136816763","0.000011567551","1.1370301745494","0.24224664","0.590559","0.081513","543.77673693117","75.07352","2.4339572966124","0.48301896","876.57414645399","1387.7681434643","7.1577888","131.686","0.8585","5317","127.663","4.50528","0.0816702","0.88581401109695","0.0503593","","","0.916","0.114268","17,57","low SNR; some asymmetry in transit shape","2023-04-06","2023-04-06","2023-12-23"
+"261135533","6255.01","TIC 261135533.01","1","4","4","1","4","4","4","17.4","33.1","0.85","14","2","2","PC","PC","10.4458","0.007","1","spoc-s14-s60-b02","SPOC","331.503161","39.298828","69.188","0.067","-458.917","0.083","2458738.712374","0.000466235","0.23818233357756","0.0000075510798","0.47635355796198","0.16656613","0.536461","0.053271","493.9763956693","49.063408","0.96173855727279","0.28935423","588.99435081734","1256.4567155639","11.5334835","20.3167","0.0236","3423","157","4.85554","0.00118834","0.3690769970417","0.0109958","","","0.356208","0.0202346","16,56","short duration; USP","2023-04-06","2023-04-06","2024-02-25"
+"373017793","6256.01","","2","4","2","2","3","4","4","3.8","36.2","11.96","0","2","1","PC","PC","10.2602","0.006","1","spoc-s14-s60-b02","SPOC","359.933006","77.803731","29.441","0.042","11.41","0.037","2459722.052653","0.00946189","7.9945502767808","0.00047361874","4.7645362550273","0.515522","0.526691","0.054518","484.98302692393","50.211216","3.480163415108","0.30176675","311.90710415388","1071.8303890596","8.384741","218.299","1.0875","6088","247.1","4.27","0.09","1.3023300170898","0.0594472","","","1.141","0.189362","52,58,59","","2023-04-06","2023-04-06","2023-12-23"
+"237204346","6257.01","TIC 237204346.01","2","4","2","2","3","4","4","1.8","20.4","7.07","0","0","1","PC","PC","10.6713","0.006","1","spoc-s14-s60-b02","SPOC","293.323467","76.921694","19.04","0.038","30.514","0.048","2458796.051294","0.0029802676","6.5452014421377","0.00003130784","4.1931124441161","0.6848081","0.386622","0.037821","356.02862127804","34.834267","2.5553163263452","1.6534029","462.9139945862","1183.027464703","9.30532","287.03","1.8885","6353","131.855","4.29887","0.08818","1.3186399936676","0.0586433","","","1.262","0.197608","18,19,24,57,58,59,60","two stars in pixel","2023-04-06","2023-04-06","2023-12-25"
+"435878153","6258.01","","2","4","4","2","4","4","4","7.4","10","1.95","19","0","2","PC","PC","12.0398","0.008","1","spoc-s14-s60-b02","SPOC","13.085379","20.938876","85.693","0.119","-53.08","0.085","2458764.784402","0.0013156168","0.55708689190636","0.000025310477","0.99169752736616","0.76131487","1.081081","0.253552","995.21721142361","233.50243","1.2151478232136","2.6829014","189.59734273895","946.40671080547","7.712143","44.0959","0.1583","3392","157","4.84507","0.00195359","0.38015601038933","0.0112742","","","0.368918","0.0202085","17,57","low SNR; asymmetric transit shape; flaring possibly young host","2023-04-06","2023-04-06","2024-02-23"
+"294497466","6259.01","","1","4","1","3","1","4","4","6.6","47.6","27.23","0","0","0","PC","PC","10.2279","0.007","1","qlp-s62-ffi","QLP","140.115658","-51.660455","-8.258","0.07","9.301","0.063","2460009.295861","0.0032672","3.2376482","0.0000119","2.038","0.287","0.758108","0.049965","698","46.0186","5.6488","0.300198","2947.16","2052","12","606.267","13.3515","10023","209.2","4.17","0.06","2.19","0.07","","","2.57","0.335373","9,10,35,36,62","possible centroid offset to S","2023-04-13","2023-04-13","2023-05-30"
+"60984804","6260.01","","1","4","1","1","3","4","4","6.6","74.2","6.04","0","0","3","PC","PC","7.11719","0.007","1","qlp-s62-ffi","QLP","140.595793","-6.060635","-44.806","0.123","-9.177","0.114","2460009.508249","0.0031711","2.3898191","0.0000402","2.766","0.439","0.228029","0.012526","210","11.5371","2.32849","0.135741","3762.79","2181","17","113.102","0.9505","7707","128.6","4.11","0.08","1.96","0.06","","","1.812","0.28773","8,35,62","bright host; some asymmetry in transit shape; one transit on momentum dump","2023-04-13","2023-04-13","2024-01-23"
+"181748381","6261.01","","3","4","3","3","1","4","4","23.9","91.9","58.5","1","0","0","PC","PC","10.4441","0.006","1","qlp-s62-ffi","QLP","132.055241","-39.686292","-18.738","0.082","8.575","0.074","2460013.716939","0.0011678","5.4920894","0.0000072","2.934","0.184","4.310231","0.116007","3962","106.841","8.83359","0.453196","265.101","1124","29","267.542","3.3455","6090","130.5","4.12","0.08","1.53","0.07","","","1.14","0.158788","8,9,35,61,62","similarly bright neighbor to W; possible centroid offset to SE; slight depth aperture correlation","2023-04-13","2023-04-13","2023-04-25"
+"180575165","6262.01","","2","4","2","2","1","4","4","3.2","40","8.19","0","0","0","PC","PC","9.9551","0.006","1","qlp-s62-ffi","QLP","129.158047","-36.523174","-7.01","0.058","2.082","0.067","2460013.011321","0.0040179","1.4945947","0.0000389","2.71","0.501","0.304049","0.02512","280","23.1364","2.79068","0.177373","21608.7","3377","10","441.135","8.68","9532","190.2","4.34","0.07","1.75","0.06","","","2.43","0.33376","35,61,62","possible centroid offset to ESE; slight depth aperture correlation; low SNR","2023-04-13","2023-04-13","2023-04-25"
+"293547742","6263.01","","2","4","2","2","1","4","4","2","9.1","0.76","1","0","0","PC","PC","9.1348","0.006","1","qlp-s62-ffi","QLP","139.199747","-49.300844","-214.498","0.049","116.674","0.05","2460009.249357","0.0089529","3.0178746","0.0000265","2.679","0.455","0.209567","0.018735","193","17.2557","0.930891","0.0813588","303.499","1162","9","46.2588","0.06885","4717","108.2","4.61","0.08","0.71","0.04","0.06","0.09","0.76","0.0871925","8,9,35,36,62","low SNR; slight depth-aperture correlation","2023-04-13","2023-04-13","2023-04-25"
+"291471222","6264.01","","2","4","2","2","1","4","4","2.5","18.2","13.95","0","0","0","PC","PC","10.1972","0.006","1","qlp-s62-ffi","QLP","111.523899","-52.4632","-15.665","0.051","23.876","0.051","2460011.204616","0.0098018","5.6928845","0.0000516","4.261","0.993","0.315995","0.029843","291","27.4864","3.80626","0.309485","908.509","1529","10","437.146","4.622","6610","125.5","3.79","0.09","2.47","0.1","","","1.38","0.229177","7,8,9,33,34,35,61,62","L1 candidate; possible offset E; slight depth aperture correlation","2023-04-13","2023-04-13","2023-04-25"
+"344927749","6265.01","","1","4","4","1","3","4","4","2.6","43.3","2.88","2","1","3","PC","PC","7.4829","0.006","1","qlp-s72-ffi","QLP","151.627588","3.474358","-58.742","0.097","-69.112","0.079","2460280.914997","0.0050981","5.7935723","0.0000292","3.395","0.591","0.144413","0.010217","133","9.41035","1.50725","0.0937343","444.131","1278","13","71.8401","0.29395","6387.1","114.4","4.27","0.08","1.37","0.06","","","1.28","0.200442","8,35,45,46,62,72","two stars in pixel; some asymmetry in transit shape","2023-04-13","2024-02-01","2024-04-27"
+"344927749","6265.02","","2","4","2","2","3","4","4","2","5.7","1.87","2","1","3","PC","PC","7.4829","0.006","2","qlp-s72-ffi","QLP","151.627588","3.474358","-58.742","0.097","-69.112","0.079","2460282.885839","0.0074805","4.1793325","0.000045","3.012","0.692","0.110751","0.009761","102","8.99019","1.20236","0.0978685","697.716","1431","9","71.8401","0.29395","6387.1","114.4","4.27","0.08","1.37","0.06","","","1.28","0.200442","8,35,45,46,62,72","potential multi; low SNR; period could be 2x(8.36 d)","2024-01-25","2024-01-25","2024-04-27"
+"193023697","6266.01","","2","4","2","2","3","4","4","2.7","10.8","0.92","0","2","1","PC","PC","8.5953","0.006","1","qlp-s62-ffi","QLP","155.597851","-28.847487","-5.101","0.069","30.917","0.063","2460013.265158","0.0047231","2.7895524","0.0000147","1.969","0.794","0.2845","0.03025","262","27.8612","0.986147","0.114162","376.853","1227","10","42.6435","0.06215","5039","132.8","4.62","0.09","0.74","0.05","-0.09","0.06","0.84","0.102543","9,36,62","low SNR","2023-04-13","2023-04-13","2024-01-23"
+"296737508","6267.01","TIC 296737508.01","3","4","3","3","3","4","4","0","17.3","20.81","0","3","3","PC","PC","9.19706","0.006","1","qlp-s62-ffi","QLP","142.17927","-14.686449","1.342","0.079","-4.534","0.063","2460005.986483","0.0021935","733.99109376","0.0000563","4.719","0.401","1.820133","0.058916","1675","54.2619","4.8141","0.277572","31.6587","660","23","118.021","0.582","5699.6","132.8","4.24","0.08","1.27","0.07","0.05","0.1","1.015","0.127835","8,35,62","3 transits; actual period likely shorter than max period of ~733.9904 days","2023-04-13","2024-09-06","2024-09-06"
+"434477274","6268.01","TIC 434477274.01","3","4","3","3","1","4","4","37.6","95.3","125.63","3","0","0","PC","PC","12.2659","0.007","1","spoc-s62-b02","SPOC","156.121019","-23.004169","-26.349","0.075","7.901","0.055","2459989.600491","0.0017475806","2.8959153305136","0.00033539714","1.7993552035741","0.08193935","7.673825","0.53637","7042.9351956585","493.89343","13.878187367789","1.0172917","1511.7126877174","1590.3293135202","20.659163","629.506","16.8105","6249","125.481","4.22232","0.0849707","1.4101500511169","0.0718794","","","1.21","0.173641","62","V-shaped","2023-04-13","2023-04-13","2023-04-25"
+"168281028","6269.01","TIC 168281028.01","5","5","5","5","5","5","5","11.4","52.9","34.28","0","0","0","KP","KP","11.8134","0.007","1","spoc-s62-b02","SPOC","154.271062","-25.276298","-21.752","0.066","-7.54","0.07","2459991.434964","0.0019067009","4.3744613803651","0.00063754205","3.0484494414978","0.15113048","3.557246","0.176716","3270.9828556457","162.74796","6.4637765204215","0.6338399","419.43788288995","1154.2148636251","17.267347","343.525","5.049","5677","129.358","4.34735","0.0775018","1.115630030632","0.058093","","","1.01","0.125335","62","HATS-38 b","2023-04-13","2023-04-13","2023-04-25"
+"192976435","6270.01","TIC 192976435.01","3","4","3","3","1","4","4","25.3","27.2","317","2","0","0","PC","PC","12.8122","0.008","1","spoc-s62-b02","SPOC","155.032187","-29.276109","-12.492","0.034","3.069","0.031","2459992.527635","0.0026106583","4.2283620348292","0.0008286421","4.4126225597927","0.18828918","9.365434","0.489862","8588.7876131835","451.0774","14.714397289318","1.0207324","1012.4773418286","1438.6861998927","16.708778","819.375","12.935","6001","127.916","4.09439","0.0778122","1.5649600028992","0.0755527","","","1.11","0.137653","62","two stars in pixel","2023-04-13","2023-04-13","2023-04-25"
+"134528212","6271.01","TIC 134528212.01","3","4","3","3","1","4","4","55.7","51.8","317","0","0","0","PC","PC","13.7025","0.006","1","spoc-s62-b02","SPOC","122.413793","-37.371099","4.079","2.85","-4.126","2.85","2459989.286186","0.0025260157","1.6041616064795","0.0002969716","2.5089904554716","0.19114731","21.014232","1.988111","19168.720690041","1829.4423","13.862606321742","0.69242215","1388.9668138594","1557.0147146741","13.153058","705.238","","5780","","4.438","","1","","","","","","61,62","multiple stars in pixel; no stellar radius but Gaia DR2 Rs=1.22 so Rp~17 Re","2023-04-13","2023-04-13","2023-04-25"
+"33303538","6272.01","","3","5","5","3","4","4","4","86.9","115.6","317","4","0","2","PC","APC","10.7852","0.008","1","spoc-s62-b02","SPOC","149.91844","-6.906064","5.04","0.084","-3.478","0.088","2459989.253135","0.002089424","2.5141405879383","0.00035491202","2.5419014001058","0.12690365","3.888336","0.16441","3574.8850313431","151.41582","17.777290282864","15.106553","3909.7422133367","2016.7718943974","22.879612","476.194","13.515","6880","132.624","4.08875","0.0938743","1.8249599933624","0.093799","","","1.49","0.259854","62","V-shaped","2023-04-13","2023-04-13","2024-03-14"
+"142211778","6273.01","","5","5","5","5","5","5","5","18.7","44","122.07","0","0","0","KP","KP","13.9069","0.006","1","spoc-s63-b02","SPOC","180.546219","-35.548609","-2.416","0.04","1.487","0.025","2460016.846502","0.003919048","3.0520570248012","0.00094086275","3.4817791989871","0.28988293","10.257581","0.790196","9403.0926011012","727.53284","13.645342759753","1.2313935","1077.3440583022","1461.1955965983","11.614146","1096.19","41.565","5726","122","4.16246","","1.3870799541473","","","","1.02","","63","NGTS-18 b","2023-04-27","2023-04-27","2023-04-28"
+"465933345","6274.01","","3","4","3","3","3","4","4","51.5","122","99.35","1","0","1","PC","PC","10.4819","0.006","1","spoc-s63-b02","SPOC","164.76388","-60.082938","-18.138","0.049","-3.208","0.045","2460014.407836","0.0021352351","1.1109052823231","0.00016419074","1.9180372021709","0.09142716","2.26515","0.190435","2084.1052821125","175.38188","12.088098180317","0.789483","17057.355735493","2914.7256060407","8.178762","502.979","7.9245","6498.6","126.5","3.67","0.71","2.3323800563812","0.104789","","","1.39","0.23425","63","pulsating host; crowded field","2023-04-27","2023-04-27","2023-09-05"
+"49043968","6275.01","TIC 49043968.01","3","5","5","3","4","4","4","39.7","139.5","119.29","1","0","0","CP","CP","11.6337","0.008","1","spoc-s63-b02","SPOC","164.34914","-29.997123","-49.031","0.053","1.227","0.055","2460017.858526","0.00076792523","6.2462252049074","0.00042168977","4.2508360682229","0.058976885","14.504751","0.228051","13270.529265939","210.02043","13.461475570126","0.65420496","339.10134997527","1094.4656337197","60.30014","362.087","5.308","6132","127.507","4.38741","0.084278","1.1417200565338","0.0533769","","","1.16","0.159949","63","WASP-193 b","2023-04-27","2024-05-15","2024-05-16"
+"397362481","6276.01","","2","4","4","2","4","4","4","4","25.5","0.83","3","0","5","PC","PC","6.7213","0.006","1","spoc-s63-b02","SPOC","175.256304","-44.404149","-660.418","0.233","241.799","0.117","2460017.108056","0.0016719438","6.2074720316949","0.0009819452","1.5587403999577","0.15797926","0.25073","0.031379","230.90413973434","28.900988","0.95585137620206","0.83626235","45.920070560704","663.92708520602","7.184499","12.7781","0.0114","4633.87","143.288","4.70763","0.105376","0.63071501255035","0.0536482","-0.505455","0.027136","0.74","0.0868159","63","potential multi; low SNR","2023-04-27","2023-04-27","2023-08-25"
+"397362481","6276.02","","2","4","4","2","4","4","4","4.6","29.7","0.63","3","0","5","PC","PC","6.7213","0.006","2","spoc-s63-b02","SPOC","175.256304","-44.404149","-660.418","0.233","241.799","0.117","2460014.846822","0.0021372268","4.465347098713","0.00070410635","1.5691486216741","0.11201358","0.202792","0.027286","186.76067266485","25.131464","0.88568460308066","0.46845463","71.244051912514","740.98071053521","7.353104","12.7781","0.0114","4633.87","143.288","4.70763","0.105376","0.63071501255035","0.0536482","-0.505455","0.027136","0.74","0.0868159","63","potential multi; low SNR","2023-04-27","2023-04-27","2024-03-18"
+"397362481","6276.03","","2","4","4","2","4","4","4","3.8","22.5","1.08","3","0","5","PC","PC","6.7213","0.006","3","spoc-s01-s65-b0A-PC","SPOC","175.256304","-44.404149","-660.418","0.233","241.799","0.117","2460018.572448","0.0029179682","7.8708660530943","0.0007653421","1.63558979886","0.4443289","0.207173","0.022508","190.79473530596","20.730343","1.031487413588","0.4241981","33.459969947214","613.41040183346","8.474716","12.7781","0.0114","4633.87","143.288","4.70763","0.105376","0.63071501255035","0.0536482","-0.505455","0.027136","0.74","0.0868159","63,64","variable star; potential multi; low SNR","2024-02-01","2024-02-01","2024-02-04"
+"462206806","6277.01","TIC 462206806.01","3","4","4","3","1","4","4","62.4","67.5","317","4","0","0","PC","PC","11.9905","0.006","1","spoc-s63-b02","SPOC","150.46383","-55.660373","4.081","0.061","5.649","0.054","2460016.245607","0.00072224694","3.373350647646","0.00017825459","2.8768640160078","0.051701482","17.519166","0.274568","16006.264689897","252.85437","14.453016153219","0.76509","582.4111152197","1252.9310247948","46.95095","362.374","5.0405","5704","131.889","4.36494","0.0786546","1.098659992218","0.0559673","","","1.02","0.127071","63","multiple stars in pixel","2023-04-27","2023-04-27","2024-03-25"
+"157230659","6278.01","TIC 157230659.01","5","5","5","5","5","5","5","17.2","59","79.6","0","0","0","KP","KP","11.6634","0.006","1","spoc","SPOC","176.249942","-35.640563","-18.414","0.044","7.138","0.032","2460019.14123","0.0022684252","7.5337657024088","0.0021649108","5.5843836086928","0.2017168","5.111908","0.245322","4697.1753085953","225.92403","10.611118960395","0.77257526","422.16233739288","1156.0846131434","7.1724796","446.442","7.5795","5869","123.928","4.09453","0.076669","1.5290499925613","0.0744673","","","1.06","0.135145","63","NGTS-12 b","2023-04-27","2023-04-27","2023-04-28"
+"449951606","6279.01","","5","5","5","5","5","5","5","16.1","51.7","117.89","0","0","0","PC","FP","10.3879","0.007","1","qlp-s63-ffi","QLP","168.212865","-58.942432","-8.314","0.058","2.737","0.06","2460032.930262","0.0051966","5.1681189","0.0000304","3.736","0.88","1.911492","0.133909","1759","123.327","13.3663","0.923549","1947.87","1850","17","860.379","31.018","8254","144.8","3.67","0.08","3.44","0.17","","","2.03","0.311209","10,11,63","very crowded field; slight depth aperture correlation","2023-04-27","2023-04-27","2023-07-08"
+"370877263","6280.01","","3","4","3","3","1","4","4","8.6","65","32.44","0","0","0","PC","PC","9.927","0.006","1","qlp-s63-ffi","QLP","145.174365","-66.65449","-6.545","0.062","4.902","0.058","2460023.22326","0.0015845","15.9865424","0.0000297","1.346","0.207","2.64808","0.176138","2436","162.216","6.25995","0.380885","8.96921","482","23","199.531","1.3635","6429","135.2","4.34","0.09","1.28","0.06","","","1.3","0.201432","9,10,11,36,38,63","variable host; slightly v-shaped; multiple stars in pixel","2023-04-27","2023-04-27","2023-04-28"
+"152569268","6281.01","","1","4","1","1","3","4","4","19.9","101.6","8.2","0","0","1","PC","PC","9.9542","0.006","1","qlp-s63-ffi","QLP","172.378524","-40.609425","-117.521","0.044","60.118","0.038","2460038.110256","0.0023392","1.0542548","0.0000029","1.271","0.521","0.459364","0.763701","423","703.147","2.77385","1.19872","4181.02","2240","13","57.7451","0.1116","4160.1","120.7","4.37","0.11","0.87","0.08","-0.09","0.08","0.65","0.0813771","10,36,37,63","","2023-04-27","2023-04-27","2024-01-23"
+"370009806","6282.01","","2","4","2","2","3","4","4","1.1","22.7","3.09","0","0","1","PC","PC","9.1848","0.006","1","qlp-s69-ffi","QLP","47.031443","-70.110459","-35.426","0.047","-9.169","0.042","2460205.518926","0.0053062","12.4751631","0.0000658","3.937","1.231","0.256264","0.019153","236","17.64","1.56473","0.108079","172.89","1010","12","113.881","0.2875","6055","130.9","4.41","0.08","1.09","0.05","","","1.13","0.146956","1,2,3,13,27,28,29,30,63,67,68,69","","2023-05-03","2023-11-16","2024-01-23"
+"361218772","6283.01","","1","4","1","3","3","4","4","12.9","83","110.8","4","0","2","PC","PC","9.3478","0.006","1","qlp-s63-ffi","QLP","143.84218","-65.216181","-27.504","0.066","20.334","0.055","2459287.316463","0.0025095","51.6708185","0.00029","3.449","0.371","5.111717","0.281869","4697","259.577","12.8776","0.665902","7.89484","466","21","262.942","2.2005","7115","136.6","4.07","0.08","1.91","0.07","","","1.58","0.263206","9,10,11,36,37,38,63","pulsating host","2023-05-03","2023-05-03","2024-01-29"
+"286763141","6284.01","","2","4","4","2","3","4","4","1.7","13.4","0.49","1","0","2","PC","PC","9.72334","0.007","1","qlp-s63-ffi","QLP","150.350107","-38.841039","161.909","0.061","-207.177","0.069","2460035.841876","0.0035015","3.4475935","0.0000133","1.731","0.327","0.347491","0.032554","320","29.9826","0.830466","0.0538853","31.3617","659","9","21.0197","0.0203","3548","157","4.77","0.01","0.47","0.01","","","0.465272","0.0203779","9,35,36,62,63","low SNR; possible unrelated transit near TBJD 1568","2023-05-03","2023-05-03","2024-05-08"
+"308778563","6285.01","TIC 308778563.01","3","4","3","3","4","4","4","19.4","65.3","84.39","2","10","3","PC","PC","10.6006","0.01","1","qlp-s58-faintsearch","FAINT","24.21772","51.631573","-0.084","0.066","-6.803","0.073","2459908.497832","0.0012691","6.8581311","0.0000127","5.186","0.373","3.033438","0.066393","2790","61.1482","10.9703","0.516681","753.001","1459","42","432.725","7.415","6605","135.1","3.92","0.09","2.12","0.1","","","1.38","0.234429","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"354285962","6286.01","","5","5","5","5","5","5","5","5.2","17.1","59.24","0","0","1","PC","FP","12.4721","0.012","1","qlp-s58-faintsearch","FAINT","346.44125","72.410554","-8.426","0.029","-1.219","0.026","2459907.595404","0.0174707","5.6289226","0.0001592","9.272","1.955","2.010472","0.108895","1850","100.291","8.93102","0.646382","4560.18","2289","20","1111.47","21.04","6683","144.5","3.72","0.09","2.72","0.12","","","1.41","0.243085","18,24,25,52,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"22712134","6287.01","","3","4","3","3","3","4","4","15.8","49.2","55.8","3","0","1","PC","PC","12.6502","0.009","1","qlp-s58-faintsearch","FAINT","37.963775","28.96601","1.39","0.046","-12.23","0.044","2459908.580448","0.0024206","1.640758","0.0000058","1.326","0.284","2.313997","0.33221","2129","305.93","8.61251","0.642563","747.202","1456","11","779.009","14.849","6262","122.2","4.16","0.09","1.52","0.07","","","1.22","0.1825","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"240714633","6288.01","","3","4","4","3","3","4","4","5.8","49.3","47.55","4","0","1","PC","PC","12.383","0.006","1","qlp-s58-faintsearch","FAINT","10.159796","52.654408","67.719","0.05","-7.009","0.034","2459895.113278","0.0032737","18.0370154","0.0031282","2.356","0.33","9.109434","0.668461","8355","615.486","7.85944","0.556722","9.70594","491","16","307.157","3.8735","5400","150.3","4.55","0.08","0.85","0.05","","","0.938","0.12161","17,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"292469572","6289.01","","3","4","3","3","1","4","4","23.9","71.9","92.27","0","0","0","PC","PC","13.2644","0.007","1","qlp-s58-faintsearch","FAINT","32.619714","43.97503","12.648","0.089","-9","0.096","2459905.132375","0.0015963","3.7077543","0.0000079","2.662","0.205","10.816605","0.627132","9913","577.443","11.5364","","317.476","1175","26","608.995","28.105","5620.2","171.2","4.4","","1.04","","0.305","0.159","1","","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"256576519","6290.01","","2","4","2","2","3","4","4","1.5","25","7.96","0","1","1","PC","PC","10.6382","0.006","1","qlp-s58-faintsearch","FAINT","327.341524","67.029549","42.247","0.048","-24.535","0.043","2459893.809226","0.005064","17.6037996","0.0001319","3.574","0.485","0.958042","0.083912","882","77.2827","2.74615","0.216225","23.7402","614","11","151.713","0.6215","5265","134.1","4.43","0.08","0.96","0.05","","","0.902","0.115247","16,17,18,24,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"26390980","6291.01","","3","4","3","3","3","4","4","28.7","20.2","317","0","0","1","PC","PC","13.0735","0.013","1","qlp-s58-faintsearch","FAINT","56.31536","32.136803","-1.472","0.13","-5.553","0.067","2459900.051272","0.004082","5.2556421","0.0000394","3.434","0.38","4.776875","0.299278","4390","275.607","15.1084","","191.054","1035","17","449.608","13.0265","5061","122","","","2.26","","","","","","18,42,43,44,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"238751619","6292.01","","3","4","3","3","3","4","4","12.5","46.9","26.22","1","2","1","PC","PC","11.627","0.007","1","qlp-s58-faintsearch","FAINT","44.089561","43.092213","-0.54","0.089","-10.604","0.067","2459908.735558","0.0025856","0.8236066","0.000003","1.71","0.315","1.184098","0.09547","1090","87.9272","5.5335","0.477795","4901.54","2331","16","522.859","11.932","6202","190.1","4.06","0.11","1.69","0.12","0.051","0.193","1.19","0.18245","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"34977731","6293.01","","3","4","3","3","1","4","4","9","47","66.93","1","0","0","PC","PC","13.1745","0.006","1","qlp-s58-faintsearch","FAINT","48.022366","28.46468","33.29","0.054","-32.897","0.048","2459899.168188","0.0026674","13.3673993","0.0001442","3.63","0.296","11.21694","0.644038","10278","593.005","9.61997","","25.0292","623","20","322.06","3.077","4831","122","4.4","","0.93","","","","0.784","","18,42,43,58","found in faint-star QLP search; potential multi","2023-05-03","2024-08-22","2024-08-22"
+"34977731","6293.02","","3","4","4","3","1","4","4","0","14.4","63.37","1","0","0","PC","PC","13.1745","0.006","2","qlp-s58-faintsearch","FAINT","48.022366","28.46468","33.29","0.054","-32.897","0.048","2459480.391456","0.0043333","405.0756576","0.0033399","5.339","0.547","16.780952","0.73156","15337","673.565","9.31573","","0.0601025","137","9","322.06","3.077","4831","122","4.4","","0.93","","","","0.784","","18,42,43,58","found in faint-star QLP search; potential multi; first transit distorted; period likely much shorter","2023-05-03","2024-08-22","2024-08-22"
+"434813314","6294.01","","3","4","3","3","3","4","4","17.7","94.3","66.94","1","1","1","PC","PC","12.4533","0.006","1","qlp-s58-faintsearch","FAINT","345.824668","60.311149","-4.242","0.03","9.728","0.027","2459893.51801","0.0008887","9.288704","0.0000184","3.019","0.298","15.356164","0.684503","14044","630.252","9.62284","0.708379","34.2291","673","48","217.443","0.925","4753","137.7","4.57","0.09","0.75","0.05","","","0.764","0.0884426","24,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"456171328","6295.01","","3","4","3","3","3","4","4","0.1","7.8","317","0","9","1","PC","PC","11.4381","0.006","1","qlp-s58-faintsearch","FAINT","52.225799","46.443043","-5.592","0.068","-7.206","0.055","2458799.419698","0.0000083","1106.220834","0.000001","3.759","0.014","6.809331","0.162407","6252","149.571","14.786","0.714469","0.0333828","119","15","420.683","5.958","6199","209.9","4.07","0.09","1.67","0.08","","","1.19","0.175802","18,58","found in faint-star QLP search; period may be shorter","2023-05-03","2024-08-22","2024-08-22"
+"373894336","6296.01","","3","4","3","3","3","4","4","20.6","22.9","317","1","0","1","PC","PC","12.7859","0.027","1","qlp-s58-faintsearch","FAINT","28.291856","60.223815","-7.422","0.017","3.639","0.032","2459908.370097","0.0043295","4.2234273","0.0011686","4.384","0.397","8.660624","0.379143","7945","349.143","14.4033","0.823551","1446.04","1717","20","853.919","15.1525","6696","218.3","4.04","0.09","1.88","0.08","","","1.42","0.255067","58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"369907772","6297.01","","3","4","3","3","3","4","4","21.5","58.1","117.33","2","17","1","PC","PC","12.0782","0.014","1","qlp-s58-faintsearch","FAINT","20.561956","56.778196","-0.242","0.04","4.447","0.044","2459904.298736","0.0021297","4.2771464","0.000013","3.867","0.456","6.647643","0.23564","6104","217.009","13.316","0.709008","1149.87","1622","39","773.628","19.0565","6707","149.3","4.03","0.08","1.91","0.09","","","1.42","0.235656","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"285233023","6298.01","","5","5","5","5","5","5","5","12.4","44.5","47.3","0","0","1","PC","FP","12.4487","0.015","1","qlp-s58-faintsearch","FAINT","12.471055","60.946038","-5.379","0.035","-7.593","0.035","2459904.85743","0.0041351","2.8577028","0.0000182","2.264","0.631","2.930009","0.346994","2695","319.542","7.78724","0.648829","771.67","1468","11","594.839","9.627","6240","159.7","4.2","0.09","1.45","0.07","","","1.21","0.180008","17,18,24,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"285505979","6299.01","TIC 285505979.01","3","4","4","3","3","4","4","28.1","117.1","37.96","2","5","1","PC","PC","10.9907","0.006","1","qlp-s58-faintsearch","FAINT","28.003018","50.920939","55.387","0.086","-29.82","0.075","2459905.450417","0.0009126","4.7089027","0.0000054","0.942","0.373","2.637196","0.964603","2426","888.038","6.86414","0.938079","18.4286","577","19","102.382","0.4965","4351.7","143.8","4.41","0.12","0.85","0.09","0.138","0.028","0.68","0.0843424","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"271747067","6300.01","","3","4","3","3","3","4","4","44.6","63.8","317","2","0","1","PC","PC","13.1987","0.029","1","qlp-s58-faintsearch","FAINT","354.657826","60.267245","2.302","0.031","-0.943","0.027","2459909.013557","0.0012359","2.8976822","0.0000055","1.973","0.226","8.285299","0.535154","7602","492.774","20.1303","","731.624","1448","29","947.643","18.654","7006","129","4.01","","2.03","","","","1.54","","17,18,24,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"326809267","6301.01","","3","4","3","3","3","4","4","8","27.9","90.81","3","0","1","PC","PC","12.8355","0.007","1","qlp-s58-faintsearch","FAINT","22.406592","46.759351","-4.885","0.06","1.09","0.052","2459899.627921","0.0042023","7.1436336","0.0000379","5.668","0.626","5.666016","0.216884","5205","199.738","11.4874","0.805369","837.098","1498","25","1175.42","48.985","6604","125.8","4.01","0.1","1.92","0.12","","","1.38","0.232656","17,18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"177712122","6302.01","","3","4","3","3","3","4","4","49.8","121.5","108.74","1","0","1","PC","PC","13.2402","0.008","1","qlp-s58-faintsearch","FAINT","47.27712","37.076087","2.035","0.072","-13.632","0.051","2459907.648297","0.0008155","2.8465714","0.0000039","1.419","0.353","18.252881","1.996168","16671","1836.85","12.8225","","100.235","881","29","340.92","5.553","4802","122","4.5","","0.83","","","","0.78","","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"186810676","6303.01","","3","4","4","3","3","4","4","24.8","130.7","101.68","3","0","1","PC","PC","12.9386","0.007","1","qlp-s58-faintsearch","FAINT","46.78065","40.147174","32.941","0.069","-35.376","0.054","2459901.013491","0.0009429","9.4852479","0.0000207","2.713","0.141","35.779427","1.63995","32417","1509.31","12.3024","0.468122","9.45481","488","36","152.219","1.1895","3848","157","4.63","0.01","0.63","0.02","","","0.60998","0.0202845","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"186989177","6304.01","","3","4","3","3","3","4","4","17.4","41.5","100.4","2","0","1","PC","PC","12.9385","0.007","1","qlp-s58-faintsearch","FAINT","34.397563","36.837055","9.236","0.047","-0.729","0.048","2459908.949571","0.0025291","3.645356","0.000016","4.787","0.426","5.379011","0.267166","4942","246.039","12.1687","0.792442","1002.22","1567","23","802.343","19.7375","5421","122.5","3.95","0.08","1.7","0.1","","","0.94","0.12308","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"320505267","6305.01","","3","4","3","3","3","4","4","8.7","36","57.23","0","0","1","PC","PC","12.8245","0.006","1","qlp-s58-faintsearch","FAINT","8.097282","54.21074","-7.502","0.025","-1.359","0.024","2459909.455446","0.0030237","6.6245939","0.0000383","2.751","0.385","3.835071","0.38741","3526","356.754","8.74267","0.588676","142.438","962","11","623.493","9.35","5874","129.7","4.24","0.08","1.29","0.06","","","1.064","0.132198","17,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"445370101","6306.01","","3","4","3","3","3","4","4","21.1","47.6","117.81","2","0","1","PC","PC","12.3693","0.01","1","qlp-s58-faintsearch","FAINT","14.39173","56.978183","8.351","0.034","-6.234","0.035","2459902.833152","0.002742","3.662222","0.0000126","4.253","0.371","4.370186","0.217065","4017","199.904","13.3765","0.823117","1055.67","1588","29","771.08","18.2415","5826","135.7","3.82","0.08","2.08","0.11","","","1.05","0.136564","17,18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"202869426","6307.01","","3","4","4","3","2","4","4","43.7","97.7","107.51","4","0","2","PC","PC","14.6617","0.008","1","qlp-s58-faintsearch","FAINT","36.45054","42.154578","-28.612","0.126","-15.741","0.105","2459909.820633","0.0031277","2.4589458","0.000452","1.553","0.241","34.632113","3.892406","31394","3578.62","12.6341","0.784622","46.8448","728","15","323.375","7.76","3810","157","4.63","0.01","0.62","0.02","","","0.605207","0.0215921","58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"301414902","6308.01","","3","4","3","3","3","4","4","55.4","119.5","82.04","1","0","2","PC","PC","13.3683","0.006","1","qlp-s58-faintsearch","FAINT","36.235853","52.415794","0.625","0.068","1.917","0.072","2459908.862323","0.0007898","1.7555108","0.0000021","1.355","0.145","14.66373","0.907921","13415","835.877","10.7893","","117.332","916","30","263.166","2.2","4249","122","4.48","","0.78","","","","0.664","","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"412887082","6309.01","","3","4","3","3","3","4","4","6.5","35.7","106.29","1","0","1","PC","PC","12.6134","0.033","1","qlp-s58-faintsearch","FAINT","329.700784","63.055112","12.442","0.03","5.717","0.027","2459901.581317","0.0031809","28.8005547","0.0002269","3.773","0.739","7.946196","0.68026","7292","626.346","12.6164","0.893386","17.1246","566","18","604.936","6.339","6051","248.9","4.18","0.09","1.44","0.07","","","1.13","0.170336","16,17,24,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"353893493","6310.01","TIC 353893493.01","2","4","2","2","4","4","4","7.3","51.3","10.9","2","3","3","PC","PC","11.8443","0.006","1","qlp-s58-faintsearch","FAINT","37.761117","25.41329","78.807","0.07","-22.207","0.064","2459906.481901","0.0024157","3.3528597","0.000015","2.08","0.655","1.914755","0.163248","1762","150.346","3.27543","0.352053","81.3622","836","21","96.6459","0.37705","3896.8","105","4.51","0.11","0.71","0.07","-0.368","0.041","0.6","0.079382","18,42,43,44,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"52260140","6311.01","","3","4","3","3","3","4","4","13.8","50.7","72.34","1","0","1","PC","PC","12.9697","0.006","1","qlp-s58-faintsearch","FAINT","16.048838","60.302633","5.92","0.024","0.991","0.028","2459899.571654","0.0028227","6.2808216","0.0000223","3.366","0.359","8.487718","0.502194","7787","462.431","10.0476","0.654676","186.513","1029","20","502.268","5.287","5602","227.7","4.31","0.08","1.15","0.06","","","0.991","0.133045","18,24,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"470724594","6312.01","","3","4","3","3","3","4","4","12.6","21.8","317","1","1","1","PC","PC","12.1827","0.132","1","qlp-s58-faintsearch","FAINT","357.612316","65.815495","-3.05","0.039","-0.828","0.038","2459907.258256","0.0019768","16.8498547","0.0000593","3.778","0.431","4.27862","0.26453","3933","243.611","15.5178","1.45951","128.166","937","25","760.641","14.115","7823","862","4.05","0.15","2.14","0.19","","","1.86","0.448918","17,18,24,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"192487723","6313.01","","3","4","3","3","3","4","4","9","13","317","0","0","1","PC","PC","13.4257","0.01","1","qlp-s58-faintsearch","FAINT","46.504292","47.461389","-1.412","0.058","0.382","0.051","2459906.770206","0.0081004","4.9570983","0.0000618","6.687","0.986","5.289542","0.376602","4860","346.803","15.9349","","5671.62","2417","13","2579.15","186.045","8120.6","35","3.9","","2.62","","0.369","0.033","1.98","","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"272218608","6314.01","","3","4","3","3","3","4","4","34.9","48.4","317","1","0","1","PC","PC","13.3085","0.017","1","qlp-s58-faintsearch","FAINT","355.682379","62.468362","1.353","0.032","-3.152","0.027","2459904.680527","0.0018684","3.1777383","0.0000085","3.922","0.227","9.54638","0.327804","8754","301.873","19.2706","","2620.94","1993","35","980.327","17.578","7233","122","4.02","","2.06","","","","1.62","","17,18,24,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"354742440","6315.01","","3","4","3","3","3","4","4","17.8","34.2","124.41","0","2","1","PC","PC","12.0193","0.011","1","qlp-s58-faintsearch","FAINT","6.18687","58.468546","2.871","0.043","-1.463","0.037","2459906.723061","0.0027112","4.4532909","0.0000157","6.572","0.53","3.116188","0.085219","2866","78.4864","13.8211","0.821823","1510.03","1736","37","751.084","16.8385","5613","138.9","3.49","0.08","2.97","0.16","","","0.99","0.125314","17,18,24,57,58","found in faint-star QLP search; slight depth aperture correlation","2023-05-03","2024-08-22","2024-08-22"
+"444753130","6316.01","","3","4","3","3","1","4","4","38.9","59","317","2","0","0","PC","PC","12.6927","0.016","1","qlp-s58-faintsearch","FAINT","25.177088","61.00972","-1.24","0.018","-0.377","0.024","2459905.111048","0.0015438","3.0057526","0.0000068","3.594","0.208","13.293372","0.464825","12169","428.028","17.9698","0.797688","2928.62","2049","44","943.154","17.0065","7581","165.8","4.2","0.08","1.74","0.06","","","1.76","0.287434","18,25,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"85281192","6317.01","","3","4","4","3","4","4","4","12.8","69.8","39.88","1","0","2","PC","PC","14.1332","0.008","1","qlp-s58-faintsearch","FAINT","26.193227","34.244089","0.299","0.082","-11.814","0.074","2459903.350981","0.0023241","4.244335","0.0010835","1.969","0.226","20.147035","1.790954","18385","1648.17","7.13409","0.404307","19.463","585","13","170.038","1.207","3518","157","4.74","0.01","0.5","0.01","","","0.493325","0.0204082","58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"292852583","6318.01","","3","4","3","3","3","4","4","24","119.1","41.77","0","3","1","PC","PC","10.8357","0.007","1","qlp-s58-faintsearch","FAINT","34.270304","44.586989","-1.588","0.102","-24.018","0.078","2459903.846019","0.0016326","5.8310296","0.0000309","0.682","0.277","2.299852","1.55067","2116","1427.2","7.23053","1.13833","10.4888","501","9","184.682","2.1205","5617.5","105.8","4.48","0.08","0.95","0.04","0.154","0.017","0.994","0.12798","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"12980264","6319.01","","3","4","3","3","3","4","4","52.2","55.6","317","3","2","1","PC","PC","11.5706","0.032","1","qlp-s58-faintsearch","FAINT","34.500986","62.763401","-0.757","0.029","-6.993","0.048","2459906.8349","0.0008794","3.2964006","0.0000046","3.959","0.124","6.532947","0.183547","5999","169.039","16.9987","0.921171","1080.06","1597","57","517.51","7.8065","5883","239.7","3.83","0.09","2.09","0.11","","","1.07","0.145792","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"196474344","6320.01","","3","4","3","3","3","4","4","41.9","59.3","317","4","0","2","PC","PC","13.022","0.006","1","qlp-s58-faintsearch","FAINT","15.527657","46.387227","5.407","0.047","0.58","0.044","2459903.193487","0.0007454","3.6360128","0.0000077","4.088","0.121","16.083201","0.409812","14704","377.38","18.9197","","1204.47","1641","68","911.335","37.0815","6358","122","4.19","","1.49","","","","1.26","","17,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"301991463","6321.01","","3","4","4","3","3","4","4","33.1","81.1","101.59","2","0","1","PC","PC","13.0057","0.006","1","qlp-s58-faintsearch","FAINT","40.539435","53.555802","26.578","0.057","-14.846","0.047","2459909.227937","0.0017154","2.9086778","0.0000073","2.887","0.32","11.266306","0.569794","10323","524.662","12.2888","","536.747","1340","30","472.785","5.835","5401","122","4.27","","1.18","","","","0.939","","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"270132709","6322.01","","3","4","3","3","3","4","4","16.2","46.9","98.01","1","0","1","PC","PC","12.8545","0.015","1","qlp-s58-faintsearch","FAINT","351.297539","60.094591","0.752","0.025","-3.823","0.022","2459906.805369","0.0023824","4.2807899","0.0000214","3.9","0.38","6.47178","0.300936","5943","277.134","11.9706","0.672931","865.407","1511","25","811.05","10.6095","6274","155.6","4.09","0.09","1.65","0.08","","","1.22","0.192099","17,24,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"63586213","6323.01","","3","4","3","3","3","4","4","23.6","58.5","126.39","1","0","1","PC","PC","12.6167","0.009","1","qlp-s58-faintsearch","FAINT","32.555","32.983439","-1.368","0.056","-7.902","0.048","2459908.696077","0.0017188","4.071096","0.0000095","2.988","0.254","6.394235","0.320028","5872","294.713","13.9361","0.802509","456.955","1288","26","773.844","16.9105","6008","127.8","4.03","0.08","1.68","0.09","","","1.11","0.137325","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"372207328","6324.01","TIC 372207328.01","2","4","2","2","2","4","4","18.9","33.6","1.13","2","0","1","PC","PC","10.97","0.007","1","qlp-s58-faintsearch","FAINT","330.844543","67.498677","531.463","0.057","-296.205","0.054","2459909.915493","0.0006825","0.2792211","2e-7","0.409","0.138","0.846118","0.132902","779","122.4","1.05678","0.0691901","284.211","1143","23","20.5488","0.01515","3358","157","4.93","0.01","0.3","0.01","","","0.272208","0.0201984","16,17,18,24,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"200775844","6325.01","","3","4","3","3","3","4","4","22.1","120.3","37.36","2","0","1","PC","PC","13.3415","0.006","1","qlp-s58-faintsearch","FAINT","53.673187","37.694688","1.996","0.068","-12.726","0.045","2459908.419586","0.0024342","3.7307609","0.0006146","1.587","0.223","13.819974","1.325592","12648","1220.17","6.78569","","87.4596","851","17","310.892","3.236","5273.1","42.7","4.96","","0.52","","0.34856","0.0408","0.904","","58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"307201632","6326.01","","3","4","4","3","3","4","4","45.7","55.7","317","3","1","1","PC","PC","12.1684","0.007","1","qlp-s58-faintsearch","FAINT","14.976875","49.034174","-6.778","0.069","-1.445","0.067","2459907.561815","0.0004839","2.3556749","0.0000031","3.351","0.078","10.228982","0.125261","9377","115.363","16.7502","1.1086","2508.24","1971","98","796.313","34.751","6708","132.4","4.1","0.1","1.75","0.12","","","1.42","0.250928","17,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"196973090","6327.01","","3","4","4","3","3","4","4","12.3","64.3","68.53","2","0","1","PC","PC","12.6978","0.006","1","qlp-s58-faintsearch","FAINT","20.689977","43.994453","-14.135","0.075","-8.351","0.125","2459900.57604","0.0020424","10.4612769","0.0000269","3.208","0.311","10.076647","0.600395","9238","552.831","9.72119","0.584389","43.6657","716","25","345.666","7.2665","5208.2","104.9","4.5","0.08","0.88","0.05","0.294731","0.0423252","0.886","0.108205","17,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-09-10"
+"249884767","6328.01","","3","4","3","3","3","4","4","12.4","60.2","94.84","3","1","1","PC","PC","11.0888","0.007","1","qlp-s58-faintsearch","FAINT","38.399932","49.169461","-3.278","0.103","1.287","0.093","2459886.611066","0.002251","16.672227","0.0035659","2.703","0.325","4.189242","0.333177","3851","306.82","11.748","0.678956","43.5589","715","19","478.34","11.1995","7025","121","4.18","0.09","1.68","0.07","","","1.55","0.261365","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"283845022","6329.01","","3","4","3","3","1","4","4","13.2","46.9","124.25","2","0","0","PC","PC","12.6447","0.017","1","qlp-s58-faintsearch","FAINT","8.484783","60.084331","-5.556","0.086","2.383","0.083","2459905.91407","0.003635","15.2334037","0.0000567","1.947","0.407","3.941855","0.7302","3624","672.313","13.7686","1.09333","12.2874","521","10","585.094","21.6855","5675","161.2","4.1","0.09","1.48","0.09","","","1.01","0.128486","17,18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"308120029","6330.01","","3","4","4","3","1","4","4","19.4","122.7","76.54","1","0","0","PC","PC","13.7853","0.007","1","qlp-s58-faintsearch","FAINT","22.167982","53.686078","-35.668","0.164","-45.075","0.073","2459901.36046","0.0009035","6.8498533","0.0007501","1.525","0.138","36.583156","2.911186","33133","2677.71","10.4676","0.473346","3.94674","392","22","139.042","1.1375","3522","157","4.76","0.01","0.48","0.01","","","0.473309","0.0205459","58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-09-01"
+"415875608","6331.01","","3","4","3","3","3","4","4","8.5","36.9","48.28","0","0","1","PC","PC","13.228","0.007","1","qlp-s58-faintsearch","FAINT","27.889954","43.666558","10.152","0.048","-1.372","0.049","2459905.5747","0.0039852","5.4454541","0.0000293","3.41","0.537","6.240253","0.461464","5731","424.934","7.92255","","289.299","1148","18","617.88","14.171","5684","122","4.4","","1.05","","","","1.01","","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"101133275","6332.01","","3","4","3","3","3","4","4","32","32.7","317","1","0","1","PC","PC","13.3773","0.008","1","qlp-s58-faintsearch","FAINT","54.977131","34.459515","-0.739","0.05","-2.574","0.038","2459906.799332","0.002122","1.6630135","0.0000059","3.133","0.267","6.494717","0.415566","5964","382.677","16.7474","","4598.31","2294","18","1274.18","47.155","6690.3","38.1","3.97","","2.04","","-0.104","0.036","1.42","","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"5724439","6333.01","","2","4","2","2","3","4","4","4.3","37","9.42","1","3","1","PC","PC","11.5517","0.006","1","qlp-s58-faintsearch","FAINT","33.346292","26.544538","-2.772","0.076","-8.515","0.065","2459909.673379","0.0031873","2.7205913","0.0000161","2.321","0.533","0.983036","0.10303","905","94.8895","3.02214","0.2248","668.663","1416","11","263.454","3.004","5784.6","102.9","4.49","0.07","0.96","0.04","-0.113","0.029","1.038","0.125005","18,42,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"63718617","6334.01","","3","4","3","3","3","4","4","42.3","49.9","317","2","20","1","PC","PC","11.4808","0.008","1","qlp-s58-faintsearch","FAINT","33.870091","35.357237","5.202","0.103","-4.328","0.109","2459905.971048","0.0024784","3.8363055","0.0000137","7.175","0.495","4.200141","0.284602","3861","262.094","18.8534","1.34255","9673.97","2762","50","729.418","30.893","5982","127.9","3.65","0.09","2.6","0.17","","","1.1","0.13544","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"407156755","6335.01","","3","4","3","3","3","4","4","12.4","30.8","88.06","1","0","1","PC","PC","12.0066","0.042","1","qlp-s58-faintsearch","FAINT","5.886949","67.775723","2.302","0.042","1.844","0.039","2459900.666047","0.0056952","4.7924038","0.0000324","6.012","0.852","2.785226","0.115683","2562","106.542","11.263","0.684066","1688.16","1785","29","680.868","12.689","6176","292.2","3.63","0.09","2.75","0.13","","","1.18","0.200189","17,18,24,25,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"327126871","6336.01","","3","4","3","3","3","4","4","5.1","28.6","110.81","1","1","1","PC","PC","11.5821","0.011","1","qlp-s58-faintsearch","FAINT","3.403959","56.184657","-2.624","0.048","-2.542","0.042","2459893.689503","0.0040641","39.810528","0.000317","3.576","1.172","3.373188","0.340301","3102","313.38","12.8908","0.959968","43.1032","713","11","1002.36","32.535","8796","170.3","4.04","0.07","2.34","0.09","","","2.21","0.303265","17,24,57,58","found in faint-star QLP search; several fainter stars (delta Tmag~6) nearby","2023-05-03","2024-08-22","2024-08-22"
+"381591826","6337.01","","3","4","3","3","4","4","4","16.9","75.2","69.46","2","0","3","PC","PC","13.4209","0.01","1","qlp-s58-faintsearch","FAINT","30.509108","37.891483","16.503","0.059","-6.957","0.055","2459909.763948","0.0018752","6.8793455","0.000021","1.299","0.53","18.042011","5.200713","16480","4778.58","9.84834","1.41307","7.99212","468","13","228.091","1.5625","3993","157","4.58","0.01","0.69","0.02","","","0.653579","0.0203723","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"186715217","6338.01","","3","4","3","3","3","4","4","58.3","120.9","82.65","3","0","1","PC","PC","14.2955","0.007","1","qlp-s58-faintsearch","FAINT","45.959667","40.324556","49.899","0.108","-0.419","0.094","2459909.930562","0.0016813","1.4491171","0.0001644","1.051","0.143","25.690412","2.766928","23384","2545.19","10.794","0.627172","48.8379","736","18","249.517","5.3995","3581","157","4.65","0.01","0.6","0.02","","","0.590513","0.0213418","58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"332496784","6339.01","","3","4","3","3","3","4","4","9.7","47.7","21.74","1","3","1","PC","PC","10.8179","0.006","1","qlp-s58-faintsearch","FAINT","19.790736","59.099961","-0.485","0.042","-20.615","0.048","2459909.082915","0.0037097","2.5938771","0.0000175","2.706","0.58","1.058022","0.106079","974","97.6977","4.93408","0.376687","1208.93","1642","14","304.522","3.1585","6110","224.9","4.12","0.09","1.55","0.08","","","1.151","0.172753","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"376765646","6340.01","","3","4","3","3","3","4","4","18.2","21.7","317","2","0","1","PC","PC","12.2164","0.035","1","qlp-s58-faintsearch","FAINT","340.83699","70.336784","-4.338","0.042","-7.254","0.034","2459904.952825","0.0020872","8.2686298","0.000024","4.906","0.294","3.970187","0.160384","3650","147.708","15.9425","0.850466","359.275","1212","35","785.17","12.8515","6275","257.4","3.77","0.1","2.38","0.12","","","1.22","0.208892","18,24,25,52,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"285328782","6341.01","","3","4","4","3","3","4","4","52.8","78.7","317","3","0","1","PC","PC","13.2013","0.015","1","qlp-s58-faintsearch","FAINT","12.644164","61.046232","-0.461","0.026","0.869","0.027","2459907.877418","0.0010886","2.7182588","0.0000036","1.682","0.168","13.473642","0.819248","12333","754.271","20.77","","402.801","1248","36","980.978","21.222","6433","122","4.15","","1.59","","","","1.3","","17,18,24,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"184739529","6342.01","","3","4","3","3","3","4","4","35.8","190.9","124.05","2","0","1","PC","PC","12.7058","0.008","1","qlp-s58-faintsearch","FAINT","33.348951","36.521995","181.067","0.054","-21.199","0.069","2459895.572362","0.0003651","9.3568116","0.0000064","1.117","0.11","31.586348","2.386289","28673","2195.44","13.6687","0.757348","8.92217","481","52","299.126","2.7675","5866","128.2","4.89","0.08","0.61","0.03","","","1.06","0.132413","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"256349966","6343.01","TIC 256349966.01","5","5","5","5","5","5","5","7.2","33.4","74.01","0","11","1","PC","FP","12.0913","0.028","1","qlp-s58-faintsearch","FAINT","322.717404","68.495293","-4.844","0.047","-4.931","0.045","2459906.003673","0.003002","14.5877856","0.000049","3.517","0.735","3.669468","0.304178","3374","280.119","10.1617","0.651811","82.7417","840","28","655.707","11.3195","6544","212.1","4.13","0.1","1.66","0.08","","","1.35","0.234901","17,18,24,25,57,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"327093061","6344.01","","3","4","3","3","3","4","4","31.7","33.6","317","4","0","1","PC","PC","13.0366","0.007","1","qlp-s58-faintsearch","FAINT","23.775141","47.751006","-4.67","0.046","-12.754","0.045","2459907.818792","0.0015717","3.5297965","0.0000081","3.283","0.228","12.141016","0.504285","11120","464.356","15.5125","","625.677","1393","36","789.069","21.03","5846","122","4.12","","1.48","","","","1.06","","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"241062925","6345.01","","3","4","3","3","3","4","4","5.8","39.2","18.85","1","2","1","PC","PC","11.6424","0.006","1","qlp-s58-faintsearch","FAINT","21.908515","51.710954","13.743","0.07","-23.909","0.069","2459905.064219","0.0033968","6.2378654","0.0000267","3.174","0.464","1.958262","0.156286","1802","143.934","4.55893","0.313457","149.586","974","16","244.686","2.6215","5301","168.9","4.41","0.08","0.99","0.05","","","0.912","0.119701","18,58","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"260040728","6346.01","","3","4","3","3","3","4","4","27.7","33.2","317","1","0","1","PC","PC","13.4352","0.006","1","qlp-s59-faintsearch","FAINT","62.78581","56.194956","-3.276","0.034","-1.188","0.03","2459933.411238","0.0020078","6.3111727","0.0000223","3.039","0.277","15.85292","1.055972","14495","972.113","14.8439","","130.71","941","19","508.418","6.848","5531","122","4.31","","1.14","","","","0.973","","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"467690903","6347.01","","3","4","3","3","3","4","4","38.6","99.4","128.98","0","0","1","PC","PC","11.2367","0.008","1","qlp-s59-faintsearch","FAINT","61.169664","34.186114","-3.943","0.094","5.284","0.043","2459935.419244","0.0017089","3.9332583","0.0004889","4.438","0.221","5.488129","0.181222","5042","166.898","14.1242","0.672923","1666.08","1779","43","547.43","11.8205","6699.9","113.2","4.04","0.09","1.89","0.08","0.02","0.01","1.42","0.243362","59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"321258259","6348.01","","3","4","3","3","3","4","4","31.8","33.8","317","0","0","1","PC","PC","13.3256","0.016","1","qlp-s59-faintsearch","FAINT","82.298002","57.656327","2.392","0.038","-3.295","0.037","2459933.238043","0.0021107","3.6894234","0.0000128","2.085","0.391","5.970564","0.865853","5484","797.162","16.5011","","246.061","1103","12","720.125","16.3905","5776","122","4.03","","1.63","","","","1.04","","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"470450936","6349.01","","3","4","3","3","3","4","4","10.3","44","27.74","0","0","1","PC","PC","12.2124","0.006","1","qlp-s59-faintsearch","FAINT","66.202403","53.128211","-3.829","0.054","-31.451","0.038","2459931.665595","0.0031806","2.7934699","0.0000132","2.8","0.437","2.694882","0.190064","2479","175.04","5.70537","0.403159","746.786","1456","15","350.759","4.0735","5635","186","4.27","0.08","1.21","0.06","","","0.999","0.130448","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"266609407","6350.01","","3","4","3","3","3","4","4","29.5","82.1","90.69","1","0","1","PC","PC","13.3199","0.03","1","qlp-s59-faintsearch","FAINT","61.411126","50.053394","-2.474","0.053","-5.489","0.038","2459933.220302","0.0020144","2.4766677","0.0000084","2.457","0.486","10.612655","0.792691","9727","729.829","11.4749","","1029.38","1578","22","602.08","10.2945","6197.6","178","4.4","","1.14","","-0.061","0.168","1.19","","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"392674549","6351.01","","3","4","3","3","3","4","4","18","42.6","124.79","1","0","1","PC","PC","12.982","0.071","1","qlp-s59-faintsearch","FAINT","56.411132","63.964967","7.314","0.029","-9.645","0.035","2459926.653788","0.0029144","6.7510278","0.0000283","4.011","0.393","6.916408","0.382335","6350","352.082","13.8093","","149.336","973","18","575.503","6.573","5024","122","","","1.67","","","","","","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"459102737","6352.01","","3","4","4","3","3","4","4","13.2","80.5","33.59","6","3","1","PC","APC","11.0529","0.006","1","qlp-s59-faintsearch","FAINT","61.460788","64.254302","11.942","0.042","49","0.043","2459936.48409","0.0012453","7.4562671","0.0000128","1.682","0.499","3.377545","0.404802","3106","372.767","6.40887","0.444653","55.5163","760","26","213.45","1.3735","5822","178.5","4.51","0.08","0.95","0.05","","","1.048","0.147468","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-27"
+"259810421","6353.01","","3","4","3","3","3","4","4","31.1","73.1","106.12","1","0","1","PC","PC","12.5755","0.015","1","qlp-s59-faintsearch","FAINT","63.193935","46.761464","10.857","0.067","-11.669","0.044","2459935.210603","0.001739","2.5048108","0.0000073","3.434","0.274","6.747056","0.297689","6195","274.144","12.5335","0.976046","1701.78","1789","30","615.476","26.024","6080","120.7","4.07","0.1","1.62","0.12","0.153","0.112","1.14","0.160506","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"355418639","6354.01","","3","4","3","3","3","4","4","10.2","51.7","93.26","0","14","1","PC","PC","12.0763","0.006","1","qlp-s59-faintsearch","FAINT","78.043429","53.706778","6.518","0.072","-10.942","0.062","2459907.478398","0.0031316","18.7541398","0.0000764","3.925","0.532","6.903296","0.511086","6338","470.617","11.641","1.06023","59.4985","773","20","512.561","9.5145","6681.2","104.7","4.31","0.11","1.37","0.11","-0.091","0.043","1.414","0.232524","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"98613492","6355.01","","3","4","3","3","3","4","4","21.7","80.9","28.94","2","2","1","PC","PC","11.8275","0.006","1","qlp-s59-faintsearch","FAINT","79.724105","47.54723","-1.017","0.073","-19.097","0.067","2459934.888565","0.0011195","1.0617107","0.0000019","1.067","0.355","2.575161","0.293566","2369","270.348","5.85456","0.446364","916.847","1533","22","317.292","4.4925","5589","150","4.38","0.08","1.06","0.06","","","0.987","0.128232","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"9136777","6356.01","","3","4","3","3","3","4","4","78.8","99.7","317","4","0","1","PC","PC","11.8848","0.006","1","qlp-s59-faintsearch","FAINT","67.605011","56.394465","4.196","0.06","-18.435","0.051","2459930.555384","0.0003991","3.7799201","0.0000021","3.493","0.059","18.129224","0.278056","16559","256.066","16.2502","1.75456","674.743","1419","128","374.605","6.7325","6121.6","97","4.38","0.12","1.14","0.12","-0.113","0.034","1.156","0.155818","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"122881136","6357.01","","3","4","3","3","3","4","4","17.4","62.8","82.07","1","0","1","PC","PC","13.2012","0.011","1","qlp-s59-faintsearch","FAINT","77.588903","39.673657","-0.991","0.044","-0.604","0.031","2459933.829498","0.0029522","5.1941869","0.000024","1.581","0.316","6.484887","1.216934","5955","1120.21","10.8037","","85.2496","846","9","621.191","9.703","6085.6","129.7","4.43","","1.08","","-0.045","0.12","1.14","","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"259708416","6358.01","","3","4","3","3","3","4","4","17.7","46.4","119.84","1","0","1","PC","PC","12.566","0.011","1","qlp-s59-faintsearch","FAINT","62.800827","43.600898","8.708","0.048","-4.996","0.035","2459930.30884","0.004974","5.3802465","0.000028","3.538","0.513","4.165263","0.345257","3829","317.943","13.5242","0.973538","538.751","1342","15","858.675","18.2045","6476.4","150.6","3.97","0.1","1.98","0.12","0.165","0.035","1.32","0.209644","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"267617257","6359.01","","3","4","3","3","3","4","4","16.2","56.8","86.28","1","0","2","PC","PC","13.0074","0.025","1","qlp-s59-faintsearch","FAINT","63.165074","50.15895","0.614","0.069","-2.8","0.045","2459934.924254","0.0031517","2.4398136","0.0000118","3.751","0.499","4.747431","0.301441","4363","277.599","11.128","","7439.71","2587","18","1055.41","36.91","8184.6","121","4.29","","1.67","","0.341","0.112","2","","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"458987621","6360.01","","3","4","3","3","3","4","4","34.5","119.5","59.61","2","2","1","PC","PC","11.6033","0.029","1","qlp-s59-faintsearch","FAINT","59.368818","64.321242","-6.903","0.046","2.102","0.051","2459936.550769","0.0007975","1.9765848","0.0000024","1.347","0.146","3.730477","0.299004","3430","275.355","8.95604","0.487971","674.183","1419","31","346.061","4.107","6799","227.7","4.41","0.09","1.25","0.05","","","1.46","0.258621","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"450308346","6361.01","","3","4","3","3","1","4","4","27.8","94.7","104.22","1","0","0","PC","PC","13.4852","0.006","1","qlp-s59-faintsearch","FAINT","71.453407","57.272036","16.029","0.04","3.246","0.035","2459926.607636","0.0016385","5.9419732","0.0014453","2.361","0.232","23.935294","1.457319","21804","1341.34","12.3895","","67.643","798","22","364.939","3.4755","5206","122","4.56","","0.81","","","","0.885","","59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"148514918","6362.01","","3","4","3","3","3","4","4","12.5","46.3","84.72","0","0","1","PC","PC","13.3133","0.008","1","qlp-s59-faintsearch","FAINT","77.761817","62.67788","-4.894","0.03","-1.381","0.031","2459932.637758","0.0028824","6.0602101","0.0000317","3.036","0.375","9.724933","0.692982","8917","638.056","11.0384","","252.333","1110","17","755.957","13.6935","6252","122","4.35","","1.22","","","","1.21","","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"311284709","6363.01","","3","4","3","3","3","4","4","32.2","46.7","317","1","13","1","PC","PC","11.6603","0.007","1","qlp-s59-faintsearch","FAINT","86.155099","50.377688","2.351","0.061","-6.771","0.056","2459929.14978","0.0013048","6.583694","0.0000139","4.635","0.274","5.335367","0.192851","4902","177.607","19.1169","1.12787","611.047","1385","41","809.782","31.8375","6600.9","105.2","3.8","0.09","2.45","0.14","-0.180875","0.0112476","1.38","0.22674","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"407517154","6364.01","","3","4","3","3","1","4","4","5.9","53.8","87.47","1","0","0","PC","PC","13.2114","0.009","1","qlp-s59-faintsearch","FAINT","2.732086","78.899729","-9.927","0.032","2.806","0.032","2459899.625001","0.0018864","25.8866192","0.000066","3.737","0.713","15.214119","1.382131","13915","1272.18","11.2641","","14.5766","544","30","390.021","2.553","5326","122","4.6","","0.8","","","","0.92","","18,19,24,25,52,58,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"272994016","6365.01","","3","4","3","3","1","4","4","28.3","59.3","123.66","0","0","0","PC","PC","13.4756","0.015","1","qlp-s59-faintsearch","FAINT","67.575991","48.320207","5.081","0.049","1.32","0.027","2459934.072463","0.0033021","3.0496565","0.0000158","3.455","0.46","7.36559","0.628783","6761","578.963","13.7764","","817.877","1489","15","617.476","11.8255","5568","122","4.08","","1.5","","","","0.98","","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"279851358","6366.01","","1","4","1","3","3","4","4","","","317","3","4","1","PC","PC","10.9113","0.006","1","qlp-s59-faintsearch","FAINT","53.29481","61.342927","-3.479","0.048","2.465","0.054","2459932.031487","0.0012532","18.893475","0.000128","3.457","0.588","6.809331","2.462308","6252","2265.3","","","2296.08","","36","612.388","13.7825","13896","","","","","","","","","","19,59","found in faint-star QLP search; no stellar radius","2023-05-03","2024-08-22","2024-08-22"
+"259502942","6367.01","","3","5","5","3","1","4","4","20.4","69.2","41.72","0","0","0","PC","PC","14.4594","0.008","1","qlp-s59-faintsearch","FAINT","75.559559","48.741856","-12.964","0.105","14.626","0.083","2459933.713713","0.0041053","2.1653281","0.000786","2.732","0.366","20.547506","1.653543","18747","1521.81","7.31275","0.428015","146.971","970","13","216.77","2.611","3510","157","4.71","0.01","0.54","0.02","","","0.532327","0.0208833","59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"274002141","6368.01","","3","4","3","3","1","4","4","108.5","327.1","87.93","2","0","0","PC","PC","14.5853","0.008","1","qlp-s59-faintsearch","FAINT","86.975303","41.942327","20.81","0.137","-126.002","0.115","2459935.162255","0.000024","1.6197991","0.000001","0.95","0.002","34.297007","0.822078","31095","756.875","11.4253","0.367142","31.7825","661","12","100.741","1.1189","3192","157","4.92","","0.31","0.01","","","0.282616","0.0205617","59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"274472658","6369.01","","3","4","3","3","3","4","4","6.9","35.2","44.11","1","2","1","PC","PC","11.4974","0.006","1","qlp-s59-faintsearch","FAINT","69.250535","49.614861","8.466","0.054","-12.59","0.036","2459934.394703","0.006208","13.2329062","0.0001712","6.245","1.145","3.263193","0.175485","3001","161.615","7.5049","1.62974","295.457","1155","21","445.311","7.918","6461.3","121.6","4.11","0.19","1.67","0.35","0.072","0.067","1.313","0.199147","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"251705938","6370.01","","3","4","3","3","1","4","4","50.1","50.3","317","2","0","0","PC","PC","12.0907","0.018","1","qlp-s59-faintsearch","FAINT","46.542182","57.075669","-8.094","0.063","-11.329","0.062","2459934.386386","0.0006858","2.9124991","0.0000034","4.175","0.117","8.001976","0.156289","7343","143.937","16.4233","0.790085","1711.93","1792","82","534.894","9.903","6051","164.5","3.94","0.08","1.89","0.09","","","1.13","0.162102","18,58,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"279725262","6371.01","","3","4","4","3","3","4","4","59.4","129","117.89","4","0","1","PC","PC","12.0402","0.04","1","qlp-s59-faintsearch","FAINT","52.613744","61.635772","3.829","0.043","-8.597","0.043","2459934.367358","0.0004702","1.8597817","0.0000015","1.156","0.067","6.074282","0.361703","5579","333.085","13.3278","0.730392","260.966","1119","39","431.523","5.7985","5751","234.2","4.19","0.09","1.35","0.07","","","1.03","0.135808","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"115899725","6372.01","","2","4","2","2","3","4","4","3.3","42.1","7.09","1","2","3","PC","PC","11.3035","0.006","1","qlp-s59-faintsearch","FAINT","84.480806","35.294717","-8.964","0.068","-141.121","0.052","2459934.577923","0.004263","6.5587386","0.0000592","2.196","0.384","1.516747","0.128116","1396","117.992","2.56709","0.252437","30.3163","653","13","93.6289","0.33025","4337","122","4.63","0.1","0.66","0.06","","","0.68","0.0811744","19,43,44,45,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"286951368","6373.01","","3","4","3","3","3","4","4","21.7","25.1","317","3","0","1","PC","PC","12.5799","0.01","1","qlp-s59-faintsearch","FAINT","82.782624","60.386769","-0.903","0.029","-7.213","0.03","2459932.578534","0.0019043","4.9613647","0.0000164","4.318","0.255","6.585378","0.291434","6047","268.385","14.2376","0.738403","916.634","1532","30","767.899","12.911","6592","135.7","4.1","0.09","1.72","0.08","","","1.37","0.229539","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"468501184","6374.01","","3","4","3","3","3","4","4","33.5","36.1","317","1","0","1","PC","PC","12.7022","0.02","1","qlp-s59-faintsearch","FAINT","13.872298","73.464164","-4.925","0.026","7.215","0.027","2459933.264523","0.0009781","4.5944948","0.0000055","3.482","0.209","11.840221","0.368671","10846","339.501","14.2928","0.748715","424.183","1264","62","515.735","4.4875","5890","178.7","4.24","0.08","1.3","0.06","","","1.07","0.135665","18,19,24,58,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"390410937","6375.01","","3","4","3","3","1","4","4","26.5","27.9","317","1","0","0","PC","PC","13.1429","0.016","1","qlp-s59-faintsearch","FAINT","43.041829","63.639521","4.348","0.02","-3.014","0.033","2459934.24396","0.0016254","3.0679061","0.0000068","2.645","0.193","7.784338","0.347242","7144","319.771","15.0074","","921.092","1534","26","913","18.5485","6632","122","4.12","","1.7","","","","1.39","","18,19,58,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"9441591","6376.01","","3","4","3","3","3","4","4","16.6","39.5","104.99","0","0","1","PC","PC","12.7346","0.014","1","qlp-s59-faintsearch","FAINT","68.709655","55.889117","0.996","0.032","-3.598","0.025","2459934.822357","0.0032301","4.7185893","0.0000284","5.576","0.528","4.207771","0.229237","3868","211.113","12.5103","0.758018","1274.32","1664","17","823.754","14.9365","6039.7","106.3","3.86","0.08","2.06","0.1","0.234","0.057","1.12","0.153754","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"187532854","6377.01","","5","5","5","5","5","5","5","28.5","76.3","66.5","0","3","1","PC","FP","12.2059","0.006","1","qlp-s59-faintsearch","FAINT","77.869302","37.923226","14.737","0.071","-10.008","0.053","2459934.8744","0.0015851","1.6513066","0.000004","0.82","0.237","1.90279","0.526426","1751","484.739","9.54979","0.916504","231.366","1086","10","536.017","11.7625","5887.6","129.7","4.13","0.09","1.47","0.1","-0.653582","0.0356921","1.068","0.136539","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"251594291","6378.01","","3","4","3","3","3","4","4","12.3","58.4","98.02","2","0","1","PC","PC","13.4948","0.028","1","qlp-s59-faintsearch","FAINT","45.819803","59.308616","0.645","0.031","-1.775","0.048","2459916.231219","0.0028061","12.9589981","0.0000519","3.683","0.286","18.343425","0.941084","16753","866.395","11.9733","","60.044","775","21","489.542","5.5595","5925","122","4.52","","0.94","","","","1.08","","18,58,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"450308271","6379.01","","3","4","3","3","3","4","4","122.1","248.8","100.86","1","0","1","PC","PC","12.8552","0.006","1","qlp-s59-faintsearch","FAINT","71.496006","57.313785","-7.253","0.033","14.751","0.031","2459936.127449","0.0008563","1.5057127","0.0001029","0.244","0.083","5.849389","19.175564","5373","17506.3","12.1483","3.73349","9.00759","482","12","173.849","0.6825","4335","148.2","4.65","0.1","0.64","0.05","","","0.678","0.0811509","59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"458890024","6380.01","TIC 458890024.01","3","4","3","3","3","4","4","10.3","55.3","27.53","2","2","1","PC","PC","11.8123","0.006","1","qlp-s59-faintsearch","FAINT","48.459307","65.26786","5.201","0.027","-11.723","0.051","2459933.989586","0.0026947","5.1404883","0.0000148","1.988","0.333","3.148854","0.247321","2896","227.765","5.66149","0.406857","76.7777","824","20","240.108","2.4045","5155","139.6","4.44","0.09","0.93","0.06","","","0.871","0.107835","18,19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"470653603","6381.01","","3","4","3","3","4","4","4","7.4","65.1","18.81","2","2","3","PC","PC","10.7233","0.006","1","qlp-s59-faintsearch","FAINT","85.719553","44.670005","5.441","0.08","-25.808","0.07","2459929.634393","0.0020731","8.9270275","0.0000253","2.409","0.71","2.565366","0.270756","2360","249.344","4.54883","0.340382","56.8769","765","23","149.566","1.224","5492","135.8","4.56","0.08","0.85","0.05","","","0.963","0.121331","19,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"367522211","6382.01","","3","4","3","3","3","4","4","6.1","39.5","112.54","1","0","1","PC","PC","12.6924","0.015","1","qlp-s59-faintsearch","FAINT","78.499921","33.283238","3.275","0.045","-5.701","0.033","2459894.73853","0.0030561","35.3712924","0.0002101","1.907","0.298","4.761608","0.875486","4376","806.027","13.0539","0.925591","3.89814","391","10","708.125","11.259","6702","109","4.35","0.09","1.32","0.07","0.028207","0.0314441","1.42","0.235381","19,43,44,45,59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"328513434","6383.01","","3","4","4","3","3","4","4","68.8","169.2","88.99","4","0","1","PC","PC","14.4506","0.007","1","qlp-s59-faintsearch","FAINT","60.424695","60.891368","41.134","0.063","-51.191","0.07","2459933.595246","0.0010596","1.7904917","0.0001515","1.223","0.086","52.626682","3.286259","47315","3022.18","11.4109","0.480695","31.6712","660","28","171.319","1.323","3425","157","4.78","0.01","0.46","0.01","","","0.453737","0.0204697","59","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"16550540","6384.01","","3","4","4","3","1","4","4","24.8","72.5","58.02","2","0","0","PC","PC","14.394","0.009","1","qlp-s60-faintsearch","FAINT","102.684596","40.872865","4.315","0.081","-25.638","0.071","2459959.556369","0.0033691","2.4810218","0.0007191","1.541","0.244","27.124383","2.547866","24673","2343.92","8.87122","0.629245","43.5124","715","15","259.341","3.0965","3691","157","4.65","0.01","0.6","0.02","","","0.584702","0.0206081","60","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"16552586","6385.01","","3","4","3","3","3","4","4","36.8","50.2","317","0","0","1","PC","PC","13.4358","0.007","1","qlp-s60-faintsearch","FAINT","105.777773","39.551429","1.932","0.04","2.024","0.037","2459958.847447","0.0014246","2.8895991","0.0000062","3.647","0.159","14.851931","0.60051","13586","552.937","18.732","","1619.54","1767","43","1216.71","33.985","6451.9","136.8","4.19","","1.51","","-0.147405","0.127535","1.31","","20,47,60","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"138344895","6386.01","","3","4","3","3","3","4","4","15.5","56","102.12","0","0","1","PC","PC","13.0817","0.008","1","qlp-s60-faintsearch","FAINT","85.392323","79.503765","1.647","0.025","0.68","0.029","2459958.684389","0.0021215","6.2663565","0.0000252","1.359","0.269","6.228241","1.028507","5720","946.841","12.2751","","52.4199","749","12","776.855","10.4695","6316","122","4.36","","1.22","","","","1.24","","19,20,40,52,53,59,60","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"459982699","6387.01","","3","4","4","3","2","4","4","88","168","107.44","2","0","1","PC","PC","14.9787","0.007","1","qlp-s60-faintsearch","FAINT","256.321784","64.930099","7.161","0.125","13.056","0.11","2459961.822257","0.0003962","1.1669652","0.0000016","0.562","0.071","31.025364","10.060111","28171","9222.91","12.7459","1.07917","21.7929","601","49","240.373","3.925","3452","157","4.76","0.01","0.48","0.02","","","0.474555","0.0214036","40,41,47,48,49,50,51,52,53,54,55,56,57,58,59,60","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"16776356","6388.01","","3","4","3","3","3","4","4","124.4","148.8","317","2","0","1","PC","PC","13.3476","0.007","1","qlp-s60-faintsearch","FAINT","122.978937","38.346134","-7.305","0.04","-9.565","0.029","2459962.155168","0.0016605","1.3940614","0.0002032","0.925","0.324","9.972545","25.611482","9143","23313","20.0134","","591.468","1373","15","557.187","7.796","5402","122","4.43","","0.98","","","","0.94","","60","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"239159011","6389.01","","3","4","3","3","3","4","4","11.4","18.8","317","1","0","1","PC","PC","12.7613","0.007","1","qlp-s60-faintsearch","FAINT","113.185675","33.556826","-2.675","0.047","-3.242","0.044","2459960.48611","0.0021296","15.8034785","0.0000775","1.648","0.462","7.626879","0.839097","7000","772.538","14.6849","0.978169","12.8934","527","16","791.689","16.583","6039.2","114.5","4.14","0.07","1.49","0.07","0.0996288","0.0271163","1.12","0.143119","20,44,45,46,47,60","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"318071201","6390.01","","3","4","3","3","3","4","4","25.7","34","317","2","0","1","PC","PC","13.032","0.007","1","qlp-s60-faintsearch","FAINT","108.713692","51.045549","0.449","0.035","-4.514","0.026","2459956.120171","0.001492","5.2434358","0.0000122","2.19","0.312","8.892668","0.72596","8157","668.41","15.7628","","164.202","997","28","836.498","17.3145","6174","122","4.24","","1.37","","","","1.18","","20,47,60","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"171922657","6391.01","","3","4","3","3","3","4","4","13.6","52.2","62.91","0","0","1","PC","PC","12.9713","0.015","1","qlp-s60-faintsearch","FAINT","97.09113","35.741333","9.165","0.039","-29.316","0.034","2459958.667743","0.0028116","5.01345","0.0000264","3.437","0.281","8.312651","0.35138","7627","323.581","9.1986","0.592295","278.509","1138","29","513.641","6.274","5505.9","117.1","4.36","0.08","1.07","0.06","-0.08","0.058","0.97","0.126347","20,44,45,60","found in faint-star QLP search; two fainter stars (delta Tmag~3) in pixel though this appears to be the correct source based on the difference image","2023-05-03","2024-08-22","2024-08-22"
+"88460991","6392.01","","3","4","3","3","3","4","4","15.1","50","96.24","0","0","1","PC","PC","12.7094","0.007","1","qlp-s60-faintsearch","FAINT","105.523795","65.286684","-1.129","0.018","-29.285","0.027","2459961.921815","0.0024518","6.9603975","0.0000265","3.734","0.934","6.772184","0.594205","6218","547.133","11.906","0.78331","302.518","1161","25","658.966","9.317","5837","127.8","4.2","0.08","1.36","0.07","","","1.05","0.132695","20,47,60","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"147821208","6393.01","","2","4","2","2","4","4","4","1.7","24.2","7.35","1","1","4","PC","PC","11.7801","0.006","1","qlp-s60-faintsearch","FAINT","141.243692","68.788313","22.084","0.035","3.807","0.048","2459961.061588","0.0085451","9.5315703","0.0001152","2.695","0.584","1.189533","0.13738","1095","126.524","2.62547","0.23911","39.0679","696","10","186.229","1.054","5022","125.4","4.59","0.09","0.77","0.05","","","0.835","0.0973347","14,20,40,41,47,60","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"309512152","6394.01","","3","4","3","3","3","4","4","20.1","32.9","317","1","0","1","PC","PC","12.5085","0.009","1","qlp-s60-faintsearch","FAINT","99.132997","40.369807","9.813","0.051","-10.683","0.045","2459944.684979","0.0017746","13.026976","0.0000333","5.16","0.394","11.263015","0.493802","10320","454.705","16.5308","1.26172","110.559","903","38","606.491","11.108","5817.2","185.7","4.13","0.1","1.46","0.11","0.285","0.182","1.05","0.14468","20,60","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"191998744","6395.01","","3","4","3","3","3","4","4","22.6","67.6","111.16","3","3","1","PC","PC","11.475","0.008","1","qlp-s60-faintsearch","FAINT","103.802923","45.324206","-2.935","0.066","-5.694","0.062","2459958.614324","0.0028126","2.8140328","0.0000164","4.309","0.425","5.711856","0.253172","5247","233.153","12.904","0.904141","5118.7","2356","22","896.944","36.626","7487.8","138.5","3.98","0.09","2.22","0.12","0.308","0.017","1.72","0.27942","20,47,60","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"73244652","6396.01","","5","5","5","5","5","5","5","21.5","28.6","317","0","0","0","PC","FP","11.8431","0.009","1","qlp-s60-faintsearch","SPOC/QLP","122.519401","63.826237","-0.649","0.057","-3.465","0.055","2459600.062651","0.0018613","8.2100724","0.000036","1.37","0.538","4.558792","0.399914","4190","368.267","15.5396","4.21304","105.793","893","17","720.484","22.2375","6427","128","3.97","0.09","1.96","0.1","","","1.3","0.206964","20,47,60","found in faint-star QLP search; varying transit depth and possible odd-even","2023-05-03","2023-02-23","2023-05-16"
+"359629653","6397.01","","3","4","3","3","3","4","4","103.5","103.3","317","0","0","1","PC","PC","13.1766","0.006","1","qlp-s60-faintsearch","FAINT","280.06484","58.987508","-6.335","0.028","-6.053","0.026","2459960.018674","0.0005412","1.6707289","0.0000013","0.707","0.242","2.998597","18.639069","2758","17020.7","17.2506","","289.366","1149","31","430.356","2.361","5041","122","4.43","","0.93","","","","0.84","","14,15,16,17,18,19,20,21,22,23,24,25,40,41,47,48,49,50,51,53,54,55,56,57,58,59,60","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"353586703","6398.01","TIC 353586703.01","5","5","5","5","5","5","5","37.6","114.3","101.42","2","11","1","PC","FP","12.1953","0.007","1","qlp-s60-faintsearch","FAINT","96.518294","39.794575","-2.866","0.082","0.484","0.075","2459961.599204","0.0006417","3.0043128","0.0000027","0.714","0.221","6.534039","1.956173","6000","1800.08","12.1874","1.36016","61.8402","781","19","502.17","10.247","6405","122.9","4.41","0.09","1.17","0.06","","","1.29","0.208437","20,60","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"287207371","6399.01","","3","4","3","3","3","4","4","5.5","19.7","82.04","1","0","1","PC","PC","13.1843","0.008","1","qlp-s60-faintsearch","FAINT","110.774836","65.472407","5.774","0.022","1.426","0.036","2459960.22282","0.0097729","12.6427441","0.0002642","7.917","1.054","8.443948","0.294555","7747","271.258","10.8159","","269.47","1128","29","958.967","30.187","5605","122","3.94","","1.76","","","","0.99","","20,47,60","found in faint-star QLP search; possible slight depth aperture correlation","2023-05-03","2024-08-22","2024-08-22"
+"88999533","6400.01","","3","4","3","3","3","4","4","13","16.6","317","0","1","1","PC","PC","12.349","0.007","1","qlp-s61-faintsearch","FAINT","123.192189","-4.247711","-0.397","0.072","-0.689","0.05","2459983.780715","0.0047633","5.0358501","0.0000301","6.391","0.626","4.303691","0.239907","3956","220.938","15.0966","1.21984","3403.81","2127","19","1533.65","99.74","7455","128.1","3.85","0.1","2.57","0.18","","","1.71","0.274859","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"150470555","6401.01","","3","4","3","3","3","4","4","","","317","3","0","1","PC","PC","12.6839","0.013","1","qlp-s61-faintsearch","FAINT","117.623101","-33.508259","-4.052","0.042","5.705","0.041","2459983.676263","0.001946","3.0199448","0.0000063","2.129","0.162","12.35953","0.605932","11319","557.928","","","","","22","848.343","18.358","","","","","","","","","","","7,8,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"265076459","6402.01","TIC 265076459.01","3","4","4","3","3","4","4","30.9","87","101.62","3","2","2","PC","PC","12.23","0.008","1","qlp-s61-faintsearch","FAINT","127.162836","2.71044","5.025","0.071","1.62","0.051","2459986.099782","0.0013128","3.4053234","0.0000046","1.794","0.619","5.228446","2.193719","4804","2018.45","12.264","1.83472","696.43","1431","30","552.846","12.5335","6111","131.3","4.26","0.09","1.32","0.07","","","1.15","0.161272","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"94405787","6403.01","","3","4","3","3","3","4","4","0","11.9","65.45","0","0","3","PC","PC","12.9298","0.006","1","qlp-s61-94405787","FAINT","115.527073","-13.460841","-5.129","0.034","0.786","0.028","2459979.393533","0.0000099","742.682809","0.0000011","5.052","0.005","12.885679","0.189696","11798","174.701","9.50064","0.495088","0.0343651","119","13","517.363","6.128","5931","149.7","4.49","0.08","0.98","0.05","","","1.082","0.127512","7,34,61","found in faint-star QLP search; period likely several times shorter than max period of ~742.7 days","2023-05-03","2024-08-22","2024-08-22"
+"141395223","6404.01","","3","4","3","3","3","4","4","24.2","84.6","59.47","0","0","1","PC","PC","12.4628","0.006","1","qlp-s61-faintsearch","FAINT","117.137486","-22.469651","-11.008","0.027","15.291","0.028","2459985.463213","0.0012278","3.7442969","0.000005","1.378","0.142","7.564557","0.544353","6943","501.242","8.95062","0.604043","58.7809","771","26","312.797","2.0575","5114","127.4","4.45","0.09","0.92","0.05","","","0.86","0.100942","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"142908390","6405.01","","3","4","3","3","3","4","4","22.1","102.3","57.61","0","0","1","PC","PC","12.2657","0.006","1","qlp-s61-faintsearch","FAINT","119.257496","-20.463623","-21.265","0.038","-4.459","0.037","2459980.170942","0.001061","6.7392054","0.0000087","0.839","0.192","5.63873","1.885584","5180","1735.18","8.73795","1.00512","4.48575","405","14","190.315","1.092","4557","128.1","4.52","0.1","0.77","0.06","","","0.719","0.0901292","7,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"31605271","6406.01","","3","4","3","3","1","4","4","62.4","157.6","95.56","1","0","0","PC","PC","13.0461","0.006","1","qlp-s61-faintsearch","FAINT","127.890276","-0.535341","-13.614","0.043","-10.709","0.03","2459984.134429","0.0005281","2.2314165","0.0000012","1.255","0.065","19.292378","0.961161","17612","884.87","11.7385","","106.977","895","59","322.174","2.7755","4956.1","242.6","4.59","","0.75","","0.087","0.225","0.817","","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"97925605","6407.01","","3","4","3","3","1","4","4","10.4","34","83.38","2","0","0","PC","PC","12.1158","0.006","1","qlp-s61-faintsearch","FAINT","107.848439","-33.070587","4.922","0.042","-0.337","0.044","2459973.681274","0.0029789","8.9913818","0.0000319","6.905","0.463","3.610641","0.13654","3320","125.75","10.912","0.644327","467.293","1295","32","671.665","14.3675","5863","131.9","3.92","0.08","1.88","0.1","","","1.06","0.128752","7,33,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"452867348","6408.01","","3","4","4","3","3","4","4","14.7","67.8","86.22","3","0","1","PC","PC","13.9983","0.009","1","qlp-s61-faintsearch","FAINT","120.576416","2.504711","15.829","0.071","-32.27","0.044","2459986.095759","0.0039964","8.0924283","0.0030755","2.047","0.353","23.820976","2.415854","21701","2222.61","11.0971","0.67287","8.0575","469","12","268.499","2.7785","3821","157","4.58","0.01","0.69","0.02","","","0.657426","0.0206919","61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"97279971","6409.01","","3","4","4","3","1","4","4","78.6","98.8","317","3","0","0","PC","PC","12.2411","0.006","1","qlp-s61-faintsearch","FAINT","106.450137","-35.256137","-2.825","0.039","5.019","0.045","2459987.356029","0.0006127","1.5304279","0.000001","2.951","0.155","10.362704","0.244313","9499","224.995","19.1928","0.925587","4037.72","2220","111","734.456","14.044","6476","135.9","4.09","0.09","1.72","0.08","","","1.32","0.220272","6,7,33,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"142916753","6410.01","","3","4","3","3","3","4","4","18.1","58.7","110.23","1","15","1","PC","PC","12.6159","0.006","1","qlp-s61-faintsearch","FAINT","119.337294","-18.758919","-6.722","0.039","-0.224","0.039","2459979.307311","0.0028631","5.1491091","0.0000134","4.667","0.558","9.508045","0.416276","8719","383.331","12.8079","0.772268","1104.38","1606","30","839.513","21.5705","6648","131.8","4.25","0.09","1.46","0.08","","","1.399","0.229885","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"106829921","6411.01","","3","4","3","3","1","4","4","5.4","30.2","42.13","0","0","0","PC","PC","13.075","0.006","1","qlp-s61-faintsearch","FAINT","110.275132","-26.799545","0.768","0.025","6.67","0.029","2459987.565605","0.0083289","8.2165446","0.000081","3.438","0.532","5.774071","0.457048","5304","420.868","7.33005","","172.843","1010","13","653.557","7.765","6114","122","4.43","","1.09","","","","1.152","","7,33,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"176082442","6412.01","","3","4","3","3","1","4","4","14.3","41.7","93.86","0","0","0","PC","PC","13.1167","0.006","1","qlp-s61-faintsearch","FAINT","121.488687","-18.383274","-1.848","0.031","-4.76","0.025","2459981.680244","0.0023661","3.9802888","0.0000108","1.382","0.241","4.431234","0.556317","4073","512.256","11.6985","","106.678","895","13","934.231","17.7295","5991","122","4.12","","1.52","","","","1.1","","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"170466784","6413.01","","3","4","3","3","3","4","4","13.6","61.1","90.4","0","0","1","PC","PC","12.9494","0.007","1","qlp-s61-faintsearch","FAINT","122.54919","-6.802751","-43.753","0.05","-5.597","0.031","2459974.167838","0.0020181","10.8310228","0.0000226","1.516","0.251","8.423159","1.031918","7728","949.98","11.3849","0.750872","12.0417","518","17","490.336","6.1595","5524.8","113.5","4.44","0.08","0.98","0.05","-0.413","0.051","0.97","0.125301","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"169191182","6414.01","","3","4","3","3","2","4","4","3.3","32.5","18.63","2","2","2","PC","PC","10.3377","0.006","1","qlp-s61-faintsearch","FAINT","127.289101","-2.11667","-22.189","0.068","-8.682","0.042","2459987.730483","0.0046659","17.7607727","0.0000768","4.474","0.695","1.51131","0.090836","1391","83.6599","4.52589","0.317312","71.0596","808","20","238.113","2.3515","6180.8","151.5","4.28","0.09","1.31","0.07","0.104","0.096","1.182","0.172514","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"157050713","6415.01","","3","4","3","3","1","4","4","5.4","35.8","78.49","2","0","0","PC","PC","13.4164","0.006","1","qlp-s61-faintsearch","FAINT","104.75678","-36.361061","-1.383","0.029","10.698","0.036","2459981.628151","0.0062943","20.8380576","0.0001144","3.561","1.064","11.872053","0.906059","10875","834.163","10.4977","","37.6029","689","18","662.479","7.6605","6165","122","4.48","","1.03","","","","1.17","","6,7,33,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"106626059","6416.01","","3","4","3","3","1","4","4","35.1","69.2","317","1","0","0","PC","PC","13.097","0.019","1","qlp-s61-faintsearch","FAINT","110.165271","-27.661236","5.334","2.114","6.162","2.114","2459980.202369","0.0014107","8.2330943","0.0000116","3.172","0.102","32.912852","0.957002","29859","881.043","","","","","47","824.51","","","","","","","","","","","","7,33,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"95191643","6417.01","","3","4","4","3","3","4","4","40.8","42","317","2","16","1","PC","PC","11.7024","0.007","1","qlp-s61-faintsearch","FAINT","115.848264","-8.523214","4.727","0.059","-8.443","0.05","2459987.101904","0.0009202","3.3458255","0.000006","3.821","0.129","6.60504","0.156593","6065","144.217","14.8231","0.775876","1120.52","1611","60","577.753","13.5065","6089","121.8","4.01","0.08","1.75","0.09","","","1.14","0.158946","34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"36022284","6418.01","","3","4","4","3","3","4","4","24.4","72.5","94.22","2","0","1","PC","PC","12.5598","0.006","1","qlp-s61-faintsearch","FAINT","118.004125","-11.412431","-14.807","0.04","-1.17","0.03","2459980.519131","0.0013861","4.6478092","0.0000065","3.454","0.151","10.141305","0.309601","9297","285.112","11.76","0.668465","312.405","1171","48","474.94","6.125","5510","131.4","4.28","0.08","1.19","0.06","","","0.967","0.117043","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"144037593","6419.01","","3","4","3","3","1","4","4","18.1","60.3","81.39","1","0","0","PC","PC","12.9149","0.008","1","qlp-s61-faintsearch","FAINT","126.602788","-23.890808","-4.016","0.03","-0.323","0.024","2459981.589903","0.0023426","4.160454","0.0010498","2.572","0.295","11.29483","0.55046","10349","506.864","10.705","0.648843","315.01","1173","20","649.613","8.2655","5963","124.3","4.34","0.08","1.16","0.06","","","1.09","0.139545","61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"143526233","6420.01","","3","4","3","3","3","4","4","12.9","48.3","80.46","2","13","2","PC","PC","12.4877","0.006","1","qlp-s61-faintsearch","FAINT","125.544304","-19.124285","-8.847","0.054","1.867","0.046","2459985.848349","0.0022431","6.9615164","0.0000188","2.403","0.338","7.071579","0.400249","6492","368.575","10.6573","0.682895","106.619","895","20","634.712","14.7615","5994","127.4","4.2","0.08","1.37","0.07","","","1.1","0.144765","7,8,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"107617930","6421.01","","3","4","4","3","1","4","4","27.2","40.1","317","2","0","0","PC","PC","13.2808","0.017","1","qlp-s61-faintsearch","FAINT","111.153147","-25.071762","-3.004","0.025","1.437","0.033","2459985.803053","0.0021771","3.750778","0.000008","3.127","0.275","15.243848","0.638646","13942","588.042","17.4249","","903.749","1527","28","1182.83","27.87","6751","122","4.22","","1.54","","","","1.44","","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"140740440","6422.01","","3","4","3","3","3","4","4","15.1","54.6","60.52","1","0","1","PC","PC","12.6968","0.01","1","qlp-s61-faintsearch","FAINT","116.266841","-22.178797","5.475","0.025","8.666","0.029","2459985.504594","0.00326","3.7521603","0.0000135","2.1","0.309","5.958555","0.478071","5473","440.223","9.01204","0.617586","262.822","1121","16","577.888","6.8155","5917","135.3","4.32","0.08","1.19","0.06","","","1.08","0.130676","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"141458054","6423.01","","3","4","3","3","1","4","4","31.3","30.7","317","0","0","0","PC","PC","13.3579","0.01","1","qlp-s61-faintsearch","FAINT","117.257761","-19.23198","-1.268","0.028","1.686","0.027","2459985.558593","0.0021611","1.364829","0.000003","1.25","0.217","5.075719","0.632683","4664","582.553","15.8394","","957.887","1549","15","1370.47","40.705","6392","122","4.01","","1.85","","","","1.28","","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"98159959","6424.01","","3","4","3","3","1","4","4","10","40","44.17","0","0","0","PC","PC","13.2535","0.006","1","qlp-s61-faintsearch","FAINT","108.199941","-32.520061","-5.889","0.025","4.63","0.03","2459984.928734","0.0044642","2.0396825","0.0000112","2.473","0.511","4.819406","0.384693","4429","354.253","7.50494","","2000.39","1863","14","873.87","13.8545","6559","122","4.4","","1.22","","","","1.36","","7,33,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"107776260","6425.01","","3","4","3","3","3","4","4","9.4","37.6","95.25","0","2","1","PC","PC","11.9634","0.006","1","qlp-s61-faintsearch","FAINT","111.502316","-25.491586","-2.762","0.038","3.661","0.048","2459977.389004","0.002725","12.1422411","0.0000403","3.453","0.313","4.988457","0.216087","4584","199.004","11.7961","0.671513","110.449","903","24","792.402","18.2695","6716","127.8","4.07","0.09","1.83","0.09","","","1.428","0.231027","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"142420436","6426.01","","3","4","3","3","1","4","4","17.6","51","108.6","2","0","0","PC","PC","13.1896","0.008","1","qlp-s61-faintsearch","FAINT","118.60995","-19.656981","-1.532","0.03","-9.161","0.031","2459984.741697","0.0032844","3.8801586","0.0000139","3.656","0.419","8.876249","0.519342","8142","478.217","12.7189","","983.22","1560","19","996.119","23.8785","6371","122","4.23","","1.43","","","","1.27","","7,34,61","found in faint-star QLP search; brighter star nearby but this appears to be the correct source","2023-05-03","2024-08-22","2024-08-22"
+"22972676","6427.01","","3","4","3","3","1","4","4","4.3","23.2","53.73","0","0","0","PC","PC","12.4642","0.006","1","qlp-s61-faintsearch","FAINT","109.442564","-40.886052","-16.244","0.032","-0.295","0.035","2459961.906987","0.0061437","18.372561","0.0001171","4.807","0.652","4.690727","0.221441","4311","203.934","8.40725","0.533254","56.6794","764","17","601.941","6.736","5822","127.9","4.09","0.08","1.53","0.07","","","1.05","0.132868","7,8,33,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"238914510","6428.01","","3","4","4","3","1","4","4","49.7","55.8","317","3","0","0","PC","PC","13.1815","0.006","1","qlp-s61-faintsearch","FAINT","93.990574","-52.480213","-2.4","0.029","0.358","0.033","2459986.706088","0.0007113","1.6763835","0.0000011","1.509","0.201","14.50637","0.664238","13272","611.599","17.7371","","760.788","1463","66","972.897","13.118","6087","122","4.13","","1.52","","","","1.14","","1,5,6,7,8,11,28,32,34,35,38,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"348501452","6429.01","","3","4","3","3","3","4","4","10.5","36.3","53.37","0","10","1","PC","PC","12.3056","0.021","1","qlp-s61-faintsearch","FAINT","113.673153","-19.367018","-3.172","0.048","11.229","0.056","2459987.620891","0.0040451","2.4257176","0.0000195","2.581","0.484","2.015911","0.208515","1855","192.031","8.37058","0.686068","1677.9","1783","11","873.301","34.8295","6658","177.4","4.05","0.1","1.85","0.11","","","1.4","0.231409","34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"50211272","6430.01","","3","4","3","3","1","4","4","20.6","64.9","70.39","0","0","0","PC","PC","14.329","0.007","1","qlp-s61-faintsearch","FAINT","112.169668","-14.991169","-4.847","0.052","5.006","0.051","2459981.428415","0.002812","3.6024986","0.0014455","2.055","0.287","22.812618","2.420435","20792","2226.82","9.87637","0.681676","47.7872","732","12","333.252","3.758","3967","157","4.59","0.01","0.67","0.02","","","0.641581","0.0205605","61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"54141697","6431.01","","3","4","3","3","1","4","4","11.1","43.4","53.61","0","0","0","PC","PC","13.1583","0.008","1","qlp-s61-faintsearch","FAINT","118.138621","-12.108254","-3.443","0.032","-3.162","0.028","2459981.409845","0.0033678","3.5423487","0.0000129","1.35","0.303","3.802384","0.703967","3496","648.167","8.42588","","151.261","977","10","735.252","11.7635","6195","122","4.39","","1.15","","","","1.19","","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"141933255","6432.01","","3","4","3","3","3","4","4","25.2","80.7","84.81","4","0","1","PC","PC","12.7819","0.009","1","qlp-s61-faintsearch","FAINT","117.89849","-21.388003","4.22","0.025","0.719","0.025","2459984.307515","0.0011769","3.356169","0.0000049","1.434","0.166","8.110265","0.635902","7442","585.516","11.0376","0.632138","144.158","965","23","552.368","5.9075","5941","126.1","4.41","0.08","1.08","0.05","","","1.09","0.138718","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"266486214","6433.01","","3","4","3","3","3","4","4","0.1","10.9","68.06","0","9","2","PC","PC","11.3461","0.007","1","qlp-s61-faintsearch","FAINT","118.827577","4.77938","-0.603","0.203","2.696","0.135","2459237.888296","0.0000096","741.9398361","0.000001","3.178","0.005","4.749612","0.125467","4365","115.553","9.70279","0.74944","0.0147618","97","14","409.7","20.5945","5589","123.2","3.99","0.09","1.68","0.12","","","0.99","0.123003","34,61","found in faint-star QLP search; period may be shorter","2023-05-03","2024-08-22","2024-08-22"
+"32296259","6434.01","TIC 32296259.01","3","4","3","3","3","4","4","13.4","66.7","18.34","0","3","1","PC","PC","12.2757","0.007","1","qlp-s61-faintsearch","FAINT","117.328732","-11.242347","-0.099","0.038","-28.022","0.028","2459987.239352","0.0013784","2.7775786","0.000004","1.9","0.195","4.64602","0.233735","4270","215.255","4.50048","0.182481","79.8073","832","30","128.006","0.456","3982","157","4.6","0.01","0.66","0.02","","","0.631665","0.0202531","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"60189629","6435.01","","3","4","3","3","1","4","4","12.2","58.2","36.58","1","0","0","PC","PC","11.0464","0.006","1","qlp-s61-faintsearch","FAINT","111.563656","-44.595121","31.642","0.038","-10.365","0.046","2459987.023429","0.0019841","6.1161423","0.0000157","1.424","0.415","3.902627","0.249908","3588","230.147","6.70408","0.491749","53.9292","754","17","288.377","1.877","5858","136.6","4.23","0.08","1.31","0.07","","","1.06","0.131114","7,33,34,35,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"290415036","6436.01","","3","4","3","3","3","4","4","21.3","72.2","105.8","1","0","3","PC","PC","12.6738","0.007","1","qlp-s61-faintsearch","FAINT","128.387144","1.706901","-8.02","0.039","-5.774","0.03","2459976.878311","0.0013956","6.1879019","0.0000098","2.432","0.18","9.99994","0.535682","9168","493.26","12.4998","0.604861","118.339","918","34","568.421","7.34","5925.5","97.8","4.33","0.07","1.17","0.05","-0.0425041","0.0223789","1.08","0.141189","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"139707575","6437.01","","3","4","3","3","3","4","4","25","36.2","317","0","11","1","PC","PC","11.6147","0.014","1","qlp-s61-faintsearch","FAINT","112.07656","-23.270042","-0.87","0.046","-4.711","0.056","2459987.838206","0.0019217","8.31001","0.0000169","7.754","0.32","6.170367","0.122444","5667","112.769","18.2639","0.934931","1097.56","1603","35","854.485","25.7905","6649","146.4","3.79","0.09","2.48","0.12","","","1.4","0.24671","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"332383229","6438.01","","1","4","1","2","3","4","4","2.4","44.4","8.92","1","2","1","PC","PC","10.4099","0.006","1","qlp-s61-faintsearch","FAINT","120.784102","-12.39842","-29.744","0.05","3.189","0.036","2459980.013021","0.0051062","16.1268294","0.0000685","2.019","0.507","1.058022","0.153789","974","141.635","2.9287","0.270499","7.15343","455","10","93.0359","0.31185","4833","130.7","4.56","0.1","0.77","0.05","","","0.78","0.0944138","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"122981686","6439.01","","3","5","5","3","3","4","4","57","83.1","317","1","2","1","PC","APC","12.2879","0.007","1","qlp-s61-faintsearch","FAINT","118.154066","-4.335076","-1.014","0.066","-3.227","0.047","2459982.473246","0.0007259","2.9896663","0.0000024","2.168","0.138","15.253758","0.396196","13951","364.843","19.5222","1.27712","640.322","1401","65","840.511","31.3265","6689.6","159.2","4.15","0.1","1.67","0.11","-0.02","0.148","1.42","0.250134","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"348297468","6440.01","","3","4","4","3","3","4","4","22.5","71.4","82.08","3","17","1","PC","PC","11.5876","0.007","1","qlp-s61-faintsearch","FAINT","121.017966","-17.459226","-4.796","0.045","1.64","0.043","2459982.180104","0.0014462","3.8190051","0.0000053","1.199","0.468","2.072476","0.453209","1907","417.334","10.8225","0.800499","193.673","1039","19","546.411","10.9225","6379","124.5","4.13","0.08","1.61","0.08","","","1.27","0.189262","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"422031406","6441.01","","3","4","4","3","3","4","4","35.7","123.1","85.47","2","0","1","PC","PC","12.5605","0.006","1","qlp-s61-faintsearch","FAINT","122.322337","-16.737405","-20.556","0.026","9.244","0.02","2459981.657715","0.0007593","4.5579065","0.0000038","2.621","0.114","16.750079","0.571006","15309","525.778","11.1283","0.736828","116.63","915","66","273.991","1.446","4977","124.4","4.54","0.09","0.81","0.05","","","0.82","0.0950134","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"97921547","6442.01","","3","4","4","3","1","4","4","99.7","159","317","3","0","0","PC","PC","11.1007","0.006","1","qlp-s61-faintsearch","FAINT","107.833335","-35.850518","-5.057","0.036","6.438","0.039","2459986.409366","0.0003084","2.8279716","0.0000011","2.237","0.056","16.239687","0.253955","14846","233.874","18.5153","0.711756","1118.3","1611","129","437.855","4.3285","6707","105","4.1","1.42","1.48","0.06","","","1.7","0.282111","7,33,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"125563127","6443.01","","3","4","3","3","3","4","4","9.8","39.2","75.43","0","14","1","PC","PC","11.8052","0.012","1","qlp-s61-faintsearch","FAINT","114.904386","-25.465447","-5.938","0.041","2.206","0.04","2459971.064943","0.0035528","9.9872075","0.0000391","2.861","0.47","3.135787","0.24803","2884","228.418","10.2877","0.624316","105.868","893","17","644.794","10.8395","6453","143.9","4.07","0.09","1.75","0.08","","","1.31","0.211013","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"97588014","6444.01","","3","4","3","3","1","4","4","10","34.8","127.77","0","0","0","PC","PC","13.3362","0.007","1","qlp-s61-faintsearch","FAINT","107.032361","-30.595669","-0.227","0.026","7.683","0.031","2459978.35554","0.0039036","12.2925281","0.0000604","5.394","0.393","11.239977","0.54788","10299","504.489","14.0235","","160.207","991","23","991.268","18.8605","6019","122","4.14","","1.49","","","","1.11","","7,33,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"323569398","6445.01","","3","4","3","3","4","4","4","4.5","41.1","52.87","2","8","4","PC","PC","12.2099","0.009","1","qlp-s61-faintsearch","FAINT","136.007911","8.73414","4.918","0.069","-28.007","0.052","2459965.970231","0.0020131","26.3926606","0.0000758","1.812","0.251","3.748998","0.495968","3447","456.699","8.33825","0.536195","2.97563","365","15","345.036","5.0995","5543","128.8","4.44","0.08","0.99","0.05","","","0.98","0.124482","8,34,44,45,46,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"122798633","6446.01","","3","4","4","3","1","4","4","30.9","102.1","92.52","4","0","0","PC","PC","14.1224","0.008","1","qlp-s61-faintsearch","FAINT","117.693204","-2.077809","6.997","0.072","14.145","0.048","2459983.882874","0.0022257","4.2240015","0.0008234","1.605","0.178","39.237666","2.983943","35494","2744.54","11.5236","0.618649","15.196","550","16","230.066","2.319","3724","157","4.66","0.01","0.59","0.02","","","0.58275","0.0206332","61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"347442932","6447.01","","3","4","3","3","1","4","4","36.4","109.4","64.94","2","0","0","PC","PC","13.346","0.007","1","qlp-s61-faintsearch","FAINT","133.25514","-13.050699","-20.093","0.039","9.174","0.041","2459986.820098","0.000819","0.6646521","6e-7","1.272","0.124","7.842298","0.51773","7197","476.733","9.44803","","3611.53","2159","32","707.586","12.494","6256","122","4.55","","0.97","","","","1.22","","8,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"320411045","6448.01","","3","4","3","3","1","4","4","5.2","39.4","39.68","2","0","0","PC","PC","12.3239","0.006","1","qlp-s61-faintsearch","FAINT","110.170411","-33.922329","-8.145","0.042","5.102","0.046","2459971.671935","0.0035433","14.8442674","0.000094","2.748","0.343","7.894792","0.402969","7245","371.079","7.05099","0.457246","28.1152","641","21","386.879","4.109","5920","140.2","4.51","0.08","0.96","0.05","","","1.08","0.133998","33,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"168936945","6449.01","","3","4","4","3","1","4","4","47.4","141","101.64","3","0","0","PC","PC","14.9728","0.007","1","qlp-s61-faintsearch","FAINT","125.930455","-5.189496","-3.914","0.167","-20.28","0.097","2459984.192328","0.0018611","2.4404127","0.000413","1.354","0.198","75.873241","6.785524","67496","6230.21","12.1385","0.763227","19.4163","584","15","215.005","4.5525","3356","157","4.78","0.01","0.45","0.02","","","0.451014","0.0218581","61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"47244580","6450.01","","3","4","3","3","3","4","4","13.9","59.4","36.54","1","0","2","PC","PC","12.9007","0.006","1","qlp-s61-faintsearch","FAINT","134.608621","-6.313801","-24.877","0.044","4.689","0.041","2459984.16862","0.0018072","3.6092665","0.0000069","2.376","0.245","7.599544","0.374564","6975","344.927","6.6756","0.497087","153.851","981","30","296.583","2.3365","4823","123.3","4.53","0.09","0.79","0.05","","","0.782","0.0927098","8,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"150559728","6451.01","","3","4","3","3","1","4","4","8.5","32.1","73.09","1","0","0","PC","PC","13.3935","0.007","1","qlp-s61-faintsearch","FAINT","117.624526","-31.73015","-3.638","0.028","2.4","0.033","2459978.277606","0.0103539","5.495078","0.000058","2.962","0.832","5.992398","0.669097","5504","616.071","10.0782","","469.613","1296","12","1011.08","20.193","6852","122","4.26","","1.5","","","","1.48","","7,8,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"7562528","6452.01","","3","4","3","3","3","4","4","11.2","46.1","54.88","1","0","1","PC","PC","12.8743","0.006","1","qlp-s61-faintsearch","FAINT","114.324959","-11.73732","6.864","0.043","-0.005","0.032","2459987.078877","0.0033982","5.2477739","0.0000173","3.138","0.294","7.292353","0.407368","6694","375.129","8.53362","0.546246","239.402","1095","17","538.47","6.4385","5647","128.9","4.36","0.08","1.1","0.06","","","1.002","0.124504","7,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"66242670","6453.01","","3","4","3","3","1","4","4","9.1","28.2","110.2","0","0","0","PC","PC","13.0537","0.008","1","qlp-s61-faintsearch","FAINT","109.27399","-24.136717","-1.377","0.024","-1.273","0.028","2459977.256094","0.0060388","6.8688474","0.0000468","5.418","0.843","4.792142","0.350625","4404","322.885","12.8155","","854.65","1506","15","1344.25","35.79","6621","122","3.99","","1.98","","","","1.39","","7,33,34,61","found in faint-star QLP search","2023-05-03","2024-08-22","2024-08-22"
+"146413471","6454.01","","3","4","3","3","3","4","4","3.3","43.1","22.21","0","4","1","PC","PC","11.0427","0.006","1","qlp-s61-faintsearch","FAINT","123.912955","-29.971955","-12.103","0.039","0.564","0.046","2459948.818566","0.0056188","22.5012924","0.0001456","4.055","0.907","4.087883","0.245255","3758","225.863","5.01721","0.344562","22.423","606","24","182.45","0.9655","5443","121.8","4.51","0.08","0.9","0.05","","","0.95","0.120755","7,8,34,35,61","found in faint-star QLP search; potential multi","2023-05-03","2024-08-22","2024-08-22"
+"146413471","6454.02","","3","4","3","3","3","4","4","3.4","40.9","13.19","0","4","1","PC","PC","11.0427","0.006","2","qlp-s61-faintsearch","FAINT","123.912955","-29.971955","-12.103","0.039","0.564","0.046","2459974.384105","0.0057287","10.9835772","0.000062","3.26","0.799","2.489187","0.190054","2290","175.031","3.69154","0.30283","63.5296","786","15","182.45","0.9655","5443","121.8","4.51","0.08","0.9","0.05","","","0.95","0.120755","7,8,34,35,61","found in faint-star QLP search; potential multi","2023-05-03","2024-08-22","2024-08-22"
+"255588086","6455.01","TIC 255588086.01","3","4","3","3","1","4","4","116.3","98.3","317","5","0","0","PC","PC","10.9421","0.006","1","spoc-s61-b02","SPOC/QLP","96.861635","-52.297808","-3.564","0.059","-8.856","0.047","2459963.647136","0.0011346162","0.89703776573403","0.00006889167","1.577549808248","0.0835804","2.782989","0.103961","2559.945544898","95.7473","15.472488106196","13.56911","11175.716189956","2622.3375309053","21.237682","409.393","5.0035","5811","32.9","3.78","0.75","1.8475799560547","0.0888945","","","1.11","0.143364","6,61","V-shaped; evolved host","2023-05-18","2023-05-18","2023-06-16"
+"270456887","6456.01","TIC 270456887.01","3","4","3","3","3","4","4","108.5","153.2","317","3","2","1","PC","PC","11.8895","0.008","1","spoc-s61-b02","SPOC","135.139704","1.390137","-9.711","0.088","-4.583","0.081","2459963.887975","0.0013369204","2.2685932038762","0.00021903736","2.4612308456022","0.09924898","8.822451","0.257814","8092.8523533442","237.42715","19.780614441163","16.53836","2058.2136558692","1717.8781798622","26.882883","530.397","14.626","6763","157.4","4.23","0.01","1.3373399972916","0.075505","-0.102551","0.00637492","1.33","0.208078","8,61","V-shaped; likely too large","2023-05-18","2023-05-18","2024-03-26"
+"328502522","6457.01","TIC 328502522.01","3","4","3","3","4","4","4","8.4","64.2","81.18","0","9","3","PC","PC","10.4475","0.006","1","spoc-s14-s60-b0H","SPOC/QLP","108.561708","33.070363","-0.158","0.093","-41.871","0.083","2460280.041806","0.0018348","41.4186335","0.0001542","8.1171334897445","0.13668141","6.096045","0.132516","5598.9322350184","122.04424","10.7342874359","0.61354434","1.8987534915262","299.38972815654","46.13237","263.807","4.1145","6080.7","139.3","4.19","0.09","1.4142999649048","0.0738995","0.197341","0.00860948","1.138","0.149829","44,45,47,60,71,72","alerted as duotransit but now have period of 41.4 days based on consecutive transits in s71 and s72","2023-05-18","2024-02-01","2024-02-02"
+"2507547","6458.01","","2","4","2","2","3","4","4","6.7","67.4","7.98","0","2","3","PC","PC","6.4843","0.006","1","spoc-s14-s60-b0H","SPOC","80.003079","32.785433","17.555","0.084","-38.459","0.058","2458817.042625","0.0020125026","9.7830369560044","0.000035771445","3.5679482748224","0.6737669","0.179967","0.018179","165.74180049965","16.743185","2.742169512964","3.4247186","643.10965980776","1284.3725283549","10.465361","66.5884","0.2286","6200.93","105.169","3.87276","0.0759769","2.0913500785828","0.081407","","","1.19","0.166383","19,43,44,45,59","slight centroid shift likely do to saturation of bright host star","2023-05-18","2023-05-18","2023-12-25"
+"238317637","6459.01","","1","4","1","1","1","4","4","3.5","35.4","8.08","0","0","0","PC","PC","10.3823","0.006","1","qlp-s62-ffi","SPOC/FAINT","120.405795","-48.821603","9.737","0.051","81.946","0.045","2460008.619686","0.0037389","5.1494363","0.0000219","3.67","0.59","0.800483","0.041422","737","38.1501","2.76723","0.168907","478.295","1302","15","186.742","0.966","5588","94.7","4.27","0.31","1.13","0.05","","","1.06","0.132862","7,9,34,35,61,62,90","found in faint-star QLP search; possible centroid offset","2023-05-18","2024-09-06","2024-09-07"
+"93862917","6460.01","","3","4","3","3","3","4","4","5.4","36.6","15.94","1","2","1","PC","PC","11.601","0.007","1","qlp-s61-faintsearch","FAINT","114.921063","-8.918969","-9.047","0.07","7.903","0.059","2459984.409752","0.0037991","4.4044418","0.0000179","2.581","0.517","1.791857","0.143822","1649","132.456","4.13545","0.293244","302.886","1162","16","299.878","4.2465","5754","98.9","4.41","0.38","1.04","0.05","","","1.04","0.129847","7,34,61","found in faint-star QLP search","2023-05-18","2024-08-22","2024-08-22"
+"123133954","6461.01","","3","4","3","3","3","4","4","25.1","77.9","95.29","0","3","1","PC","PC","11.139","0.02","1","qlp-s61-faintsearch","FAINT","118.67718","-4.342149","-0.359","2.146","-5.87","1.143","2459982.300342","0.0022836","4.064628","0.0000111","1.304","0.363","3.386258","0.271917","3114","250.413","","","214.521","","14","631.411","","6876","1036.7","4.15","0.44","","","-0.0284947","0.0097152","","","7,34,61","found in faint-star QLP search","2023-05-18","2024-08-22","2024-08-22"
+"453009027","6462.01","","3","4","3","3","4","4","4","28.8","32.9","317","2","2","4","PC","PC","11.9319","0.007","1","qlp-s61-faintsearch","FAINT","123.016335","2.78237","-4.237","0.093","-4.045","0.058","2459980.581682","0.0013395","3.8720204","0.0000062","3.999","0.28","7.847766","0.235402","7202","216.79","14.8477","0.8948","1287.54","1668","55","761.889","32.5005","6976","194.4","4.1","0.01","1.83","0.1","0.120066","0.0065226","1.36","0.214742","7,34,61","found in faint-star QLP search","2023-05-18","2024-08-22","2024-08-22"
+"180989820","6463.01","TIC 180989820.01","3","4","3","3","1","4","4","15.7","69.6","81.66","8","0","0","PC","PC","11.2854","0.007","1","spoc-s62-b02","SPOC","130.256986","-40.584789","-9.721","0.157","10.126","0.153","2459992.239565","0.00237302","9.8738838739848","0.0033383456","8.5309023324547","0.2029422","5.16989","0.191093","4750.3264568977","175.98784","10.770505570409","0.7230523","191.88094020756","949.243668424","20.8662","476.611","20.2155","6543.5","103.3","4.17","1.76","1.5187400579452","0.0907085","","","1.59","0.255365","62","","2023-05-18","2023-05-18","2023-06-16"
+"190643105","6464.01","","3","4","3","3","1","4","4","9.6","31.6","94.11","0","0","0","PC","PC","11.4749","0.007","1","qlp-s62-faintsearch","FAINT","133.47703","-38.997112","-10.653","0.049","7.033","0.065","2460008.968908","0.0052152","9.6742544","0.0000492","6.594","1.079","3.178254","0.126526","2923","116.528","11.7179","0.716075","753.131","1459","25","803.422","22.9945","6803","133.8","3.75","0.09","2.66","0.13","","","1.46","0.235924","8,9,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"184801054","6465.01","","3","4","3","3","1","4","4","196.4","263.8","127.02","1","0","0","PC","PC","14.2084","0.008","1","qlp-s62-faintsearch","FAINT","127.981981","-37.462652","-1.458","0.074","-8.283","0.073","2460013.850462","0.0006953","0.6593681","0.0000018","0.395","0.113","22.214036","19.532786","20252","17829.5","13.8937","2.41119","41.406","706","19","200.8","1.861","3421","157","4.69","0.01","0.55","0.02","","","0.547878","0.0205784","35,61,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"186707229","6466.01","","3","4","3","3","1","4","4","27.8","92.3","51.07","2","0","0","PC","PC","13.2722","0.006","1","qlp-s62-faintsearch","FAINT","133.233364","-31.998124","4.009","0.024","-1.257","0.026","2460013.533512","0.0009753","1.4571902","0.0000023","0.568","0.148","6.858498","1.38586","6297","1275.61","8.18389","","112.285","906","15","458.026","4.028","5712","122","4.62","","0.82","","","","1.02","","8,35,61,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"385157401","6467.01","","3","4","3","3","1","4","4","6.8","28.4","81.99","0","0","0","PC","PC","12.7401","0.009","1","qlp-s62-faintsearch","FAINT","153.890617","-14.708566","-3.379","0.051","4.216","0.039","2460009.154035","0.0047217","11.9964056","0.000072","5.207","0.508","5.246992","0.283427","4821","261.012","10.8162","0.701474","203.513","1052","20","885.89","22.759","6311","127.7","4.1","0.09","1.64","0.09","","","1.24","0.182434","9,35,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"180931993","6468.01","","3","4","3","3","1","4","4","10","49","78.94","0","0","0","PC","PC","11.9468","0.006","1","qlp-s62-faintsearch","FAINT","129.997215","-36.181786","-9.155","0.044","9.102","0.047","2460007.96996","0.0029571","12.1228168","0.0001993","4.577","0.453","6.565716","0.352666","6029","324.765","10.5524","0.596611","202.591","1051","18","601.947","10.462","6799","136.4","4.28","0.09","1.45","0.06","","","1.46","0.241745","8,35,61,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"4598935","6469.01","","3","4","3","3","1","4","4","4.2","36.4","37.74","7","0","0","PC","PC","11.4274","0.006","1","qlp-s62-faintsearch","FAINT","141.219902","-39.030976","-21.165","0.035","-16.522","0.039","2459972.631689","0.0062288","24.7104662","0.0001089","5.259","0.652","3.843788","0.20319","3534","187.127","6.84115","0.394095","38.4335","693","22","310.479","2.52","5876","124","4.32","0.08","1.18","0.06","","","1.06","0.137134","8,9,35,36,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"12061971","6470.01","","3","4","3","3","1","4","4","7.4","38.1","65.18","0","0","0","PC","PC","12.1958","0.006","1","qlp-s62-faintsearch","FAINT","146.716359","-35.206501","-16.163","0.028","3.056","0.045","2459998.192483","0.0034628","13.7333847","0.0000873","1.641","0.3","5.159716","0.479891","4741","441.898","9.42304","0.708267","17.2584","567","10","592.196","9.6485","6415","128.2","4.26","0.09","1.4","0.06","","","1.29","0.211969","9,35,36,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"410901394","6471.01","","3","4","3","3","1","4","4","4.7","23.8","22.77","0","0","0","PC","PC","13.1352","0.006","1","qlp-s62-faintsearch","FAINT","107.190811","-49.821826","1.48","0.03","14.311","0.025","2460008.932044","0.0048295","3.0758364","0.0000156","2.567","0.451","2.55013","0.199949","2346","184.143","5.09878","","558.588","1354","13","634.454","5.3325","5745","122","4.33","","1.15","","","","1.03","","6,7,8,33,34,35,61,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"140706833","6472.01","","3","4","3","3","1","4","4","21.7","21.9","317","0","0","0","PC","PC","13.2967","0.01","1","qlp-s62-faintsearch","FAINT","128.464035","-43.784395","-9.808","0.036","16.47","0.031","2460011.106992","0.0048244","2.6808268","0.0000149","4.872","0.688","7.026774","0.430427","6451","396.359","14.3489","","6752.98","2525","17","1056.18","21.135","7349","122","4.06","","2","","","","1.67","","8,9,35,61,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"410303247","6473.01","","3","4","3","3","3","4","4","22.5","71.4","43.95","0","0","2","PC","PC","13.4379","0.007","1","qlp-s62-faintsearch","FAINT","149.970848","-22.922585","-25.73","0.062","-9.87","0.058","2460011.956516","0.0013308","1.0992893","0.0000019","1.044","0.269","7.156823","0.665967","6570","613.19","7.47037","","719.668","1442","17","558.189","13.2845","5636","122","4.56","","0.87","","","","1","","9,35,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"189097100","6474.01","","3","4","3","3","1","4","4","30.9","44.9","317","0","0","0","PC","PC","12.198","0.006","1","qlp-s62-faintsearch","FAINT","140.422164","-29.108079","-2.984","1.661","-1.816","2.251","2460012.369919","0.0036739","1.6069363","0.0004247","2.609","0.277","5.025543","0.219866","4618","202.484","","","10608.2","2827","24","1373.8","","8753","377.1","","","","","","","","","62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"132314633","6475.01","","3","4","3","3","1","4","4","11.6","23.6","317","1","0","0","PC","PC","12.3164","0.007","1","qlp-s62-faintsearch","FAINT","119.451527","-40.736441","-7.563","0.04","-26.069","0.051","2459997.919926","0.0033302","26.5988575","0.0001351","9.151","1.712","8.963824","0.631715","8222","581.662","15.707","0.929203","237.562","1093","34","624.824","9.8335","6685","134.4","4.17","0.09","1.62","0.07","","","1.42","0.23472","7,8,34,35,61,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"380528770","6476.01","","3","4","3","3","1","4","4","12","48.2","83.38","0","0","0","PC","PC","12.5776","0.008","1","qlp-s62-faintsearch","FAINT","140.199949","-18.66747","-5.164","0.057","-2.41","0.052","2459998.505612","0.0024855","8.1168658","0.000026","5.237","0.625","8.277641","0.354581","7595","326.528","10.8668","0.649529","473.148","1299","33","696.339","16.331","6381","132","4.29","0.09","1.33","0.07","","","1.27","0.196068","8,35,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"11927677","6477.01","","3","4","3","3","1","4","4","18.9","49.4","108.69","0","0","0","PC","PC","12.6602","0.009","1","qlp-s62-faintsearch","FAINT","146.15031","-30.104754","4.321","0.045","-2.282","0.05","2460006.687707","0.0023034","3.6860654","0.0000086","3.531","0.3","7.235516","0.265431","6642","244.441","12.7501","0.729778","902.856","1527","36","883.135","21.6655","6206","125.7","4.02","0.08","1.76","0.09","","","1.19","0.166532","9,35,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"332657786","6478.01","TIC 332657786.01","3","4","3","3","3","4","4","0","36.6","19.46","2","0","2","PC","PC","13.0041","0.008","1","qlp-s62-faintsearch","FAINT","149.991806","-16.159794","52.411","0.122","-172.313","0.093","2458536.766582","0.0000102","1462.2115148","0.000001","3.105","0.004","37.788742","0.373071","34206","343.552","4.5351","0.139016","0.000341885","37","32","38.6057","0.1007","3275","157","5.01","0.02","0.23","0.01","","","0.204775","0.0201127","8,35,62","found in faint-star QLP search; period likely shorter","2023-06-15","2024-08-22","2024-08-22"
+"181208298","6479.01","","3","4","3","3","1","4","4","39.9","117.9","98.98","1","0","0","PC","PC","12.3987","0.006","1","qlp-s62-faintsearch","FAINT","130.732165","-37.634354","-11.875","0.041","13.073","0.04","2460008.643088","0.0005733","2.9193825","0.0000021","1.507","0.094","12.971381","0.563075","11876","518.477","12.0124","0.632978","213.872","1065","46","455.749","5.5475","6037","129.4","4.43","0.08","1.06","0.05","","","1.12","0.149855","8,35,61,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"81089255","6480.01","TIC 81089255.01","3","4","3","3","1","4","4","0.1","12.6","68.06","0","0","0","PC","PC","11.8409","0.006","1","qlp-s62-faintsearch","FAINT","122.694102","-43.853401","-12.784","0.044","19.85","0.045","2460010.445952","0.0000115","750.2395535","0.000001","3.922","0.006","7.313121","0.189337","6713","174.371","9.68778","0.417459","0.0560777","135","21","564.158","8.164","7459","134.6","4.36","0.08","1.43","0.05","","","1.71","0.289006","7,8,34,35,61,62","found in faint-star QLP search; period likely shorter","2023-06-15","2024-08-22","2024-08-22"
+"101225566","6481.01","","3","4","3","3","1","4","4","8.7","46","33.73","1","0","0","PC","PC","12.5284","0.007","1","qlp-s62-faintsearch","FAINT","155.555983","-14.052149","-15.199","0.064","-9.434","0.069","2460007.897962","0.0027939","6.2796518","0.0000226","2.26","0.565","5.433569","0.444973","4992","409.751","6.38573","0.497153","71.742","810","18","318.741","2.803","5159","125.2","4.47","0.08","0.9","0.05","","","0.87","0.104986","9,35,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"189300053","6482.01","","3","4","3","3","1","4","4","0","5.4","317","0","0","0","PC","PC","13.1388","0.007","1","qlp-s62-faintsearch","FAINT","141.929638","-24.965029","-1.02","0.039","3.408","0.041","2458522.214136","0.0000107","1483.5175058","0.0000011","5.424","0.016","12.803279","0.231463","11723","213.163","17.4711","","0.020302","105","15","910.154","19.863","5782","122","4.06","","1.58","","","","1.04","","8,35,62","found in faint-star QLP search; period likely shorter","2023-06-15","2024-08-22","2024-08-22"
+"355449539","6483.01","","3","4","3","3","1","4","4","10.4","58.6","30.36","1","0","0","PC","PC","12.4716","0.006","1","qlp-s62-faintsearch","FAINT","110.301146","-49.134858","-0.048","0.028","24.305","0.024","2460007.257989","0.0014786","5.2076995","0.0000082","0.887","0.34","4.695089","0.801571","4315","738.002","6.02778","0.58522","17.5447","570","16","242.223","0.738","4961","124.4","4.57","0.08","0.78","0.05","","","0.82","0.0926927","7,8,33,34,35,61,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"294394558","6484.01","","2","4","2","2","1","4","4","1.7","28.7","14.22","1","0","0","PC","PC","12.0808","0.006","1","qlp-s62-faintsearch","FAINT","109.322945","-54.117193","-52.784","0.043","59.22","0.045","2459989.462343","0.0044143","18.2457829","0.0001212","3.64","0.468","3.433091","0.174376","3157","160.593","3.87217","0.291601","18.6783","579","22","212.659","0.9885","5057","132.6","4.58","0.09","0.78","0.05","","","0.84","0.10423","6,7,8,9,33,34,35,36,61,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"281286325","6485.01","","3","4","3","3","1","4","4","9.4","16.6","317","0","0","0","PC","PC","13.4446","0.007","1","qlp-s62-faintsearch","FAINT","150.95699","-19.2825","-19.464","0.045","8.936","0.046","2460013.556944","0.0028603","17.0180939","0.0000526","4.558","0.314","15.010442","0.617557","13730","568.629","14.5502","","49.0598","737","28","843.379","19.4355","5782","122","4.26","","1.26","","","","1.04","","9,35,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"46772529","6486.01","","3","4","3","3","1","4","4","33.9","63.8","317","1","0","0","PC","PC","12.8397","0.006","1","qlp-s62-faintsearch","FAINT","141.722816","-7.579251","1.017","0.039","-34.002","0.041","2460011.847824","0.0006119","10.6332248","0.0000086","3.436","0.17","40.436063","1.378783","36558","1269.1","15.9854","1.13442","26.5909","632","95","271.71","1.758","4678","117.5","4.5","0.09","0.81","0.06","","","0.746","0.088668","8,35,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"37754672","6487.01","","3","4","3","3","1","4","4","7.4","36","69.76","0","0","0","PC","PC","12.1185","0.007","1","qlp-s62-faintsearch","FAINT","135.766676","-29.28071","0.657","0.046","-4.609","0.042","2459994.435005","0.0039199","14.13519","0.0000593","2.273","0.916","4.202321","0.558936","3863","514.667","9.82212","0.872831","65.1514","791","13","633.364","11.748","6466","124.9","4.18","0.09","1.54","0.07","","","1.32","0.211548","8,35,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"238124845","6488.01","","2","4","2","2","1","4","4","3.1","28.8","14.59","5","0","0","PC","PC","11.8187","0.006","1","qlp-s62-faintsearch","FAINT","105.597221","-50.87235","-10.161","0.039","1.174","0.04","2460010.258574","0.0054347","8.0850515","0.0000544","2.817","0.664","1.652662","0.14085","1521","129.719","3.89202","0.293038","92.8495","864","15","298.567","1.7525","5560","131.7","4.41","0.08","1.02","0.05","","","0.98","0.126315","6,7,8,33,34,35,61,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"423445163","6489.01","","2","4","2","2","3","4","4","5.2","40.5","9.65","1","0","2","PC","PC","12.5035","0.006","1","qlp-s62-faintsearch","FAINT","157.820359","-18.808544","5.011","0.056","-9.062","0.085","2460010.70579","0.0035151","2.917882","0.0000108","1.483","0.248","2.10511","0.242309","1937","223.15","3.08813","0.29172","81.6812","837","11","186.872","1.761","4593.4","112.4","4.65","0.09","0.67","0.05","-0.0186559","0.0718954","0.726","0.0836591","9,36,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"118754987","6490.01","","3","4","3","3","1","4","4","10.8","38","102.4","0","0","0","PC","PC","13.1011","0.007","1","qlp-s62-faintsearch","FAINT","134.581948","-22.700934","-4.271","0.034","3.613","0.024","2460012.251052","0.0036843","7.842208","0.0000371","4.914","1.098","7.730756","0.499119","7095","459.6","12.3266","","527.439","1335","21","965.524","18.3345","6428","122","4.18","","1.53","","","","1.3","","8,35,61,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"25212199","6491.01","","3","4","3","3","3","4","4","7.4","30.4","53.99","0","0","2","PC","PC","12.3727","0.006","1","qlp-s62-faintsearch","FAINT","143.525469","-34.03832","-1.845","0.035","-0.969","0.06","2459999.851216","0.0063981","7.5520411","0.0000462","4.338","0.699","4.22194","0.220849","3881","203.389","8.43121","0.568397","306.311","1165","21","641.243","14.882","5936","125.1","4.07","0.08","1.58","0.08","","","1.08","0.138833","8,9,35,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"47143972","6492.01","","3","4","3","3","1","4","4","0","21.5","105.75","0","0","0","PC","PC","14.2991","0.007","1","qlp-s62-faintsearch","FAINT","145.012087","-10.977168","-48.08","0.096","10.809","0.101","2459262.1237","0.0000094","731.8319734","8e-7","2.747","0.004","51.599195","0.430939","46413","396.831","12.4424","0.397706","0.00158664","55","15","214.326","3.027","3556","157","4.7","0.01","0.54","0.02","","","0.540045","0.0209888","35,62","found in faint-star QLP search; period likely shorter","2023-06-15","2024-08-22","2024-08-22"
+"445522339","6493.01","","2","4","2","2","3","4","4","7.7","57.4","11.36","2","0","2","PC","PC","12.4802","0.008","1","qlp-s62-faintsearch","FAINT","112.981285","-49.134121","-18.86","0.038","147.717","0.033","2460007.949022","0.0015254","3.0667073","0.0000067","1.486","0.287","3.803474","0.263524","3497","242.685","3.39378","0.171446","37.0044","687","21","104.516","0.213","3808","157","4.68","0.01","0.57","0.02","","","0.560346","0.0202209","7,8,34,35,61,62","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"438376091","6494.01","","3","4","3","3","1","4","4","","","317","0","0","0","PC","PC","12.2137","0.012","1","qlp-s63-faintsearch","FAINT","142.372527","-54.433148","-7.409","0.052","6.046","0.054","2460037.919088","0.0023325","3.5327892","0.0000088","2.093","0.277","4.906655","0.281","4509","258.777","","","1406.91","1706","25","1136.24","33.84","8706","286.3","","","","","","","","","9,10,35,37,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"36808091","6495.01","","3","4","3","3","1","4","4","13.6","37.4","93.55","0","0","0","PC","PC","12.973","0.006","1","qlp-s63-faintsearch","FAINT","150.719276","-46.374718","-7.35","0.027","4.193","0.026","2460034.982322","0.0035278","3.7781679","0.000016","4.416","0.498","6.135426","0.289499","5635","266.603","11.6911","0.710894","1317.34","1678","21","966.05","15.891","6118","134.1","4","0.08","1.77","0.09","","","1.15","0.151941","9,36,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"374741750","6496.01","","3","4","3","3","1","4","4","","","63.8","0","0","0","PC","PC","13.1263","0.01","1","qlp-s63-faintsearch","FAINT","151.048914","-60.126229","-6.015","0.041","3.83","0.038","2460037.882769","0.0023357","0.9942215","0.0000023","2.554","0.188","7.952758","0.318906","7298","293.68","","","","","29","1713.43","63.26","","","","","","","","","","","9,10,36,37,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"303426966","6497.01","","3","4","3","3","1","4","4","43.9","54.3","317","1","0","0","PC","PC","13.1074","0.006","1","qlp-s63-faintsearch","FAINT","164.141735","-57.704427","-9.537","0.03","3.586","0.027","2460035.301628","0.0016026","2.1439841","0.0000051","1.793","0.264","14.627414","0.91414","13382","841.6","16.8452","","968.251","1554","21","957.246","19.1395","6788","122","4.29","","1.44","","","","1.46","","10,37,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"371596277","6498.01","","3","4","3","3","1","4","4","8.8","63.5","98.71","1","0","0","PC","PC","13.0303","0.006","1","qlp-s63-faintsearch","FAINT","147.885334","-67.113047","22.363","0.022","-30.381","0.023","2460031.276647","0.0042571","22.5095172","0.0000967","4.509","0.435","28.82446","1.178142","26199","1084.52","12.0156","","14.3836","542","27","332.357","1.4115","4952","122","4.5","","0.84","","","","0.82","","10,11,36,37,38,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"45881495","6499.01","","3","4","3","3","1","4","4","8.6","55.8","73.88","1","0","0","PC","PC","14.6334","0.007","1","qlp-s63-faintsearch","FAINT","149.637654","-37.707584","-6.592","0.047","-13.121","0.066","2460024.214602","0.0019577","9.0441543","0.0000395","1.196","0.177","27.495142","3.403608","25006","3129.93","10.2153","0.673387","1.72908","319","10","260.803","3.1105","3642","157","4.68","0.01","0.57","0.02","","","0.559986","0.020689","35,36,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"72806004","6500.01","","3","4","3","3","1","4","4","15.9","65.7","46.71","1","0","0","PC","PC","11.9865","0.006","1","qlp-s63-faintsearch","FAINT","152.56752","-40.64736","-16.026","0.037","26.687","0.045","2460038.185655","0.0017693","4.4156851","0.0000095","1.091","0.599","3.442894","2.421012","3166","2227.35","7.75741","2.13739","143.363","964","12","343.112","3.4655","5599","129.2","4.35","0.08","1.1","0.06","","","0.99","0.124496","9,36,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"35973654","6501.01","","3","4","3","3","1","4","4","10.9","37.6","61.37","0","0","0","PC","PC","12.834","0.006","1","qlp-s63-faintsearch","FAINT","149.365272","-42.861181","-26.728","0.032","3.759","0.03","2460035.416251","0.003487","4.4581792","0.000025","3.561","0.602","5.545966","0.310609","5095","286.041","9.08219","0.580344","599.933","1378","20","709.759","9.6485","5973","131.1","4.17","0.08","1.43","0.07","","","1.1","0.150953","9,36,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"75580659","6502.01","","3","4","3","3","1","4","4","14","16.9","317","0","0","0","PC","PC","12.9544","0.008","1","qlp-s63-faintsearch","FAINT","139.172161","-44.584808","-8.347","0.025","6.626","0.025","2460030.946212","0.0035334","5.0711656","0.0000264","6.032","0.526","5.796994","0.22029","5325","202.874","15.3998","0.799926","2760.2","2019","26","1355.12","30.455","7304","142.9","3.88","0.08","2.43","0.1","","","1.65","0.274523","8,9,35,36,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"358838026","6503.01","","3","4","3","3","1","4","4","16","38.9","121.42","0","0","0","PC","PC","12.9435","0.006","1","qlp-s63-faintsearch","FAINT","151.611142","-47.02428","-0.991","0.03","-3.382","0.028","2460032.665492","0.0042563","3.9535041","0.000014","3.684","0.329","7.072672","0.303469","6493","279.466","13.6119","0.8431","835.02","1497","22","1079.16","21.24","6166","130.2","3.91","0.09","1.98","0.1","","","1.17","0.163457","9,10,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"177257073","6504.01","","3","4","3","3","1","4","4","7.3","26.8","62.49","0","0","0","PC","PC","13.2222","0.006","1","qlp-s63-faintsearch","FAINT","102.292945","-76.245719","1.767","0.029","-2.053","0.03","2460040.002324","0.0026017","6.8328077","0.0000174","5.311","0.286","4.846671","0.143748","4454","132.388","9.18199","","410.019","1253","45","789.385","11.6265","5657","122","4.11","","1.45","","","","1","","1,3,4,5,6,7,8,9,10,11,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"376800517","6505.01","","3","4","3","3","1","4","4","7.4","69.9","98.32","0","0","0","PC","PC","14.1994","0.007","1","qlp-s63-faintsearch","FAINT","153.470526","-63.490143","3.266","0.044","-12.664","0.044","2460020.4559","0.0037199","15.8951857","0.0002036","3.711","0.602","45.250845","4.106388","40821","3774.98","11.9336","0.724781","6.40691","443","14","231.356","1.3005","3792","157","4.67","0.01","0.57","0.02","","","0.56621","0.0203872","37,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"469008497","6506.01","","3","4","3","3","1","4","4","8.6","49","68.08","1","0","0","PC","PC","13.0582","0.006","1","qlp-s63-faintsearch","FAINT","144.065386","-49.245674","-19.404","0.028","24.23","0.027","2460015.235883","0.0026358","13.0795854","0.0000475","4.918","0.373","13.109836","0.574995","12002","529.45","9.66071","","83.886","843","26","435.115","3.2795","5555","122","4.5","","0.92","","","","0.98","","9,35,36,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"54145416","6507.01","","3","4","3","3","3","4","4","8.1","43.6","30.75","0","0","2","PC","PC","12.9845","0.006","1","qlp-s63-faintsearch","FAINT","160.602735","-30.249932","-8.798","0.034","7.688","0.035","2460034.719502","0.0031573","5.267165","0.0000196","1.743","0.434","5.597258","0.562481","5142","517.93","6.02919","0.512482","48.3829","734","12","322.179","2.4255","4930","126.8","4.54","0.09","0.8","0.05","","","0.81","0.0979164","9,36,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"142277868","6508.01","","3","4","4","3","1","4","4","2.5","287.1","71.85","6","0","0","PC","PC","14.3088","0.008","1","qlp-s63-faintsearch","FAINT","180.764269","-33.6655","-413.185","0.129","-35.015","0.078","2460038.984559","0.0000309","18.9926881","7e-7","1.506","0.001","274.940021","1.117417","223710","1028.65","10.231","0.309282","0.172006","179","56","48.4666","0.22785","3003","157","5.05","0.02","0.21","0.01","","","0.174017","0.0200756","37,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"358164738","6509.01","","3","4","3","3","1","4","4","22.5","25","317","0","0","0","PC","PC","12.0622","0.006","1","qlp-s63-faintsearch","FAINT","139.106048","-63.641065","-5.101","0.045","2.106","0.043","2460035.128051","0.0016443","5.6022404","0.00001","6.027","0.231","4.749612","0.12158","4365","111.973","16.2862","0.851652","1136.7","1617","61","900.01","18.212","6237","130","3.73","0.08","2.49","0.12","","","1.21","0.164607","9,10,11,36,37,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"361154154","6510.01","","3","4","3","3","1","4","4","4.1","32.3","73.65","0","0","0","PC","PC","12.2544","0.006","1","qlp-s63-faintsearch","FAINT","143.692557","-63.735512","-20.116","0.059","9.545","0.049","2459987.504092","0.0042109","37.98781","0.0002483","4.309","0.431","8.499755","0.415432","7798","382.554","10.1109","0.626495","10.8495","505","22","501.914","7.49","5983","134.4","4.26","0.08","1.29","0.06","","","1.1","0.146284","9,11,36,37,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"303030789","6511.01","","3","4","3","3","1","4","4","5.2","37","65.03","4","0","0","PC","PC","12.7121","0.006","1","qlp-s63-faintsearch","FAINT","155.164204","-69.488366","-7.245","0.025","2.262","0.022","2460001.825924","0.0039211","21.5962209","0.0000913","4.511","0.44","10.052538","0.511919","9216","471.384","9.42089","0.568296","37.4782","689","23","539.43","4.1185","6012","129.9","4.41","0.08","1.09","0.05","","","1.11","0.144234","10,11,37,38,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"72542944","6512.01","","3","4","3","3","1","4","4","19.6","20.3","317","0","0","0","PC","PC","13.1724","0.006","1","qlp-s63-faintsearch","FAINT","151.587915","-39.092019","-8.707","0.023","1.796","0.027","2460038.289329","0.0018742","2.5011016","0.0000121","1.366","0.263","5.053903","0.462523","4644","425.909","15.7428","","368.009","1220","11","1515.49","45.16","6421","122","3.84","","2.25","","","","1.29","","36,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"29780740","6513.01","","3","4","4","3","1","4","4","24.8","64.4","71.01","3","0","0","PC","PC","14.8212","0.008","1","qlp-s63-faintsearch","FAINT","64.961341","-69.854207","4.098","0.095","12.908","0.104","2460037.851741","0.0013347","2.4214702","0.0000055","1.395","0.138","22.931265","1.372771","20899","1263.57","9.94252","0.451893","33.5202","670","27","340.166","6.147","3642","157","4.62","0.01","0.64","0.02","","","0.618525","0.0213523","31,35,36,37,39,61,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"439618305","6514.01","","3","4","3","3","1","4","4","30.7","54.2","317","1","0","0","PC","PC","11.9783","0.013","1","qlp-s63-faintsearch","FAINT","143.52393","-54.905421","-9.713","0.057","7.368","0.05","2460034.691388","0.0012623","4.0236761","0.0000067","5.03","0.168","6.769999","0.151335","6216","139.375","16.953","0.68278","9268.26","2733","55","965.229","32.375","9833","293.9","4.18","0.06","2.14","0.08","","","2.51","0.314576","9,10,36,37,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"101961987","6515.01","","3","4","3","3","1","4","4","14.5","34","115.92","0","0","0","PC","PC","13.3092","0.006","1","qlp-s63-faintsearch","FAINT","153.714224","-43.515162","-0.517","0.029","3.094","0.032","2460034.628679","0.0043765","3.8149372","0.0000177","4.366","0.572","7.019124","0.337095","6444","310.428","13.2182","","963.383","1552","22","1093.34","23.27","5709","122","3.89","","1.89","","","","1.02","","9,36,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"446524637","6516.01","","3","4","3","3","1","4","4","5","25.6","77.9","2","0","0","PC","PC","13.1386","0.006","1","qlp-s63-faintsearch","FAINT","155.886327","-52.953355","-14.586","0.031","5.475","0.03","2460018.647355","0.0099328","18.8392786","0.0002219","4.036","1.321","7.014753","0.763782","6440","703.222","10.5098","","46.6035","727","12","762.45","10.9435","5972","122","4.18","","1.42","","","","1.1","","9,10,36,37,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"5709314","6517.01","","3","4","3","3","1","4","4","11.2","53.9","30.79","0","0","0","PC","PC","12.3947","0.006","1","qlp-s63-faintsearch","FAINT","143.595647","-41.525772","-16.312","0.04","6.583","0.044","2460038.98992","0.0017155","2.6185048","0.0000048","1.096","0.261","3.831802","0.367357","3523","338.291","6.08823","0.454911","235.909","1091","16","461.438","6.0005","6478","135","4.53","0.09","1.04","0.05","","","1.32","0.208111","9,35,36,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"139314045","6518.01","","3","4","3","3","1","4","4","33.2","23","317","0","0","0","PC","PC","12.5611","0.006","1","qlp-s63-faintsearch","FAINT","151.834712","-53.343307","-16.947","0.033","12.875","0.032","2460035.739125","0.0032143","2.1978944","0.0000062","1.619","0.341","3.483194","0.300747","3203","276.96","15.7016","","292.313","1151","16","802.838","11.9545","5147","122","","","2.61","","","","","","9,10,36,37,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"188128470","6519.01","","3","4","3","3","1","4","4","","","124.07","0","0","0","PC","PC","11.5447","0.008","1","qlp-s63-faintsearch","FAINT","162.168812","-24.719427","-15.365","0.076","8.286","0.056","2460026.546049","0.0023494","10.397262","0.0000306","9.97","0.518","3.417843","0.097042","3143","89.375","13.8002","","371.029","1222","48","521.207","10.7815","4953.5","75.8","","","2.47","","0.152673","0.0869542","","","9,36,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"382688257","6520.01","","3","4","3","3","1","4","4","","","317","0","0","0","PC","PC","12.7216","0.02","1","qlp-s63-faintsearch","FAINT","137.2905","-51.073956","-1.38","0.031","0.438","0.029","2460029.644705","0.0042854","7.6016156","0.0000373","2.116","0.589","3.228346","0.38551","2969","355.005","19.3547","1.91447","44.5994","719","10","1261.35","30","5200","190.2","","","3.38","0.25","","","","","8,9,35,36,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"382187347","6521.01","","3","4","4","3","1","4","4","27.3","79.8","102.98","3","0","0","PC","PC","14.9198","0.008","1","qlp-s63-faintsearch","FAINT","81.237585","-57.035477","-4.119","0.069","-1.44","0.089","2460033.08159","0.0009768","3.581253","0.0000059","1.874","0.102","46.011778","1.949332","41493","1793.79","12.2522","0.489378","31.7588","661","40","358.254","3.9705","3873","157","4.66","0.01","0.58","0.02","","","0.575212","0.0208875","31,36,37,39,61,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"71674064","6522.01","","3","4","3","3","3","4","4","9.6","58.8","20.13","0","0","1","PC","PC","11.3742","0.006","1","qlp-s63-faintsearch","FAINT","156.403066","-32.592827","-7.356","0.045","-46.227","0.05","2460034.344843","0.0025481","4.7383479","0.0000182","1.935","1.115","2.002858","1.662448","1843","1530","4.7507","1.55542","453.403","1285","13","182.154","0.985","5109","130.1","4.48","0.09","0.89","0.05","","","0.86","0.107121","9,36,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"167720788","6523.01","","3","4","4","3","1","4","4","18.9","59","127.6","2","0","0","PC","PC","12.8603","0.006","1","qlp-s63-faintsearch","FAINT","103.402787","-64.437403","-1.071","0.03","11.827","0.027","2460033.568724","0.0008999","7.809463","0.0000065","4.133","0.065","12.27168","0.147637","11239","135.969","14.0451","0.661369","214.334","1065","129","708.281","5.8605","5816","65.7","4.32","","1.33","0.06","","","1.1","0.150173","1,3,4,5,6,7,8,9,10,11,13,27,28,30,31,32,33,34,35,36,37,38,39,61,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"356921678","6524.01","","3","4","3","3","1","4","4","207.9","141","317","2","0","0","PC","PC","14.478","0.007","1","qlp-s63-faintsearch","FAINT","135.557036","-62.647058","-11.101","0.178","-7.981","0.14","2460039.991677","0.0003559","0.8515408","5e-7","0.648","0.076","56.855063","7.520257","51018","6902.48","16.072","0.914562","37.4851","689","53","200.435","3.2695","3254","157","4.7","0.01","0.54","0.02","","","0.536065","0.0210891","35,36,37,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"147193084","6525.01","","3","4","3","3","1","4","4","0.1","6.8","317","0","0","0","PC","PC","13.463","0.006","1","qlp-s63-faintsearch","FAINT","162.271012","-45.085546","-22.791","0.03","-1.281","0.032","2460018.452985","0.0000119","731.3548427","9e-7","3.429","0.004","20.98576","0.210797","19143","194.132","15.334","","0.0186537","102","17","703.497","9.2645","5794","122","4.36","","1.12","","","","1.04","","9,10,36,63","found in faint-star QLP search; period likely shorter","2023-06-15","2024-08-22","2024-08-22"
+"57694405","6526.01","","3","4","3","3","1","4","4","5.6","38","45.9","1","0","0","PC","PC","12.6161","0.006","1","qlp-s63-faintsearch","FAINT","174.125644","-31.535144","11.838","0.028","-15.5","0.022","2460026.901592","0.0036419","14.7478214","0.0000657","2.355","0.845","6.637812","0.729196","6095","671.389","7.68311","0.649392","16.3125","559","17","355.397","3.1645","5167","122.3","4.41","0.08","0.96","0.05","","","0.87","0.108764","10,36,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"437774844","6527.01","","3","4","3","3","1","4","4","24.1","32.2","317","3","0","0","PC","PC","14.7698","0.008","1","qlp-s63-faintsearch","FAINT","141.611472","-59.673478","-20.747","0.083","-13.751","0.074","2460037.607112","0.0020189","5.389491","0.0000207","2","0.208","54.765648","3.290843","49190","3026.39","14.3807","0.720163","10.8749","505","21","336.274","4.8295","3493","157","4.6","0.01","0.67","0.02","","","0.638258","0.0208159","36,37,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"363417404","6528.01","","3","4","3","3","1","4","4","0","10.5","59.59","0","0","0","PC","PC","13.2466","0.007","1","qlp-s63-faintsearch","FAINT","164.296604","-27.523698","6.936","0.04","-15.64","0.038","2458551.974298","0.0000093","1484.1934287","0.0000011","3.05","0.003","14.723158","0.228313","13469","210.262","8.94439","","0.00244304","61","15","449.808","6.3255","5602","122","4.63","","0.8","","","","0.99","","9,36,63","found in faint-star QLP search; period likely shorter","2023-06-15","2024-08-22","2024-08-22"
+"54238138","6529.01","","2","4","2","2","3","4","4","2.4","34.4","5.49","0","0","1","PC","PC","10.8273","0.006","1","qlp-s63-faintsearch","FAINT","160.949007","-33.155027","-116.265","0.047","-13.005","0.049","2460035.361451","0.0049825","7.4476397","0.0000383","2.266","0.602","1.109103","0.108545","1021","99.9684","2.1911","0.224523","32.4591","664","12","92.6712","0.2802","4526","121.1","4.56","0.1","0.73","0.06","","","0.71","0.0872258","9,36,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"49066806","6530.01","","2","4","2","2","3","4","4","5.1","51.2","8.81","0","0","1","PC","PC","11.213","0.006","1","qlp-s63-faintsearch","FAINT","164.676291","-35.341072","-94.99","0.038","13.069","0.047","2460031.360183","0.0032883","5.332805","0.0000284","2.142","0.911","1.950648","0.236545","1795","217.842","2.92256","0.347358","56.7571","764","14","86.8636","0.29595","4189","123.7","4.57","0.11","0.7","0.06","","","0.66","0.0783168","9,36,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"297853363","6531.01","","3","4","3","3","1","4","4","18.6","17.7","317","0","0","0","PC","PC","13.2786","0.006","1","qlp-s63-faintsearch","FAINT","142.493224","-50.725186","-8.703","0.033","7.253","0.029","2460037.428926","0.0043207","4.416076","0.0000254","4.677","0.416","8.304992","0.382697","7620","352.415","16.839","","537.53","1341","25","1111.68","22.65","5186","122","","","2.32","","","","","","9,10,35,36,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"72542131","6532.01","","3","4","3","3","1","4","4","40.8","62.9","317","1","0","0","PC","PC","12.4974","0.006","1","qlp-s63-faintsearch","FAINT","151.681083","-39.710775","-11.342","0.032","7.405","0.039","2460037.030104","0.0006612","5.4736892","0.0000048","2.699","0.154","15.957587","0.547377","14590","504.026","18.8155","1.03592","217.531","1069","66","682.391","11.484","6229.4","130.4","4.17","0.09","1.5","0.08","0.110657","0.0848795","1.2","0.171828","9,36,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"464544047","6533.01","","3","4","3","3","1","4","4","11.9","48","86.9","1","0","0","PC","PC","13.2022","0.008","1","qlp-s63-faintsearch","FAINT","156.617346","-56.545537","-8.173","0.032","4.716","0.03","2460036.616077","0.0031671","2.8656356","0.0000108","3.523","0.386","6.020784","0.290879","5530","267.874","11.1837","","6267.38","2478","23","1350.5","38.29","8849","123","4.4","","1.56","","","","2.23","","9,10,36,37,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"459604398","6534.01","","3","4","3","3","1","4","4","","","131.44","1","0","0","PC","PC","12.4454","0.019","1","qlp-s63-faintsearch","FAINT","163.090977","-56.263899","-8.176","0.062","2.39","0.072","2460035.270028","0.0066012","3.4542618","0.0000382","3.93","0.484","5.817733","0.242076","5344","222.935","","","","","27","1102.52","44.775","","","","","","","","","","","36,37,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"46104747","6535.01","","3","4","3","3","1","4","4","3.5","23","44.71","0","0","0","PC","PC","11.7347","0.006","1","qlp-s63-faintsearch","FAINT","132.023404","-58.758544","-9.078","0.055","2.321","0.04","2460020.202715","0.0059478","20.8359197","0.0001229","3.321","0.588","2.664406","0.198762","2451","183.05","7.56184","0.538369","40.967","704","13","637.497","10.142","6838","135.4","4.14","0.09","1.71","0.07","","","1.48","0.249408","8,9,10,35,36,37,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"280647591","6536.01","","3","4","3","3","1","4","4","6.5","32.8","34.15","0","0","0","PC","PC","13.4696","0.006","1","qlp-s63-faintsearch","FAINT","144.357907","-48.275231","-17.389","0.032","10.659","0.031","2460031.461041","0.0052097","4.2380294","0.0000394","3.699","0.57","5.113899","0.411781","4699","379.192","6.48085","","695.384","1430","14","643.227","8.402","6030","122","4.5","","0.99","","","","1.12","","9,35,36,62,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"80384677","6537.01","","2","4","2","2","1","4","4","4.9","34","13.79","0","0","0","PC","PC","12.131","0.047","1","qlp-s63-faintsearch","FAINT","165.14022","-49.077328","","","","","2460033.390882","0.0059689","3.6477926","0.0000282","2.667","0.51","1.89844","0.174959","1747","161.13","3.9626","0.324388","252.255","1110","8","428.196","","5005.4","140.4","","","0.98","0.05","","","","","10,36,37,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"306248357","6538.01","","3","4","3","3","1","4","4","10.8","38.2","66.55","2","0","0","PC","PC","11.9319","0.006","1","qlp-s63-faintsearch","FAINT","166.557921","-54.573252","-6.907","0.05","0.648","0.051","2460037.150566","0.0037761","5.7180689","0.0000247","5.215","0.451","3.11401","0.16176","2864","148.975","9.5585","0.579763","860.489","1508","22","666.515","16.142","6219","130.3","3.99","0.09","1.83","0.09","","","1.2","0.172206","10,37,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"310497279","6539.01","","3","4","3","3","1","4","4","15.2","18.2","317","0","0","0","PC","PC","13.2487","0.006","1","qlp-s63-faintsearch","FAINT","152.680945","-48.27263","-7.077","0.028","2.503","0.036","2460036.316219","0.0037724","2.3645949","0.000009","2.442","0.691","5.72932","0.537023","5263","494.494","14.3865","","3031.27","2067","15","1724.86","52.4","7743","122","4.09","","2.02","","","","1.83","","9,10,36,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"142171554","6540.01","","3","4","3","3","1","4","4","13","41","80.42","0","0","0","PC","PC","13.4905","0.006","1","qlp-s63-faintsearch","FAINT","179.97778","-30.221599","-15.249","0.038","3.911","0.02","2460035.449501","0.0034864","4.5127799","0.0000189","3.11","0.339","8.122297","0.57697","7453","531.268","10.6956","","316.305","1174","14","796.484","18.5915","5643","122","4.25","","1.25","","","","1","","10,37,63","found in faint-star QLP search","2023-06-15","2024-08-22","2024-08-22"
+"457337619","6541.01","","2","4","2","2","3","4","4","1.6","6.6","1.37","0","0","1","PC","PC","9.1069","0.006","1","qlp-s64-ffi","QLP","157.243507","-58.794138","117.517","0.051","-86.01","0.054","2460065.150815","0.0092884","5.8991458","0.0001306","4.815","0.829","0.298619","0.025942","275","23.8932","1.10037","0.100661","449.719","1282","9","64.4175","0.1177","5419.4","138.3","4.65","0.09","0.76","0.05","","","0.94","0.116044","36,37,63,64","low SNR; multiple stars in pixel; possible centroid offset towards W","2023-06-15","2023-06-15","2024-01-23"
+"255851356","6542.01","","5","5","5","5","5","5","5","50.8","138","74.14","0","0","0","PC","FP","9.9747","0.006","1","qlp-s64-ffi","QLP","198.58223","-59.692251","-53.253","0.035","-15.592","0.039","2460065.683162","0.0059521","2.4018591","0.0000316","3.471","1.279","0.71139","1.802939","655","1659.19","10.1612","3.45898","25813.2","3531","14","260.511","1.9645","6071","128.5","3.95","0.08","1.86","0.09","","","1.13","0.149759","38,64","slightly asymmetric transit shape; two stars in pixel","2023-06-15","2023-06-15","2023-07-08"
+"390151888","6543.01","","1","4","1","1","1","4","4","4.3","52.4","12.37","0","0","0","PC","PC","9.2889","0.006","1","qlp-s64-ffi","QLP","183.61147","-58.058789","84.33","0.045","-35.821","0.038","2460067.846787","0.0112711","15.5523703","0.000124","5.554","1.857","0.785271","0.403712","723","371.763","3.54892","0.899163","861.828","1509","18","115.665","0.4485","5759","128.6","4.31","0.07","1.18","0.06","","","1.03","0.12786","10,11,37,38,64","variable host; possible unrelated transits in s10 + s37 + s38+ s64","2023-06-15","2023-06-15","2023-06-16"
+"161738745","6544.01","","3","4","3","3","1","4","4","","","317","0","0","0","PC","PC","9.6235","0.006","1","qlp-s64-ffi","QLP","190.158097","-48.140748","-12.4","1.8","1.9","1.7","2460067.409044","0.0023463","3.6249482","0.0000086","2.294","0.718","0.812435","0.04571","748","42.0998","5.1321","0.279664","332.475","1189","17","","","4935.7","100.9","","","1.94","0.08","-0.23","0.09","","","10,11,37,64","evolved variable host; multiple stars in pixel","2023-06-15","2023-06-15","2023-06-16"
+"72504017","6545.01","","3","4","3","3","1","4","4","6.8","32.1","26.85","0","0","0","PC","PC","9.74","0.006","1","qlp-s64-ffi","QLP","187.651542","-43.953561","-33.444","0.055","2.099","0.051","2460067.553154","0.0037309","5.6177467","0.0000355","2.307","0.599","0.727687","0.062098","670","57.1926","5.60938","0.452494","233.759","1089","11","346.576","4.607","6315","124.3","3.74","0.08","2.48","0.11","","","1.24","0.181787","10,37,64","slightly evolved host","2023-06-29","2023-06-29","2023-08-10"
+"9385460","6546.01","","5","5","5","5","5","5","5","28.6","28.4","317","0","0","0","KP","KP","12.5329","0.008","1","spoc-s64-b02","SPOC","191.702821","-24.42739","-1.156","0.056","-2.219","0.048","2460044.202478","0.001712831","3.3779614333566","0.00047814465","4.2709189187804","0.12811731","7.844209","0.26954","7198.7471125313","248.2248","14.332675110723","0.9640704","1619.4059743598","1617.9261106381","17.646152","773.974","19.819","6113","133.074","4.05769","0.0900418","1.6616499423981","0.0947234","","","1.15","0.156014","64","HATS-31 b","2023-06-29","2023-06-29","2023-08-10"
+"915110182","6547.01","","5","5","5","5","5","5","5","","","317","0","0","0","KP","KP","14.7028","0.008","1","spoc-s64-b02","SPOC","163.101036","-61.446859","-14.942","0.05","9.878","0.053","2460042.540561","0.003437063","1.4328254862015","0.00034632548","2.0718518306729","0.27360955","56.936795","5.071341","51089.434860351","4659.986","18.223841813303","2.0446618","528.41470320191","1222.8226457065","9.99859","566.459","11.2695","4588","124","4.47637","","0.81754398345947","","","","0.73","","63,64","OGLE-TR-113 b","2023-06-29","2023-06-29","2023-08-10"
+"302212110","6548.01","TIC 302212110.01","3","4","3","3","1","4","4","7.3","28.2","76.9","0","0","0","PC","PC","12.4715","0.006","1","spoc-s64-b02","SPOC","132.767883","-69.344177","-5.719","0.038","9.124","0.035","2460047.264124","0.0038049878","8.5473","0.00029","3.5451031918705","0.33943254","3.106596","0.279835","2857.1912378713","257.7042","10.397034872654","1.5380366","742.91871245727","1331.5426262071","9.716477","971.803","20.54","6619","130.1","4.02","0.09","1.8991099596024","0.0898845","","","1.39","0.244508","11,63,64","possibly V-shaped","2023-06-29","2023-06-29","2023-08-10"
+"290777444","6549.01","TIC 290777444.01","3","4","3","3","1","4","4","47.6","68.9","317","2","0","0","PC","PC","12.2311","0.006","1","spoc-64-b02","SPOC","84.858988","-52.933311","-4.796","0.036","10.935","0.041","2460042.872187","0.0011785898","6.1079066501857","0.0004938387","5.1999868091189","0.08962485","16.092796","0.391312","14712.70754456","360.3468","19.304439326874","1.0556351","527.41471080931","1222.2437054905","25.415627","575.271","7.359","5681","128.22","4.0558","0.0778109","1.5606199502945","0.0801985","","","1.01","0.12824","64","Gaia DR3 NSS SB1 list has a 13 km/s signal at P ~7.6 d","2023-06-29","2023-06-29","2023-08-10"
+"133850380","6550.01","","3","4","3","3","1","4","4","34.7","55.6","317","0","0","0","PC","PC","10.8597","0.007","1","qlp-s62-faintsearch","FAINT","121.454664","-41.135631","-6.5","0.051","15.765","0.053","2460002.897395","0.0008626","6.9153868","0.0000071","6.156","0.113","6.277381","0.085205","5765","78.4733","15.9616","0.578038","2475.48","1965","102","553.272","9.259","6649.3","89.6","4.37","0.61","2.05","0.07","","","2.08","0.314782","7,8,34,35,61,62","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"166527623","6551.01","","1","4","1","5","5","5","5","49.5","188.3","64.55","0","32","1","CP","KP","9.1871","0.006","1","spoc-s64-b02","SPOC","207.526001","-40.835896","-28.843","0.108","-22.425","0.107","2460044.634922","0.0006936334","6.9593972138038","0.0003678729","4.8553269447992","0.046882056","5.253392","0.273926","4826.8656036541","252.26306","9.3800526558498","0.54557335","341.08775578531","1096.0649294883","20.406057","127.28","1.096","5854","","4.438","","1.3372900485992","0.0659899","","","1.03","0.133363","11,64","HIP 67522 b","2023-07-20","2023-07-20","2024-07-17"
+"220460087","6552.01","TIC 220460087.01","3","4","3","3","1","4","4","28.7","72.3","121.14","1","0","0","PC","PC","12.4338","0.006","1","spoc-s01-s69-b0A-PC","SPOC","74.756626","-56.715996","6.272","0.047","24.917","0.053","2460017.528216","0.00088799896","3.2706203817437","0.000027771577","4.0101943229023","0.07326437","8.237935","0.166086","7558.7070106005","152.95926","13.583655415035","0.7918215","1366.8847119226","1550.7890331106","14.319151","698.403","12.4175","5933","45.2","4.31","","1.5314600467682","0.0829172","0.335776","0.1","1.1","0.143652","63,64,65,66,67,68,69","","2023-07-20","2024-04-22","2024-04-30"
+"324422520","6553.01","","3","4","3","3","1","4","4","7.7","35.1","17.52","0","0","0","PC","PC","9.5605","0.006","1","qlp-s65-ffi","QLP","209.162375","-61.182993","-10.116","0.027","-25.919","0.044","2460090.512031","0.0142031","3.6342494","0.000048","3.683","0.826","0.412658","0.040924","380","37.6916","4.36152","0.350518","973.329","1556","9","227.014","1.643","5829","135.9","3.73","0.08","2.31","0.11","","","1.05","0.130912","11,38,65","several transits near start or end of orbit; low SNR; slightly evolved host","2023-07-20","2023-07-20","2023-08-10"
+"94483093","6554.01","","1","4","1","1","1","4","4","7.5","45.1","12.76","0","0","0","PC","PC","10.37","0.006","1","qlp-s65-ffi","QLP","241.922414","-33.249367","4.394","0.156","-3.613","0.089","2460089.671764","0.0035099","2.6141047","0.0000128","2.639","0.467","0.754849","0.063154","695","58.1651","3.60255","0.28185","787.265","1475","12","220.877","3.432","5650","132.2","4.11","0.08","1.46","0.08","","","1","0.123202","12,65","possible slight odd-even; two stars in pixel","2023-07-20","2023-07-20","2023-08-10"
+"259606227","6555.01","","3","4","3","3","1","3","4","3.2","29.8","13.66","0","0","0","PC","PC","9.4738","0.006","1","qlp-s65-ffi","QLP","223.62771","-68.384542","-27.726","0.038","-28.852","0.057","2460090.426135","0.0127681","10.1298877","0.0001195","4.796","1.242","0.688575","0.048711","634","44.8632","3.76774","0.307819","371.461","1223","13","261.077","2.6525","6802","135.6","4.05","0.09","1.9","0.08","","","1.46","0.239669","12,38,39,65","slightly asymmetric transit; last event in s65 is on a momentum dump","2023-07-20","2023-07-20","2023-08-10"
+"179739873","6556.01","","3","4","3","3","1","4","4","7.7","52.3","29.74","4","0","0","PC","PC","10.1115","0.006","1","qlp-s65-ffi","QLP","213.667189","-41.559703","-41.282","0.071","5.229","0.067","2460085.168154","0.0030386","12.9623248","0.0000976","3.564","0.418","2.638285","0.127808","2427","117.709","5.94559","0.362215","69.6232","804","18","212.894","2.5385","5996","126.5","4.2","0.08","1.39","0.07","","","1.11","0.144638","38,65","","2023-07-20","2023-07-20","2023-08-10"
+"141074654","6557.01","","2","4","2","2","3","4","4","3.5","39.7","11.76","0","0","2","PC","PC","9.8987","0.006","1","qlp-s65-ffi","QLP","228.503044","-45.012267","-30.757","0.066","-31.14","0.059","2460082.161972","0.0069151","12.5383316","0.0001016","3.084","0.572","0.918922","0.080101","846","73.7726","3.44886","0.25235","60.8025","777","10","168.977","1.0065","6018","128.8","4.3","0.08","1.23","0.06","","","1.11","0.153433","11,38,65","low SNR","2023-07-20","2023-07-20","2024-09-12"
+"420529106","6558.01","","2","4","2","2","1","4","4","2.9","46.3","6.3","0","0","0","PC","PC","10.3012","0.006","1","qlp-s65-ffi","QLP","216.133991","-52.831718","9.115","0.097","-87.437","0.112","2460090.325874","0.0049317","9.5327064","0.0000452","2.55","0.458","1.278664","0.121006","1177","111.444","2.39108","0.238346","22.3356","605","10","70.5122","0.23725","4504","124.6","4.58","0.1","0.72","0.06","","","0.71","0.0808865","11,38,65","L1 candidate; last event in s65 right before data gap with very partial coverage","2023-07-20","2023-07-20","2023-08-10"
+"313671132","6559.01","","3","4","3","3","1","4","4","0","17.9","31.62","0","0","0","PC","PC","10.0778","0.006","1","qlp-s65-ffi","QLP","202.157881","-62.169938","-36.779","0.041","-9.999","0.043","2460071.107871","0.0038991","733.3796728","0.000132","4.101","0.547","3.257748","0.184578","2996","169.988","6.17234","0.394604","25.9335","628","15","177.911","1.016","5878","134","4.29","0.08","1.22","0.06","","","1.06","0.136568","11,38,65","3 transits; one each in s11 s38 and s65; ~733 d is maximum period; true period is likely shorter","2023-07-20","2023-07-20","2023-08-10"
+"47667","6560.01","","3","5","5","3","1","4","4","15.9","92","51.27","0","8","0","PC","APC","9.17446","0.006","1","qlp-s65-ffi","QLP","220.409244","-26.790781","-27.372","0.163","-7.584","0.134","2460086.740768","0.0011546","17.2051468","0.00003","1.464","0.658","2.146449","0.273526","1975","251.895","8.17561","0.639207","18.2667","575","22","176.365","3.324","6470.6","113","4.13","0.09","1.63","0.08","-0.44","0.1","1.318","0.219599","11,38,65","","2023-07-20","2023-07-20","2024-04-16"
+"3728481","6561.01","","3","4","3","3","1","4","4","51.9","34.5","317","0","0","0","PC","PC","10.1676","0.008","1","qlp-s65-ffi","QLP","245.224446","-38.690224","-6.956","0.18","-14.509","0.108","2460089.816641","0.0016545","3.1739329","0.0000077","1.192","0.263","1.727694","0.13763","1590","126.754","15.5264","","68.2123","800","17","360.452","12.079","4999","122","","","3.95","","","","","","12,39,65","Gaia DR3 RV error ~5.43 km/s; evolved host","2023-07-20","2023-07-20","2023-08-10"
+"368713985","6562.01","TIC 368713985.01","3","4","3","3","1","4","4","36","43.4","317","1","0","0","PC","PC","11.7584","0.006","1","spoc-s65-b02","SPOC","220.299751","-32.363352","-12.794","0.066","-1.433","0.057","2460071.647261","0.0017287779","4.0947484651605","0.00054373476","5.1910541481091","0.13005711","6.51382","0.203637","5981.4894008823","187.53929","17.36076070661","1.0582447","2355.1265086857","1776.7376679746","18.194672","758.968","20.239","5983","67.1","4.27","2.01","2.1987800598145","0.115779","","","1.24","0.190369","65","slightly evolved host","2023-07-20","2023-07-20","2023-08-10"
+"210441429","6563.01","TIC 210441429.01","3","4","3","3","1","4","4","97.6","114.6","317","2","0","0","PC","PC","11.5744","0.006","1","spoc-s65-b02","SPOC","212.200442","-55.712303","-17.875","0.08","-4.693","0.143","2460069.195099","0.000641162","2.4053036379143","0.00010588284","3.3515612782144","0.046205364","12.078522","0.176909","11063.07915193","162.92564","19.937676096021","1.1568129","2283.8953938957","1763.1481335026","37.483795","441.968","9.119","5476","133.643","3.88771","0.0812461","1.8463599681854","0.103915","","","0.96","0.125317","65","crowded field","2023-07-20","2023-07-20","2023-08-10"
+"453668803","6564.01","","3","4","4","3","1","4","4","133.4","150.1","317","2","0","0","PC","PC","9.5687","0.006","1","spoc-s65-b02","SPOC/QLP","205.817879","-56.156449","-12.204","0.052","-15.041","0.063","2460071.370156","0.0003460811","3.9854464725064","0.00011636212","4.5181131123549","0.025656417","9.59744","0.061032","8800.6144816392","56.21139","16.422067058993","0.76460224","1257.4270918879","1518.7645545353","113.69812","191.372","1.3805","5904","128.9","4","0.07","1.7110500335693","0.0789799","","","1.07","0.135146","65","crowded field; possible TTVs","2023-07-20","2023-07-20","2024-05-24"
+"392914193","6565.01","","3","4","3","3","1","4","4","18.4","65.4","31.7","0","0","0","PC","PC","11.5643","0.006","1","spoc-s65-b02","SPOC","218.729436","-34.057153","-11.889","0.116","-5.103","0.167","2460069.279602","0.0007227416","0.87787294907918","0.000056312594","1.0085159841374","0.115492575","1.851721","0.127573","1704.044487888","117.49211","6.1737060156448","1.4169456","7881.8722821805","2403.1290748289","11.180147","457.078","15.352","6210","129.78","4.18301","0.0866898","1.4631899595261","0.081691","","","1.19","0.158053","65","possible odd-even and V-shaped","2023-07-20","2023-07-20","2023-08-10"
+"121560868","6566.01","","3","4","3","3","1","4","4","10.1","36.4","80.87","1","0","0","PC","PC","12.0824","0.006","1","spoc-s65-b02","SPOC","225.706366","-40.167615","-9.733","0.135","-8.999","0.144","2460070.365899","0.0022958606","7.5837845816584","0.0012448259","2.0598225666321","0.20845462","3.326432","0.332216","3059.0689425393","305.93555","10.709888700411","1.9151498","817.56020454633","1363.7968577565","10.211322","793.88","65.46","6457","130.9","4","0.12","1.8948700428009","0.177528","","","1.31","0.221812","65","Gaia DR3 NSS lists as SB at 5.26 d","2023-07-20","2023-07-20","2023-08-10"
+"366316586","6567.01","","3","4","3","3","1","4","4","37.3","138.2","80.68","3","0","0","PC","PC","11.7803","0.006","1","spoc-s65-b02","SPOC","219.042483","-34.496057","-13.287","0.096","-15.4","0.078","2460070.335763","0.0014733894","4.9486115990599","0.00059603486","1.3297363346485","0.13312367","7.612766","0.813585","6987.0921609976","749.0587","10.694583192111","9.698448","219.17625139662","981.33688619386","13.248653","260.813","3.8105","5524","133.48","4.5045","0.0802208","0.91236299276352","0.0493869","","","0.97","0.120683","65","V-shaped; possible odd-even but event near TBJD ~3090 distorted by data gap immeadiately after","2023-07-20","2023-07-20","2023-08-10"
+"253126207","6568.01","","3","4","4","3","1","4","4","38.4","85.2","317","8","0","0","PC","PC","11.1102","0.006","1","spoc-s65-b02","SPOC","194.684003","-58.476742","-25.136","0.038","-7.411","0.039","2460068.759071","0.0013874649","17.43680786404","0.0016039697","4.378625880237","0.083709225","16.871068","0.340282","15418.723253755","313.3618","18.684075663946","0.89246076","155.78893054254","901.06038946719","28.690565","366.686","4.5685","6332","131.986","4.19731","0.0844261","1.4751499891281","0.0660302","","","1.25","0.186583","65","Possibly too large for the period; warm Jupiter candidate in Dong et. al 2021","2023-07-20","2023-07-20","2023-08-10"
+"22560356","6569.01","","3","4","3","3","1","4","4","48.4","120.9","317","0","0","0","PC","PC","14.9074","0.008","1","qlp-s64-faintsearch","FAINT","184.800928","-46.780305","-35.94","0.111","-11.74","0.062","2460059.263217","0.0001078","5.9337178","8e-7","1.089","0.002","39.975244","0.740567","36149","681.855","19.9345","0.645731","3.66917","385","9","233.338","3.972","3322","157","4.71","0.01","0.53","0.02","","","0.530118","0.0212232","37,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"73310180","6570.01","","3","4","3","3","1","4","4","6.5","32.6","52.48","1","0","0","PC","PC","12.4071","0.006","1","qlp-s64-faintsearch","FAINT","190.438688","-45.743629","7.469","0.067","-3.081","0.085","2460052.705385","0.00307","10.9799801","0.0000424","3.39","0.461","5.034269","0.281452","4626","259.193","8.3173","0.537523","72.3255","812","19","533.016","13.912","5754.2","110.4","4.2","0.08","1.34","0.07","-0.00995504","0.067225","1.03","0.126469","10,37,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"243550555","6571.01","","2","4","2","2","1","4","4","3.2","37.1","13.99","0","0","0","PC","PC","10.9535","0.006","1","qlp-s64-faintsearch","FAINT","206.394609","-42.826302","12.087","0.064","-11.587","0.056","2460062.22621","0.0052703","11.5379235","0.0000595","3.661","0.673","1.526532","0.116048","1405","106.878","3.827","0.255598","90.3933","859","13","218.468","1.814","5835","132.7","4.45","0.08","1.01","0.05","","","1.05","0.132404","11,38,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"124617560","6572.01","","3","4","3","3","1","4","4","18","39.6","131.26","1","0","0","PC","PC","13.2336","0.006","1","qlp-s64-faintsearch","FAINT","200.007062","-34.634937","-26.964","0.059","-2.46","0.073","2460062.895722","0.0036647","3.6462287","0.0000239","3.662","0.392","6.701172","0.415696","6153","382.797","14.2198","","721.653","1443","18","1077.53","39.685","5707","122","3.92","","1.84","","","","1.02","","37,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"419503191","6573.01","","3","4","3","3","1","4","4","11.8","46.4","96.31","1","0","0","PC","PC","12.5489","0.007","1","qlp-s64-faintsearch","FAINT","191.300944","-55.318965","-9.382","0.03","0.293","0.031","2460056.670983","0.0040589","8.1618477","0.0000381","2.17","0.57","5.057176","0.615429","4647","566.67","11.849","0.901241","150.654","976","12","825.215","20.309","7238","137.6","4.25","0.09","1.59","0.07","","","1.63","0.285089","11,37,38,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"464542805","6574.01","","3","4","3","3","1","4","4","6.1","30.2","52.65","2","0","0","PC","PC","12.0407","0.006","1","qlp-s64-faintsearch","FAINT","156.512015","-56.329798","-31.729","0.049","6.778","0.052","2460045.509051","0.0032745","13.0953097","0.0000599","1.925","0.338","3.292597","0.307726","3028","283.386","8.3339","0.622804","21.487","599","11","537.819","8.566","6103","127.1","4.13","0.08","1.54","0.07","","","1.15","0.158859","9,10,36,37,63,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"272251987","6575.01","","3","4","3","3","1","4","4","4.5","26.6","20.01","0","0","0","PC","PC","12.351","0.006","1","qlp-s64-faintsearch","FAINT","187.583215","-59.413143","-10.783","0.04","-4.79","0.039","2460062.603665","0.0080686","3.3047459","0.0000299","3.735","0.825","1.873425","0.178377","1724","164.278","4.70927","0.41593","1949.35","1851","11","578.91","10.7055","6636","127.1","4.35","0.09","1.3","0.06","","","1.39","0.236359","11,37,38,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"304363215","6576.01","","3","4","3","3","1","4","4","6.4","44.6","70.67","0","0","0","PC","PC","13.0093","0.006","1","qlp-s64-faintsearch","FAINT","164.927622","-58.659028","-13.43","0.031","0.828","0.029","2460045.171715","0.0026651","19.3111424","0.0001107","3.92","0.337","20.27424","0.714869","18500","658.202","9.91342","","30.3232","653","29","466.577","4.594","5850","125","4.54","","0.92","","","","1.06","","10,37,63,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"144321743","6577.01","","3","4","3","3","1","4","4","0","23.2","317","0","0","0","PC","PC","12.0263","0.006","1","qlp-s64-faintsearch","FAINT","189.630031","-41.47389","-51.348","0.076","-60.418","0.115","2460047.80824","0.0000105","729.9391752","0.0000283","1.515","0.526","11.796316","27.141637","10806","24688.5","15.2287","5.88719","7.21802","456","23","214.986","2.66","5136.9","124.5","4.61","0.09","0.77","0.05","-0.12854","0.0813769","0.87","0.105653","10,37,64","found in faint-star QLP search; period likely shorter","2023-07-20","2024-08-22","2024-08-22"
+"144077896","6578.01","","2","4","2","2","1","4","4","4.2","43","5.15","1","0","0","PC","PC","12.0438","0.007","1","qlp-s64-faintsearch","FAINT","188.132336","-37.073844","-57.678","0.073","-13.15","0.086","2460061.045162","0.0027174","2.7543175","0.0000099","1.471","0.36","1.486304","0.190957","1368","175.862","2.11364","0.160383","36.9545","686","10","75.4617","0.2801","3573","157","4.7","0.01","0.54","0.02","","","0.537434","0.0203061","10,37,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"308010949","6579.01","","3","4","3","3","1","4","4","15.2","45.4","113.25","0","0","0","PC","PC","13.3562","0.007","1","qlp-s64-faintsearch","FAINT","167.212209","-54.315121","-0.326","0.032","0.938","0.031","2460066.773925","0.0028144","3.4732477","0.0000152","2.541","0.389","7.00164","0.501943","6428","462.2","13.0505","","935.315","1540","16","1207.19","29.605","7081","122","4.21","","1.63","","","","1.57","","10,37,63,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"170627138","6580.01","","3","4","3","3","1","4","4","8.3","28.5","70.68","0","0","0","PC","PC","11.7921","0.006","1","qlp-s64-faintsearch","FAINT","185.624262","-32.33691","9.901","0.06","-17.38","0.056","2460061.735735","0.0051316","10.9600975","0.0000933","6.171","0.527","4.472661","0.148968","4111","137.195","9.91407","0.680447","215.895","1067","32","580.95","16.0175","5586.7","126.1","3.82","0.09","2.04","0.12","0.276106","0.0676351","0.99","0.129162","37,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"94012094","6581.01","","3","4","3","3","1","4","4","8.9","46.1","26.92","0","0","0","PC","PC","11.4291","0.006","1","qlp-s64-faintsearch","FAINT","176.397049","-50.56653","-28.342","0.041","10.365","0.035","2460058.281391","0.003152","4.9156665","0.0000174","2.561","0.328","2.410838","0.166778","2218","153.596","5.59825","0.368736","197.609","1044","15","303.927","2.839","5656","131.5","4.28","0.08","1.2","0.06","","","1","0.125034","10,37,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"438629686","6582.01","","3","4","3","3","1","4","4","8.7","15.7","317","0","0","0","PC","PC","11.0608","0.006","1","qlp-s64-faintsearch","FAINT","201.899291","-46.386792","-3.815","0.094","6.665","0.093","2460030.55009","0.0041075","19.6500878","0.0000926","2.277","0.405","2.832033","0.218547","2605","201.269","14.4539","1.29539","64.2887","788","11","1116.12","80.215","8968","166.7","3.88","0.09","2.85","0.22","","","2.26","0.314647","11,37,38,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"377771417","6583.01","","3","4","3","3","3","4","4","21.3","81.8","114.49","0","0","1","PC","PC","11.3329","0.006","1","qlp-s64-faintsearch","FAINT","154.698501","-62.793024","-12.165","0.043","2.438","0.046","2460066.40706","0.0012578","7.447404","0.0000134","1.479","0.184","6.689155","0.400978","6142","369.246","13.1669","0.647229","106.276","894","21","639.815","10.734","7936","141","4.26","0.07","1.7","0.05","","","1.9","0.291202","10,11,36,37,63,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"374155286","6584.01","","3","4","3","3","1","4","4","17.1","50.2","74.26","0","0","0","PC","PC","12.3896","0.006","1","qlp-s64-faintsearch","FAINT","149.911356","-62.975497","0.749","0.036","-0.796","0.042","2460065.199093","0.0029345","3.6850751","0.0000149","1.859","0.326","4.848852","0.436492","4456","401.943","10.2036","0.75825","214.472","1066","11","612.225","6.921","5860","126.4","4.07","0.08","1.57","0.07","","","1.06","0.132691","9,10,11,36,37,63,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"162729620","6585.01","","3","4","3","3","1","4","4","8.1","40.3","70.64","1","0","0","PC","PC","12.3613","0.006","1","qlp-s64-faintsearch","FAINT","170.889648","-45.647015","-38.33","0.039","10.283","0.035","2460051.304076","0.0057569","13.4364908","0.0000987","5.375","1.684","5.153171","2.240893","4735","2061.81","9.8672","2.22858","690.534","1428","24","590.249","10.105","6229","136.6","4.28","0.08","1.31","0.06","","","1.2","0.166115","10,36,37,63,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"363259409","6586.01","","3","4","3","3","1","4","4","13.1","35.1","98.45","0","0","0","PC","PC","12.1162","0.006","1","qlp-s64-faintsearch","FAINT","147.396642","-63.494029","-7.587","0.047","5.722","0.046","2460067.268245","0.0035999","5.0953453","0.0000165","5.025","0.29","6.485979","0.110456","5956","101.729","12.0431","0.640826","1011.51","1571","59","883.252","20.203","6269","127.8","3.79","0.09","2.34","0.11","","","1.22","0.177902","9,10,11,36,37,64","found in faint-star QLP search; transit depth somewhat underestimated due to detrending; Rp closer to ~19 Re","2023-07-20","2024-08-22","2024-08-22"
+"131312528","6587.01","","3","4","3","3","1","4","4","7.4","55.5","54.7","1","0","0","PC","PC","12.2657","0.006","1","qlp-s64-faintsearch","FAINT","191.679388","-35.418044","-13.029","0.061","-1.701","0.051","2460039.044084","0.0027981","17.0116833","0.0000403","3.129","0.507","10.021855","0.668149","9188","615.199","8.55494","0.561998","23.9943","616","24","338.067","4.627","5668","131","4.53","0.08","0.91","0.05","","","1.01","0.124243","10,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"289389326","6588.01","","3","4","3","3","1","4","4","57.4","108.2","117.11","2","0","0","PC","PC","14.9692","0.008","1","qlp-s64-faintsearch","FAINT","202.23874","-56.782537","-37.379","0.106","-17.954","0.097","2460064.512133","0.0032837","1.7988855","0.0004522","1.415","0.255","42.321934","5.209681","38230","4786.8","13.2509","0.955721","48.1876","734","10","315.113","6.455","3458","157","4.63","0.01","0.62","0.02","","","0.606489","0.0215329","64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"91794828","6589.01","","3","4","3","3","1","4","4","26.1","34.7","317","1","0","0","PC","PC","13.3831","0.006","1","qlp-s64-faintsearch","FAINT","171.473891","-53.310061","-4.548","0.03","-0.145","0.025","2460066.991139","0.0016469","3.0589547","0.0000096","3.696","0.226","14.057524","0.407377","12864","375.138","17.6594","","1967.9","1855","37","1325.9","38.06","6821","122","4.11","","1.78","","","","1.47","","10,37,63,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"72123144","6590.01","","3","4","3","3","1","4","4","15.5","19.5","317","0","0","0","PC","PC","13.4995","0.006","1","qlp-s64-faintsearch","FAINT","186.345676","-44.04327","-5.562","0.038","-4.906","0.016","2460064.240702","0.0055661","7.0911739","0.0000593","5.635","2.314","8.925509","6.325322","8187","5808.9","14.5208","","1526.19","1741","14","949.219","21.734","5924","122","4.2","","1.37","","","","1.08","","10,37,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"463868678","6591.01","","3","4","3","3","1","4","4","7","15.7","93.54","0","0","0","PC","PC","11.983","0.006","1","qlp-s64-faintsearch","FAINT","154.896239","-57.071089","-4.05","0.047","1.067","0.051","2460061.434997","0.0072837","5.7881587","0.0000608","6.879","1.519","1.490653","0.098494","1372","90.7118","11.6578","","1170.98","1629","20","1245.89","43.5","5668","122","","","3.74","","","","","","9,10,36,37,63,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"398945279","6592.01","","3","4","3","3","1","4","4","28.7","46.2","317","1","0","0","PC","PC","12.8316","0.006","1","qlp-s64-faintsearch","FAINT","190.637818","-34.090596","13.377","0.04","-10.302","0.041","2460059.616028","0.0026853","9.5098954","0.000027","1.448","0.635","7.185239","17.473305","6596","15964.7","16.5009","7.67349","50.8044","743","11","511.237","7.1485","5478","130.8","4.31","0.08","1.14","0.06","","","0.96","0.124829","10,37,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"241297273","6593.01","","3","4","3","3","1","4","4","11.7","52.3","65.78","0","0","0","PC","PC","12.925","0.006","1","qlp-s64-faintsearch","FAINT","203.604407","-49.291192","18.416","0.063","-25.581","0.071","2460056.002371","0.0029957","8.4325164","0.0000307","1.731","0.487","9.592385","1.00387","8796","924.171","9.45527","0.771581","26.3135","630","13","431.429","6.3505","5300","123.2","4.41","0.08","0.98","0.05","","","0.91","0.114069","11,38,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"49411575","6594.01","","3","4","3","3","1","4","4","31.4","32.9","317","0","0","0","PC","PC","12.9822","0.007","1","qlp-s64-faintsearch","FAINT","205.607979","-29.800642","-7.042","0.046","-5.679","0.051","2460064.819932","0.0026237","2.67581","0.0005692","2.288","0.303","9.94296","0.586688","9116","540.214","15.7041","1.05111","709.373","1437","22","1006.66","30.3965","6171","131.7","4.07","0.09","1.66","0.09","","","1.18","0.175472","64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"361344753","6595.01","","2","4","2","2","1","4","4","4","42.1","10.52","0","0","0","PC","PC","10.9743","0.006","1","qlp-s64-faintsearch","FAINT","143.94571","-60.083478","-21.907","0.052","56.456","0.049","2460064.504203","0.003246","7.5138657","0.0000388","2.121","0.38","1.199315","0.134525","1104","123.894","3.23033","0.260366","42.4479","711","11","151.511","0.5855","5139","123.1","4.48","0.08","0.89","0.05","","","0.87","0.105729","9,37,63,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"306249066","6596.01","","3","4","3","3","3","4","4","12.6","92.5","73.1","3","0","1","PC","PC","10.5353","0.006","1","qlp-s64-faintsearch","FAINT","166.728463","-54.738876","-8.703","0.051","-10.253","0.053","2460059.058585","0.0011881","26.1622122","0.0000408","3.631","0.442","6.893462","0.348037","6329","320.503","10.1227","0.54761","44.9857","721","48","221.906","1.6715","6139","138.3","4.39","0.08","1.14","0.05","","","1.16","0.157513","10,37,63,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"131195882","6597.01","","3","4","3","3","3","4","4","19.8","63.4","38.49","1","0","2","PC","PC","12.9505","0.006","1","qlp-s64-faintsearch","FAINT","190.978266","-33.265959","-13.244","0.04","-10.268","0.041","2460065.943685","0.0014631","0.9097915","0.0000016","1.044","0.202","4.022495","0.307348","3698","283.038","6.92737","0.443924","1085.74","1599","16","571.796","9.197","5822","131.1","4.39","0.08","1.09","0.05","","","1.05","0.127106","10,37,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"22452837","6598.01","","3","4","3","3","1","4","4","8.5","35.9","95.18","2","0","0","PC","PC","12.9661","0.006","1","qlp-s64-faintsearch","FAINT","184.349287","-46.173632","-4.111","0.031","-0.522","0.019","2460066.23955","0.0032149","10.8089555","0.0000416","2.71","0.388","6.962301","0.489879","6392","451.093","11.7906","0.769173","95.8499","871","15","992.387","26.86","6876","133.9","4.27","0.09","1.49","0.07","","","1.49","0.247754","10,37,64","found in faint-star QLP search","2023-07-20","2024-08-22","2024-08-22"
+"166145361","6599.01","","2","4","2","2","1","4","4","3.5","22","1.11","6","0","0","PC","PC","11.9686","0.008","1","spoc-s64-b02","SPOC","205.923928","-40.041874","189.653","0.175","-97.776","0.135","2460041.770755","0.0012200982","2.2059167176606","0.00020834984","0.93951686341571","0.14634532","2.820863","0.287413","2594.7383621409","264.6818","1.0369208323393","0.31069762","9.6425737335884","449.4361397546","8.125701","16.9227","0.02365","3087","64","5.07767","0.432141","0.20209699869156","0.00603832","","","0.171073","0.0200577","64","variable star; L1 candidate; low SNR","2023-08-15","2023-08-15","2023-08-18"
+"325647810","6600.01","","3","4","4","3","1","4","4","9","51.2","16.36","2","0","0","PC","PC","11.0686","0.006","1","qlp-s65-faintsearch","FAINT","187.441996","-69.651839","-0.521","0.042","15.671","0.038","2460091.633257","0.0020526","3.8030207","0.0000148","2.537","0.421","2.285708","0.111662","2103","102.839","4.18884","0.304298","221.979","1075","17","174.42","0.7955","5035","128.1","4.35","0.09","1.01","0.06","","","0.84","0.0987564","11,38,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"167573692","6601.01","","3","4","3","3","3","4","4","1.1","90.6","100.13","2","0","2","PC","PC","14.6483","0.009","1","qlp-s65-faintsearch","FAINT","101.568127","-62.347402","-96.61","2","92.6","2","2460131.942667","0.0009822","32.5444769","0.0000527","1.661","0.119","116.593967","5.866047","101822","5388.26","11.9952","0.573561","0.130568","167","25","168.1966","","3230","157","4.84","","0.38","0.01","","","0.374143","0.021516","31,35,36,37,39,61,62,63,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"392027961","6602.01","","3","4","3","3","1","4","4","11.6","34.5","29.43","2","0","0","PC","PC","12.0139","0.006","1","qlp-s65-faintsearch","FAINT","174.171991","-71.183844","-5.452","0.045","-1.667","0.038","2460094.284112","0.002558","1.5840089","0.0000059","1.134","0.27","1.235184","0.155811","1137","143.497","5.90757","0.560367","296.761","1156","10","447.901","4.624","5188","130.3","3.91","0.08","1.72","0.1","","","0.88","0.109311","11,37,38,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"90048949","6603.01","","3","4","3","3","3","4","4","13.2","15.2","317","2","0","2","PC","PC","12.9595","0.007","1","qlp-s65-faintsearch","FAINT","204.212654","-55.270452","-4.207","0.047","1.293","0.04","2460090.855431","0.0052999","5.015806","0.0000512","5.154","1.171","4.86412","0.318672","4470","293.465","14.6529","0.989942","2429.4","1955","14","1310.99","41.93","7155","131.3","3.89","0.09","2.37","0.12","","","1.6","0.275793","38,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"56884","6604.01","","3","4","3","3","1","4","4","28.4","79.8","120.02","1","0","0","PC","PC","12.1967","0.008","1","qlp-s65-faintsearch","FAINT","220.652699","-25.55393","-16.314","0.137","-4.904","0.158","2460088.668722","0.0014714","3.917482","0.0000092","2.619","0.208","9.15542","0.385928","8397","355.39","13.4773","1.02796","511.088","1324","27","662.96","36.769","6466","121.3","4.18","0.1","1.54","0.11","","","1.32","0.213579","38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"263207857","6605.01","","3","4","3","3","1","4","4","8.6","51.6","68.66","1","0","0","PC","PC","13.4442","0.006","1","qlp-s65-faintsearch","FAINT","230.389105","-66.264426","-4.426","0.019","-5.116","0.03","2460087.153755","0.005657","12.2981251","0.0000886","3.98","1.225","16.374152","1.707642","14968","1571.56","9.70951","","95.5652","871","12","536.703","6.474","5614","136","4.55","","0.87","","","","0.99","","12,38,39,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"242532142","6606.01","","3","4","3","3","1","4","4","39.5","37.4","317","2","0","0","PC","PC","13.2738","0.006","1","qlp-s65-faintsearch","FAINT","215.116596","-44.354316","-2.299","0.056","-4.811","0.056","2460092.591766","0.0019494","2.5354002","0.0000058","1.744","0.608","12.010369","2.515947","11001","2314.59","15.299","","529.415","1336","18","723.354","27.56","5526","123","4.17","","1.34","","","","0.97","","11,38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"400968492","6607.01","","3","4","3","3","1","4","4","8","33.5","76.23","2","0","0","PC","PC","12.2525","0.006","1","qlp-s65-faintsearch","FAINT","167.584824","-69.344992","-19.052","0.037","2.612","0.034","2460080.819177","0.0031772","11.1860909","0.0000482","5.989","0.442","4.805229","0.183736","4416","169.213","10.3662","0.544562","353.841","1208","23","741.795","11.2835","6520","130","4.11","0.09","1.69","0.08","","","1.34","0.213264","10,11,37,38,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"366315051","6608.01","","3","4","4","3","1","4","4","26.9","86","116.66","3","0","0","PC","PC","12.8314","0.006","1","qlp-s65-faintsearch","FAINT","218.944637","-32.719293","-6.14","0.049","3.981","0.038","2460093.589256","0.0009063","7.3144752","0.0000076","1.481","0.182","20.989081","1.058986","19146","974.887","13.336","0.911105","17.6496","571","27","390.235","3.422","5137","129.4","4.39","0.09","0.99","0.06","","","0.87","0.107018","11,38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"291668351","6609.01","","3","4","3","3","1","4","4","9.8","48.9","80.37","1","0","0","PC","PC","13.2079","0.006","1","qlp-s65-faintsearch","FAINT","217.985495","-54.400652","-11.535","0.041","-8.849","0.043","2460083.77241","0.0048346","12.9414603","0.0000684","3.75","0.335","14.387539","0.913838","13164","841.322","10.6791","","58.6863","771","13","514.266","6.328","5832","122","4.45","","1.01","","","","1.05","","11,38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"289076007","6610.01","","3","4","4","3","1","4","4","56.2","58.9","317","4","0","0","PC","PC","11.1708","0.006","1","qlp-s65-faintsearch","FAINT","224.571478","-49.275979","-17.066","0.11","-8.895","0.074","2460089.141513","0.0008734","3.1651539","0.000004","3.416","0.159","9.537618","0.143459","8746","132.122","14.2867","0.65901","1222.01","1647","39","407.645","6.819","6396","128.4","4.15","0.08","1.57","0.07","","","1.28","0.192045","11,38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"403368444","6611.01","","3","4","3","3","1","4","4","22.5","73.9","108.11","3","0","0","PC","PC","12.1404","0.006","1","qlp-s65-faintsearch","FAINT","229.883712","-73.522601","-4.264","0.034","-8.369","0.04","2460111.963815","0.0009694","6.5568726","0.0000115","2.755","0.162","9.280249","0.273041","8511","251.448","12.6672","0.648967","160.545","991","39","534.334","7.196","6139","133.7","4.23","0.09","1.36","0.07","","","1.16","0.170591","12,39,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"76706043","6612.01","","3","4","4","3","1","4","4","109.7","183.1","127.8","1","0","0","PC","PC","11.7332","0.006","1","qlp-s65-faintsearch","FAINT","229.294897","-33.969293","-15.293","0.095","-8.876","0.079","2460092.286886","0.0004295","2.3207203","0.0000011","1.797","0.081","13.972836","0.328929","12787","302.909","14.0426","1.20505","135.481","950","85","180.958","2.432","4390","125.2","4.12","0.1","1.2","0.1","","","0.69","0.0825336","11,38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"426904354","6613.01","","3","4","3","3","1","4","4","40.6","49.9","317","1","0","0","PC","PC","13.4146","0.006","1","qlp-s65-faintsearch","FAINT","237.006147","-66.810824","0.494","0.017","-6.004","0.029","2460121.932395","0.0016451","2.5001306","0.0000072","1.61","0.493","18.229695","1.775065","16650","1633.56","17.7461","","570.926","1361","18","1002.32","19.458","6158","122","4.2","","1.42","","","","1.17","","12,39,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"149179763","6614.01","","3","4","3","3","1","4","4","8.9","61.6","97.79","2","0","0","PC","PC","12.5738","0.006","1","qlp-s65-faintsearch","FAINT","81.700204","-65.289713","23.891","0.022","53.36","0.026","2460150.584875","0.0011317","25.0709977","0.0000263","2.379","0.277","13.421976","2.512367","12286","2311.3","11.9941","1.18521","13.367","532","42","388.523","1.849","5624","127.6","4.49","0.08","0.94","0.05","","","1","0.126976","1,2,3,4,5,6,7,8,9,11,12,13,27,28,29,31,32,33,34,35,36,37,38,39,62,63,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"145804834","6615.01","","3","4","3","3","3","4","4","42.5","137.8","93.65","4","0","2","PC","PC","12.0846","0.006","1","qlp-s65-faintsearch","FAINT","230.134223","-45.54122","-12.259","0.062","-8.158","0.051","2460090.248705","0.0008176","3.5911377","0.0000055","1.623","0.205","15.142552","0.692989","13850","638.063","11.6235","0.64675","184.928","1027","41","358.155","3.938","6094","128.5","4.5","0.08","0.99","0.05","","","1.14","0.154073","38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-09-12"
+"349503728","6616.01","","3","4","4","3","1","4","4","72","124.6","106.12","3","0","0","PC","PC","14.9482","0.008","1","qlp-s65-faintsearch","FAINT","220.664082","-79.454095","9.298","3.326","-0.663","3.326","2460123.871658","0.0006801","1.1235117","0.0000021","1.039","0.081","54.538433","2.866204","48991","2636.39","12.5587","1.49714","66.6916","796","22","","","3505","157","4.67","0.06","0.58","0.07","","","0.57173","0.0579113","39,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"439381274","6617.01","","3","4","3","3","1","4","4","11.3","46.6","52.43","3","0","0","PC","PC","12.0669","0.007","1","qlp-s65-faintsearch","FAINT","195.799598","-64.822103","-5.042","0.042","-3.144","0.043","2460093.414898","0.0038715","4.315664","0.0000249","6.135","0.57","3.839429","0.175843","3530","161.944","8.30372","0.472239","2834.56","2032","19","580.371","9.7285","6707","132.8","4.2","0.09","1.56","0.07","","","1.42","0.238942","11,38,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"350432166","6618.01","TIC 350432166.01","3","4","3","3","1","4","4","4","25.2","67","2","0","0","PC","PC","11.2822","0.006","1","qlp-s65-faintsearch","CTOI","84.885928","-59.005736","-1.453","0.04","7.097","0.043","2460069.034978","0.0029457","35.7883368","0.0001081","8.45","1.712","2.226956","0.120314","2049","110.807","9.5733","0.530014","76.4013","713","17","511.417","5.263","6218.9","128.9","3.96","0.09","1.9","0.09","-0.0429864","0.0814468","1.2","0.174265","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,33,34,35,36,37,38,39,61,62,63,64,65","CTOI from Montalto et al.; found in faint-star QLP search","2023-08-15","2023-08-15","2023-08-18"
+"399195246","6619.01","","3","4","3","3","1","4","4","51.4","50.7","317","1","0","0","PC","PC","12.6705","0.006","1","qlp-s65-faintsearch","FAINT","163.506946","-70.892253","-14.563","0.026","1.738","0.025","2460092.280152","0.0007441","1.6930171","0.0000015","2.759","0.048","11.943404","0.200043","10940","184.229","16.2172","0.80647","2086.88","1882","55","755.87","8.5205","6010","130.7","4.05","0.08","1.64","0.08","","","1.11","0.145152","10,11,37,38,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"241592217","6620.01","","3","4","3","3","1","4","4","18.3","41.9","122.57","1","0","0","PC","PC","13.2261","0.007","1","qlp-s65-faintsearch","FAINT","207.195682","-53.575927","-16.64","0.063","-2.216","0.075","2460094.093286","0.0046074","3.8647617","0.0000293","4.038","1.053","8.273265","0.571133","7591","525.895","13.7097","","1263.12","1660","15","950.963","29.117","6119","122","3.98","","1.83","","","","1.15","","11,38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"374908396","6621.01","","2","4","2","2","1","4","4","2.8","26.7","8.43","1","0","0","PC","PC","12.8143","0.006","1","qlp-s65-faintsearch","FAINT","88.963569","-65.507496","-7.453","0.027","-3.928","0.035","2460118.609287","0.0033575","4.2807848","0.0000154","2.073","0.297","2.207373","0.145486","2031","133.989","2.8386","0.268882","60.9199","778","12","193.932","0.555","4354","120.6","4.59","0.1","0.69","0.06","","","0.68","0.0788849","1,3,4,6,7,10,11,13,27,30,31,33,34,36,37,61,62,63,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"260539542","6622.01","","3","4","3","3","1","4","4","1.4","14.9","42.82","0","0","0","PC","PC","13.3296","0.006","1","qlp-s65-faintsearch","FAINT","96.949049","-54.279518","10.729","0.032","-3.447","0.029","2460075.149187","0.0063478","37.8575614","0.000178","7.424","0.388","5.63873","0.179146","5180","164.986","7.35774","","32.4592","664","23","750.839","9.391","5980","122","4.34","","1.17","","","","1.1","","1,2,4,5,6,7,8,9,11,12,28,29,31,32,33,34,35,36,38,39,61,62,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"207937389","6623.01","","3","4","3","3","1","4","4","31.2","88.9","110.96","1","0","0","PC","PC","13.0339","0.006","1","qlp-s65-faintsearch","FAINT","207.421621","-57.150013","-10.556","0.032","-3.771","0.034","2460094.305669","0.0039021","3.1791661","0.0008788","2.844","0.664","17.782618","1.124178","16245","1034.87","12.9563","","1190.1","1636","18","651.466","8.403","6452","122","4.43","","1.16","","","","1.31","","65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"443199889","6624.01","","3","4","4","3","1","4","4","16.4","58.3","84.92","3","0","0","PC","PC","10.8833","0.007","1","qlp-s65-faintsearch","FAINT","198.888298","-61.443076","-24.117","0.041","-11.293","0.047","2460087.460245","0.0025248","10.3031578","0.000041","3.44","0.482","3.340515","0.177314","3072","163.299","11.0446","0.638045","132.955","946","17","398.406","5.6735","6387","136.6","3.94","0.09","2.01","0.1","","","1.28","0.198617","11,38,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"258409964","6625.01","","3","4","3","3","1","4","4","17.7","21.7","317","0","0","0","PC","PC","12.9268","0.006","1","qlp-s65-faintsearch","FAINT","221.805701","-68.521148","-8.301","0.02","-9.675","0.031","2460088.145466","0.0031058","5.4863844","0.0000215","4.339","0.313","9.664682","0.357366","8862","329.092","14.247","0.746823","719.754","1442","23","954.945","18.3325","6498","129","4.15","0.09","1.61","0.07","","","1.33","0.205092","12,38,39,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"148691985","6626.01","","3","4","3","3","1","4","4","133.3","249.5","125.34","3","0","0","PC","PC","14.6186","0.009","1","qlp-s65-faintsearch","FAINT","231.025033","-39.909393","-17.699","0.148","-20.864","0.102","2460092.410385","0.0011416","1.2864856","0.0000983","1.328","0.077","119.754794","5.509027","104433","5061.15","14.0003","0.616245","46.706","728","32","158.097","1.871","3172","157","4.79","0.01","0.45","0.01","","","0.44167","0.0207961","65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"411463659","6627.01","","3","4","3","3","1","4","4","26.1","32.5","317","2","0","0","PC","PC","12.8709","0.006","1","qlp-s65-faintsearch","FAINT","179.587735","-68.716999","3.148","0.024","-4.531","0.022","2460092.036359","0.0026249","4.8934688","0.0000293","3.157","0.547","10.538102","0.980535","9659","902.698","15.84","1.09561","975.759","1557","20","853.667","10.7125","6332","128.2","4.15","0.08","1.56","0.07","","","1.25","0.18786","37,38,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"75650448","6628.01","","3","4","4","3","1","4","4","9.1","53.2","70.99","9","0","0","PC","PC","12.0836","0.006","1","qlp-s65-faintsearch","FAINT","225.83705","-35.230579","-30.179","0.09","-15.946","0.065","2460093.829735","0.0018913","18.184189","0.0000378","3.696","0.213","10.191718","0.374056","9343","344.459","9.90639","0.625776","20.0861","589","27","320.527","5.885","5265","125.7","4.32","0.08","1.09","0.06","","","0.9","0.112219","11,38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-09-04"
+"160442729","6629.01","","3","4","3","3","1","4","4","19.2","76.8","67.15","1","0","0","PC","PC","14.2251","0.007","1","qlp-s65-faintsearch","FAINT","223.135822","-38.861661","-10.765","0.31","-17.589","0.417","2460086.317717","0.0033666","4.3664669","0.0014001","2.004","0.294","29.435622","2.586631","26747","2379.54","9.52505","0.730028","20.3906","592","11","233.304","15.1575","3598","157","4.66","0.02","0.59","0.03","","","0.583697","0.0292258","65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"312612366","6630.01","","3","4","3","3","1","4","4","7.2","35.7","54.98","1","0","0","PC","PC","13.1227","0.006","1","qlp-s65-faintsearch","FAINT","210.847138","-51.927424","-2.705","0.051","-0.467","0.049","2460082.169306","0.0056803","7.7103227","0.0000418","4.406","0.374","6.624703","0.360662","6083","332.127","8.52513","","410.215","1253","13","713.493","12.486","6617","122","4.42","","1.2","","","","1.39","","11,38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"457446242","6631.01","","3","4","3","3","1","4","4","27.2","77.9","116.65","1","0","0","PC","PC","12.716","0.007","1","qlp-s65-faintsearch","FAINT","206.35273","-57.331284","-9.18","0.04","-5.896","0.048","2460094.270096","0.0023107","3.4714821","0.0000104","3.245","0.202","10.365993","0.457425","9502","421.215","13.2477","0.70564","1049.57","1585","22","690.045","12.126","6604","132.1","4.28","0.09","1.41","0.06","","","1.38","0.224548","11,38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"292349703","6632.01","","3","4","3","3","1","4","4","9.8","24.3","88.08","2","0","0","PC","PC","11.5555","0.006","1","qlp-s65-faintsearch","FAINT","221.42572","-65.8513","-6.561","0.031","-7.466","0.05","2460085.93471","0.0070563","5.8778295","0.000048","3.392","0.521","1.440642","0.115441","1326","106.319","11.2784","0.856679","316.166","1174","9","854.397","20.2105","5965","126.7","3.43","0.08","3.34","0.17","","","1.09","0.138352","11,12,38,39,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"38584799","6633.01","","2","4","2","2","1","4","4","1.5","20.7","5.81","1","0","0","PC","PC","12.1821","0.006","1","qlp-s65-faintsearch","FAINT","63.937745","-62.725017","-12.105","0.039","3.915","0.038","2460149.073884","0.004339","6.5479496","0.0000248","2.331","0.705","1.073238","0.065403","988","60.2363","2.28629","0.163219","98.978","878","15","197.121","0.771","4853.5","111.6","4.61","0.08","0.73","0.04","-0.0372882","0.1","0.79","0.0851773","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"400491269","6634.01","","3","4","3","3","1","4","4","4.8","29.1","60.89","1","0","0","PC","PC","11.2405","0.006","1","qlp-s65-faintsearch","FAINT","166.596115","-66.703343","-6.54","0.039","-0.709","0.037","2460073.545149","0.0050688","23.136755","0.0001229","7.179","0.72","2.732978","0.121089","2514","111.521","9.05398","0.432459","245.088","1102","17","681.143","10.9265","7723","141.6","4.08","0.08","2.04","0.07","","","1.82","0.29957","10,11,37,38,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"330424797","6635.01","","3","4","3","3","1","4","4","27","47.4","317","2","0","0","PC","PC","12.363","0.009","1","qlp-s65-faintsearch","FAINT","211.969321","-60.620203","-7.027","0.032","-0.44","0.07","2460091.419966","0.0056762","8.6243051","0.0000458","5.584","1.544","10.052538","4.480489","9216","4118.18","16.2074","3.36431","3083.68","2076","20","700.825","17.769","7944","149.5","4.39","0.08","1.47","0.06","","","1.91","0.295767","11,38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"209054294","6636.01","","3","4","3","3","3","4","4","22.9","22.9","317","2","0","2","PC","PC","12.3531","0.007","1","qlp-s65-faintsearch","FAINT","209.796777","-54.762928","-7.079","0.097","4.577","0.117","2460092.869314","0.0023279","3.5171227","0.0000104","2.327","0.337","4.708174","0.337978","4327","311.241","14.6605","1.07144","541.267","1343","15","914.054","39.6745","6386","128.1","3.88","0.09","2.16","0.13","","","1.28","0.185619","11,38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"256124756","6637.01","","3","4","3","3","1","4","4","43.1","47.6","317","0","0","0","PC","PC","13.4658","0.007","1","qlp-s65-faintsearch","FAINT","199.577115","-59.758683","-21.548","0.024","2.885","0.031","2460094.009392","0.0016408","2.231293","0.0000104","1.796","0.157","17.750612","1.255196","16216","1155.41","15.38","","621.755","1391","15","782.642","14.794","6356","122","4.38","","1.19","","","","1.26","","38,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"460316238","6638.01","","3","4","3","3","1","4","4","60.1","81.8","317","1","0","0","PC","PC","13.4986","0.006","1","qlp-s65-faintsearch","FAINT","222.562817","-49.596217","-8.327","0.062","-7.902","0.048","2460092.279142","0.0007497","4.140097","0.0000035","2.896","0.071","45.315368","0.828226","40878","762.533","16.9028","","206.767","1056","52","453.793","6.7985","5359","125","4.57","","0.82","","","","0.93","","11,38,65","found in faint-star QLP search; variable host","2023-08-15","2024-08-22","2024-08-22"
+"446918603","6639.01","","3","4","3","3","1","4","4","15.2","51.5","96.06","0","0","0","PC","PC","12.4865","0.006","1","qlp-s65-faintsearch","FAINT","232.605222","-67.938798","10.159","0.023","1.614","0.041","2460117.137039","0.0018635","8.0136668","0.0000248","4.056","0.297","8.345474","0.311006","7657","286.406","11.825","0.647509","191.471","1036","22","597.698","8.027","5831","127.1","4.17","0.07","1.4","0.07","","","1.05","0.129151","12,39,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"167654347","6640.01","","2","4","2","2","1","4","4","1.5","26.3","12.8","3","0","0","PC","PC","12.392","0.006","1","qlp-s65-faintsearch","FAINT","102.540676","-63.465599","10.318","0.031","40.495","0.024","2460128.654886","0.0036553","16.9356875","0.0000607","3.256","1.152","2.846185","0.30779","2618","283.445","3.59731","0.345185","26.8131","633","20","201.413","0.5895","4758","121.4","4.62","0.09","0.71","0.05","","","0.77","0.0889425","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,36,37,38,39,61,62,63,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"241525834","6641.01","","3","4","3","3","1","4","4","79","67.1","317","2","0","0","PC","PC","14.85","0.009","1","qlp-s65-faintsearch","FAINT","206.54904","-53.357187","8.22","0.134","-11.375","0.143","2460092.673541","0.0021023","1.9647786","0.0003361","1.586","0.184","67.979947","5.427491","60692","4986.43","15.9566","0.934747","39.1755","696","15","297.833","5.817","3314","157","4.62","0.01","0.64","0.02","","","0.620886","0.02124","65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"23111","6642.01","","3","4","3","3","1","4","4","34.8","39.8","317","2","0","0","PC","PC","13.0934","0.008","1","qlp-s65-faintsearch","FAINT","219.53997","-27.418351","-19.312","0.05","-3.935","0.039","2460093.397359","0.0016768","3.3421583","0.0000096","1.284","0.236","15.938856","0.862102","14573","793.71","16.3017","","132.245","944","17","850.423","20.805","6022","122","4.15","","1.46","","","","1.11","","38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"332887363","6643.01","","3","4","3","3","1","4","4","17.3","18.3","317","0","0","0","PC","PC","12.7886","0.006","1","qlp-s65-faintsearch","FAINT","216.321837","-51.818041","-7.716","0.039","2.322","0.039","2460088.11645","0.0037428","4.8332515","0.0000244","4.323","0.41","6.494717","0.281371","5964","259.119","14.6312","0.830921","907.188","1528","18","1015.39","21.1745","6431","123.7","3.9","0.08","2.11","0.1","","","1.3","0.196758","11,38,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"149450435","6644.01","","3","4","3","3","1","4","4","0.6","15.1","15.34","0","0","0","PC","PC","12.5687","0.006","1","qlp-s65-faintsearch","FAINT","85.08377","-60.917584","-5.323","0.029","26.231","0.027","2460150.015347","0.0051752","42.7305626","0.0001799","5.591","1.056","2.947428","0.167167","2711","153.955","4.03815","0.279526","10.2931","499","19","308.178","1.2715","5247","128.6","4.56","0.08","0.83","0.05","","","0.9","0.111973","1,2,3,4,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65","found in faint-star QLP search","2023-08-15","2024-08-22","2024-08-22"
+"15827263","6645.01","","5","5","5","5","5","5","5","","","3.74","3","2","6","EB","FP","10.4263","0.006","1","qlp-s80-ffi","QLP","280.505862","17.310927","9","2.6","24.5","2.7","2460505.209665","0.0076094","3.9525732","0.0000304","2.378","0.77","0.930875","0.081756","857","75.297","","","","","9","","","4536.1","210.1","","","","","","","","","26,40,53,80","ambiguous offset and possible depth-aperture correlation; TFOP NEB/FP","2023-09-21","2024-08-29","2024-08-31"
+"346855283","6646.01","","3","4","3","3","4","4","4","4.9","48.7","20.1","1","2","3","PC","PC","9.56062","0.006","1","qlp-s54-346855283","QLP","280.882334","20.560674","-4.066","0.046","-8.512","0.051","2459763.657293","0.0023668","17.7505864","0.0002228","5.578","0.394","1.515659","0.053408","1395","49.1893","4.72963","0.23059","165.508","999","14","191.472","1.4035","6967","137.4","4.34","0.08","1.38","0.06","","","1.527","0.249096","26,40,53,54","variable host","2023-09-21","2023-09-21","2024-08-07"
+"439943973","6647.01","","1","4","1","1","4","4","4","6.5","46.7","11.79","0","15","2","PC","PC","9.65566","0.006","1","qlp-s57-reprocessed","QLP","1.21215","42.868196","89.054","0.054","7.333","0.034","2459879.65194","0.0037525","3.9963994","0.0000271","3.9","0.746","0.575593","0.041156","530","37.9051","3.44228","0.226029","809.419","1485","15","174.397","1.3555","5684","122.6","4.08","0.07","1.52","0.07","","","1.011","0.126368","17,57","possible slight offset to W","2023-09-21","2023-09-21","2024-08-09"
+"440150441","6648.01","TIC 440150441.01","3","4","3","3","3","4","4","2.7","37.5","14.1","0","2","1","PC","PC","9.99685","0.006","1","qlp-s57-ffi","QLP","5.462265","42.77064","-18.029","0.086","3.786","0.043","2459879.945252","0.0067249","20.86399","0.0052691","5.624","0.713","1.129753","0.0806","1040","74.2322","3.8434","0.253154","75.5957","821","16","185.35","3.489","6153","129.3","4.35","0.08","1.2","0.06","","","1.169","0.162269","17,57","period updated to reflect separation between two consecutive transits in SPOC S57 2 min data (P~ 20.86399 d); additional transit at ~1774.26 TBJD in S17 identified in CTOI by Rafael Rodrigues (Planet Hunters) that is consistent with ~20.86 day period","2023-09-21","2023-12-18","2024-01-26"
+"258940847","6649.01","","3","4","3","3","3","4","4","46.3","174.8","79.55","1","2","1","PC","PC","9.7664","0.007","1","qlp-s57-reprocessed","QLP","9.208188","24.267798","3.078","0.078","-45.825","0.049","2459881.362939","0.0019379","5.9867942","0.0000353","0.904","0.439","1.271055","3.985095","1170","3663.68","10.5818","3.97592","194.213","1040","11","201.21","2.54","6336.4","109.9","4.26","0.08","1.37","0.06","0.156","0.043","1.25","0.191217","17,57","","2023-09-21","2023-09-21","2024-01-26"
+"64837857","6650.01","TIC 64837857.01","1","4","1","3","4","4","4","32.6","154.3","130.6","2","22","4","PC","PC","10.0252","0.006","1","qlp-s57-reprocessed","QLP","338.805332","54.773557","12.303","0.05","-0.578","0.049","2459850.837588","0.0006654","20.3286729","0.0000163","6.298","0.125","11.067757","0.134295","10142","123.683","14.1524","0.584627","119.352","920","80","237.169","1.883","6500.6","163.2","4.32","0.08","1.37","0.06","","","1.438","0.227382","16,17,57","potential secondary that is not unique","2023-09-21","2023-09-21","2024-01-26"
+"174328045","6651.01","TIC 174328045.01","3","5","5","3","4","4","4","8.9","46.3","20.67","0","2","1","PC","CP","9.60892","0.006","1","qlp-s57-reprocessed","QLP","15.78859","35.389041","10.396","0.191","-21.221","0.099","2459872.883227","0.0027312","5.0569858","0.000026","3.589","0.553","0.86133","0.046396","793","42.7317","4.79388","0.273095","448.021","1281","18","212.128","2.538","5818.9","107.5","3.95","0.07","1.8","0.08","0.203757","0.0123592","1.047","0.132419","17,57","","2023-09-21","2023-09-21","2024-09-02"
+"283884522","6652.01","","1","4","1","1","4","4","4","4","49.5","4.46","0","3","2","PC","PC","9.1993","0.006","1","qlp-s57-reprocessed","QLP","2.214012","33.878756","67.251","0.054","-40.142","0.025","2459881.334131","0.0035246","3.8388774","0.0000256","2.391","0.624","0.380074","0.041017","350","37.7777","1.94873","0.152719","370.484","1222","12","97.8683","0.3994","5745","124.8","4.44","0.08","1.01","0.05","","","1.03","0.126119","17,57","slight depth-aperture correlation; potential L1 candidate","2023-09-21","2023-09-21","2024-08-09"
+"150901009","6653.01","","2","5","5","2","3","4","4","","","6.48","0","2","1","PC","PC","9.1129","0.006","1","qlp-s57-reprocessed","QLP","4.182463","20.856765","382.957","0.071","15.335","0.088","2459856.471891","0.0106867","","","2.623","0.994","1.086279","0.127621","1000","117.536","2.4364","0.227903","60.1386","775","12","50.2297","0.1289","4859","119.2","4.59","0.09","0.75","0.05","","","0.79","0.0928519","57","single transit","2023-09-21","2023-09-21","2024-01-26"
+"278726770","6654.01","","3","4","3","3","1","4","4","","","317","0","0","0","PC","PC","10.1032","0.006","1","qlp-s68-ffi","QLP","99.411971","-57.087293","5.936","0.047","9.719","0.052","2460174.245053","0.0022778","9.5160627","0.0000266","1.832","0.636","0.528882","0.048601","487","44.7622","17.807","","23.0984","610","16","673.028","10.005","4481.6","49","","","8.18","","0.26","0.09","","","1,2,3,4,5,6,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68","evolved host; Rstar may be smaller (~5.8 Rsun in Sharma+ 2018); possible depth aperture correlation","2023-09-21","2023-11-15","2023-11-15"
+"304690618","6655.01","","1","4","1","1","1","4","4","2.8","37","5.93","1","0","0","PC","PC","10.1763","0.006","1","qlp-s66-ffi","QLP","278.028578","-67.664501","1.613","0.035","-37.935","0.04","2460116.080516","0.0041578","6.8672313","0.0000301","2.858","0.38","0.79505","0.054901","732","50.5641","2.31017","0.162042","123.542","928","11","127.16","0.4475","5564","130","4.51","0.08","0.91","0.05","","","0.98","0.125516","13,39,66","potential multi; variable host","2023-09-21","2023-09-21","2023-09-25"
+"304690618","6655.02","","1","4","1","1","1","4","4","2","33.1","6.77","1","0","0","PC","PC","10.1763","0.006","2","qlp-s66-ffi","QLP","278.028578","-67.664501","1.613","0.035","-37.935","0.04","2460110.487904","0.0055528","12.9587054","0.0000804","3.598","0.735","1.093887","0.075991","1007","69.9874","2.49711","0.190459","61.6019","780","12","127.16","0.4475","5564","130","4.51","0.08","0.91","0.05","","","0.98","0.125516","13,39,66","potential multi; variable host","2023-09-21","2023-09-21","2023-09-25"
+"262457587","6656.01","","5","5","5","5","5","5","5","","","317","1","0","0","PC","FA","10.318","0.035","1","qlp-s66-ffi","","228.840425","-70.532562","","","","","2460123.325734","0.0006661","0.8219599","0.0000034","2.147","0.048","19.685901","0.448717","17968","413.198","","","884.027","1519","38","","","3866.3","155.4","","","","","","","","","12,38,39,65,66","nearby M dwarf in visual binary; bright neighbor to NW","2023-09-21","2023-09-21","2023-10-06"
+"96475638","6657.01","","1","4","1","1","1","4","4","7.2","65.6","7.23","0","0","0","PC","PC","8.5861","0.006","1","qlp-s66-ffi","QLP","264.966891","-50.574825","-18.565","0.066","-47.494","0.052","2460115.228364","0.0026942","4.0610981","0.000011","1.964","0.484","0.60601","0.036334","558","33.4641","2.57627","0.157206","306.57","1165","11","96.6949","0.38085","6193","126","4.38","0.08","1.16","0.05","","","1.19","0.170441","12,39,66","variable star; stellar rotation period close to candidate orbital period; visual binary with TIC 1516943653; associated TIC 96475634 is a phantom star","2023-09-21","2023-09-21","2023-09-25"
+"292221593","6658.01","","2","4","2","2","1","4","4","4.4","28.3","12.61","0","0","0","PC","PC","8.641","0.019","1","qlp-s66-ffi","QLP","278.680624","-65.95319","17.99","0.485","-33.993","0.581","2460124.089204","0.0092669","5.6494351","0.0001078","5.214","0.773","0.217169","0.018989","200","17.4892","3.74551","0.290013","730.055","1448","9","280.1428","44.3477","5764","118","","","2.95","0.12","","","","","13,39,66","visual binary; low SNR; possibly evolved host","2023-09-21","2023-09-21","2023-09-25"
+"272768631","6659.01","","1","4","1","1","3","4","4","7","73.3","11.89","3","0","2","PC","PC","10.2443","0.006","1","qlp-s66-ffi","QLP","278.41157","-35.348041","66.532","0.083","-37.671","0.07","2460121.676241","0.0035559","7.3120981","0.0000241","1.428","0.823","1.798382","0.581985","1655","535.884","3.45268","0.640925","58.7812","771","11","101.511","0.5035","5159","129.9","4.57","0.09","0.8","0.05","","","0.87","0.106189","13,66","transit at ~1659 TBJD coincides with flare","2023-09-21","2023-09-21","2024-09-12"
+"468178519","6660.01","TIC 468178519.01","3","4","4","3","1","4","4","65.7","78.7","317","4","0","0","PC","PC","12.0054","0.006","1","spoc-s66-b02","SPOC","314.381155","-86.61053","19.428","0.034","-31.796","0.041","2460097.764325","0.00060840294","2.9851465908279","0.00012926091","3.7582248026367","0.047563158","13.866341","0.162927","12690.164502475","150.04987","17.000608316965","0.79857224","1525.0112188915","1593.8153647998","33.248516","522.201","5.554","6116","128.268","4.15621","0.0795369","1.4834699630737","0.0674397","","","1.15","0.15445","66","possibly inflated","2023-09-21","2023-09-21","2024-07-03"
+"355895977","6661.01","TIC 355895977.01","3","4","3","3","4","4","4","2","29","9.3","0","2","4","PC","PC","11.7085","0.006","1","spoc-CTOIs","CTOI","190.769321","61.601738","-14.233","0.044","-40.079","0.038","2459425.19571","0.0031386332","10.578953374781","0.00021393357","2.8444195134159","0.60014415","1.663088","0.146849","1530.587817411","135.24345","3.0009043728299","1.8854746","45.812527843969","663.53802159135","9.452929","190.991","0.9045","5164","121.718","4.61221","0.0840312","0.76504498720169","0.0448845","","","0.874","0.105307","41,48,49","low MES; CTOI from Samuel Grunblatt","2023-09-21","2023-09-21","2024-03-26"
+"418343229","6662.01","TIC 418343229.01","1","4","1","1","3","4","4","14.3","30.9","0.77","5","2","4","PC","PC","10.8861","0.007","1","spoc-CTOIs","CTOI","84.856001","74.767411","9.908","0.063","-147.285","0.073","2458816.18615","0.00022500311","0.29394933401345","0.0000039489246","0.54223589945934","0.1045754","0.810721","0.042411","746.42318840998","39.061657","0.93728521252023","0.4824169","363.43667926361","1113.594144027","24.188742","21.182","0.02455","3359","157","4.89202","0.00211601","0.33188000321388","0.00990532","","","0.313264","0.0202032","19,20,26,40,52,53,59,60","CTOI from Marco Montalto","2023-09-21","2023-09-21","2024-01-26"
+"415732733","6663.01","TIC 415732733.01","3","5","5","3","3","4","4","","","56.22","0","1","1","PC","PC","10.594","0.019","1","spoc-CTOIs","CTOI","142.031271","78.944752","9.295","1.111","-15.039","2.709","2459598.653805","0.0034177396","","","7.1157206765039","0.37613547","3.33378","0.181392","3065.8159707696","167.05446","5.6562862001178","0.4519871","1.7268018187781","292.36836153839","22.29688","393.5746","","6487","130.842","4.438","","1","","","","","","47,60","single transit; no stellar radius but likely F dwarf/subgiant; visual binary; CTOI from Planet Hunters","2023-09-21","2023-09-21","2024-05-01"
+"147561732","6664.01","TIC 147561732.01","3","5","5","3","3","4","4","","","66.34","0","10","1","PC","PC","8.03278","0.006","1","spoc-CTOIs","CTOI","143.137378","69.729484","-32.041","0.042","-40.8","0.064","2459391.966673","0.0029961073","","","18.153708505704","0.1884309","1.741158","0.095575","1602.3801724644","88.02358","9.5317460265673","0.51170284","2.9467819674835","334.16176062065","12.668225","157.48","0.7765","6534","167.195","3.84827","0.0916345","2.2886800765991","0.0976908","","","1.347","0.235763","14,20,21,40,41,47,60","single transit at ~2392 TBJD; CTOI from Daniel Vogl","2023-09-21","2023-09-21","2024-01-26"
+"192014454","6665.01","TIC 192014454.01","1","4","4","1","4","4","4","0","11.5","8.1","0","2","5","PC","PC","8.89177","0.006","1","spoc-CTOIs","CTOI","103.906879","42.042931","-86.125","0.09","-92.025","0.077","2458847.263963","0.004307431","735.79791696169","0.0059145563","5.9484218045272","0.77127224","0.520708","0.042474","479.47448997149","39.119133","2.767412827807","1.4511145","0.65313658331487","229.28241744605","12.002909","109.972","0.8695","5972.63","145.705","4.28725","0.0868854","1.2454099655151","0.0684874","-0.154","0.012","1.096","0.14421","20,47","duo-transit; actual period likely shorter than maximum period of ~736 days; V-shaped; CTOI from Daniel Vogl","2023-09-21","2023-09-21","2024-01-26"
+"256429408","6666.01","TIC 256429408.01","3","5","5","3","3","4","4","","","18.91","0","10","2","PC","PC","8.43041","0.006","1","spoc-CTOIs","CTOI","325.003248","69.086612","-1.641","0.057","37.14","0.051","2458962.161311","0.005061515","","","16.657231009293","0.4005351","0.857173","0.046501","789.17356995464","42.827816","4.5545798844727","0.33431196","8.5317586853065","435.89249377683","23.895393","126.959","0.417","6477","159.34","4.16898","0.0879224","1.5667400360107","0.0651181","","","1.321","0.213742","16,17,18,24,25,57,58","single transit at ~1962 TBJD; CTOI from Planet Hunters","2023-09-21","2023-09-21","2023-09-25"
+"161169240","6667.01","TIC 161169240.01","3","5","5","3","1","4","4","","","56.26","0","1","0","PC","APC","12.122","0.006","1","spoc-CTOIs","CTOI","339.35783","-53.31905","70.376","0.048","-63.345","0.059","2459083.310651","0.0034392055","","","6.6621452612212","0.34651703","5.580707","0.289126","5126.8337117649","266.25946","8.6506070651999","0.7500227","72.916767426155","745.29224338495","21.16096","466.165","8.586","5952","131.124","4.32279","0.0792247","1.1922099590302","0.0591759","","","1.09","0.138414","28,68","single transit; CTOI from Jana Steuer; still a single transit as of s68","2023-09-21","2024-03-27","2024-08-16"
+"206361691","6668.01","TIC 206361691.01","2","5","5","2","3","4","4","0","16.9","11.77","0","0","2","PC","PC","8.3408","0.006","1","spoc-s01-s69-b0A-PC","CTOI","356.628534","-48.958006","-84.295","0.028","29.532","0.041","2458363.222084","0.008060239","718.65200299382","0.011552841","14.654894276444","0.6118858","0.520699","0.0395","479.4666112911","36.37981","3.4473720000699","0.25717512","0.85499946666701","245.25123924037","11.99449","98.2118","0.33535","6002","124.798","4.1943","0.0819649","1.3948999643326","0.0657286","","","1.11","0.146457","2,28,29,69","CTOI from Planet Hunters; alerted as a single but now a duo-transit with max period of ~718.65 d","2023-09-21","2024-03-13","2024-09-12"
+"333736132","6669.01","TIC 333736132.01","3","5","5","3","3","4","4","0","28.8","80.45","0","0","2","PC","PC","12.0742","0.006","1","spoc-s01-s65-b0A-PC","CTOI","170.276336","-26.066616","-43.452","0.059","-13.511","0.042","2459283.547474","0.0009794661","731.9966539026","0.000057675457","2.892542967319","0.09472283","17.625875","0.469847","16102.968994853","432.6514","10.677453261615","0.8291878","9.8437073449506","451.76171452009","30.369656","183.078","1.2805","4722","127.053","4.55866","0.0931376","0.75677299499512","0.0555528","","","0.756","0.0869614","36,63","additional transit in Y1; minimum period is ~22.9 d; maximum period is 732 d; CTOI from Guoyou Sun","2023-09-21","2024-01-18","2024-01-27"
+"126797048","6670.01","TIC 126797048.01","3","5","5","3","1","4","4","","","64.68","0","0","0","PC","PC","8.8855","0.006","1","spoc-CTOIs","CTOI","137.046678","-50.613758","-6.462","0.055","-26.792","0.055","2459284.365229","0.003801449","","","22.902650097922","0.24346456","2.597492","0.061127","2389.5186522524","56.29831","9.3912424131324","0.36067858","2.1568905699984","309.08418039617","23.811523","187.473","1.1515","7271","132.644","4.15114","0.0841284","1.781909942627","0.0635578","","","1.64","0.273879","8,35,36","single transit; long duration; CTOI from Guoyou Sun","2023-09-21","2023-09-21","2023-09-25"
+"53843023","6671.01","TIC 53843023.01","2","5","5","2","1","4","4","","","10.33","0","2","0","PC","PC","10.3852","0.006","1","spoc-CTOIs","CTOI","327.638875","-26.556512","9.312","0.073","-13.399","0.07","2458328.036098","0.0028876602","","","2.4755873078825","0.63313097","1.702231","0.206579","1566.584034844","190.24838","3.1919761820722","2.97876","16.510382107341","514.11352677121","8.971992","92.1219","0.4299","4713","125.814","4.49053","0.094358","0.81526798009872","0.0598116","","","0.75","0.0907651","1","single transit; CTOI from Planet Hunters","2023-09-21","2023-09-21","2023-09-25"
+"331644554","6672.01","TIC 331644554.01","3","5","5","3","4","4","4","","","33.34","0","1","2","PC","PC","9.61487","0.006","1","spoc-CTOIs","CTOI","330.55306","47.090352","5.18","0.046","0.855","0.047","2458757.026893","0.0041663456","","","6.6644694280543","0.4191926","1.469214","0.116318","1352.2809087793","107.12722","6.3590857716846","0.76484615","1.8314742680737","296.70164548305","16.85236","323.808","2.9095","8450","238.967","4.31188","0.0728581","1.6745400428772","0.051191","","","2.097","0.324228","16,56","single transit; V-shaped; CTOI from Planet Hunters","2023-09-21","2023-09-21","2024-08-07"
+"99989903","6673.01","TIC 99989903.01","2","4","2","2","3","4","4","3.8","62.4","7.38","0","2","3","PC","PC","7.2861","0.006","1","spoc-CTOIs","SPOC","172.258188","63.573608","105.38","0.055","29.96","0.059","2458703.010134","0.0033243876","19.746810318649","0.0001111463","7.165896729953","0.24438779","0.300102","0.028492","276.36560874658","26.241314","2.620122137853","0.19827618","125.15206797376","853.05936898189","9.343354","68.305","0.16895","6439.2","109.086","4.25521","0.0860495","1.4073499441147","0.0554572","","","1.3","0.211822","14,15,21,41,48","variable host; low SNR; CTOI from Marco Montalto","2023-09-21","2023-09-21","2024-03-26"
+"452920657","6674.01","TIC 452920657.01","3","5","5","3","3","4","4","","","93.7","0","2","1","PC","PC","12.6973","0.007","1","spoc-CTOIs","CTOI","8.334322","59.109923","22.964","0.025","16.086","0.025","2458810.577102","0.010129352","","","5.1715271599073","0.5549154","14.081025","1.490686","12885.36719572","1372.0309","11.679266889366","20.549295","15.666458331287","507.41401276995","10.717895","153.244","0.444","3907","157","4.59828","0.0118829","0.6639329791069","0.0196111","","","0.637469","0.0202209","18","possible near ~1810 TBJD single transit; asymmetric; CTOI from Planet Hunters","2023-09-21","2023-09-21","2024-01-26"
+"141522677","6675.01","TIC 141522677.01","3","5","5","3","3","4","4","","","31.28","0","7","1","PC","PC","9.40853","0.006","1","spoc-CTOIs","CTOI","101.546921","78.50475","3.334","0.034","11.959","0.042","2459410.616258","0.013672396","","","5.4653921358611","0.40530926","1.437481","0.263888","1323.0928698327","243.02011","6.1245707235273","1.3313838","1.5465501468414","284.42040546156","12.34305","175.659","0.705","6608","126.063","4.32886","0.085504","1.3325999975205","0.0569849","","","1.381","0.227168","19,20,26,40,47,59,60","single transit; CTOI from Planet Hunters","2023-09-21","2023-09-21","2024-01-26"
+"423360793","6676.01","TIC 423360793.01","2","4","2","2","3","4","4","1.9","39.9","5.04","0","2","4","PC","PC","7.848","0.006","1","qlp-s70-ffi","CTOI","14.901911","-1.326372","109.283","0.126","2.856","0.072","2460212.730096","0.0062073","22.696053","0.0001349","5.168","0.611","0.4094","0.023223","377","21.3892","2.09929","0.134771","51.2692","745","13","70.1908","0.3429","5988","116.407","4.28183","0.07806","1.26","0.06","","","1.1","0.141905","3,30,42,43,70","potential L1 planet; CTOI from Planet Hunters","2023-09-21","2023-12-06","2023-12-08"
+"62085710","6677.01","","3","4","3","3","3","4","4","17.7","77.7","52.75","0","0","2","PC","PC","10.4679","0.006","1","qlp-s67-ffi","QLP","290.471912","-46.874959","11.675","0.092","-10.929","0.062","2460149.234691","1.0237091","5.4496736","0.004653","0.203","0.028","0.996077","2.237107","917","2058.33","8.32098","3.71894","2.08998","334","15","340.52","7.536","6760","134.7","4.21","0.09","1.57","0.08","","","1.45","0.239293","13,27,67","","2023-09-21","2023-09-21","2024-09-12"
+"253864764","6678.01","","1","4","1","1","3","4","4","9.3","98.8","5.16","2","0","2","PC","PC","8.8688","0.006","1","qlp-s67-ffi","SPOC/QLP","283.536275","-36.65686","22.8","0.087","-68.749","0.073","2460149.83497","0.0028279","3.4268387","0.0007639","1.288","0.486","0.916748","0.091204","844","83.9987","2.12571","0.207657","94.0962","867","16","44.8496","0.084","4794","126.8","4.55","0.1","0.77","0.06","","","0.77","0.0927733","67","rotational modulation at 7-8 days may indicate young host star","2023-09-21","2023-09-21","2024-09-12"
+"344034178","6679.01","","3","4","3","3","1","4","4","14.6","74.8","18.39","0","0","0","PC","PC","10.7742","0.006","1","spoc-s67-b02","SPOC","286.14225","-55.347336","-12.415","1.194","-10.896","1.194","2460128.277222","0.0011382923","2.3170053238671","0.00020887001","1.122278974599","0.11558438","1.868092","0.144731","1719.0971730796","133.29292","4.4811226907388","0.8521317","739.58218229178","1330.045075389","10.98915","186.982","","5542","","4.438","","1.0432000160217","","","","","","67","V-shaped","2023-09-21","2023-09-21","2023-09-25"
+"6898572","6680.01","","3","4","3","3","1","4","4","23.4","77.2","82.99","2","0","0","PC","PC","10.6264","0.006","1","spoc-s67-b02","SPOC","285.449882","-50.06171","3.374","0.104","-10.16","0.093","2460130.649376","0.0034231343","4.381696593633","0.0014514547","5.6016209556155","0.2878004","3.045761","0.276109","2801.3182471776","254.27385","10.873933544109","1.0668893","2221.0308757573","1750.8881303541","8.401747","477.776","17.533","6875","135.357","4.01141","0.0939731","1.9949100017548","0.110874","","","1.49","0.256234","67","low SNR","2023-09-21","2023-09-21","2023-09-25"
+"425817867","6681.01","","5","5","5","5","5","5","5","71.3","201.5","124.91","0","0","0","KP","KP","12.0491","0.006","1","spoc-s67-b02","SPOC","305.872437","-44.0587","-40.976","0.061","-52.291","0.041","2460129.98959","0.00044793202","3.778340119744","0.00013953586","2.8296299895596","0.035698865","27.023544","0.239253","24582.411713399","220.33632","13.830537699425","0.7528685","269.16572994341","1033.0579656546","117.05939","274.96","3.0635","5443","125.717","4.54284","0.0835976","0.86392199993134","0.0462512","","","0.95","0.128189","67","WASP-110 b","2023-09-21","2023-09-21","2023-09-25"
+"254141733","6682.01","","3","4","3","3","3","4","4","13.5","75.1","27.16","0","0","2","PC","PC","11.3648","0.006","1","spoc-s67-b02","SPOC","286.539132","-40.61341","8.613","2.432","9.472","3.082","2460127.201762","0.0035125173","4.24362397531","0.0011235831","3.8869542637158","0.25336373","2.863621","0.167092","2634.0168857398","153.88577","5.7584837949758","0.32224423","283.27363988426","1046.3362951388","12.097772","336.87","","5372","","4.438","","1","","","","","","67","Visual binary; Gaia DR2 R*=3.28 Rsun so Rp~20 Re","2023-09-21","2023-09-21","2024-09-12"
+"394126269","6683.01","TIC 394126269.01","3","4","3","3","1","4","4","14.1","41","111.59","3","0","0","PC","PC","15.331","0.006","1","spoc-s67-b02","SPOC","2.879651","-70.986935","-5.364","0.092","-7.399","0.062","2460129.290839","0.005373897","3.8579439001553","0.0016283074","2.7950689467979","0.42442247","25.889344","3.037023","23562.922045022","2793.293","12.942669739792","1.9489563","198.62372420063","957.475190752","8.064738","1042.3","41.62","5009","122","4.49886","","0.84946399927139","","","","0.83","","67","candidate PATHOS-1 (Nardiello+2019","2023-09-21","2023-09-21","2023-09-25"
+"273270473","6684.01","TIC 273270473.01","3","4","3","3","1","4","4","47.3","107.9","113.16","1","0","0","PC","PC","13.6702","0.006","1","spoc-s67-b02","SPOC","320.826158","-80.766966","20.774","0.051","-28.031","0.061","2460127.37907","0.0009828041","2.7085007404514","0.00020334464","2.0412467012602","0.086023174","25.448497","0.898502","23166.373588259","827.2089","13.049949295013","0.5301169","289.84806179","1052.3551959674","26.043798","401.464","5.1615","4848","122","4.47567","","0.85116702318191","","","","0.79","","66,67","","2023-09-21","2023-09-21","2023-09-25"
+"6764171","6685.01","","3","4","3","3","1","4","4","5","44.9","16.18","1","0","0","PC","PC","10.2692","0.006","1","spoc-s67-b02","QLP","285.106706","-50.235512","-9.293","0.054","-8.054","0.054","2460134.88206","0.006406381","10.77158975797","0.0090391245","4.2203793305537","0.49936986","1.029151","0.108934","947.43406549256","100.32729","4.1568835702078","0.38185263","156.38127670226","901.91568181153","9.609548","191.447","1.134","6055","133.355","4.38226","0.0829728","1.1335599422455","0.0530502","","","1.13","0.153258","67","low SNR","2023-09-21","2023-09-21","2023-09-25"
+"269217040","6686.01","","5","5","5","5","5","5","5","111","128","317","0","0","0","KP","KP","10.2748","0.006","1","spoc-s67-b02","SPOC/QLP","284.548382","-47.003307","1.443","0.107","-15.58","0.099","2460128.917227","0.0002927956","4.1661265283045","0.000086389395","3.7000326564662","0.021406442","16.896032","0.083842","15441.360657576","77.218185","14.536562913168","0.6942914","533.34276293365","1225.6637767934","178.48795","188.404","2.157","5883","133.8","4.34","0.08","1.1559900045395","0.0548743","","","1.07","0.137072","67","KELT-10 b","2023-09-21","2023-09-21","2023-09-25"
+"396246765","6687.01","TIC 396246765.01","3","4","4","3","1","4","4","29","77.3","105.09","3","0","0","PC","PC","12.3872","0.006","1","spoc-s67-b02","SPOC","302.038459","-76.13625","8.223","0.033","-1.424","0.039","2460129.194083","0.0014356913","3.441418838418","0.00037941095","3.0026348010058","0.11722538","8.043468","0.28826","7380.9342568331","265.4622","12.494341942938","0.8161452","1100.0792750632","1468.8442425355","19.598433","584.723","8.709","5965","129.887","4.16451","0.0814945","1.4305100440979","0.0689849","","","1.09","0.143942","67","","2023-09-21","2023-09-21","2024-09-09"
+"464658144","6688.01","","3","4","3","3","1","4","4","13.5","80.4","19.42","1","0","0","PC","PC","10.6834","0.006","1","spoc-s67-b02","SPOC","288.371215","-61.059097","33.262","0.068","-49.827","0.061","2460128.994512","0.0009185436","4.9594992483111","0.00036794617","1.2463602557671","0.100739986","3.021175","0.191818","2778.7372640261","176.65495","4.6274346668304","0.95812464","143.53152884634","882.78831758323","13.424255","122.314","0.6665","4900","123.171","4.45095","0.08798","0.88125801086426","0.0576381","","","0.8","0.0895213","27,67","two stars in pixel","2023-09-21","2023-09-21","2023-09-25"
+"410119093","6689.01","TIC 410119093.01","3","4","3","3","1","4","4","28.6","83.4","98.54","3","0","0","PC","PC","12.7602","0.006","1","spoc-s67-b02","SPOC","327.447985","-70.455057","25.148","0.022","-27.528","0.024","2460127.625425","0.0014069778","4.128742682183","0.00042875478","2.7601938419876","0.1219182","13.845103","0.52049","12670.851217468","479.27368","12.029682859619","0.89893067","352.73665626402","1105.3056703243","21.82492","463.744","3.714","5377","132.736","4.34978","0.0835442","1.0675400495529","0.0600302","","","0.93","0.117714","67","","2023-09-21","2023-09-21","2023-09-25"
+"149989864","6690.01","","2","4","2","2","1","4","4","0","6.6","7.09","0","0","0","PC","PC","10.2969","0.006","1","spoc-s01-s39-b0H","SPOC","90.445562","-63.050467","1.987","0.042","78.066","0.04","2458327.776304","0.00847151","761.70922757095","0.012464101","7.6296015599144","0.9243053","0.591899","0.078724","545.01057341864","72.50472","2.5578976439443","1.0798749","0.37893101392756","200.10585107475","7.8895607","159.053","0.4995","5599.17","101.967","4.37676","0.07279","1.0677499771118","0.0476885","0.150302","0.0457656","0.99","0.127845","1,2,3,4,5,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,37,38,39","two events; real period likely shorter than 761 days; somewhat v-shaped; low MES/SNR","2023-10-05","2024-03-13","2024-03-14"
+"149989864","6690.02","","3","4","3","3","1","4","4","0","6.8","7.92","0","0","0","PC","PC","10.2969","0.006","2","spoc-s1-s69-b0A-PC","SPOC","90.445562","-63.050467","1.987","0.042","78.066","0.04","2458433.203898","0.015039069","904.534798095","0.011019869","22.16924581684","1.2134174","0.654962","0.063128","603.06049523776","58.14164","2.7306626346169","0.42407495","0.75930931846118","238.0808322368","7.417027","159.053","0.4995","5599.17","101.967","4.37676","0.07279","1.0677499771118","0.0476885","0.150302","0.0457656","0.99","0.127845","1,2,3,4,5,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,37,38,39,61,62,63,65,66,68,69","alerted as single at TBJD ~1433; now have second transit with max period of~904.534 d; actual period could be shorter","2023-10-05","2024-03-13","2024-03-16"
+"382258844","6691.01","","3","4","3","3","1","4","4","","","9.03","0","0","0","PC","PC","8.6235","0.006","1","spoc-s01-s39-b0H","SPOC","82.716614","-54.898137","-3.007","0.041","31.618","0.042","2458507.519753","0.010848708","","","15.105710365688","1.384337","0.19942","0.024191","183.65597890949","22.280869","2.948728944283","1.461674","3.1729151465424","340.39593416173","7.3823886","194.123","0.777","6649","135.006","3.92964","0.0901185","2.1245999336243","0.0933919","","","1.4","0.2332","1,3,4,5,6,7,8,9,10,11,13,27,28,30,31,32,33,34,36,37,38,39,61,63,64,65,66,67,68,69","single transit; possible additional transits at ~2119 and ~2367 TBJD; still a single transit as of s69","2023-10-05","2024-03-27","2024-03-28"
+"324609409","6692.01","TIC 324609409.01","3","4","3","3","1","4","4","","","53.14","0","0","0","PC","PC","11.1163","0.006","1","spoc-CTOIs","CTOI","312.694044","-81.272398","38.861","0.037","-22.583","0.036","2459378.417556","0.004675533","","","10.777824385315","0.38544405","3.568341","0.195706","3281.1685561252","180.2357","8.3655781880952","0.51143265","182.35330642576","937.23426988099","21.958086","312.903","2.416","6047","124.546","4.21587","0.0777621","1.36680996418","0.0608467","","","1.12","0.151447","39,66,67","single transit; CTOI from Planet Hunters","2023-10-05","2024-03-27","2024-03-28"
+"35377903","6693.01","TIC 35377903.01","3","4","3","3","1","4","4","44.8","114.3","95.92","1","12","0","PC","PC","10.3313","0.008","1","spoc-CTOIs","CTOI","315.423021","-10.408225","17.45","0.072","-23.412","0.056","2459797.575823","0.0012520538","2.9932590690742","0.00028397876","4.7371328932664","0.09419502","3.65854","0.146175","3363.969158586","134.62326","11.841405207235","0.65931356","2649.7622197493","1829.8752177646","21.003218","341.393","5.1975","6106","127.175","3.91186","0.0816372","1.965399980545","0.0901207","","","1.15","0.159614","55","variable evolved host; possibly synchronized","2023-10-05","2023-10-05","2023-10-19"
+"27414976","6694.01","TIC 27414976.01","3","4","4","3","4","4","4","37.8","101.1","119.1","2","0","3","PC","PC","13.7846","0.007","1","spoc-CTOIs","CTOI","215.094092","41.278673","-8.855","0.036","-3.927","0.041","2459667.751833","0.0019278928","3.9759250772108","0.00058948516","2.4026632258772","0.14963509","34.568747","1.711752","31337.468725141","1575.3396","13.448522107733","0.83593965","129.05152378988","859.62796199606","19.445705","401.307","4.4715","4693","122","4.54081","","0.76941502094269","","","","0.75","","50","CTOI from Greg Olmschenk","2023-10-05","2023-10-05","2024-07-16"
+"118339710","6695.01","TIC 118339710.01","3","4","3","3","1","4","4","","","45.51","0","6","0","PC","PC","10.3541","0.006","1","spoc-CTOIs","CTOI","129.572022","-23.550217","-3.804","0.06","2.847","0.053","2459249.547139","0.0028590914","","","8.666884931501","0.29856193","2.516875","0.113871","2315.4424357975","104.87388","7.6374690087585","0.6044327","85.938535106133","776.54519395173","22.675947","282.536","3.5435","6118.81","115.289","4.11275","0.080883","1.5622899532318","0.0697462","0.0563154","0.0617927","1.154","0.158863","34,35","single transit; possible additional transit at 1525.64811 TBJD; CTOI from Rafael Brahm","2023-10-05","2023-10-05","2023-10-19"
+"104195270","6696.01","TIC 104195270.01","5","5","5","5","5","5","5","111.7","194","317","3","9","0","PC","FP","10.9988","0.008","1","spoc-CTOIs","CTOI","44.114507","48.008994","7.932","0.085","-12.197","0.078","2459883.679951","0.00046916364","3.6859957649991","0.00010915947","5.1972226361446","0.033923287","14.188111","0.10668","12982.721456441","98.250656","23.322956988043","1.1153463","2647.6896260804","1829.5172893527","132.16777","531.121","12.574","6731.3","104.611","3.99257","0.0863355","1.9971899986267","0.0947186","0.079","0.01","1.43","0.233059","58","Possible phase modulations; ~800 ppm secondary; Gaia DR3 RV error ~5 km/s; CTOI from Greg Olmschenk","2023-10-05","2023-10-05","2023-12-15"
+"441546821","6697.01","TIC 441546821.01","5","5","5","5","3","5","5","30.3","187.8","50.35","2","0","2","CP","","7.7897","0.006","1","spoc-CTOIs","CTOI","197.317124","-60.308435","-39.61","0.051","-20.132","0.056","2459339.037269","0.0016788829","16.436173098951","0.00237689","14.64739243822","0.11651779","2.855732","0.106028","2626.7704893635","97.65101","8.1052869269845","0.38871953","192.2293195589","949.67423747386","24.448391","95.3906","0.4497","6613","125.704","4.23","0.0873709","1.4926999807358","0.0646482","","","1.38","0.231251","38","single transit of HD 114082 b","2023-10-05","2023-10-05","2023-10-19"
+"441546821","6697.02","TIC 441546821.02","3","4","3","3","3","4","4","","","110.91","2","0","2","PC","PC","7.7897","0.006","2","spoc-s01-s65-b02","SPOC","197.317124","-60.308435","-39.61","0.051","-20.132","0.056","2460063.512098","0.0011991635","","","12.967422690494","0.07301554","6.881523","0.150052","6318.0730582802","138.19345","12.897337860434","0.5779151","1.2346996718035","268.85002595661","48.27154","95.3906","0.4497","6613","125.704","4.23","0.0873709","1.4926999807358","0.0646482","","","1.38","0.231251","38,64,65","possible additional planet in HD 114082 star system; single transit","2023-10-05","2023-10-05","2023-10-19"
+"5966772","6698.01","TIC 5966772.01","2","4","2","2","3","4","4","","","7.64","0","3","2","PC","PC","10.4795","0.006","1","spoc-CTOIs","CTOI","193.398197","-23.119791","-55.084","0.091","-73.352","0.117","2459331.091898","0.0045583374","","","3.667627513051","0.5495247","1.269737","0.155495","1168.7878058234","143.20563","2.6737150640853","1.0105096","12.181386393765","476.4791807747","7.3583975","87.0611","0.41","4677","130.555","4.56264","0.0955044","0.75031197071075","0.0567965","","","0.75","0.0863001","37","Single transit; possible additional transit at TBJD 1587.95; apparent centroid offset due to systematic at start of sector; CTOI from Planet Hunters","2023-10-05","2023-10-05","2024-02-26"
+"341405597","6699.01","","1","4","1","1","1","4","4","11.6","95.3","14.26","0","0","0","PC","PC","10.4012","0.006","1","qlp-s67-ffi","QLP","317.069584","-63.2505","118.343","0.076","-45.719","0.09","2460132.340656","1.6154001","5.322002","0.0069556","3.193","2.615","1.037374","2.059955","955","1895.49","3.84201","1.71526","150.91","976","11","85.8463","0.40385","4716","125.4","4.56","0.1","0.75","0.05","","","0.75","0.0926258","13,27,67","","2023-10-05","2023-10-05","2023-10-19"
+"167085203","6700.01","TIC 167085203.01","3","4","3","3","1","4","4","6.1","31.4","65.76","3","0","0","PC","PC","12.2301","0.006","1","spoc-s01-s65-b0H","CTOI","95.725639","-66.273142","1.821","0.055","3.084","0.048","2459977.682137","0.0018363764","15.5177539035","0.00039732762","1.2572404492876","0.64971036","4.043545","0.32971","3717.3165126572","303.62772","9.4825825068948","5.5894985","186.39327038869","942.38270390859","12.018602","643.451","11.5245","6314.93","123.047","4.18108","0.0839228","1.4969400167465","0.0735176","-0.301131","0.1","1.24","0.181539","61,63,64,65","CTOI from Marco Montalto (Montalto et. al 2020)","2023-10-05","2023-10-05","2023-10-19"
+"349789882","6701.01","TIC 349789882.01","3","4","3","3","1","4","4","16.3","53.7","110.4","0","0","0","PC","PC","11.3908","0.006","1","spoc-s01-s65-b0H","SPOC","113.362847","-62.485985","-7.391","0.168","11.417","0.172","2459972.533648","0.003715324","10.018548858114","0.000513608","2.5722957125281","0.24033643","2.133767","0.243634","1963.3425042535","224.37042","12.861891487149","10.496998","703.24564977809","1313.3984915183","12.942694","619.711","32.4865","6697","750.5","4.21","1.98","2.0266299247742","0.144699","","","1.41","0.236598","61,62,63,64,65","v-shaped; some events on/near momentum dumps potentially causing apparent odd-even","2023-10-05","2023-10-05","2023-10-19"
+"179442778","6702.01","","1","4","1","1","1","4","4","5","33.5","9.03","2","0","0","PC","PC","12.9757","0.006","1","spoc-s01-s65-b0H","SPOC","80.323733","-66.833206","21.047","0.038","30.102","0.034","2459036.537737","0.007431698","2.1875325141661","0.00003521226","5.9019431946158","0.75202054","0.821041","0.152562","755.92042545634","140.50464","2.9503809002415","2.832951","200.41610530432","959.62798410456","11.331641","188.499","0.717","4454","122.71","4.59483","0.0976288","0.69850498437882","0.0561809","","","0.7","0.0813722","27,28,30,31,32,33,34,35,36,37,38,61,62,64","crowded field; many fainter stars in pixel; v-shaped; possible odd-even","2023-10-05","2023-10-05","2023-10-19"
+"255560319","6703.01","","2","4","2","2","1","4","4","0.8","12.1","7.69","0","0","0","PC","PC","8.4379","0.006","1","spoc-s01-s65-b0H","SPOC","96.071638","-53.575693","-39.515","0.045","57.25","0.062","2458365.915233","0.017254632","49.614780381164","0.00097171345","15.942209242246","0.7023341","0.110491","0.012333","101.76058464857","11.358808","2.6828269244134","0.4545785","72.7730676204","744.92477786904","7.8722386","151.189","0.565","5494.7","106.726","3.63775","0.0743375","2.4620499610901","0.118015","-0.07","0.1","0.96","0.12152","1,2,5,7,8,11,12,28,29,31,32,33,34,35,38,39,61,62,65","low MES/SNR; possible L1 planet; slightly evolved host","2023-10-05","2023-10-05","2023-10-19"
+"342449055","6704.01","","2","4","2","2","1","4","4","6.3","49.7","6.84","3","0","0","PC","PC","10.746","0.02","1","spoc-s01-s65-b02","SPOC","123.998559","-59.327035","","","","","2459229.7834","0.0014846652","2.8607384371616","0.000013867207","1.8963897213247","0.64345527","1.008543","0.120836","928.47126886219","111.28792","","","642.27126396354","1283.9537275337","10.573465","","","5780","","4.438","","","","","","","","34,35,36,37,61,62,63,64","potential multi; equally bright neighbor 2 arcsec away; no stellar radius but host is likely K dwarf which would allow for possible L1 Rp","2023-10-05","2023-10-05","2023-10-19"
+"342449055","6704.02","","3","4","4","3","1","4","4","7.1","65.7","14.12","3","0","0","PC","PC","10.746","0.02","2","spoc-s01-s65-b02","SPOC","123.998559","-59.327035","","","","","2459235.555909","0.004336625","6.8275101438706","0.000052974345","3.2903924080348","0.3093571","1.694502","0.339158","1559.4770205737","312.3269","5.0896771682829","1.4430873","201.37530960305","960.77413928885","10.666681","","","5780","","4.438","","1","","","","","","34,35,36,37,61,62,63,64","potential multi; likely K dwarf host; equally bright star in same pixel","2023-10-05","2023-10-05","2024-02-27"
+"379717270","6705.01","","3","4","3","3","1","4","4","56.8","86","317","3","0","0","PC","PC","10.2734","0.006","1","spoc-s01-s65-b02","SPOC","220.003903","-52.910049","0.761","0.071","-9.097","0.077","2459336.341283","0.00079319027","8.4457042480498","0.000013504302","1.6861878591965","0.06359916","4.186754","0.183386","3848.7179165406","168.89085","21.11007384527","1.1485826","1720.4138176054","1642.5854822339","27.319323","478.245","8.6025","6392","197","3.5","0.74","2.8927800655365","0.131065","","","1.36","0.227685","38,65","variable host; multiple stars in pixel","2023-10-05","2023-10-05","2023-10-19"
+"411731278","6706.01","","3","4","3","3","1","4","4","70.7","262.7","106.75","1","0","0","PC","PC","8.239","0.006","1","spoc-s01-s65-b02","SPOC","214.272868","-55.521705","-40.701","0.069","-10.149","0.123","2458597.457184","0.0013853608","7.5757446460569","0.000015590105","1.8699102524789","0.1629069","3.982904","0.245328","3661.66960276","225.92989","12.609724380547","0.6699068","1238.9738520257","1513.1615068397","14.622001","168.118","1.4035","8044","220","4.17155","0.322274","1.8925399780273","0.0668945","","","1.73","0.293212","11,38,65","pulsating host; V-shaped","2023-10-05","2023-10-05","2023-10-19"
+"287328202","6707.01","TIC 287328202.01","3","4","3","3","1","4","4","4.7","22.6","27.23","2","0","0","PC","PC","12.3332","0.006","1","spoc-s01-s65-b02","SPOC","109.763471","-58.115526","-3.094","0.036","28.491","0.037","2459966.294836","0.004662401","3.835640578276","0.00040735057","3.2525605706804","0.74677336","1.308126","0.117374","1204.1029883109","108.0997","5.6455817350821","2.8594406","1226.3971780672","1509.3068225546","9.134643","641.467","6.728","6088.34","121.152","4.09655","0.0793673","1.5820200443268","0.0733417","-0.0800587","0.1","1.14","0.147528","61,62,63","possible odd-even","2023-10-05","2023-10-05","2023-10-19"
+"269849065","6708.01","","2","4","2","2","1","4","4","1.9","47.9","3.65","2","0","0","PC","PC","12.8676","0.007","1","spoc-s01-s65-b02","SPOC","69.144564","-81.292943","78.376","0.077","161.635","0.091","2458326.143615","0.0016489109","4.229078880704","0.00001625887","1.3613303461559","0.49661434","3.126498","0.405659","2875.4687139827","373.55588","1.7303950182099","1.1783267","8.8955137665275","440.46611984892","8.59567","49.5741","0.1017","3264","157","4.90343","0.00309515","0.3207820057869","0.00968521","","","0.300458","0.0202592","1,8,12,65","low SNR; flaring M dwarf host","2023-10-05","2023-10-05","2023-10-19"
+"20375215","6709.01","","2","4","2","2","3","4","4","3.9","11.2","1.32","0","2","1","PC","PC","8.8392","0.006","1","spoc-s01-s65-b02","SPOC","167.608218","-29.414302","-9.948","0.064","-74.913","0.059","2458544.543307","0.0020113187","2.3477335829256","0.000012173816","1.8624265604368","0.38768098","0.198647","0.024934","182.94349137769","22.964375","1.0903541294671","0.34400433","215.49793784639","977.19340935413","8.518339","39.7429","0.06635","4799","138.811","4.66766","0.0993563","0.67803299427033","0.0523719","-0.22","0.06","0.78","0.0952671","9,36,63","low SNR","2023-10-05","2023-10-05","2024-01-23"
+"143842198","6710.01","","2","4","4","2","3","4","4","4.3","51.3","2.91","1","0","4","PC","PC","9.7367","0.006","1","spoc-s01-s65-b02","SPOC","118.916232","-43.356714","-1.072","0.045","-22.189","0.05","2458491.70673","0.0013099571","2.0671230160745","0.000010801739","1.926323440573","0.31272072","0.428123","0.051969","394.238416915","47.86435","1.5139896065689","1.649357","381.75446486808","1127.3682011902","7.5839176","75.1812","0.152","5113.3","93.1","4.77","0.25","0.75863301753998","0.0441809","","","0.86","0.106041","7,8,61,62","low SNR; variable host","2023-10-05","2023-10-05","2024-05-08"
+"303364023","6711.01","","5","5","5","5","5","5","5","0.2","5.1","1.09","3","0","0","PC","FP","13.0055","0.007","1","spoc-s01-s65-b02","SPOC","138.38301","-69.304692","-151.783","0.074","136.245","0.069","2458543.252411","0.0037911155","10.346994454849","0.000048680788","2.5934713181846","1.207885","1.739934","0.248288","1601.2547389767","228.65567","1.0318727316461","1.1519709","2.1066409516942","307.26803292309","7.8731074","42.3968","0.0755","3278","157","4.97813","0.0123963","0.25616699457169","0.00770436","","","0.227565","0.0201351","9,10,11,36,37,38,63,64,65","low SNR; scatter in centroids","2023-10-05","2023-10-05","2024-02-23"
+"192943720","6712.01","","2","4","2","2","3","4","4","5.8","47.1","5.5","0","2","1","PC","PC","7.71299","0.006","1","spoc-s01-s65-b02","SPOC","154.949388","-28.96236","40.895","0.114","0.637","0.111","2458544.224717","0.0017194925","1.8987895583097","0.000010849275","1.9262339893172","0.268447","0.106628","0.0149","98.20347187856","13.722937","2.2042464529106","2.741955","5729.7476127817","2218.9811994926","8.6795635","114.978","0.777","6016.28","114.525","3.81004","0.0750363","2.1740100383759","0.0935806","","","1.113","0.144837","9,36,62,63","low SNR; bright slightly evolved host","2023-10-05","2023-10-05","2024-01-23"
+"428673146","6713.01","","2","4","2","2","4","4","4","5.2","24.8","0.62","0","2","5","PC","PC","7.0276","0.006","1","spoc-s01-s65-b02","SPOC","179.792354","-20.355606","141.869","0.092","-423.911","0.036","2458571.522303","0.0015369334","2.1538048644427","0.000011354619","1.6541006606795","0.11689097","0.149767","0.019926","137.93123132908","18.352444","0.88144708263478","0.9638614","331.60098677878","1088.3628347296","9.205823","20.3632","0.02445","4944.24","103.209","4.58767","0.079974","0.75760298967361","0.0405226","0.0290767","0.0216366","0.81","0.0972926","10,36,63","interior to the known RV planet HD 104067 b; low SNR","2023-10-05","2023-10-05","2024-08-18"
+"261264800","6714.01","","2","4","2","2","3","4","4","0.4","11.2","1.11","1","0","2","PC","PC","14.5913","0.01","1","spoc-s01-s65-b02","SPOC","90.934682","-81.457413","110.626","0.143","236.727","0.229","2458326.238234","0.0025858292","4.7674421090733","0.000020389538","1.3210309975448","0.27549106","5.331681","1.056175","4898.6218606055","972.3002","1.0365063374208","0.16558619","1.3529408830039","275.06761044099","7.140531","26.741","0.06305","2824","157","5.24293","0.0613344","0.12596899271011","0.00371849","","","0.101248","0.0200114","1,4,11,12,13,27,28,31,34,39,61,65","low SNR; fainter star <1","2023-10-05","2023-10-05","2024-01-29"
+"460950389","6715.01","TIC 460950389.01","2","4","4","2","3","4","4","10.8","67.3","14.54","3","0","4","PC","PC","11.649","0.006","1","spoc-s01-s65-b02","SPOC","159.157968","-64.798231","-17.585","0.04","10.299","0.036","2460014.968644","0.0025520527","2.8618781737824","0.00022133057","2.283979138971","0.37481853","2.664395","0.241881","2450.9899955811","222.75552","3.9033640833308","1.8246257","220.08585553571","982.35346788807","9.851493","150.336","0.5265","4743","121.631","4.51969","0.0960099","0.79358702898026","0.0548744","","","0.76","0.0915195","63,64","host is a BY Dra variable star; low MES","2023-10-05","2023-10-05","2024-05-20"
+"112115898","6716.01","","2","4","4","2","3","4","4","1.2","14.5","1.01","4","0","3","PC","PC","11.7735","0.007","1","spoc-s01-s65-b02","SPOC","111.657082","-30.55218","-316.472","0.074","58.995","0.08","2458495.165624","0.0017116019","4.7185690368124","0.00001564659","1.1450785413747","0.49318197","1.885244","0.282146","1734.867394723","259.83228","1.0102425990362","0.5145737","4.6540316138232","374.60802936309","8.033537","18.8873","0.0179","3190","157","5.01971","0.0185439","0.22665399312973","0.00681658","","","0.196051","0.0200963","7,34,61","low SNR; flaring host; some transits close to flares","2023-10-05","2023-10-05","2024-01-23"
+"34986694","6717.01","","2","4","4","2","1","4","4","16.7","125.6","4.1","8","0","0","PC","PC","13.9087","0.008","1","spoc-s01-s65-b02","SPOC","164.325075","-4.674414","-145.923","0.175","-198.491","0.147","2459281.317965","0.00067731325","0.47074758527012","0.0000126019995","0.50096066269224","0.14795181","5.508681","1.060277","5060.833527717","976.0742","1.8529069649726","0.4036643","105.06156618738","816.54611574305","7.977471","53.7293","0.29075","3254","157","5.0301","0.0195213","0.21997299790382","0.00682326","","","0.189135","0.0201618","36,45,62","low SNR; V-shaped; centroids centered near between target and TIC 902821804","2023-10-05","2023-10-05","2024-04-10"
+"405428714","6718.01","","3","4","4","3","1","4","4","25.7","72.6","76.15","2","0","0","PC","PC","11.529","0.006","1","spoc-s67-b02","SPOC","357.366601","-78.932968","-9.541","0.041","-6.452","0.04","2460126.813835","0.00194303","2.9531953213891","0.00041415248","3.8891232237104","0.13654837","3.590567","0.189104","3301.5719671964","174.15575","10.338270301625","0.64102376","1856.6401111662","1674.1781969907","10.584175","464.958","4.3815","5483.2","5499.6","4.3","2","1.6805599927902","0.0793718","-0.131467","0.0705135","1.09","0.134","67","variable host","2023-10-05","2023-10-05","2024-08-27"
+"92449173","6719.01","","5","5","5","5","5","5","5","45.7","94.8","130.4","0","0","0","KP","KP","12.2247","0.006","1","spoc-s68-b02","SPOC","314.575438","-35.796622","12.088","0.074","-8.249","0.048","2460155.27651","0.001097848","2.1764874697474","0.0001625426","3.440372280606","0.0828076","8.846346","0.242487","8114.6829556477","223.31345","14.184839047861","0.91223466","2054.7956073402","1717.1645208092","24.540974","559.084","16.4895","5646","132.236","4.05052","0.0824235","1.5623300075531","0.0886432","","","1","0.125278","68","WASP-133 b","2023-10-18","2023-10-18","2023-10-27"
+"281541545","6720.01","","5","5","5","5","5","5","5","15.7","54.1","56.01","0","0","0","CP","KP","13.7813","0.006","1","spoc-s68-b02","SPOC","6.613593","-56.34428","42.581","0.035","8.264","0.03","2460158.117981","0.0025197135","4.1470359233501","0.0010062003","2.3197694338104","0.23871939","14.082808","0.949368","12886.987991006","874.01807","8.6285404472253","1.2575701","90.532064669094","786.72029865173","10.971245","324.413","2.37","4247","122","4.47839","","0.77554798126221","","","","0.66","","68","HATS-49 b","2023-10-18","2023-10-18","2023-10-27"
+"253917292","6721.01","","3","4","4","3","1","4","4","39.4","56.7","317","2","0","0","PC","PC","13.6732","0.008","1","spoc-s68-b02","SPOC","337.48912","-31.929085","15.396","0.061","-8.875","0.047","2460156.710458","0.0017750479","4.6086413525403","0.0008055435","3.5610970723854","0.14548083","29.809068","1.435979","27081.698575333","1321.7114","17.983796115406","0.68336445","373.26576315157","1121.0482081905","18.014408","784.252","19.018","5693","126","4.37269","","1.0835499763489","","","","1.01","","68","match to TFOP FP/NPC TOI 160 (TIC 253917293); SG1 shows this is the correct source","2023-10-18","2023-10-18","2023-10-27"
+"220524097","6722.01","TIC 220524097.01","3","4","4","3","1","4","4","18.6","72.3","63.77","1","0","0","PC","PC","13.6157","0.006","1","spoc-s68-b02","SPOC","42.467198","-62.723587","7.434","0.036","-47.669","0.035","2460156.166879","0.0014982293","3.9614270002998","0.0004893796","2.6178819281192","0.12533607","17.354795","0.685134","15857.285302988","630.8326","9.3127791514572","0.4807016","164.69032843155","913.66454742285","22.436682","449.618","3.897","5221","122","4.64701","","0.74169600009918","","","","0.89","","68","","2023-10-18","2023-10-18","2024-09-09"
+"370010846","6723.01","TIC 370010846.01","3","4","3","3","1","4","4","21.9","62.6","108.61","2","0","0","PC","PC","13.8564","0.006","1","spoc-s68-b02","SPOC","46.987523","-66.111186","3.925","0.026","-4.85","0.025","2460156.828096","0.0018094885","3.4846893675056","0.0004951921","3.0557979307468","0.14352818","16.406341","0.651332","14997.203114569","599.719","12.739151819386","0.54980236","494.18596410933","1202.5201190229","19.398594","822.224","9.151","5728","122","4.42477","","1.0255299806595","","","","1.02","","68","Gaia DR3 RV error ~6 km/s","2023-10-18","2023-10-18","2023-10-27"
+"261646133","6724.01","TIC 261646133.01","3","4","3","3","1","4","4","1.1","14.6","15.97","2","0","0","PC","PC","10.4225","0.006","1","qlp-s68-ffi","QLP","19.06757","-79.893899","50.39","0.05","8.638","0.042","2460117.812125","0.0115148","42.8614655","0.0007446","7.635","0.92","0.986296","0.064796","908","59.6776","4.13549","0.296934","24.431","619","12","250.491","1.4675","5703.4","110.7","4.04","0.07","1.61","0.08","-0.75","0.11","1.02","0.127999","1,13,28,66,67,68","possible L1 candidate given uncertainty on Rp","2023-10-18","2023-10-18","2023-10-27"
+"150320610","6725.01","","3","4","3","3","1","4","4","","","2.16","1","0","0","PC","PC","9.755","0.042","1","qlp-s68-ffi","QLP","95.61935","-63.697716","43","8","262","8","2460193.054335","0.0039005","2.1476974","0.0000074","1.669","0.344","0.14767","0.013016","136","11.988","","","","","11","51.9242","","","","","","","","","","","","2,3,5,6,7,8,9,10,12,13,27,28,29,30,32,33,35,36,37,38,39,61,62,63,64,65,66,67,68","no stellar radius; host is likely nearby late K dwarf; Rp likely < 2 Re based on transit depth","2023-10-18","2023-10-18","2023-10-27"
+"121490076","6726.01","","5","5","5","5","5","5","5","8.1","118.3","13.09","4","8","0","CP","KP","8.9988","0.006","1","qlp-s68-ffi","QLP","343.572379","-43.010229","2.012","0.049","27.564","0.059","2460160.495921","0.0027941","14.2456603","0.000041","3.403","0.91","1.177576","1.170175","1084","1077.19","3.68209","1.04832","180.487","1021","9","46.2122","0.0862","4760","126","4.57","0.09","0.76","0.05","","","0.77","0.0903512","1,28,68","HIP 113103 c","2023-10-18","2023-10-18","2023-10-27"
+"47482754","6727.01","","1","4","1","1","3","4","4","1.8","32.8","6.97","0","2","2","PC","PC","10.1172","0.006","1","qlp-s69-ffi","QLP","342.732459","-29.809107","-25.974","0.076","-53.359","0.087","2460199.010164","0.0079648","15.3471548","0.0000787","3.703","0.409","1.027593","0.058011","946","53.4291","2.53444","0.165205","48.0518","733","13","136.505","0.986","5791","125.8","4.53","0.08","0.92","0.05","","","1.039","0.129337","2,28,69","possible odd-even","2023-10-26","2023-10-26","2024-09-12"
+"287326127","6728.01","","3","4","3","3","1","4","4","2","14.9","18.71","1","0","0","PC","PC","9.608","0.006","1","qlp-s69-ffi","QLP","109.777497","-55.837843","17.109","0.047","-3.021","0.041","2460190.897245","0.0093251","24.9636551","0.0002325","5.444","0.616","0.50064","0.024258","461","22.3421","4.53167","0.290342","58.006","768","13","337.672","2.616","6388","134.59","3.71291","0.0892954","2.61","0.12","","","1.28","0.196608","3,6,7,8,9,13,30,33,34,35,36,61,62,63,67,69","slightly evolved host star","2023-10-26","2023-10-26","2023-11-03"
+"426032475","6729.01","","1","4","4","1","1","4","4","1.7","20.2","5.81","1","0","0","PC","PC","9.0529","0.006","1","qlp-s69-ffi","QLP","45.310382","-75.203308","56.917","0.045","41.741","0.047","2460194.739442","0.0068825","7.8374554","0.0000475","4.754","0.795","0.204138","0.013509","188","12.4418","2.26966","0.1511","467.43","1295","13","186.378","0.909","6289.7","108.2","3.99","0.09","1.86","0.08","-0.32","0.1","1.23","0.189117","1,2,13,27,28,29,66,67,68,69","variable host","2023-10-26","2023-10-26","2023-11-24"
+"426032475","6729.02","","2","4","2","2","1","4","4","1.6","19.1","3.94","1","0","0","PC","PC","9.0529","0.006","2","qlp-s69-ffi","QLP","45.310382","-75.203308","56.917","0.045","41.741","0.047","2460204.991575","0.0195379","3.8638303","0.0000456","2.992","1.627","0.118352","0.017745","109","16.3434","1.80822","0.205362","795.693","1479","9","186.378","0.909","6289.7","108.2","3.99","0.09","1.86","0.08","-0.32","0.1","1.23","0.189117","1,2,13,27,28,29,66,67,68,69","Possible multi; close to 2:1 resonance with other candidate","2023-10-26","2023-10-26","2023-11-03"
+"382521776","6730.01","TIC 382521776.01","3","4","4","3","3","4","4","22.7","76.6","78.33","3","0","1","PC","PC","12.8021","0.006","1","spoc-s69-b02","SPOC","12.358885","-53.914944","23.28","0.02","-12.116","0.021","2460186.072113","0.0014981249","4.3934743671834","0.00059583585","3.054762259007","0.13052331","12.60413","0.462439","11541.709936526","425.83148","10.511208001854","0.79056555","270.8235341591","1034.6449679176","22.620964","432.935","2.6895","5349","5599.1","4.4","2","0.97788602113724","0.055402","","","0.93","0.120586","69","","2023-10-26","2023-10-26","2024-07-01"
+"9032367","6731.01","","3","4","3","3","3","4","4","34.3","77.1","89.93","7","0","2","PC","PC","14.3604","0.007","1","spoc-s69-b02","SPOC","355.911751","-11.272631","16.965","0.111","-13.762","0.068","2460183.748081","0.0024005186","1.6318579682136","0.0003140336","1.8201335540968","0.16415761","19.513465","1.347488","17812.021978908","1240.3127","11.400179026882","0.8355213","489.13428809095","1199.4351627371","12.981227","566.544","17.053","4778","123","4.51281","","0.80514299869537","","","","0.77","","69","match to TFOP FP/NPC TOI 373; SG1 observations suggest this is the true source","2023-10-26","2023-10-26","2024-09-12"
+"349891396","6732.01","","3","4","3","3","1","4","4","82","148.8","98.14","2","0","0","PC","PC","14.2548","0.007","1","qlp-s66-faintsearch","FAINT","274.39888","-53.01713","-19.232","0.078","-3.732","0.075","2460121.49861","0.0015228","1.3003394","0.0001491","1.341","0.127","42.42354","2.428139","38320","2233.9","12.0407","0.524914","99.5651","880","22","234.672","2.3505","3658","157","4.67","0.01","0.58","0.02","","","0.569833","0.0205655","66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"221566773","6733.01","","3","4","3","3","1","4","4","20.4","22.4","317","1","0","0","PC","PC","12.8086","0.006","1","qlp-s66-faintsearch","FAINT","248.404924","-56.556132","-3.035","0.032","-4.979","0.027","2460118.586103","0.0044207","3.2529571","0.0000178","4.813","0.738","6.594117","0.382043","6055","351.813","15.5894","1.02278","3031.39","2067","11","1196.73","32.435","6623","134.4","3.89","0.09","2.21","0.11","","","1.39","0.227832","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"412666676","6734.01","","3","4","3","3","1","4","4","26.9","81.9","108.67","0","0","0","PC","PC","13.0013","0.006","1","qlp-s66-faintsearch","FAINT","262.96928","-48.371167","5.751","0.045","-10.414","0.032","2460114.258841","0.0028844","4.6068687","0.0000143","3.286","0.216","17.122827","0.746009","15647","686.864","12.7334","","379.623","1229","14","544.063","7.3305","5917","122","4.4","","1.08","","","","1.08","","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"76899250","6735.01","","3","4","3","3","1","4","4","18.6","58","87.29","3","0","0","PC","PC","12.533","0.006","1","qlp-s66-faintsearch","FAINT","271.142485","-58.014464","3.68","0.059","-14.192","0.055","2460123.698289","0.0019283","3.3357969","0.000007","1.39","0.412","5.468487","0.49233","5024","453.35","11.1895","0.795607","304.514","1163","12","768.537","21.1825","6517","129.1","4.21","0.1","1.5","0.08","","","1.34","0.224652","13,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"324150445","6736.01","","3","4","3","3","3","4","4","28.7","82.5","94","0","0","2","PC","PC","13.3991","0.006","1","qlp-s66-faintsearch","FAINT","275.653906","-41.476441","-7.742","0.055","-2.424","0.048","2460121.987455","0.0029152","2.9879341","0.0007201","2.501","0.257","15.404618","1.069472","14088","984.535","11.6667","","346.683","1202","18","531.546","9.291","5315","122","4.43","","0.96","","","","0.92","","66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"171886633","6737.01","","3","4","3","3","1","4","4","38.5","48.1","317","0","0","0","PC","PC","13.0057","0.006","1","qlp-s66-faintsearch","FAINT","255.458652","-56.815904","-2.976","0.032","-9.909","0.029","2460119.938915","0.0018414","2.8475582","0.0000057","2.979","0.625","14.178518","1.112103","12974","1023.76","16.2689","","1724.51","1795","24","813.685","15.3755","6372","122","4.28","","1.36","","","","1.27","","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"89417257","6738.01","","3","4","3","3","3","4","4","11.7","35.8","61.7","0","0","2","PC","PC","12.0409","0.006","1","qlp-s66-faintsearch","FAINT","275.279781","-45.469851","-6.827","0.079","-11.533","0.07","2460122.480944","0.0053771","3.6234424","0.0000252","4.383","0.919","3.623713","0.206062","3332","189.772","9.13018","0.712416","1323.23","1680","19","684.777","20.254","5815","130.7","3.88","0.08","1.95","0.11","","","1.05","0.130073","13,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"91324328","6739.01","","3","4","3","3","3","4","4","30","104.9","72.57","2","0","2","PC","PC","12.5258","0.006","1","qlp-s66-faintsearch","FAINT","278.145792","-44.717706","-30.145","0.068","-38.305","0.053","2460115.369124","0.0011096","4.6588405","0.0000055","1.429","0.328","14.036626","1.167066","12845","1074.33","10.0709","0.849176","37.2212","688","19","252.074","2.1875","4768","132.2","4.49","0.09","0.83","0.06","","","0.77","0.0918673","13,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"174070181","6740.01","","3","4","3","3","3","4","4","17.9","47.5","90.56","0","0","2","PC","PC","13.3912","0.006","1","qlp-s66-faintsearch","FAINT","258.410562","-55.729405","0.305","0.075","-8.846","0.069","2460121.946449","0.0045015","3.3505941","0.000015","3.542","0.452","9.786283","0.543291","8973","500.264","11.4279","","723.955","1445","15","778.277","33.3","5579","122","4.17","","1.35","","","","0.98","","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"263203229","6741.01","","3","4","3","3","1","4","4","15.5","51","105.06","0","0","0","PC","PC","12.792","0.006","1","qlp-s66-faintsearch","FAINT","230.412408","-67.206546","-0.928","0.016","-7.491","0.024","2460117.886705","0.0034494","5.0061978","0.0000219","3.521","1.079","7.012567","0.635658","6438","585.291","12.4847","0.864156","1188.71","1635","17","901.517","12.7955","6713","136.4","4.21","0.09","1.55","0.07","","","1.43","0.240195","12,38,39,65,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"307232923","6742.01","","3","4","3","3","1","4","4","7","23.2","81.63","0","0","0","PC","PC","13.2152","0.006","1","qlp-s66-faintsearch","FAINT","267.730983","-61.614393","1.011","0.022","-2.512","0.022","2460116.805629","0.0074717","8.1678648","0.0000581","4.797","0.84","4.457398","0.324685","4097","299.001","10.7664","","297.977","1157","10","1038.26","24.93","5859","122","3.98","","1.74","","","","1.06","","12,13,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"361403927","6743.01","","3","4","3","3","1","4","4","27.7","40.3","317","2","0","0","PC","PC","12.2914","0.006","1","qlp-s66-faintsearch","FAINT","242.81722","-67.000306","-7.798","0.058","-10.979","0.101","2460118.469508","0.0017334","5.9097139","0.0000185","5.732","0.256","9.180604","0.257993","8420","237.592","18.7334","1.48739","1061.42","1590","28","997.768","64.8745","6508","134.8","3.9","0.11","2.14","0.17","","","1.34","0.225865","12,39,65,66","found in faint-star QLP search; may be large inflated hot Jupiter","2023-11-02","2024-08-22","2024-08-22"
+"345056639","6744.01","","3","4","3","3","1","4","4","28.5","64.3","109.25","1","0","0","PC","PC","13.2719","0.006","1","qlp-s66-faintsearch","FAINT","277.412003","-62.201806","0.746","0.032","-5.017","0.028","2460124.072758","0.0021712","0.8674623","0.0000021","1.457","0.23","6.039344","0.3841","5547","353.707","12.8076","","3424.09","2131","17","1172.04","35.085","6470","122","4.09","","1.72","","","","1.32","","13,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"301247383","6745.01","","3","4","3","3","1","4","4","10.9","30.2","98.01","1","0","0","PC","PC","12.9951","0.006","1","qlp-s66-faintsearch","FAINT","255.105601","-69.617872","-2.631","0.02","-5.772","0.027","2460122.255614","0.0080632","5.2452852","0.000053","5.117","0.527","6.062272","0.324384","5568","298.724","11.9863","0.829681","793.304","1478","13","1049.37","19.275","5928","128.5","3.9","0.08","1.93","0.1","","","1.08","0.13849","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"367900542","6746.01","","3","4","3","3","1","4","4","87.1","132.6","109.06","1","0","0","PC","PC","13.2738","0.006","1","qlp-s66-faintsearch","FAINT","260.693723","-56.817609","0.109","0.034","5.417","0.032","2460124.08177","0.0010074","1.20306","0.0000015","1.028","0.265","16.335574","1.902736","14933","1750.95","12.8325","","196.591","1043","17","298.209","2.0655","4204","122","4.29","","0.97","","","","0.66","","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"343717397","6747.01","","3","4","3","3","1","4","4","15.8","59.8","26.14","0","0","0","PC","PC","12.2566","0.006","1","qlp-s66-faintsearch","FAINT","273.029327","-72.877347","10.624","0.03","-8.911","0.04","2460124.204944","0.0018753","0.7025922","0.0000012","0.733","0.204","1.890826","0.273025","1740","251.434","5.49838","0.503029","1003.46","1567","9","476.693","5.122","5875","130","4.27","0.08","1.24","0.06","","","1.06","0.132362","12,13,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"421056636","6748.01","","3","4","3","3","1","4","4","16.1","47.9","97.9","1","0","0","PC","PC","13.1351","0.006","1","qlp-s66-faintsearch","FAINT","252.568079","-56.083838","4.28","0.047","-4.495","0.041","2460124.161299","0.00504","4.5932835","0.0000248","3.185","0.449","8.082918","0.585831","7417","539.425","11.9834","","420.855","1261","11","824.528","21.8235","5988","122","4.18","","1.41","","","","1.1","","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"426901646","6749.01","","3","4","3","3","1","4","4","10.3","43.1","99.46","0","0","0","PC","PC","12.0574","0.006","1","qlp-s66-faintsearch","FAINT","236.891954","-67.506647","-1.84","0.03","-3.377","0.04","2460111.87343","0.0034629","8.6121286","0.0000462","4.155","0.371","5.19899","0.256783","4777","236.478","12.0872","0.644374","620.245","1390","15","1036.48","31.125","7929","140.5","4.16","0.08","1.89","0.08","","","1.9","0.293827","12,39,65,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"299876474","6750.01","","3","4","3","3","1","4","4","32.3","83.7","82.61","0","0","0","PC","PC","14.4757","0.007","1","qlp-s66-faintsearch","FAINT","244.02137","-60.038009","-28.934","0.057","0.542","0.056","2460122.219768","0.0040922","2.5950111","0.0000217","2.524","0.507","31.806574","2.960928","28870","2723.4","10.8614","0.716671","131.825","943","11","317.495","3.9555","3875","157","4.62","0.01","0.64","0.02","","","0.618846","0.021516","39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"381448973","6751.01","","3","4","3","3","1","4","4","39.6","50.8","317","2","0","0","PC","PC","12.6752","0.007","1","qlp-s66-faintsearch","FAINT","257.381418","-47.403434","0.262","0.048","-1.12","0.043","2460117.399031","0.0017702","2.9419791","0.000008","3.363","0.263","15.814361","0.580394","14460","534.42","15.3905","0.766404","2295.26","1928","22","722.785","13.207","7277","135.5","4.35","0.09","1.42","0.06","","","1.64","0.280648","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"87422071","6752.01","","3","4","4","3","3","4","4","12.2","54.7","63.48","2","0","2","PC","PC","11.1938","0.006","1","qlp-s66-faintsearch","FAINT","273.034601","-44.243404","-9.334","0.084","-19.557","0.075","2460112.64133","0.0053862","11.3648628","0.0000496","4.025","0.765","4.474842","0.26017","4113","239.597","9.30846","0.601793","140.925","959","11","384.758","8.7935","6128","126.4","4.15","0.08","1.51","0.08","","","1.16","0.159846","13,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"301248781","6753.01","","3","4","3","3","1","4","4","34.9","72.8","101.14","4","0","0","PC","PC","13.2441","0.006","1","qlp-s66-faintsearch","FAINT","255.225724","-70.53015","-5.387","0.023","-12.726","0.033","2460122.789122","0.0016424","1.0169814","0.0000018","2.353","0.265","8.694552","0.42228","7976","388.859","12.1981","","3568.91","2153","30","802.863","11.929","5616","122","4.12","","1.43","","","","0.99","","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"261192051","6754.01","","3","4","3","3","1","4","4","38.4","51.5","317","1","0","0","PC","PC","13.1408","0.007","1","qlp-s66-faintsearch","FAINT","259.290405","-48.763415","-0.877","0.049","-0.99","0.041","2460120.22728","0.0056043","1.9943104","0.0000101","3.316","0.469","11.299219","0.939905","10353","865.31","17.6537","","5032.19","2346","9","1166.96","32.495","7247","122","4.19","","1.69","","","","1.63","","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"381468938","6755.01","","3","4","3","3","1","4","4","20.7","67.8","86.89","1","0","0","PC","PC","13.0852","0.006","1","qlp-s66-faintsearch","FAINT","269.585917","-51.797559","-1.145","0.044","13.233","0.039","2460111.552813","0.0028843","5.7585993","0.0000184","2.737","0.159","14.906967","0.749247","13636","689.844","11.2259","","90.7886","859","14","423.344","5.3155","5090","122","4.38","","0.99","","","","0.85","","13,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"314193010","6756.01","","3","4","3","3","3","4","4","19.3","26.3","317","0","0","2","PC","PC","13.4559","0.006","1","qlp-s66-faintsearch","FAINT","278.470062","-40.168552","2.917","0.053","-1.339","0.051","2460121.785937","0.0040588","4.9354155","0.0000206","4.672","0.378","13.716613","0.646958","12554","595.693","16.6116","","985.669","1560","14","1281.82","49.945","6500","122","4.14","","1.63","","","","1.33","","13,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"89659632","6757.01","","3","4","3","3","3","4","4","23.7","22.9","317","0","0","2","PC","PC","13.3397","0.006","1","qlp-s66-faintsearch","FAINT","275.664375","-44.379884","-6.75","0.049","-8.846","0.041","2460117.588573","0.0054342","3.5193417","0.0000265","5.025","1.639","7.104364","3.427035","6522","3151.44","14.4544","","4716.78","2308","11","893.78","21.1025","5620","122","4.08","","1.51","","","","1","","13,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"383313006","6758.01","","2","4","2","2","1","4","4","1.4","34.3","7.13","0","0","0","PC","PC","11.7958","0.007","1","qlp-s66-faintsearch","FAINT","186.289501","-86.887548","-12.628","0.039","-2.098","0.04","2460099.197812","0.0033355","12.6136992","0.0000661","2.533","0.575","2.360784","0.195979","2172","180.487","2.58082","0.151734","6.2521","440","9","72.9383","0.1116","3719","157","4.69","0.01","0.56","0.02","","","0.551423","0.0202198","13,38,65,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"57011946","6759.01","","3","4","3","3","3","4","4","35.3","97.6","73.54","3","0","2","PC","PC","13.2337","0.006","1","qlp-s66-faintsearch","FAINT","274.022452","-37.153165","10.366","0.065","2.246","0.053","2460120.891242","0.002605","1.318678","0.0000038","1.758","0.297","12.987862","0.982433","11891","904.445","10.1378","","1295.34","1671","10","584.561","11.8895","5764","123","4.46","","0.99","","","","1.03","","13,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"361467239","6760.01","","3","4","3","3","1","4","4","14","51.6","69.61","1","0","0","PC","PC","13.1542","0.006","1","qlp-s66-faintsearch","FAINT","243.165316","-67.3391","-8.499","0.018","-11.624","0.023","2460120.980857","0.003627","5.2820398","0.0000368","2.762","0.345","13.692423","0.755166","12532","695.292","9.84673","","151.287","977","17","538.6","4.652","5415","122","4.37","","1.05","","","","0.94","","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"234540647","6761.01","","3","4","3","3","1","4","4","29.6","82.4","120.84","1","0","0","PC","PC","12.3837","0.008","1","qlp-s66-faintsearch","FAINT","251.015114","-47.714009","2.468","0.071","-3.926","0.069","2460117.006376","0.0073663","4.3430254","0.0000365","4.425","1.449","12.165172","1.160697","11142","1068.47","13.5998","1.23064","2176.55","1902","12","590.613","16.243","6594","138.7","4.25","0.09","1.47","0.07","","","1.38","0.223302","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"360224870","6762.01","","3","4","3","3","1","4","4","19.1","68.4","97.51","0","0","0","PC","PC","14.5665","0.007","1","qlp-s66-faintsearch","FAINT","262.187918","-57.912799","-4.926","0.068","-10.502","0.07","2460118.397701","0.0031676","5.1778752","0.0000312","1.718","0.228","32.885993","3.440846","29835","3164.12","11.9282","0.798514","10.2294","498","9","325.609","5.6785","3599","157","4.6","0.01","0.66","0.02","","","0.635701","0.0210413","39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"96829917","6763.01","","3","4","3","3","1","4","4","30.8","41.5","317","1","0","0","PC","PC","13.2539","0.006","1","qlp-s66-faintsearch","FAINT","265.323637","-49.163899","2.533","0.043","-5.429","0.035","2460120.726052","0.0018555","2.4519381","0.0000059","2.834","0.153","12.499006","0.531468","11446","489.38","17.3192","","2027.97","1869","22","1285.43","49.815","7085","122","4.19","","1.67","","","","1.57","","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"148523092","6764.01","","5","5","5","5","5","5","5","55.8","74.5","317","0","0","0","PC","FP","12.9573","0.007","1","qlp-s66-faintsearch","FAINT","265.710722","-41.179089","-3.069","0.05","-7.547","0.042","2460121.604648","0.0036928","2.8562935","0.0007996","3.785","0.286","24.735853","1.156132","22525","1064.27","18.1559","1.1235","1721.84","1794","23","724.77","20.761","6383","130.5","4.31","0.09","1.32","0.07","","","1.28","0.195053","66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"420369105","6765.01","","3","4","3","3","1","4","4","34.6","50.6","317","2","0","0","PC","PC","12.1662","0.007","1","qlp-s66-faintsearch","FAINT","251.037059","-58.984634","1.688","0.065","-5.181","0.061","2460122.567238","0.0019615","2.7967251","0.0000079","1.626","0.153","6.300314","0.405748","5786","373.638","19.3726","1.55209","724.258","1445","12","1324.29","80.4","7566","144.7","3.85","0.09","2.61","0.18","","","1.75","0.29035","12,39,66","found in faint-star QLP search; may be on 1320199106","2023-11-02","2024-08-22","2024-08-22"
+"311856080","6766.01","","3","4","4","3","1","4","4","38.9","77.6","121.84","2","0","0","PC","PC","12.6801","0.006","1","qlp-s66-faintsearch","FAINT","262.40787","-76.58679","-8.105","0.018","-30.184","0.024","2460123.680189","0.001335","2.2104947","0.0000058","2.925","0.112","8.603715","0.236609","7893","217.901","13.6352","0.75158","944.765","1544","19","556.822","4.239","5421","128.4","4.01","0.08","1.58","0.08","","","0.94","0.119147","39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"90156362","6767.01","","3","4","4","3","3","4","4","60.1","72.5","317","3","0","2","PC","PC","12.8821","0.006","1","qlp-s66-faintsearch","FAINT","276.290046","-43.906257","0.524","0.039","-2.238","0.033","2460121.855547","0.0008245","2.3519086","0.0000028","1.43","0.117","18.40416","0.86564","16808","796.966","18.0511","1.01501","287.189","1146","23","737.776","10.3655","6026","135","4.22","0.08","1.37","0.07","","","1.12","0.151759","13,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"365952328","6768.01","","3","4","3","3","1","4","4","20.6","21.3","317","0","0","0","PC","PC","12.4154","0.006","1","qlp-s66-faintsearch","FAINT","276.191236","-60.784523","5.199","0.054","-9.176","0.057","2460120.784046","0.0023942","4.8741147","0.000013","2.049","0.197","5.020089","0.319893","4613","294.589","14.8251","1.03849","161.07","992","17","906.007","34.736","6085","129.1","3.84","0.09","2.11","0.13","","","1.14","0.153379","13,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"304430662","6769.01","","3","4","3","3","1","4","4","19.6","52.5","115.95","1","0","0","PC","PC","12.976","0.006","1","qlp-s66-faintsearch","FAINT","259.595573","-62.931814","-9.542","0.024","-30.378","0.028","2460118.790382","0.0023916","5.6858804","0.0000163","4.185","0.162","11.8501","0.365222","10855","336.325","13.193","0.790849","303.245","1162","29","673.262","10.6355","5492","131.6","4.12","0.08","1.41","0.08","","","0.96","0.127036","12,39,66","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"375297961","6770.01","","3","4","3","3","1","4","4","7.5","52.9","67.45","1","0","0","PC","PC","13.33","0.006","1","qlp-s67-faintsearch","FAINT","289.721012","-64.249499","5.514","0.055","-22.137","0.041","2460122.610587","0.0017778","14.6768874","0.0000389","2.617","0.186","16.576982","0.753528","15152","693.784","9.65258","","14.0749","539","16","407.089","5.524","5230","122","4.62","","0.77","","","","0.89","","27,66,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"61621800","6771.01","","3","4","3","3","3","4","4","14.7","50.3","93.96","0","0","2","PC","PC","11.5315","0.006","1","qlp-s67-faintsearch","FAINT","288.737557","-42.702604","4.805","0.089","-9.641","0.081","2460140.325183","0.0026422","6.8552506","0.0000163","3.525","0.229","4.940466","0.164827","4540","151.8","11.7073","0.842989","390.089","1238","19","687.671","38.265","6847","135.5","4.02","0.1","1.96","0.13","","","1.48","0.252232","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"469813927","6772.01","","3","4","3","3","1","4","4","10.1","35.3","46.34","0","0","0","PC","PC","12.3102","0.006","1","qlp-s67-faintsearch","FAINT","304.820752","-64.974169","-2.891","0.029","-15.164","0.042","2460144.814548","0.00292","3.940549","0.0000123","3.78","0.267","4.024674","0.143225","3700","131.906","7.73812","0.480188","566.891","1359","19","539.819","8.534","5493","129.6","4.07","0.08","1.5","0.08","","","0.96","0.126098","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"355138852","6773.01","","3","4","3","3","1","4","4","15.4","44.3","79.55","1","0","0","PC","PC","13.136","0.006","1","qlp-s67-faintsearch","FAINT","307.11341","-45.96744","4.963","0.039","-2.786","0.028","2460149.775459","0.0028946","3.272056","0.0000128","3.3","0.436","8.402369","0.398963","7709","367.391","10.5823","","729.82","1448","23","782.336","15.643","5668","122","4.15","","1.39","","","","1.01","","27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"79660831","6774.01","","3","4","3","3","1","4","4","13.1","44.5","67.19","1","0","0","PC","PC","12.5912","0.006","1","qlp-s67-faintsearch","FAINT","295.743404","-44.759727","1.719","0.044","-2.604","0.03","2460150.349919","0.0023502","4.5833112","0.0000122","2.275","0.396","5.429204","0.341061","4988","314.079","9.62957","0.612982","211.784","1062","13","627.991","10.722","5853","130.6","4.18","0.08","1.39","0.07","","","1.06","0.130266","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"100263315","6775.01","","3","4","3","3","1","4","4","21.6","58.5","48.14","1","0","0","PC","PC","13.4902","0.006","1","qlp-s67-faintsearch","FAINT","306.501073","-48.920419","-13.837","0.039","-13.795","0.029","2460150.90073","0.002536","0.5940157","0.000002","1.035","0.267","4.454128","0.646674","4094","595.431","7.9118","","2266.94","1922","10","772.86","15.4815","5663","122","4.31","","1.17","","","","1.01","","27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"344552721","6776.01","TIC 344552721.01","3","4","3","3","1","4","4","52","129.5","78.8","1","0","0","PC","PC","14.1345","0.008","1","qlp-s67-faintsearch","FAINT","321.814728","-68.739364","10.073","0.054","-26.663","0.06","2460150.311774","0.0013883","1.9519092","0.0002114","1.056","0.174","34.65341","3.294394","31413","3029.65","10.4769","0.622606","26.7043","633","16","198.552","1.6545","3498","157","4.69","0.01","0.55","0.02","","","0.548582","0.0204539","67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"32443914","6777.01","","3","4","3","3","3","4","4","39.7","46.4","317","2","0","2","PC","PC","11.9656","0.014","1","qlp-s67-faintsearch","FAINT","290.594959","-31.383219","8.494","0.064","-5.413","0.058","2460150.328123","0.0011819","3.3615701","0.0000041","4.502","0.195","7.618132","0.160394","6992","147.717","16.5271","0.936615","1734.68","1797","62","730.364","22.371","6258","151.9","3.97","0.09","1.9","0.11","","","1.22","0.183865","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"421990278","6778.01","","3","4","3","3","1","4","4","12.6","50.8","52.76","2","0","0","PC","PC","12.7488","0.006","1","qlp-s67-faintsearch","FAINT","300.936671","-55.367879","-1.424","0.041","-11.955","0.03","2460150.496193","0.002945","3.9718475","0.0000103","1.09","0.208","5.973839","0.510472","5487","470.052","8.29625","0.588237","73.227","814","10","591.27","8.238","6064","129.7","4.39","0.08","1.12","0.05","","","1.13","0.151549","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"467931774","6779.01","","3","4","4","3","1","4","4","46.2","121.1","56.53","1","0","0","PC","PC","12.7308","0.006","1","qlp-s67-faintsearch","FAINT","282.205124","-75.431953","11.115","0.024","-81.573","0.03","2460151.439845","0.0004989","1.3504913","8e-7","1.586","0.064","10.731073","0.273702","9835","252.057","8.65039","0.56988","467.938","1295","57","276.346","1.348","4858","123.6","4.51","0.09","0.82","0.05","","","0.79","0.0922134","13,39,66,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"419738713","6780.01","","3","4","3","3","1","4","4","7.5","40.8","74.51","1","0","0","PC","PC","13.0863","0.006","1","qlp-s67-faintsearch","FAINT","324.480301","-66.436672","4.162","0.021","-7.878","0.025","2460132.486562","0.0033535","13.4570562","0.0000336","4.073","0.287","12.318898","0.466729","11282","429.781","10.2486","","68.9842","802","18","624.732","7.4085","5771","5729.2","4.3","","1.06","","","","1.07","","1,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"411955845","6781.01","","3","4","3","3","1","4","4","20.6","58.7","97.15","2","0","0","PC","PC","13.0965","0.006","1","qlp-s67-faintsearch","FAINT","290.671642","-62.022859","3.156","0.042","-8.545","0.032","2460146.79051","0.0023309","2.7638775","0.0000062","1.559","0.399","8.12011","0.680312","7451","626.394","11.9271","","392.882","1240","12","847.831","25.5175","6155","122","4.25","","1.35","","","","1.17","","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"254209017","6782.01","","3","4","3","3","3","4","4","50.9","61.2","317","1","0","2","PC","PC","13.2542","0.006","1","qlp-s67-faintsearch","FAINT","287.701332","-36.51561","1.608","0.05","-3.812","0.055","2460150.087656","0.0013755","1.7278017","0.0000024","2.771","0.078","19.527811","0.502498","17825","462.711","17.158","","2610.88","1991","24","900.072","27.8955","6460","122","4.27","","1.38","","","","1.31","","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"291013124","6783.01","","3","4","3","3","3","4","4","28","159.3","116.36","0","0","2","PC","PC","14.5979","0.007","1","qlp-s67-faintsearch","FAINT","309.345795","-38.723632","-115.101","0.099","-36.98","0.083","2460143.626198","0.0009209","6.0368213","0.0007114","1.984","0.073","124.52736","2.463418","108361","2266.32","13.3128","0.450885","6.47065","444","25","161.561","1.781","3445","157","4.82","","0.41","0.01","","","0.401108","0.0207468","67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"253857911","6784.01","","3","4","3","3","3","4","4","23.6","30.5","317","0","0","2","PC","PC","13.1622","0.006","1","qlp-s67-faintsearch","FAINT","283.270016","-38.399466","6.595","0.053","-4.22","0.046","2460145.68361","0.0033725","3.1539313","0.0009585","4.023","0.331","16.158135","0.534906","14772","492.545","15.5528","","1995.19","1861","30","1181.26","48.565","6610","122","4.12","","1.7","","","","1.38","","13,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"219978369","6785.01","","3","4","3","3","1","4","4","4.6","25.7","49.51","0","0","0","PC","PC","11.9955","0.006","1","qlp-s67-faintsearch","FAINT","306.530071","-55.540066","21.425","0.051","-13.54","0.044","2460129.520123","0.0059234","16.2501976","0.0001066","7.487","0.794","3.185877","0.152106","2930","140.085","8.04744","0.472063","221.883","1075","17","601.743","12.756","6177","129.9","4.12","0.08","1.58","0.08","","","1.18","0.162126","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"253788533","6786.01","","3","4","3","3","3","4","4","53.6","68.4","317","1","0","2","PC","PC","13.3278","0.006","1","qlp-s67-faintsearch","FAINT","282.733386","-37.534617","-1.917","0.131","-5.332","0.12","2460150.08621","0.0010471","2.7142282","0.0000031","3.44","0.102","25.286928","0.694415","23021","639.375","17.7291","","1203.77","1640","38","764.325","52.503","6063","123","4.37","","1.15","","","","1.13","","13,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"201658484","6787.01","","3","4","3","3","1","4","4","49.7","56.2","317","1","0","0","PC","PC","11.8193","0.006","1","qlp-s67-faintsearch","FAINT","288.702162","-54.242515","-3.296","0.08","-7.354","0.068","2460146.920966","0.0007474","2.9588636","0.0000018","3.438","0.054","9.383189","0.14767","8605","136","16.201","0.855484","1385.73","1699","84","644.937","18.5355","6405","134.3","4.07","0.09","1.74","0.09","","","1.29","0.204546","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"319568755","6788.01","","3","4","3","3","1","4","4","6.9","42.4","104.43","4","0","0","PC","PC","13.1004","0.006","1","qlp-s67-faintsearch","FAINT","290.972257","-54.149068","-7.041","0.038","-22.311","0.029","2460116.929651","0.0029979","24.092358","0.0000791","3.907","0.284","15.753771","0.761946","14405","701.532","12.4646","","13.3603","532","19","527.181","6.9565","5388","122","4.36","","1.06","","","","0.94","","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"90935909","6789.01","","3","4","3","3","1","4","4","13.1","54.3","48.23","1","0","0","PC","PC","12.6442","0.006","1","qlp-s67-faintsearch","FAINT","308.198717","-44.663326","16.151","0.029","-20.725","0.024","2460143.989118","0.0020686","4.2221583","0.0000128","2.921","0.275","7.734036","0.393583","7098","362.438","7.93123","0.489115","307.857","1166","22","447.05","3.8735","5589.8","113.6","4.42","0.08","1.02","0.05","0.258439","0.0797812","0.99","0.128773","27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"129458276","6790.01","","3","4","3","3","3","4","4","30.2","42.1","317","2","0","2","PC","PC","12.6118","0.006","1","qlp-s67-faintsearch","FAINT","304.401827","-47.09656","8.081","0.036","-1.065","0.026","2460140.927713","0.0013549","6.1030299","0.0011084","3.689","0.207","14.575693","0.535626","13335","493.208","16.3974","0.846722","296.944","1156","30","691.423","10.5395","6057","131.8","4.2","0.08","1.41","0.07","","","1.13","0.158788","67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"101272159","6791.01","","3","4","3","3","1","4","4","9.1","46.4","106.03","1","0","0","PC","PC","12.9998","0.006","1","qlp-s67-faintsearch","FAINT","299.543066","-53.872432","-14.848","0.041","-21.72","0.033","2460131.53882","0.0024127","18.8224069","0.0000451","1.76","0.35","14.634016","1.199087","13388","1103.79","12.5063","0.922925","6.33598","441","11","578.879","9.2675","5661","130.4","4.36","0.08","1.1","0.06","","","1.01","0.12099","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"326327260","6792.01","","3","4","3","3","3","4","4","7.2","46.7","29.78","2","0","2","PC","PC","12.3197","0.006","1","qlp-s67-faintsearch","FAINT","308.340789","-29.441613","-10.924","0.061","-28.786","0.04","2460151.019184","0.0021394","7.9605908","0.0000254","3.236","0.155","6.577731","0.284465","6040","261.968","5.94344","0.398601","70.4881","807","26","267.086","2.9805","5081.5","114.7","4.51","0.08","0.85","0.05","0.31391","0.0565527","0.851","0.0965645","27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"352438619","6793.01","","3","4","3","3","1","4","4","13.5","75.7","39.71","1","0","0","PC","PC","12.4415","0.006","1","qlp-s67-faintsearch","FAINT","323.04039","-77.426902","-5.629","0.023","16.147","0.024","2460149.312562","0.000997","6.5516113","0.0000081","0.786","0.222","7.317493","1.054752","6717","970.991","7.01051","0.763343","7.09349","454","14","213.236","0.637","4841.8","162.2","4.6","0.11","0.73","0.06","-0.252311","0.0898077","0.79","0.0911252","13,27,66,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"408609355","6794.01","","3","4","3","3","3","4","4","10.7","30.7","104.59","1","0","2","PC","PC","12.227","0.006","1","qlp-s67-faintsearch","FAINT","296.355554","-34.534399","0.352","0.065","-3.553","0.039","2460140.000542","0.0057553","7.3099457","0.0000383","6.439","0.696","4.879389","0.180367","4484","166.11","12.4526","0.792995","906.064","1528","17","945.78","29.043","6391","129.5","3.79","0.09","2.38","0.12","","","1.28","0.198696","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"269372232","6795.01","","3","4","3","3","3","4","4","27.7","58.4","107.28","0","0","2","PC","PC","13.2392","0.006","1","qlp-s67-faintsearch","FAINT","291.688916","-36.831352","-2.221","0.052","1.049","0.048","2460149.798408","0.0028078","2.1250402","0.0000055","2.897","0.223","9.068924","0.403406","8318","371.482","12.6314","","979.454","1558","13","689.289","13.773","5355","122","4.05","","1.51","","","","0.93","","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"32046665","6796.01","","3","4","3","3","3","4","4","12.6","43.4","59.37","0","0","2","PC","PC","13.1197","0.006","1","qlp-s67-faintsearch","FAINT","289.900026","-35.809407","4.469","0.054","-15.055","0.045","2460145.113806","0.0029899","3.7871416","0.0000142","3.257","0.417","7.322959","0.424449","6722","390.856","8.91723","","491.943","1312","13","614.047","11.969","5594","122","4.28","","1.19","","","","0.99","","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"164249928","6797.01","","3","4","3","3","3","4","4","30.4","57","90.16","4","0","2","PC","PC","13.1505","0.008","1","qlp-s67-faintsearch","FAINT","304.395069","-28.821369","-1.387","0.09","-22.1","0.064","2460149.846988","0.0025695","0.9898852","0.0000031","1.352","0.216","5.34846","0.415535","4914","382.649","11.4457","","1044.17","1583","14","803.074","38.008","5339","122","3.96","","1.66","","","","0.92","","27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"290403522","6798.01","TIC 290403522.01","3","4","4","3","1","4","4","19.7","101.5","109.89","7","0","0","PC","PC","10.2912","0.006","1","qlp-s67-faintsearch","FAINT","330.958061","-72.44083","15.058","0.058","-16.916","0.066","2460136.574569","0.0011245","22.3751134","0.0000203","11.966","0.101","7.439925","0.072931","6829","67.17","12.8125","0.589731","335.493","1192","119","290.48","3.326","6477.7","255.7","4.24","0.09","1.47","0.07","","","1.38","0.236674","1,13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"387295547","6799.01","","3","4","3","3","1","4","4","15.4","63.2","24.88","0","0","0","PC","PC","11.7301","0.006","1","qlp-s67-faintsearch","FAINT","312.696269","-58.943302","-22.38","0.052","-11.397","0.048","2460150.892425","0.0016062","0.664786","0.0000013","0.66","0.156","1.319972","0.223387","1215","205.726","5.36785","0.492051","1137.76","1618","10","472.318","7.9785","6333","134.6","4.28","0.09","1.35","0.06","","","1.25","0.194255","27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"254174907","6800.01","","3","4","3","3","3","4","4","10.4","31.9","74.63","0","0","2","PC","PC","11.6114","0.006","1","qlp-s67-faintsearch","FAINT","287.258761","-41.100082","1.492","0.062","-7.064","0.058","2460150.796117","0.0035539","4.1518071","0.0000188","2.653","0.335","1.690721","0.117491","1556","108.207","10.2109","0.694609","596.999","1377","10","916.11","27.3575","6702","126.9","3.72","0.09","2.71","0.14","","","1.42","0.243331","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"90935995","6801.01","","3","4","4","3","1","4","4","458.1","450.2","317","4","0","0","PC","PC","12.0887","0.006","1","qlp-s67-faintsearch","FAINT","308.185081","-44.581239","12.784","0.051","-97.17","0.038","2460148.794994","0.0001724","1.2245052","3e-7","1.091","0.098","27.025312","16.335905","24584","14933.3","19.6011","2.85731","302.765","1162","121","143.347","0.688","4337.4","123.8","4.58","0.1","0.7","0.06","-0.021187","0.0736146","0.68","0.0827489","27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"262470965","6802.01","","3","4","4","3","3","4","4","75.2","133.2","107.41","1","0","2","PC","APC","14.8107","0.008","1","qlp-s67-faintsearch","FAINT","312.131066","-36.432345","22.912","3.179","-0.387","3.179","2460149.841929","0.0017274","1.1079142","0.0001472","1.106","0.296","39.828815","12.422676","36019","11376.5","12.7389","1.97052","177.728","1017","13","","","3969","157","4.66","0.02","0.59","0.03","","","0.576643","0.029119","67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"166495921","6803.01","","3","4","4","3","1","4","4","22.1","65.3","84.04","6","0","0","PC","PC","12.3544","0.006","1","qlp-s67-faintsearch","FAINT","305.027554","-48.129533","1.559","0.052","-6.056","0.038","2460149.719129","0.0033872","3.3522572","0.0008295","1.934","0.25","7.538318","0.412031","6919","379.423","10.9307","0.708071","277.825","1137","18","594.791","12.8315","5951","138.1","4.19","0.08","1.39","0.07","","","1.09","0.148171","67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"100264497","6804.01","","3","4","4","3","1","4","4","33","92.7","112.2","3","0","0","PC","PC","12.0533","0.006","1","qlp-s67-faintsearch","FAINT","306.582801","-48.984798","14.756","0.059","-21.321","0.044","2460148.145956","0.0009786","3.7724643","0.000005","2.099","0.087","9.592385","0.325494","8796","299.746","13.0104","0.721573","277.764","1137","36","545.522","11.799","6170","135.3","4.23","0.09","1.38","0.07","","","1.18","0.165119","27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"112989868","6805.01","","3","4","3","3","3","4","4","77.5","149","92.23","1","0","2","PC","PC","13.2735","0.006","1","qlp-s67-faintsearch","FAINT","292.384076","-34.096927","26.727","0.073","-3.367","0.078","2460150.27002","0.0011488","1.040425","0.000001","0.979","0.253","10.438341","7.438734","9568","6827.91","11.6289","","729.867","1448","16","345.714","5.048","4750","122","4.45","","0.86","","","","0.76","","13,27,67","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"144327080","6806.01","","3","5","5","3","1","4","4","35.9","127.5","317","0","0","0","PC","APC","11.3272","0.006","1","qlp-s68-faintsearch","FAINT","355.545706","-47.913029","98.868","0.029","-97.391","0.053","2460202.860746","0.0002635","23.2490769","0.0002042","3.914","0.12","54.138922","1.700323","48641","1564.83","15.7473","1.10487","8.55956","476","192","127.824","0.5095","4849","126.6","4.65","0.09","0.69","0.05","","","0.79","0.0954781","68","period may be half; found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"441076258","6807.01","","3","4","3","3","1","4","4","14.8","63.6","66.22","1","0","0","PC","PC","13.3396","0.007","1","qlp-s68-faintsearch","FAINT","323.284714","-29.117607","26.488","0.059","-28.82","0.046","2460166.639771","0.0029499","6.6210878","0.0000196","2.297","0.434","14.285224","1.08917","13071","1002.66","9.48332","","43.2116","714","12","353.575","4.992","4790","122","4.53","","0.79","","","","0.77","","1,28,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"261680542","6808.01","TIC 261680542.01","3","4","3","3","1","4","4","86.3","129.6","317","2","0","0","PC","PC","12.3079","0.006","1","qlp-s68-faintsearch","FAINT","21.604688","-79.610747","14.168","0.052","5.265","0.036","2460177.656706","0.0002368","3.0449187","7e-7","2.988","0.022","21.81738","0.167317","19894","154.093","20.761","0.985551","699.098","1432","54","564.778","6.9605","6026","130.9","4.22","0.08","1.36","0.06","","","1.12","0.140688","1,13,27,28,66,67,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"29821723","6809.01","TIC 29821723.01","3","4","4","3","1","4","4","33.4","88.8","84.5","1","0","0","PC","PC","14.3972","0.007","1","qlp-s68-faintsearch","FAINT","316.174214","-26.507097","7.848","0.097","-43.447","0.065","2460177.250009","0.0027141","2.6855972","0.0005809","1.744","0.198","34.195039","2.23727","31004","2058.48","11.0734","0.563009","49.8683","740","16","295.344","6.7115","3822","157","4.64","0.01","0.62","0.02","","","0.600399","0.021555","68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"214515989","6810.01","","3","4","3","3","3","4","4","10.2","42.8","102.16","0","0","2","PC","PC","13.29","0.006","1","qlp-s68-faintsearch","FAINT","340.362308","-38.413111","36.454","0.037","-9.502","0.048","2460174.448428","0.0029492","11.3498282","0.0000304","4.564","0.187","11.597669","0.545915","10625","502.68","12.2742","","127.543","936","20","805.162","18.1365","6009","123","4.34","","1.18","","","","1.11","","1,28,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"129711632","6811.01","TIC 129711632.01","3","4","3","3","3","4","4","155.1","121.4","317","0","0","2","PC","PC","14.3355","0.008","1","qlp-s68-faintsearch","FAINT","322.118531","-37.649275","8.995","0.114","-23.189","0.091","2460178.78732","0.0016034","1.1602698","0.0001721","0.489","0.259","20.486652","19.016113","18692","17362","18.336","2.89006","29.2942","648","10","338.917","11.1685","3692","157","4.57","0.02","0.7","0.03","","","0.664047","0.0227034","68","found in faint-star QLP search; possible difference image offset to the west","2023-11-02","2024-08-22","2024-09-12"
+"92443533","6812.01","","3","4","3","3","3","4","4","13.3","49","114.92","0","0","2","PC","PC","12.5372","0.006","1","qlp-s68-faintsearch","FAINT","314.373719","-35.639977","-5.507","0.049","-5.131","0.035","2460160.520834","0.0032575","12.6357243","0.0042171","3.717","0.439","8.999951","0.602352","8255","554.633","13.1329","0.865633","71.1152","809","12","640.607","14.56","5951","130.2","4.17","0.08","1.41","0.08","","","1.09","0.135617","68","period may be half; found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"364267778","6813.01","","2","4","2","2","1","4","4","2.7","26.6","4.65","0","0","0","PC","PC","12.0721","0.006","1","qlp-s68-faintsearch","FAINT","114.419661","-58.061848","-13.452","0.04","-3.294","0.05","2460175.787286","0.0033436","2.3557153","0.0000071","1.866","0.41","0.803742","0.070657","740","65.0751","1.98374","0.172919","290.953","1150","9","179.829","0.679","4851","133.2","4.62","0.09","0.72","0.05","","","0.79","0.0954285","3,7,8,9,10,13,27,30,33,34,36,37,61,62,63,67,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"211352962","6814.01","","3","4","3","3","3","4","4","38.4","108.8","58.62","5","0","2","PC","PC","11.417","0.006","1","qlp-s68-faintsearch","FAINT","320.412201","-34.459075","-2.074","0.079","-8.562","0.071","2460178.823544","0.0016164","0.7941828","0.000081","0.905","0.38","2.60128","0.432994","2393","398.723","8.86489","0.792919","3545.12","2149","14","467.456","12.3885","6397","125.3","4.16","0.09","1.55","0.08","","","1.28","0.199326","68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"233964924","6815.01","","3","4","3","3","1","4","4","20","61.1","317","0","0","0","PC","PC","13.169","0.006","1","qlp-s68-faintsearch","FAINT","36.351144","-65.055381","-14.791","0.025","-19.026","0.022","2460196.836562","0.0005778","17.9217736","0.0000074","4.309","0.061","49.393728","0.810443","44474","746.167","16.7867","","20.1338","590","81","364.427","1.6965","5144.1","124.7","4.46","2","0.76","","","","0.87","","1,2,3,28,29,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"278525028","6816.01","","3","4","3","3","1","4","4","12.1","40.3","124.99","1","0","0","PC","PC","13.0109","0.006","1","qlp-s68-faintsearch","FAINT","332.424127","-36.96281","14.61","0.035","-12.58","0.035","2460163.798501","0.0038362","10.9267866","0.000033","6.548","0.297","10.148976","0.454371","9304","418.404","13.7902","","252.912","1110","24","823.919","17.8705","5792.8","5797.1","4.3","","1.46","","","","1.04","","1,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"402027382","6817.01","","3","4","3","3","3","4","4","7.9","31","38.76","0","0","2","PC","PC","13.2874","0.006","1","qlp-s68-faintsearch","FAINT","353.477124","-47.499264","-1.541","0.038","-0.599","0.044","2460203.125303","0.0026596","3.1998039","0.0000069","1.816","0.203","3.994161","0.273705","3672","252.06","6.9761","","192.578","1037","10","652.946","19.1955","5430","122","4.3","","1.15","","","","0.95","","1,2,28,29,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"281666033","6818.01","","3","4","3","3","3","4","4","9","48.9","43.85","3","0","1","PC","PC","11.5508","0.006","1","qlp-s68-faintsearch","FAINT","10.135045","-56.549045","-20.573","0.036","14.489","0.031","2460191.693968","0.0013768","10.1956949","0.0000138","1.526","0.394","3.581229","0.294145","3293","270.881","7.45333","0.49908","22.0861","603","13","347.192","2.857","5791","133.9","4.29","0.08","1.21","0.06","","","1.04","0.132655","2,28,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"327917279","6819.01","","3","4","3","3","1","4","4","6.4","30.5","36.92","0","0","0","PC","PC","11.4741","0.006","1","qlp-s68-faintsearch","FAINT","1.99379","-68.226643","-11.842","0.041","10.944","0.039","2460168.772416","0.0043794","8.5467163","0.0000573","3.813","0.602","2.59475","0.124217","2387","114.402","6.73372","0.453108","144.761","966","16","396.001","4.1165","5557.6","128","4.03","0.08","1.58","0.09","-0.01","0.1","0.98","0.124199","27,28,67,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"350821320","6820.01","","2","4","2","2","1","4","4","2.8","21.8","7.04","3","0","0","PC","PC","12.8958","0.006","1","qlp-s68-faintsearch","FAINT","89.516875","-56.346708","-3.956","0.034","-45.483","0.026","2460203.14375","0.002871","2.014214","0.0000058","1.854","0.3","1.054762","0.076864","971","70.7915","2.55092","0.194502","419.804","1261","11","321.298","1.42","5039","129.9","4.54","0.09","0.82","0.05","","","0.84","0.104287","1,2,3,4,5,6,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,37,38,39,61,62,63,64,65,66,67,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"197643976","6821.01","","3","5","5","3","5","4","5","6.6","37.8","18.97","0","0","0","PC","KP","12.5638","0.006","1","qlp-s68-faintsearch","FAINT","328.51748","-38.377419","-23.662","0.042","5.488","0.036","2460179.094875","0.0030049","3.535713","0.0000092","2.148","0.289","3.388436","0.236623","3116","217.914","4.58576","0.338194","191.782","1036","12","322.148","3.5925","5222","128.1","4.52","0.09","0.86","0.05","","","0.89","0.114024","1,28,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"261679541","6822.01","","3","4","3","3","1","4","4","30.8","88","78.08","1","0","0","PC","PC","14.3703","0.008","1","qlp-s68-faintsearch","FAINT","21.823385","-77.941125","3.606","0.057","12.275","0.052","2460176.063659","0.0015092","2.7492112","0.0000967","1.866","0.094","29.0642","1.35915","26414","1251.04","10.486","0.414294","51.9039","747","22","282.982","2.8365","3794","157","4.65","0.01","0.6","0.02","","","0.588334","0.0206511","66,67,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"259884973","6823.01","TIC 259884973.01","3","4","3","3","3","4","4","8.1","36.5","26.47","0","0","1","PC","PC","12.3104","0.006","1","qlp-s68-faintsearch","FAINT","40.756305","-70.514284","-11.316","0.048","-28.038","0.035","2460206.518219","0.0018507","2.8411187","0.0000045","1.993","0.266","2.081178","0.124503","1915","114.665","5.54834","0.335804","333.622","1190","18","435.392","3.588","5517","128.9","4.27","0.08","1.19","0.06","","","0.97","0.125641","1,2,27,28,29,67,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"197642926","6824.01","","3","4","3","3","1","4","4","26.8","88.9","98.23","2","0","0","PC","PC","12.5602","0.006","1","qlp-s68-faintsearch","FAINT","328.529799","-41.845726","5.558","0.038","0.569","0.035","2460177.60094","0.0010772","5.407469","0.0000076","2.87","0.085","14.307226","0.421417","13091","388.064","12.0272","0.721252","143.073","963","37","415.63","5.2185","5417","133.7","4.39","0.09","1.03","0.06","","","0.94","0.125735","28,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"197598125","6825.01","","3","4","3","3","3","4","4","2.3","26.9","15.97","1","0","2","PC","PC","11.5321","0.006","1","qlp-s68-faintsearch","FAINT","327.237993","-40.086569","41.993","0.053","-22.04","0.054","2460170.128876","0.0068604","16.4547455","0.0000853","4.517","0.481","2.376017","0.139333","2186","128.322","4.11474","0.274621","60.353","776","12","280.399","3.775","5826","135.1","4.47","0.08","0.98","0.05","","","1.05","0.135007","1,28,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-09-12"
+"55450156","6826.01","","2","4","2","2","1","4","4","1.2","18.7","5.08","0","0","0","PC","PC","12.1851","0.006","1","qlp-s68-faintsearch","FAINT","70.371711","-60.407556","26.668","0.043","-9.86","0.051","2460197.006591","0.004869","6.4375108","0.000025","2.572","0.565","0.792877","0.070521","730","64.95","2.10567","0.158896","99.2729","879","11","232.898","1.1485","5203","130.3","4.65","0.08","0.74","0.04","","","0.88","0.108338","1,2,3,4,5,6,7,8,9,10,11,12,13,28,29,30,31,32,33,34,35,36,38,39,61,62,63,65,66,67,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"302453291","6827.01","TIC 302453291.01","3","4","3","3","1","4","4","","","87.3","0","0","0","PC","PC","12.1331","0.007","1","qlp-s68-faintsearch","FAINT","322.622051","-26.773971","-3.382","0.077","-17.428","0.072","2460177.942017","0.0044925","4.4738444","0.0000191","6.406","0.532","3.245769","0.12033","2985","110.822","11.2091","","854.858","1506","32","684.32","22.636","4943.1","63.3","","","2.53","","-0.155437","0.0754225","","","1,28,68","found in faint-star QLP search","2023-11-02","2024-08-22","2024-08-22"
+"278666476","6828.01","","3","4","3","3","1","4","4","23","65.7","86.34","1","0","0","PC","PC","12.7844","0.006","1","qlp-s68-faintsearch","SPOC/QLP","334.487496","-38.032716","10.656","0.039","-3.178","0.033","2460174.845087","0.0015527","3.4894537","0.0000042","2.134","0.268","9.304341","0.497213","8533","457.845","11.1177","0.713142","236.353","1092","21","546.355","8.727","5415.7","5457.7","4.4","2","1.19","0.07","","","0.96","0.125078","1,28,68","possible secondary and offset to S; found in faint-star QLP search and SPOC s68","2023-12-07","2023-12-07","2023-12-09"
+"469967533","6829.01","","3","4","4","3","1","4","4","12.2","26.9","317","0","0","0","PC","PC","12.714","0.006","1","qlp-s68-faintsearch","FAINT","358.85855","-54.494961","19.57","0.022","-2.613","0.026","2460144.981658","0.0030504","23.842","0.0000519","5.577","0.832","13.642946","0.861256","12487","792.932","17.1852","1.02018","65.8313","793","41","735.578","10.364","5923.2","5975.5","","","1.45","0.07","","","1.08","0.133193","1,2,28,29,68","found in faint-star QLP search; detrending on last two events causing slightly distorted MCMC fit","2023-12-07","2024-08-22","2024-08-22"
+"29430403","6830.01","TIC 29430403.01","3","4","4","3","1","4","4","118.9","274.1","115.72","3","0","0","PC","PC","11.4907","0.006","1","spoc-s68-b02","SPOC","313.624861","-29.527891","41.097","0.074","-8.056","0.048","2460154.705372","0.0004410653","1.8778646929439","0.000053010608","1.5178899218296","0.02228225","16.582517","0.333865","15157.021285735","307.4542","13.222617173028","0.76471776","763.28450472319","1340.5757561239","64.83137","220.491","2.7115","5100","5214.9","4.4","2","0.92766398191452","0.0514397","","","0.934","0.118603","68","V-shaped","2023-12-07","2023-12-07","2024-07-12"
+"380884709","6831.01","TIC 380884709.01","3","4","3","3","1","4","4","2","42","29.53","2","4","0","PC","PC","10.7052","0.007","1","qlp-s70-ffi-k2-tessonly","QLP","16.276924","8.444581","-12.866","0.106","-28.494","0.102","2460150.88151","0.0044956","57.1050077","0.0000987","5.271","1.203","3.68472","0.173092","3388","159.411","5.93946","0.343948","13.1521","530","36","185.272","2.3385","5816","134.2","4.49","0.08","0.97","0.05","","","1.046","0.129543","42,43,70","variable host; detected in K2 + TESS","2023-12-07","2023-12-07","2023-12-09"
+"8995204","6832.01","","1","4","1","1","2","4","4","1.7","19.5","5.43","0","1","7","PC","PC","12.449","0.006","1","qlp-s70-ffi-k2","QLP","355.128863","-11.021495","109.474","0.046","25.5","0.032","2460230.688907","0.0060465","5.1392756","0.0000128","2.426","0.178","0.936308","0.032559","862","29.9877","2.17365","0.218875","41.3052","706","20","139.371","0.5165","4014","121.3","4.53","0.12","0.71","0.07","","","0.627","0.0776452","2,29,42,69,70","K2 PC EPIC 245944983.01","2023-12-07","2023-12-07","2023-12-09"
+"4610830","6833.01","","5","5","5","5","5","5","5","3","34.1","10.94","0","1","7","KP","KP","11.5018","0.007","1","qlp-s70-ffi","QLP","348.949031","-10.849739","-1.018","0.084","-10.522","0.082","2460219.144796","0.005467","8.2616616","0.000019","2.862","0.202","1.459124","0.041952","1343","38.6387","3.30997","0.197543","66.2634","794","25","202.585","2.0085","5281","128.8","4.53","0.08","0.86","0.05","","","0.91","0.112104","42,70","K2-138 e; marginal QLP detection in combined TESS+K2","2023-12-07","2023-12-07","2023-12-09"
+"49735922","6834.01","","5","5","5","5","5","5","5","3.6","31","14.74","0","1","4","KP","KP","12.1093","0.007","1","qlp-s70-ffi-k2","QLP","352.713934","-11.077356","0.39","0.086","-23.23","0.062","2460226.787328","0.0777312","6.3392677","0.0002037","3.02","0.177","1.889739","0.098778","1739","90.9737","3.91968","0.252457","120.002","922","31","290.495","4.2445","5289","120.9","4.46","0.08","0.93","0.05","","","0.91","0.114574","2,29,42,70","K2-388 b","2023-12-07","2023-12-07","2023-12-09"
+"301235044","6835.01","","5","5","5","5","5","5","5","16.8","105.7","3.4","0","4","3","KP","KP","10.0298","0.006","1","qlp-s70-ffi-k2","SPOC/QLP","350.917046","-1.189183","116.168","0.069","25.358","0.06","2460232.513071","0.0005955","0.2803246","1e-7","0.868","0.134","0.550608","0.034737","507","31.9939","1.64829","0.145724","3967.92","2211","47","61.8736","0.1658","4477","124.7","4.56","0.1","0.72","0.06","","","0.7","0.0857046","42,70","K2-141 b","2023-12-07","2023-12-07","2023-12-09"
+"422618449","6836.01","","5","5","5","5","5","5","5","5.1","73.2","7.31","0","0","3","KP","KP","9.3742","0.006","1","qlp-s70-ffi","SPOC/QLP","353.954352","0.444704","-232.909","0.07","-187.564","0.049","2460229.092386","0.0021988","9.100412","0.0000503","2.181","0.416","1.178663","0.080905","1085","74.5135","2.59387","0.219784","28.6373","644","13","62.4491","0.18255","5013.7","147.2","4.58","0.1","0.77","0.06","-0.144","0.134","0.83","0.100714","42,70","HIP 116454 b/K2-2 b","2023-12-07","2023-12-07","2023-12-09"
+"262584907","6837.01","","1","4","1","1","2","4","4","8.9","15.2","2.45","0","18","2","PC","PC","7.13","0.006","1","qlp-s70-ffi","QLP","348.161066","2.685589","62.52","2","-146.92","2","2460232.290266","0.0017423","0.9494413","0.0000096","1.392","0.279","0.14767","0.013225","136","12.1803","1.37109","","2124.15","","11","65.74622","","5872.1","","","","1.19","","0.06","0.06","","","42,70","bright host; equal mass literature SB at 29.1 yr","2023-12-07","2023-12-07","2024-08-07"
+"278892590","6838.01","","5","5","5","5","5","5","5","","0","1.89","0","0","0","KP","KP","13.8529","0.011","1","spoc-s70-b02","SPOC","346.626392","-5.043462","901","8","-492","8","2460209.808352","0.0010933158","1.5109447117919","0.00012604707","0.64014987103987","0.1254012","11.672831","1.282117","10693.488160342","1180.1766","1.2038917182224","0.23403676","98.193052930575","802.860220389","7.9035006","","","5780","","5.27596","0.0719093","0.1148269996047","0.00335728","","","0.0907782","0.0200069","70","TRAPPIST-1 b","2023-12-07","2023-12-07","2023-12-09"
+"126982911","6839.01","TIC 126982911.01","3","4","3","3","1","4","4","13.7","43.7","56.61","1","12","0","PC","PC","12.5377","0.008","1","spoc-s70-b02","SPOC","24.192615","12.693358","15.596","0.06","-10.098","0.042","2460210.87087","0.0030754937","2.9944741756843","0.00071484887","3.0998780651458","0.23771243","3.806475","0.296407","3499.7547123606","272.96375","8.6826968091996","1.1212562","1209.6687689945","1504.1334399996","10.590795","620.723","14.652","5756","127.341","4.13367","0.0795474","1.440850019455","0.0765427","","","1.03","0.128505","70","slightly evolved host; low MES; also CTOI from Rafael Rodrigues","2023-12-07","2023-12-07","2023-12-09"
+"380886534","6840.01","","3","4","3","3","2","4","4","16.9","27.5","317","1","1","7","PC","PC","13.8694","0.008","1","spoc-s70-b02","SPOC","19.461998","0.341952","-4.226","0.06","-6.953","0.043","2460208.636707","0.0026223555","8.9000334200511","0.0021186066","1.8542476893543","0.23147945","24.334148","2.589345","22163.282565868","2382.0334","15.126177055442","1.5608057","144.37700401102","884.08547602672","8.014883","830.221","25.5095","5854","122","4.45956","","1.0044000148773","","","","1.06","","70","match to NEB/FP TOI 844; SG1 confirms this is the correct source","2023-12-07","2023-12-07","2023-12-09"
+"257467784","6841.01","","3","4","3","3","1","4","4","8.9","57.2","66.88","0","0","0","PC","PC","12.8988","0.008","1","spoc-s70-b02","SPOC","0.08468","5.044388","27.806","0.051","-14.972","0.023","2460217.184676","0.002190367","13.928507420996","0.0032048","3.998612280145","0.2218918","14.608001","0.728166","13364.359460749","670.4411","9.5784743004529","0.8863243","36.564559350917","627.16936372451","17.468699","344.681","3.5955","5103.41","120.928","4.52801","0.0891336","0.83614099025726","0.0511281","0.373505","0.0856161","0.86","0.110736","70","","2023-12-07","2023-12-07","2023-12-09"
+"58858008","6842.01","","3","4","3","3","1","4","4","67.6","94.8","317","1","3","0","PC","PC","11.5955","0.009","1","spoc-s70-b02","SPOC","20.636935","13.352227","20.518","0.082","4.554","0.075","2460209.338746","0.00083997747","5.3920955011142","0.00030509965","4.2434028601165","0.06232691","16.923599","0.243516","15466.358848269","224.26114","18.245238711112","0.8842292","534.39236707293","1226.2663505768","60.16794","399.765","8.1065","5752.18","101.14","4.14674","0.0715467","1.4193300008774","0.0664121","0.007","0.02","1.03","0.12477","70","possibly inflated","2023-12-07","2023-12-07","2023-12-09"
+"369474541","6843.01","TIC 369474541.01","3","4","3","3","1","4","4","34.7","95.2","128.11","1","3","0","PC","PC","11.1862","0.007","1","spoc-s70-b02","SPOC","15.45314","9.798544","13.419","0.075","-9.067","0.055","2460210.09279","0.0010313432","5.4977872372531","0.00040953167","4.9400248588795","0.08632344","6.924851","0.131337","6357.7268879367","120.958305","14.038102607795","0.7771834","974.25943491387","1424.9131834774","36.236965","470.668","11.5615","6281","125.995","4.05316","0.0875881","1.727460026741","0.0887411","","","1.23","0.176461","70","","2023-12-07","2023-12-07","2023-12-09"
+"311086350","6844.01","TIC 311086350.01","3","4","3","3","3","4","4","16.4","60.6","56.29","0","0","2","PC","PC","14.1277","0.007","1","spoc-s70-b02","SPOC","352.232735","-14.210227","-14.744","0.096","-42.784","0.053","2460209.334584","0.0022790178","3.8068712326332","0.0006086918","2.2690910526972","0.1865512","19.609518","1.206927","17898.910315429","1111.0032","8.6543460890306","0.76045483","52.894194083682","687.81517090417","12.498632","293.966","3.8485","3913","157","4.6113","0.0124339","0.64792102575302","0.0199792","","","0.625566","0.0206744","70","","2023-12-07","2023-12-07","2024-09-12"
+"399571743","6845.01","","3","4","3","3","3","4","4","16.6","80.4","44.84","1","0","2","PC","PC","12.6204","0.007","1","qlp-s69-faintsearch","FAINT","341.160439","-18.9358","105.246","0.048","-68.1","0.038","2460199.691734","0.0010759","4.7443604","0.0000047","1.139","0.112","9.818055","0.55912","9002","514.836","7.57257","0.484151","26.7153","633","17","285.596","2.4525","5420.1","5591.2","4.5","2","0.75","0.04","","","0.89","0.110087","2,29,42,69","found in faint-star QLP search","2023-12-12","2024-08-22","2024-09-12"
+"254296853","6846.01","","3","4","3","3","3","4","4","26.7","89.9","79.77","1","0","2","PC","PC","12.8903","0.007","1","qlp-s69-faintsearch","FAINT","354.890085","-27.654129","-26.005","0.05","-15.088","0.056","2460203.094247","0.0009001","3.334884","0.0000038","2.559","0.129","13.658339","0.389223","12501","358.423","10.5691","0.624526","394.819","1241","38","491.962","13.973","5771","127.6","4.51","0.08","0.93","0.05","","","1.03","0.12713","2,29,69","found in faint-star QLP search","2023-12-12","2024-08-22","2024-09-12"
+"150063444","6847.01","","3","4","3","3","1","4","4","21.3","68.4","59.1","2","0","0","PC","PC","13.1315","0.006","1","qlp-s69-faintsearch","FAINT","91.200646","-60.194076","6.968","0.023","9.467","0.023","2460205.921102","0.0007022","1.3939452","0.000001","0.922","0.289","5.585254","0.845226","5131","778.179","8.87293","","947.874","1545","16","702.363","5.8165","6140","123","4.42","","1.09","","","","1.16","","1,2,3,4,5,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","found in faint-star QLP search; variable host","2023-12-12","2024-08-22","2024-08-22"
+"230982415","6848.01","TIC 230982415.01","3","4","3","3","1","4","4","27.6","129.2","114.52","0","0","0","PC","PC","13.6193","0.007","1","qlp-s69-faintsearch","FAINT","24.418283","-54.80939","34.281","0.033","-19.586","0.033","2460199.33583","0.0010563","7.5954765","0.0008384","2.533","0.092","50.088212","1.814913","45085","1670.2","13.1172","0.466418","11.0748","508","39","181.602","0.7345","3768","157","4.68","0.01","0.57","0.02","","","0.563806","0.0203751","69","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"434100688","6849.01","","5","5","5","5","5","5","5","0.1","16.1","107.93","0","5","0","PC","FP","9.9309","0.008","1","qlp-s69-faintsearch","FAINT","352.949174","-17.448458","7.256","0.1","-15.108","0.097","2458371.510523","0.0000101","1825.048364","0.000001","3.62","0.017","2.800465","0.100441","2576","92.5051","12.7111","0.640568","0.0187275","103","13","319.053","6.462","6290","129","3.89","0.09","2.09","0.1","","","1.23","0.184727","2,69","found in faint-star QLP search; duo-transit; period likely shorter than maximum period of ~1825 d","2023-12-12","2024-08-22","2024-08-22"
+"9166136","6850.01","","2","4","2","2","3","4","4","6.4","53.3","11.28","1","3","2","PC","PC","10.508","0.006","1","qlp-s69-faintsearch","FAINT","352.157167","-23.270494","214.294","0.106","-79.397","0.067","2460198.638691","0.0026943","6.0803777","0.0020376","2.486","0.477","1.48413","0.121475","1366","111.876","3.36588","0.375436","43.6784","716","10","80.8163","0.2885","4275.7","139.4","4.37","0.11","0.89","0.09","-0.5","0.1","0.67","0.0799111","29,69","found in faint-star QLP search","2023-12-12","2024-08-22","2024-09-12"
+"350861689","6851.01","","2","4","2","2","1","4","4","0.8","16.9","5.91","2","0","0","PC","PC","12.4722","0.006","1","qlp-s69-faintsearch","FAINT","90.396537","-58.470732","-62.694","0.026","5.68","0.029","2460185.03648","0.0038661","12.0101118","0.0000422","2.82","0.487","1.308014","0.088304","1204","81.3276","2.28751","0.242419","11.5571","513","9","137.666","0.2625","4073","126.7","4.59","0.11","0.67","0.07","","","0.64","0.0771817","1,2,3,4,5,7,8,9,10,11,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,61,62,63,64,65,66,67,68,69","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"166671025","6852.01","","3","4","3","3","1","4","4","9.5","81.1","61.66","1","0","0","PC","PC","12.4031","0.006","1","qlp-s69-faintsearch","FAINT","34.403355","-52.867758","-37.447","0.024","6.559","0.022","2460176.964493","0.0015646","16.7382238","0.0000204","3.529","0.203","16.56265","0.630251","15139","580.314","9.09208","0.703169","11.3359","511","50","182.425","0.534","4551","119.7","4.6","0.09","0.7","0.05","","","0.72","0.0837094","2,3,29,30,69","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"197808753","6853.01","","3","4","3","3","1","4","4","4.4","21.4","50.8","1","0","0","PC","PC","12.5478","0.006","1","qlp-s69-faintsearch","FAINT","53.776203","-57.621974","0.591","0.034","-12.113","0.042","2460189.688644","0.006382","10.636983","0.0000453","5.378","0.845","3.167365","0.16436","2913","151.37","8.16912","0.486013","301.85","1161","18","855.371","13.375","6297","134.4","4.1","0.09","1.65","0.08","","","1.23","0.183851","2,4,29,30,31,69","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"55363630","6854.01","","3","4","3","3","1","4","4","6.8","31.4","33.47","0","0","0","PC","PC","13.1113","0.006","1","qlp-s69-faintsearch","FAINT","77.014975","-65.049061","1.685","0.026","9.854","0.029","2460203.737449","0.0020218","2.7663479","0.0000048","1.212","0.561","2.691616","0.382967","2476","352.663","6.35856","","416.97","1258","11","790.585","9.8195","6413","122","4.4","","1.19","","","","1.29","","1,2,4,5,6,7,8,9,10,11,12,27,28,29,30,31,32,34,35,36,37,38,39,61,62,63,64,65,67,68,69","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"274017513","6855.01","TIC 274017513.01","3","4","3","3","1","4","4","5.6","50.8","61.21","4","0","0","PC","PC","12.1227","0.006","1","qlp-s69-faintsearch","FAINT","33.933641","-49.443527","18.728","0.034","16.035","0.033","2460165.854371","0.0015723","26.3333899","0.0000342","2.783","0.176","9.448901","0.42757","8665","393.729","9.07333","0.567193","5.51975","427","29","295.36","2.028","5309","130.3","4.46","0.08","0.93","0.05","","","0.91","0.110151","2,3,29,30,69","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"254301731","6856.01","","3","4","3","3","3","4","4","117.5","65.7","317","1","0","2","PC","PC","14.9737","0.008","1","qlp-s69-faintsearch","FAINT","355.409997","-28.336727","-5.646","0.147","-30.75","0.129","2460206.118513","0.0017038","0.6541517","0.0000977","0.823","0.199","38.898886","9.352591","35193","8577.06","15.3922","1.70446","159.123","989","14","446.864","15.1985","3657","157","4.58","0.02","0.69","0.03","","","0.656599","0.0230175","69","found in faint-star QLP search","2023-12-12","2024-08-22","2024-09-12"
+"281596890","6857.01","","3","4","3","3","1","4","4","2.6","51.5","26.73","1","0","0","PC","PC","14.504","0.007","1","qlp-s69-faintsearch","FAINT","8.810668","-55.889296","-16.689","0.072","0.367","0.065","2460195.35678","0.0030849","10.0512067","0.0013473","1.763","0.315","24.404899","2.500102","22227","2300.03","5.57868","0.398628","2.59874","353","12","145.095","1.059","3428","157","4.84","","0.38","0.01","","","0.369115","0.0204108","68,69","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"201254754","6858.01","","2","4","2","2","1","4","4","2.9","39.2","3.64","0","0","0","PC","PC","11.8272","0.007","1","qlp-s69-faintsearch","FAINT","1.512156","-58.935221","-72.394","0.045","-10.398","0.043","2460202.53261","0.0025843","3.3024845","0.0000075","1.465","0.271","1.348235","0.12249","1241","112.811","1.73871","0.106468","26.3567","631","11","61.1486","0.1202","3634","157","4.75","0.01","0.49","0.01","-0.472209","0.0894228","0.48498","0.0202967","1,2,28,68,69","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"237909527","6859.01","","3","4","3","3","1","4","4","13.7","54.9","92.06","1","0","0","PC","PC","12.6565","0.006","1","qlp-s69-faintsearch","FAINT","21.648785","-63.96451","12.259","0.037","1.48","0.024","2460188.562657","0.0012096","9.6804752","0.0000109","3.922","0.155","10.989882","0.27956","10071","257.451","11.5702","0.603025","100.27","881","45","520.499","4.4735","5622","129.9","4.31","0.08","1.16","0.06","","","1","0.12549","1,2,28,29,68,69","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"36646052","6860.01","","3","4","3","3","1","4","4","48.3","98","75.08","1","0","0","PC","PC","12.9887","0.006","1","qlp-s70-faintsearch","FAINT","342.792364","-6.779791","0.035","0.065","-6.047","0.038","2460232.578666","0.0023029","0.6183488","0.000105","0.587","0.223","5.776254","1.679369","5306","1545.56","10.2266","1.44178","538.344","1341","10","557.124","8.8675","5272","120.3","4.23","0.08","1.2","0.07","","","0.9","0.11297","70","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"293267224","6861.01","","3","4","4","3","1","4","4","18.6","52.4","89.67","2","2","0","PC","PC","12.3945","0.008","1","qlp-s70-faintsearch","FAINT","4.043933","3.137181","-6.44","0.091","-8.539","0.059","2460232.158547","0.0026023","3.7942532","0.0000208","3.769","0.262","7.531758","0.294001","6913","270.748","11.3603","0.722677","713.321","1439","17","660.159","19.139","5753.6","111.5","4.04","0.08","1.6","0.09","-0.217","0.101","1.03","0.127531","42,43,70","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-29"
+"408508003","6862.01","","3","4","3","3","1","4","4","21.8","76.1","97.55","1","2","0","PC","PC","11.8423","0.007","1","qlp-s70-faintsearch","FAINT","3.539406","7.115538","-15.994","0.087","-16.654","0.068","2460225.54574","0.0013906","8.2241876","0.0000197","3.501","0.158","9.400712","0.254674","8621","234.536","11.9576","0.723244","117.339","916","34","383.433","6.866","5669.2","140.6","4.21","0.09","1.31","0.08","0.182","0.006","1.01","0.129941","42,43,70","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"419957314","6863.01","","3","4","3","3","1","4","4","8.6","34.6","70.16","1","0","0","PC","PC","13.0613","0.008","1","qlp-s70-faintsearch","FAINT","31.091545","4.33968","10.829","0.038","-23.507","0.035","2460247.384759","0.0032887","7.8407154","0.0000283","2.891","0.416","5.798085","0.410773","5326","378.264","9.86579","","100.923","883","11","715.613","10.789","5703","122","4.21","","1.31","","","","1.02","","4,31,42,43,70","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"25959926","6864.01","","3","4","3","3","1","4","4","4.4","30.6","38.83","0","0","0","PC","PC","12.6092","0.009","1","qlp-s70-faintsearch","FAINT","51.570524","23.000347","-4.182","0.045","-19.589","0.033","2460255.84952","0.0037035","15.5106583","0.000101","4.356","0.441","5.457575","0.267039","5014","245.922","6.93651","0.456927","48.5457","735","14","384.084","3.5835","5472","137.4","4.37","0.09","1.06","0.06","","","0.96","0.126521","42,43,44,70","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"405269313","6865.01","","3","4","4","3","1","4","4","9.4","37.6","20.19","2","0","0","PC","PC","12.7937","0.006","1","qlp-s70-faintsearch","FAINT","0.935669","11.332234","-32.571","0.053","-25.053","0.036","2460231.800776","0.0045518","2.4465664","0.0000184","1.753","0.301","3.020372","0.304906","2778","280.789","4.74384","0.495928","114.336","910","9","211.088","1.1695","4185.5","113.9","4.37","0.1","0.88","0.08","0.113133","0.04769","0.655","0.0779818","42,43,70","found in faint-star QLP search","2023-12-12","2024-08-22","2024-09-10"
+"344224831","6866.01","","3","4","3","3","1","4","4","13.9","64.7","63.36","2","0","0","PC","PC","12.5227","0.007","1","qlp-s70-faintsearch","FAINT","21.602425","4.317341","-5.473","0.064","-15.368","0.039","2460224.827591","0.0011964","8.0179256","0.0000186","1.018","0.162","9.46971","0.754263","8684","694.461","9.29428","0.661693","8.84387","480","15","361.951","4.0395","5356","125","4.46","0.09","0.94","0.05","","","0.93","0.119966","42,43,70","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"405230669","6867.01","","3","4","4","3","1","4","4","17","62.5","58.55","1","0","0","PC","PC","13.0507","0.007","1","qlp-s70-faintsearch","FAINT","0.318198","12.040073","38.667","0.054","25.322","0.035","2460231.339643","0.0019969","3.6810755","0.0000126","2.49","0.199","9.316387","0.410289","8544","377.819","8.85628","","259.808","1118","20","463.319","5.69","5465","62.4","4.46","","0.95","","-0.1","0.06","0.96","","42,43,70","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"408506314","6868.01","","3","4","3","3","1","4","4","17.4","37.6","97.05","0","0","0","PC","PC","12.8562","0.008","1","qlp-s70-faintsearch","FAINT","3.276119","7.660267","15.892","0.074","-7.245","0.047","2460227.771761","0.0036629","3.4106422","0.0000213","4.174","0.621","5.424839","0.254409","4984","234.292","11.8996","0.85923","804.639","1483","22","708.514","18.0795","5222","129.3","3.83","0.09","1.89","0.12","","","0.89","0.109857","42,43,70","found in faint-star QLP search","2023-12-12","2024-08-22","2024-08-22"
+"28872266","6869.01","","3","4","3","3","1","4","4","0","13.3","51.32","0","0","0","PC","PC","14.2212","0.007","1","qlp-s70-faintsearch","FAINT","49.593526","24.277814","29.154","0.092","-19.506","0.075","2459466.023416","0.0000094","763.9701133","0.000001","3.659","0.003","31.285705","0.259591","28404","239.064","8.20454","0.254043","0.00227646","60","12","200.19","1.894","3671","157","4.71","0.01","0.53","0.02","","","0.526386","0.0205289","42,43,70","found in faint-star QLP search; period likely shorter than max period of ~763.97 d","2023-12-12","2024-08-22","2024-08-22"
+"58726656","6870.01","","3","4","3","3","3","4","4","3.5","28.2","14.45","0","2","1","PC","PC","10.1341","0.007","1","qlp-s72-ffi","QLP","104.11559","20.420768","14.169","0.415","-28.443","0.406","2460277.871744","0.0062617","6.6968572","0.000064","3.398","0.395","0.639687","0.035962","589","33.1213","3.89953","0.294161","323.688","1181","11","320.806","13.011","6466.5","138.3","4.05","0.1","1.8","0.11","-0.0139231","0.0083205","1.32","0.215732","44,45,71,72","v-shaped; possible offset to NE; inconsistent difference image between sectors","2023-12-21","2024-02-01","2024-05-11"
+"426471754","6871.01","","1","4","1","1","3","4","4","3.8","64.9","6.92","0","2","2","PC","PC","8.9496","0.006","1","qlp-s71-ffi","SPOC/QLP","48.936836","18.484536","1.568","0.095","-37.61","0.075","2460258.271979","0.0032156","12.4652143","0.0021528","3.635","0.447","1.224315","0.055454","1127","51.0733","2.51956","0.144837","67.0792","797","17","74.1676","0.25025","5647.1","105.1","4.55","0.07","0.88","0.04","0.081","0.017","1","0.126188","43,70,71","L1 candidate","2023-12-21","2023-12-21","2024-04-27"
+"150096001","6872.01","","5","5","5","5","5","5","5","1.3","37","6.67","0","2","1","KP","KP","12.3252","0.007","1","qlp-s71-ffi","QLP","70.149378","25.009813","185.658","0.082","-46.363","0.038","2460251.64402","0.0060784","11.0248821","0.0000291","2.917","0.537","2.111638","0.640628","1943","589.866","2.46843","0.314121","48.3251","734","24","75.1703","0.2012","3798","157","4.77","0.01","0.46","0.01","","","0.456853","0.0202341","43,44,70,71","K2-133 d; marginal TESS QLP detection","2023-12-21","2023-12-21","2024-01-07"
+"67395329","6873.01","","1","4","1","1","4","4","4","6.1","102.1","12.52","0","2","2","PC","PC","8.6781","0.006","1","spoc-s71-b02","SPOC","121.454994","20.803931","3.839","0.072","39.763","0.047","2460236.840703","0.00329344","18.820425477157","0.0043596006","2.4015590936446","0.25748006","1.068733","0.28823","983.85496583266","265.43448","3.574723679326","1.09702","32.175147406898","607.43510324725","11.8792515","60.1874","0.15625","5450","121.382","4.5378","0.08231","0.86894702911377","0.0454222","","","0.95","0.119579","71","period could be half (9.41 d); possible transit at half period distorted by end of orbit","2023-12-21","2023-12-21","2024-05-11"
+"4426490","6874.01","TIC 4426490.01","5","5","5","5","5","5","5","71.4","81.4","317","0","7","0","PC","FP","12.1616","0.007","1","spoc-s71-b02","SPOC","116.578612","30.776661","-6.295","0.059","-4.36","0.034","2460235.021932","0.00065248954","2.6689570250941","0.00011222962","2.7508737913427","0.03966104","18.6492","0.294454","17029.872002619","271.1652","16.10183368496","1.114856","1087.3617796284","1464.580560718","35.70773","468.406","8.323","5983.3","177.254","4.3234","0.101782","1.196830034256","0.0814975","-0.014","0.158","1.1","0.156621","71","multiple stars in pixel","2023-12-21","2023-12-21","2024-01-31"
+"403693870","6875.01","TIC 403693870.01","3","4","4","3","3","4","4","44.6","62.1","317","7","0","1","PC","PC","13.1378","0.008","1","spoc-s71-b02","SPOC","105.009764","11.045477","-6.214","0.045","-0.81","0.039","2460235.651353","0.0016575849","3.5245688887735","0.0004270078","3.1500239634088","0.09124568","22.995526","0.751431","20956.947829575","691.8539","17.348985113712","0.4426562","795.96485538859","1354.7002866648","20.600958","753.865","14.6355","6203","123","4.37189","","1.1772400140762","","","","1.19","","71","match to FP/NPC TOI 528 but TFOP SG1 shows this is the true source","2023-12-21","2023-12-21","2024-05-11"
+"377024332","6876.01","","1","4","1","1","4","4","4","2.5","34.9","8.25","1","2","7","PC","PC","9.089871","0.006","1","qlp-s72-ffi","QLP","147.221565","8.974037","14.174","0.085","-62.19","0.089","2460282.740869","0.0073027","15.1771428","0.0002928","4.556","1.184","0.584283","0.042593","538","39.2285","2.80249","0.190838","115.579","913","11","140.69","1.222","6200","104.4","4.25","0.08","1.36","0.05","-0.05","0.04","1.19","0.171777","45,46,72","possible centroid offset to S","2024-01-25","2024-01-25","2024-04-27"
+"365007485","6877.01","TIC 365007485.01","5","5","5","5","5","5","5","6.5","68.5","71.21","0","11","2","KP","KP","11.6575","0.006","1","qlp-s72-ffi","QLP","164.189386","9.673946","-34.648","0.061","-3.8","0.052","2459521.373701","0.0161377","33.5920255","0.0003531","6.385","0.613","3.645501","1.711078","3352","1574.72","9.88421","0.974762","134.883","949","70","246.599","2.535","5468","125.9","4.5","0.08","0.91","0.05","","","0.956","0.114612","45,46,72","K2-403 b; period matches Christensen+ 2022","2024-01-25","2024-01-25","2024-01-31"
+"262135904","6878.01","","5","5","5","5","5","5","5","4.8","38","16.05","1","0","0","PC","FP","10.1063","0.007","1","qlp-s72-ffi","QLP","106.486751","11.772439","-4.53","0.116","-1.69","0.092","2460285.265934","0.0033566","2.0990836","0.0000106","2.343","0.314","0.54409","0.034409","501","31.6913","4.13797","0.253738","5728.08","2423","14","532.485","17.051","8853","128.7","4.18","0.07","2","0.08","","","2.23","0.308654","33,44,45,71,72","Possible slight centroid offset to N/NE","2024-01-25","2024-01-25","2024-03-21"
+"364955057","6879.01","","3","4","3","3","4","4","4","2.6","26.3","13.97","1","4","2","PC","PC","10.4398","0.006","1","qlp-s72-ffi","QLP","163.02506","10.794672","2.078","0.073","14.178","0.062","2460263.238568","0.0074079","13.5853161","0.0001856","5.271","1.245","0.923268","0.066436","850","61.1878","3.82513","0.268488","156.928","986","11","248.774","3.0425","5854","119.9","4.15","0.08","1.43","0.07","","","1.057","0.139277","45,46,72","weak BLS; possible SV","2024-01-25","2024-01-25","2024-05-03"
+"4486230","6880.01","","1","4","1","1","4","4","4","1.1","25.7","4.33","0","5","4","PC","PC","10.2919","0.006","1","qlp-s72-ffi","QLP","117.070656","30.184445","72.455","0.077","-94.115","0.039","2460257.596462","0.0101895","14.9166631","0.0002525","3.709","1.791","0.715736","0.089583","659","82.5059","1.92053","0.199039","81.9483","838","13","115.933","0.6655","5434","124.8","4.6","0.09","0.81","0.04","","","0.947","0.127694","20,44,45,46,60,71,72","ramp-like ingress; some transits near start of orbit","2024-01-25","2024-01-25","2024-04-27"
+"431899136","6881.01","","3","4","3","3","1","4","4","47.2","49","317","0","2","0","PC","PC","12.7034","0.015","1","qlp-s59-431899136","CTOI","56.22842","45.507976","-2.154","0.051","-2.387","0.04","2459934.873589","0.001755","1.9769396","0.0000059","3.021","0.236","12.552824","0.470782","11495","433.512","15.8982","0.911926","2535.55","1976","32","775.775","14.477","6440.5","97.8","4.12","0.09","1.65","0.08","0.0712063","0.017561","1.3","0.205353","18,59","match to TIC 431899140 / TOI 1596.01 which is now TFOP NPC; this is the correct source","2024-02-01","2024-02-01","2024-02-02"
+"293075732","6882.01","","5","5","5","5","5","5","5","19.4","48.4","46.82","1","0","0","EB","FP","12.7726","0.006","1","qlp-s39-faintsearch","SPOC/FAINT","254.242045","-68.709846","-13.909","0.02","-20.77","0.025","2460098.202957","0.003693938","0.5666806","0.0000061","0.722","0.573","1.662448","0.183554","1530","169.045","8.04611","2.39727","1116.17","1610","9","733.941","9.72","5517","123.9","3.99","0.08","1.65","0.08","","","0.97","0.127322","12,39,66","low SNR; multiple stars in pixel; near neighbor TIC 293075734 (Tmag~18.4); possible odd-even; a/R* ~ 1.7; slightly evolved host; also found in faint-star QLP search; retired as TFOP FP/NEB","2024-02-01","2024-09-09","2024-09-10"
+"393818343","6883.01","TIC 393818343.01","3","5","5","3","4","4","4","","","14.09","8","10","0","PC","CP","8.9797","0.006","1","spoc-CTOIs","CTOI","310.2917","3.638297","-56.707","0.062","-88.925","0.042","2459811.240328","0.0027987338","","","3.9569971916367","0.47626913","1.299383","0.126001","1196.0597801445","116.04427","3.8324011534189","1.3715508","108.62085525864","823.37571592922","51.343384","93.7345","0.35135","5657","125.246","4.35534","0.0765444","1.0999300479889","0.0560351","","","1","0.123635","55","single transit at TBJD ~2811; ~13 Re; double star; CTOI from Giuseppe Conzo","2024-02-01","2024-02-01","2024-08-06"
+"156514476","6884.01","TIC 156514476.01","3","4","3","3","4","4","4","6.9","30","65.36","9","12","6","PC","PC","11.4834","0.007","1","spoc-CTOIs","CTOI","193.008793","26.673951","-10.686","0.057","4.976","0.044","2459645.912631","0.002856098","14.421769936471","0.0046744687","2.3406410544924","0.5174056","2.552803","0.244307","2348.4565800441","224.98932","9.4489966931637","4.1150823","299.94600985145","1061.4035156684","10.156802","562.376","15.301","6026.94","136.861","3.92106","0.0879957","1.9191700220108","0.111708","-0.0936379","0.01224","1.12","0.146751","49","period could be half (7.211 d) or a third (4.807 d); additional event at TBJD 2655.5; possible eccentric EB; CTOI from Kendra Nguyen (SPOC-CTOI)","2024-02-01","2024-02-01","2024-04-27"
+"154067753","6885.01","TIC 154067753.01","3","4","3","3","3","4","4","15.9","81.2","85.48","1","0","3","PC","PC","12.4434","0.007","1","spoc-CTOIs","CTOI","207.488369","66.773769","3.218","0.04","-26.508","0.033","2459617.529465","0.0010750599","11.651528666037","0.0015223143","4.1130736342978","0.11074081","16.867767","0.35573","15415.730029954","327.5854","11.064763471016","0.70720387","60.177006023731","710.35819282771","49.44828","329.485","2.3625","5335","129.554","4.50186","0.0853703","0.89124697446823","0.0511508","","","0.92","0.116465","48","CTOI from Kendra Nguyen (SPOC-FFI)","2024-02-01","2024-02-01","2024-04-27"
+"397053253","6886.01","TIC 397053253.01","3","4","4","3","3","4","4","9.9","54.8","26.59","5","0","2","PC","PC","12.7451","0.007","1","spoc-CTOIs","CTOI","183.608978","5.29803","27.728","0.064","-49.051","0.039","2459638.336302","0.0031749753","4.8003340863155","0.00094039034","1.9999397893124","0.52273643","6.847027","0.541568","6286.5016157999","498.67822","5.5672157441184","2.7361956","84.562850276215","773.41867220421","11.010837","229.607","1.5725","4664.59","130.727","4.60279","0.0957759","0.711629986763","0.0562111","0.280994","0.0126803","0.74","0.0854001","49","CTOI from Kendra Nguyen (SPOC-FFI)","2024-02-01","2024-02-01","2024-04-27"
+"39174810","6887.01","TIC 39174810.01","3","4","3","3","4","4","4","12.9","55.2","66.16","2","9","4","PC","PC","12.1938","0.008","1","spoc-CTOIs","CTOI","184.083837","39.149853","8.722","0.056","9.735","0.035","2459647.31349","0.0028497754","6.58834805667","0.0039643752","5.365209922396","0.27428937","6.039786","0.329218","5547.4045933811","303.17508","9.5170821615543","0.7997558","153.66308814802","897.97064322948","15.649819","526.024","9.4875","6186.7","149.885","4.31682","0.0908923","1.2490099668503","0.0712261","-0.491","0.018","1.18","0.164117","49","Sector 22 shows consecutive transits showing period is 6.588 d; CTOI from Kendra Nguyen (SPOC-FFI)","2024-02-01","2024-02-01","2024-05-03"
+"312543349","6888.01","TIC 312543349.01","3","4","3","3","1","4","4","13.1","64.8","82.5","0","3","0","PC","PC","10.6594","0.006","1","spoc-CTOIs","CTOI","12.9724","57.364237","8.818","0.041","-9.329","0.043","2459886.753156","0.0016773158","19.925390285925","0.0023596515","7.158075139632","0.16778979","4.908055","0.129008","4510.2840364115","118.8138","10.835519693753","0.6275178","143.59929326434","882.89249512663","30.210464","324.436","3.981","6213","132.89","4.11609","0.0861787","1.5843700170517","0.0760201","","","1.196","0.173436","58","CTOI from Diana Dragomir/TSTPC Working Group; potential multi","2024-02-01","2024-02-01","2024-02-02"
+"282794970","6889.01","TIC 282794970.01","3","4","3","3","1","4","4","29.8","59.2","317","1","0","0","PC","PC","13.2247","0.007","1","spoc-CTOIs","CTOI","199.484552","16.418007","-20.67","0.045","-8.615","0.032","2459665.724956","0.0019419198","10.546581835053","0.0013350922","3.4172956238187","0.12192945","29.484376","0.888339","26790.701554181","817.8556","18.853382371008","0.47269228","127.85920957527","857.6355078466","34.17052","661.309","9.984","5726","122","4.37006","","1.0922100543976","","","","1.02","","50","likely too large for period; Gaia RV error is 3.6 km/s; CTOI from Kendra Nguyen (SPOC-FFI)","2024-02-01","2024-02-01","2024-02-02"
+"5364106","6890.01","TIC 5364106.01","3","4","4","3","1","4","4","","","35.31","0","4","0","PC","PC","11.0866","0.009","1","spoc-CTOIs","CTOI","139.231123","-20.676234","-8.213","0.07","13.641","0.083","2459256.542863","0.010544213","","","8.8064896447551","0.72540283","2.141204","0.179205","1970.177992259","165.04045","6.5779189099173","0.50559944","0.66792015413088","230.56898441178","15.217741","299.679","3.4145","5964","131.187","4.27302","0.0803521","1.2625199556351","0.0622311","","","1.09","0.137993","35,62","long duration single transit at TBJD~2256.5; possible unrelated transit 3 days after single transit and in s62; CTOI from Planet Hunters (CTOI TIC 5364106.02)","2024-02-01","2024-02-01","2024-02-02"
+"165312726","6891.01","TIC 165312726.01","3","4","3","3","2","4","4","7.8","46.5","50.4","1","0","1","PC","PC","13.4184","0.007","1","spoc-CTOIs","CTOI","185.205942","53.160817","-16.319","0.024","-36.428","0.026","2459614.499062","0.0028872918","8.3106603402704","0.0021801584","1.6506685609504","0.34082848","10.601903","1.247922","9717.1934198236","1148.718","8.1090160413062","1.8043854","92.061738981732","790.0226507014","7.6166553","517.159","5.08","5675","122","4.63371","","0.80230098962784","","","","1.01","","48","other sectors confirm this period; low MES; CTOI from Kendra Nguyen (SPOC-FFI)","2024-02-01","2024-02-01","2024-04-26"
+"253054954","6892.01","TIC 253054954.01","3","4","3","3","4","4","4","5.9","29.5","85.28","1","0","2","PC","PC","13.0658","0.007","1","spoc-CTOIs","CTOI","178.369356","47.971471","5.321","0.019","-4.474","0.025","2459616.90412","0.0046274895","17.896183170518","0.0066956966","5.8302346572162","0.45215383","7.211481","0.467063","6620.009777435","430.088","11.050186574812","0.8397296","91.586262986065","789.00060143096","12.904695","720.54","11.225","5767.33","30.3263","4.22267","","1.3005299568176","","-0.159452","0.0292401","1.03","","48","CTOI from Kendra Nguyen (SPOC-FFI); period could be half (~8.9 d)","2024-02-01","2024-02-01","2024-05-11"
+"272125414","6893.01","TIC 272125414.01","3","4","4","3","3","4","4","","","55.26","0","3","2","PC","PC","8.18933","0.006","1","spoc-CTOIs","CTOI","2.892723","4.767212","35.23","0.115","20.979","0.076","2460231.546682","0.0034569218","","","13.413184620206","0.25396404","1.08875","0.052113","1002.2730452861","47.99665","8.56144016808","0.4721988","358.94073725166","1110.1340849345","25.204124","167.253","1.5925","6140","123.286","3.70561","0.080508","2.5072898864746","0.109912","","","1.164","0.160746","70","CTOI from Planet Hunters; single transit at ~3231 TBJD","2024-02-01","2024-02-01","2024-09-12"
+"67512645","6894.01","TIC 67512645.01","3","4","4","3","3","4","4","40.8","314.7","64.59","10","1","2","PC","PC","14.9046","0.008","1","spoc-CTOIs","CTOI","173.469142","12.451091","-146.8","0.158","22.142","0.148","2459639.258654","0.00075909606","3.3706302672769","0.00016703657","1.5183944388798","0.046278723","197.853116","4.890054","166589.91073859","4493.779","9.3830336012273","0.34857157","6.6189833742316","409.08878355189","49.979717","73.8131","0.5271","3133","157","5.02671","0.0192201","0.22212100028992","0.00681524","","","0.191349","0.0201393","49","CTOI from Kendra Nguyen (SPOC-FFI); v-shaped","2024-02-01","2024-02-01","2024-07-16"
+"252537013","6895.01","","5","5","5","5","5","5","5","5.4","46","14.18","1","2","2","PC","FP","10.4505","0.006","1","qlp-s57-reprocessed","QLP","344.835029","52.066799","-31","2.2","-22.5","2","2459881.239338","0.0052415","7.0469744","0.0000424","2.519","0.907","0.901535","0.102833","830","94.7082","3.84589","","224.322","","11","203.968","","5940","","","","1.2","","","","","","16,17,57","possible offset to SW; no depth aperture correlation","2024-02-01","2024-02-01","2024-08-24"
+"9707944","6896.01","TIC 9707944.01","3","4","3","3","1","4","4","1.8","28.7","11.2","0","2","0","PC","PC","10.6939","0.007","1","spoc-s70-b02","CTOI","358.005905","-9.349538","48.456","0.085","-25.363","0.078","2460212.684642","0.004931706","19.742690394427","0.006829802","5.0706841344604","0.4691738","1.094014","0.133258","1007.1165257166","122.72792","3.347040521313","0.82818055","56.486225101337","699.20638844044","7.455979","209.632","3.53","5985","127.829","4.44957","0.0781593","1.0350099802017","0.0511357","","","1.1","0.145736","29,42,70","CTOI from Planet Hunters","2024-02-15","2024-02-15","2024-02-17"
+"89043973","6897.01","","3","4","3","3","1","4","4","11.6","40.1","120.22","0","0","0","PC","PC","13.5242","0.006","1","spoc-s01-69-b0H","SPOC","339.077592","-46.312801","25.767","0.034","-14.418","0.039","2459068.397736","0.0044081314","8.3301740312322","0.00004679912","3.7768039921522","0.37131602","9.243681","0.813175","8477.6052879089","748.68134","13.523359967306","0.9062955","286.37652683987","1049.1899066994","11.890831","987.789","25.3325","5858","5832","4.3","","1.327299952507","","","","1.08","","28,68","Gaia DR3 RV error ~4.8 km/s","2024-02-15","2024-02-15","2024-02-17"
+"441158994","6898.01","TIC 441158994.01","1","4","1","1","3","4","4","2.5","56.9","11.26","1","0","2","PC","PC","10.5941","0.006","1","spoc-s01-s69-b0H","SPOC","333.155846","-24.209535","-25.93","0.074","-112.573","0.073","2459065.544368","0.0025821645","18.107068294352","0.0035020926","3.454436852188","0.29667807","2.087313","0.14352","1920.6396242066","132.17851","3.3584757666939","0.4252137","8.0547174596042","429.66732426764","13.961315","57.17","0.16185","4024","120.94","4.5752","0.117319","0.67780500650406","0.0664497","","","0.63","0.0836525","28,68","possible unrelated single transit ~2 days after transit in s68","2024-02-15","2024-02-15","2024-09-12"
+"139879080","6899.01","","2","4","2","2","1","4","4","1.8","4.8","1.75","0","0","0","PC","PC","9.3703","0.006","1","spoc-s01-s69-b02","SPOC","326.381404","-51.564785","47.331","0.052","-39.851","0.046","2458327.520562","0.0031228745","2.8625936982774","0.00001872053","2.6639389123072","0.4280763","0.163634","0.021337","150.70076121175","19.651846","1.1780055938544","1.3740616","465.81547563678","1184.8768866231","7.4549885","90.2461","0.29625","5503","126.761","4.48743","0.0773201","0.93047797679901","0.048995","","","0.97","0.120021","1,27,28,68","low SNR; small centroid offset not centered on anything","2024-02-15","2024-02-15","2024-02-17"
+"140893722","6900.01","","2","4","2","2","1","4","4","0.6","14.2","3.61","0","0","0","PC","PC","11.5872","0.006","1","spoc-s01-s69-b02","SPOC","76.81876","-73.245857","46.306","0.05","82.074","0.051","2458332.823317","0.003521892","13.922336832363","0.00005199719","3.0897341157933","0.5033024","0.599445","0.072929","551.95682122167","67.1675","1.7196615005752","1.8259451","19.160458809346","533.60664062496","8.67672","121.118","0.4445","4468","162.173","4.54813","0.122603","0.7370839715004","0.0797739","","","0.7","0.0864004","1,2,3,4,5,6,8,9,10,11,12,13,61,62,63,64,65,66,68,69","low SNR; inconsistent centroids; many fainter stars nearby","2024-02-15","2024-02-15","2024-02-17"
+"262928973","6901.01","","2","4","2","2","1","4","4","2.4","4.8","2.71","2","0","0","PC","PC","10.61","0.006","1","spoc-s01-s69-b02","SPOC","9.866558","-80.569321","-19.935","0.064","-48.21","0.04","2459036.647119","0.0022172004","3.2727859158704","0.000017628538","1.7034150213601","0.30872616","0.489694","0.062449","450.92354823027","57.515705","1.45410919764","2.0771134","121.40281861532","846.59742274756","7.6137133","79.6238","0.16965","4550","123.424","4.62037","0.0961322","0.68787997961044","0.0530653","","","0.72","0.0853518","27,28,66,68","low SNR; L1 candidate","2024-02-15","2024-02-15","2024-02-17"
+"167656187","6902.01","","1","4","1","1","1","4","4","5.9","119.9","8.64","0","0","0","PC","PC","5.6801","0.006","1","spoc-s01-s69-b02","SPOC","102.504272","-60.248678","4.663","0.084","108.377","0.089","2458358.329043","0.0008560972","36.435858931109","0.000034560064","9.2522533828697","0.067523755","0.417051","0.020017","384.04418172347","18.436415","2.8743721065996","0.16495068","58.289506637888","704.72121288071","20.04161","34.0071","0.0479","6597","140.298","4.28305","0.0898804","1.4042600393295","0.0651633","","","1.38","0.22159","2,3,4,5,6,7,8,9,10,12,13,27,28,29,30,31,32,33,34,35,36,37,38,39,62,63,64,66,67,68,69","variable host; interior to HR2562 b","2024-02-15","2024-02-15","2024-02-17"
+"9216075","6903.01","","2","5","5","2","3","4","4","8.5","71.9","14.15","2","5","2","PC","APC","8.7302","0.007","1","spoc-s01-s69-b02","SPOC","352.756421","-19.489929","20.225","0.1","17.435","0.098","2458357.606713","0.00085190067","4.9676784077752","0.000010825385","0.92696595707813","0.30019748","0.587318","0.074131","540.79347694635","68.27527","3.8407587835238","3.045315","1216.4339161151","1506.2320336543","8.405678","165.652","1.9995","6971.2","125.185","4.22817","0.0881134","1.5750600099564","0.0663266","-0.41","0.1","1.53","0.266938","2,29,69","variable host; V-shaped; low SNR","2024-02-15","2024-02-15","2024-09-12"
+"387294150","6904.01","","2","4","4","2","1","4","4","1.5","37.5","9.11","3","0","0","PC","PC","11.4353","0.008","1","spoc-s01-s69-b02","SPOC","312.359236","-57.480062","114.305","0.264","-61.803","0.19","2459038.047363","0.002774653","16.826743424231","0.00006541325","2.4103679106128","0.5465589","2.173552","0.216023","1999.9128428949","198.9449","2.9646310631384","0.9967878","7.2034172914179","417.83459320092","8.290459","80.8057","1.03145","3944","157","4.62692","0.012008","0.62898397445679","0.0193077","","","0.611121","0.0206256","27,67","double star; low SNR","2024-02-15","2024-02-15","2024-08-24"
+"354846183","6905.01","TIC 354846183.01","3","4","3","3","3","4","4","0.2","12.9","125.3","0","0","2","PC","PC","10.4547","0.006","1","spoc-s01-s69-b02","SPOC","300.559621","-39.506572","-16.049","0.066","-4.506","0.042","2459044.538434","0.00251975","1083.5575986623","0.0037098606","8.350081254167","0.26901507","3.185954","0.08843","2930.0714107546","81.444145","13.85581292845","0.99287975","1.6153270699276","287.53112749358","36.1946","445.903","7.7775","6002","131.598","3.68023","0.0791407","2.5210499763489","0.122563","","","1.11","0.145018","27,67","actual period likely much shorter than maximum period of ~1083 days","2024-02-15","2024-02-15","2024-09-12"
+"195192253","6906.01","","3","4","3","3","2","4","4","28.4","83.6","96.14","3","0","4","PC","PC","13.6336","0.007","1","spoc-s72-b02","SPOC","129.178395","19.173801","-9.428","0.057","-1.842","0.034","2460260.963304","0.002063189","3.4770170886859","0.00043332574","2.5101218096041","0.13452208","21.919772","0.865983","19986.425352409","797.2819","11.857102088768","0.6267606","253.07372493237","1017.2589368538","18.759932","514.449","10.0305","5225.91","37.21","4.53759","","0.84127002954483","","0.122","0.036","0.89","","72","EPIC 211929937.01; RV error ~4.3 km/s; K2 pipelines suggest centroid offset of < 1 arcsec; high res imaging available","2024-02-15","2024-02-15","2024-02-17"
+"198185513","6907.01","","3","4","3","3","2","4","4","24.4","76.4","82.83","2","0","2","PC","PC","13.8213","0.007","1","spoc-s73-b02","SPOC","245.55467","63.71758","7.929","0.066","-19.66","0.077","2460286.464218","0.0027760016","3.3795099282269","0.00054577884","2.7055281016463","0.16152398","20.357468","0.967795","18575.234345098","890.97534","10.862172012981","0.6607179","235.01093158497","998.600468745","18.954876","531.164","10.7575","5203","122","4.57695","","0.79946500062943","","","","0.88","","73","fainter star 1 arcsec away; Gaia DR3 RV error ~3.8 km/s","2024-02-15","2024-02-15","2024-08-07"
+"197039766","6908.01","TIC 197039766.01","3","4","3","3","3","4","4","9","43.6","23.05","0","2","1","PC","PC","11.2167","0.006","1","spoc-s73-b02","SPOC","95.689686","36.598103","24.969","0.086","-8.247","0.074","2460288.919876","0.0029704836","3.7120776054497","0.00082105095","3.0734816212172","0.2628508","1.665058","0.156772","1532.3995668841","144.38206","5.118210024518","1.1284643","637.09505314861","1281.3589532711","8.428779","265.784","3.433","5501.09","140.271","4.19961","0.0917275","1.2926800251007","0.0789799","0.348","0.022","0.965","0.13017","73","low SNR","2024-02-15","2024-02-15","2024-05-11"
+"252913663","6909.01","TIC 252913663.01","3","4","3","3","3","4","4","12.3","49","49","1","0","1","PC","PC","14.0865","0.008","1","spoc-s73-b02","SPOC","104.871326","51.045827","-7.826","0.07","-45.48","0.069","2460286.806094","0.0065784776","4.4284676384304","0.0020112921","2.4495031665729","0.41117638","12.648956","1.812088","11582.518983123","1667.6024","7.9762130023614","1.0322554","45.537385729488","662.53949627171","7.9259105","299.837","4.435","3893","157","4.58525","0.0129537","0.6801980137825","0.0209763","","","0.649316","0.0206864","73","very low SNR; also a CTOI from from Marco Montalto","2024-02-15","2024-02-15","2024-05-11"
+"288471046","6910.01","","3","4","3","3","1","4","4","33","32.1","317","2","0","0","PC","PC","13.7111","0.007","1","spoc-s73-b02","SPOC","271.511307","78.061627","-6.028","0.034","8.191","0.041","2460286.754898","0.00409842","2.5140160271547","0.0006570191","3.3867298018509","0.18946792","14.418584","1.046158","13192.216824745","963.0834","14.272785690705","0.6732647","812.87113871092","1361.8371447075","10.915033","773.896","11.7705","5585","122","4.34946","","1.1018500328064","","","","0.99","","73","match to FP/NEB TOI 4135 but SG1 has determined this star is the true source Gaia DR3 RV error~","2024-02-15","2024-02-15","2024-02-17"
+"428812049","6911.01","","2","4","2","2","1","4","4","1.5","17.5","8.08","0","2","0","PC","PC","8.96016","0.006","1","qlp-s79-ffi","QLP","43.350899","83.51062","45.85","0.047","-29.624","0.044","2460450.504798","0.0313777","16.2521679","0.0004975","8.194","1.831","0.216083","0.017366","199","15.9945","2.7672","0.211285","378.338","1228","11","219.07","1.431","6696","222.3","3.89","0.09","2.24","0.1","","","1.42","0.246388","19,20,25,26,52,53,59,60,73,79","L1 candidate; two events near start of orbit and one on momentum dump possibly affecting transit shape","2024-02-15","2024-08-29","2024-08-31"
+"67181830","6912.01","","2","4","2","2","3","4","4","3.4","42.6","5.58","0","3","1","PC","PC","8.5627","0.006","1","qlp-s73-ffi","QLP","83.14519","36.112303","41.981","0.086","-50.689","0.064","2460302.339448","0.0056466","7.63779","0.000053","2.251","0.466","0.345319","0.034285","318","31.5767","2.22751","0.178953","85.4903","847","9","99.7368","0.482","5924","121.9","4.24","0.08","1.31","0.06","","","1.08","0.136721","19,59,73","low SNR","2024-02-15","2024-02-15","2024-05-11"
+"121070864","6913.01","","3","4","3","3","1","4","4","31.7","129","27.84","0","2","0","PC","PC","10.4371","0.006","1","qlp-s73-ffi","QLP","74.086436","38.669537","-2.506","0.09","-0.875","0.061","2460312.097225","0.0014433","0.5843146","8e-7","0.555","0.221","1.133014","0.352594","1043","324.698","5.71748","0.873119","2879.92","2040","13","278.382","3.69","6870.8","137.8","4.28","0.11","1.46","0.12","-0.197","0.012","1.49","0.260478","19,73","very short period; a/Rs~2.2","2024-02-15","2024-02-15","2024-02-17"
+"59369068","6914.01","","3","4","3","3","1","4","4","50.4","98.9","317","0","5","0","PC","PC","11.926","0.006","1","qlp-s71-faintsearch","FAINT","108.653871","21.40386","-0.691","0.08","-14.612","0.069","2459541.688032","0.0016795","9.3079811","0.0002048","3.235","1.044","7.525198","16.636956","6907","15206.4","18.225","6.20369","404.641","1249","22","403.421","7.643","6076.4","141","4.41","0.09","1.1","0.06","0.195321","0.00747494","1.137","0.163769","44,45,71","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"367439938","6915.01","","3","4","3","3","1","4","4","7.6","44.1","25.77","0","1","0","PC","PC","10.5681","0.006","1","qlp-s71-faintsearch","FAINT","78.332435","31.375829","2.152","0.203","-5.216","0.145","2460307.879824","0.0027786","2.4915545","0.0000106","1.2","0.591","0.724428","0.106679","667","98.2501","5.46811","0.615137","1164.51","1627","9","528.441","41.811","8013","286.5","4.13","0.09","1.98","0.16","","","1.935","0.312939","19,43,44,45,59,71","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"264159776","6916.01","","3","4","3","3","1","4","4","29.5","36.5","317","1","0","0","PC","PC","12.8463","0.007","1","qlp-s71-faintsearch","FAINT","108.382077","9.639457","-9.202","0.041","-5.476","0.037","2459222.28434","0.0019272","3.9155539","0.0000142","3.72","0.273","13.110935","0.399552","12003","367.933","16.5322","0.88218","887.712","1520","24","954.145","21.511","6285","129.6","4.11","0.08","1.62","0.08","","","1.23","0.181455","7,33,71","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"47220926","6917.01","","3","4","3","3","1","4","4","6.5","27.8","61.44","0","0","0","PC","PC","13.2757","0.013","1","qlp-s71-faintsearch","FAINT","80.701607","12.289196","2.397","0.055","-6.665","0.042","2460251.990426","0.0102413","9.7716812","0.0000838","5.281","0.69","4.799776","0.301346","4411","277.511","9.12933","","370.095","1221","13","820.383","17.347","6518.8","190.3","4.23","","1.47","","0.079","0.176","1.34","","6,32,43,44,45,71","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"365509373","6918.01","","3","4","3","3","1","4","4","7.6","29.2","69.26","1","0","0","PC","PC","12.292","0.009","1","qlp-s71-faintsearch","FAINT","64.969737","10.469385","-6.119","0.072","7.152","0.041","2460237.50057","0.0045642","14.2308461","0.000062","5.835","1.027","4.654743","0.205962","4278","189.68","9.75869","0.721421","149.441","974","21","525.307","8.6875","5787.9","152.4","3.96","0.09","1.77","0.11","-0.134","0.027","1.04","0.131666","5,32,43,44,70,71","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"69054388","6919.01","","3","4","4","3","1","4","4","325.9","197.2","317","2","4","0","PC","APC","12.3552","0.006","1","qlp-s71-faintsearch","FAINT","75.408317","22.890447","-2.376","0.067","-13.794","0.044","2460257.988955","0.000689","0.7603078","9e-7","0.363","0.141","6.159448","26.562027","5657","24167.7","14.9311","5.26756","118.365","918","23","138.924","0.8845","4069","163.4","4.53","0.11","0.72","0.07","","","0.637","0.0836666","43,44,71","found in faint-star QLP search","2024-02-29","2024-08-22","2024-09-02"
+"84126162","6920.01","","3","4","3","3","1","4","4","15.4","51.6","70.12","0","0","0","PC","PC","13.3268","0.012","1","qlp-s71-faintsearch","FAINT","95.862582","25.543291","-1.146","0.054","-7.973","0.044","2460254.527369","0.0043304","3.6688102","0.0000249","2.151","0.302","9.210168","0.621644","8447","572.391","9.85973","","265.932","1125","14","684.507","13.484","5821.5","48.9","4.36","","1.12","","-0.111","0.047","1.05","","43,44,45,71","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"58474992","6921.01","","3","4","3","3","1","4","4","32.8","87.3","317","0","1","0","PC","PC","12.1157","0.006","1","qlp-s71-faintsearch","FAINT","65.839526","24.897315","-27.956","0.196","-56.075","0.114","2460195.279658","0.0343916","25.714253","0.0012547","6.373","0.418","36.58091","1.357008","33131","1249.07","15.8297","2.41026","45.1202","722","68","232.791","4.4245","5677.8","108.3","4.58","0.14","0.86","0.13","-0.687","0.041","1.01","0.125685","43,44,70,71","found in faint-star QLP search; ~3200 ppm secondary at about 0.3 phase in SPOC s42-s46","2024-02-29","2024-08-22","2024-08-22"
+"114422211","6922.01","","3","4","3","3","1","4","4","8.3","38.2","46.8","0","0","0","PC","PC","12.7166","0.013","1","qlp-s72-faintsearch","FAINT","88.252551","19.288231","0.851","0.04","-5.594","0.033","2460279.448492","0.0033423","5.0989519","0.0000409","2.118","0.401","4.608947","0.392695","4236","361.62","7.74162","0.57664","198.038","1045","11","652.737","9.8255","6305","145.2","4.34","0.09","1.24","0.06","","","1.24","0.193669","44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"418184767","6923.01","","3","4","3","3","1","4","4","22","81.7","89.91","1","0","0","PC","PC","12.7155","0.007","1","qlp-s72-faintsearch","FAINT","147.084395","8.055486","-5.871","0.05","-25.419","0.039","2460279.688465","0.0018229","6.7274903","0.0000195","2.944","0.836","16.522964","1.247511","15103","1148.34","11.3939","0.957223","127.411","935","34","377.68","3.9755","5221.4","146.7","4.44","0.1","0.94","0.07","0.218668","0.0314072","0.89","0.1153","45,46,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"91777086","6924.01","","3","4","3","3","1","4","4","1.4","25.9","62.82","0","3","0","PC","PC","12.24","0.006","1","qlp-s72-faintsearch","FAINT","88.686624","17.212515","2.33","0.075","-5.804","0.061","2459402.288342","0.0029332","91.9283414","0.0005838","4.343","0.499","7.662961","0.403465","7033","371.536","9.22033","0.57966","2.09153","335","13","468.308","11.186","6118.4","107.4","4.39","0.08","1.13","0.06","0.097","0.04","1.154","0.153591","6,33,43,44,45,71,72","found in faint-star QLP search; period likely shorter","2024-02-29","2024-08-22","2024-08-22"
+"57147191","6925.01","","3","4","3","3","1","4","4","21.2","79.2","125.11","0","0","0","PC","PC","14.8966","0.008","1","qlp-s72-faintsearch","FAINT","101.98876","22.935209","32.011","0.096","-39.589","0.084","2460282.555616","0.002113","5.9785287","0.0000236","2.481","0.177","66.693049","3.405416","59578","3131.59","13.9371","0.650091","15.6338","553","20","324.628","6.347","3674","157","4.66","0.01","0.59","0.02","","","0.576561","0.0212748","44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"76731445","6926.01","","3","4","3","3","1","4","4","10.2","34","69.01","0","2","0","PC","PC","12.1756","0.006","1","qlp-s72-faintsearch","FAINT","87.32422","28.369198","23.608","0.087","-21.615","0.062","2460278.003661","0.0043798","8.2864221","0.0000591","5.859","0.698","4.26009","0.168027","3916","154.747","9.77567","","368.205","1220","21","549.607","13.3485","5643","122","3.95","","1.76","","","","1.001","","43,44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"67349298","6927.01","","3","4","3","3","1","4","4","28.4","79.7","123.46","0","0","0","PC","PC","13.0985","0.008","1","qlp-s72-faintsearch","FAINT","120.69024","21.659686","5.708","0.049","1.37","0.03","2460285.161253","0.0010945","4.3427321","0.0000084","1.23","0.132","8.131049","0.896846","7461","825.685","13.7163","","53.9765","755","20","628.904","10.7535","5737.3","26.6","4.35","","1.12","","-0.21","0.025","1.02","","44,45,46,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"45376816","6928.01","","3","4","3","3","1","4","4","25","69.5","123.67","0","0","0","PC","PC","13.3511","0.024","1","qlp-s72-faintsearch","FAINT","92.343212","23.791831","-3.43","0.046","-2.207","0.039","2460284.495498","0.0044448","3.8978437","0.0005966","3.523","0.309","15.686575","0.779375","14344","717.573","13.8047","","785.026","1474","18","803.501","20.9765","6280","123","4.34","","1.24","","","","1.23","","71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"49524528","6929.01","","3","4","3","3","1","4","4","0","21.9","83.73","0","0","0","PC","PC","12.7026","0.008","1","qlp-s72-faintsearch","FAINT","175.578807","-0.699336","-26.129","0.049","-14.695","0.029","2459561.065029","0.0000106","719.5740937","0.000001","2.942","0.003","21.408689","0.327581","19525","301.668","10.9394","0.73415","0.00519946","74","16","267.625","1.8655","4854","123.5","4.55","0.09","0.78","0.05","","","0.79","0.091713","46,72","found in faint-star QLP search; period likely shorter than max period of ~719.6 days","2024-02-29","2024-08-22","2024-08-22"
+"462507821","6930.01","","3","4","3","3","1","4","4","19.8","68.7","119.57","0","0","0","PC","PC","12.9171","0.008","1","qlp-s72-faintsearch","FAINT","111.764498","26.928341","-2.274","0.048","-3.469","0.038","2460273.053249","0.0017246","7.2218817","0.0000224","2.116","0.728","8.808383","4.26022","8080","3916.12","13.5058","2.40229","188.768","1032","18","672.359","12.0005","6172.8","125.6","4.39","0.09","1.15","0.06","-0.341","0.067","1.18","0.172266","44,45,46,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"307375528","6931.01","","3","4","3","3","1","4","4","18.6","46.6","97.07","0","0","0","PC","PC","12.8582","0.016","1","qlp-s72-faintsearch","FAINT","98.840643","15.183422","-0.681","0.072","-3.662","0.06","2460283.230469","0.0025844","2.2183625","0.000007","2.773","0.302","4.797595","0.223844","4409","206.147","11.9385","1.07013","1682.8","1784","23","968.621","68.117","6307","160.7","3.98","0.1","1.89","0.16","","","1.24","0.188993","6,33,43,44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"63307816","6932.01","","3","4","3","3","1","4","4","9.6","33","94.86","0","0","0","PC","PC","13.1823","0.007","1","qlp-s72-faintsearch","FAINT","158.158632","12.678595","-11.749","0.055","-13.434","0.051","2460267.79967","0.0084154","8.9533044","0.0001273","5.747","2.794","6.915315","1.776892","6349","1635.24","11.7455","","530.449","1336","13","881.714","23.0655","5808","122","4.12","","1.46","","","","1.04","","45,46,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"78290597","6933.01","","3","4","3","3","1","4","4","10.8","31.8","100.01","2","31","0","PC","PC","11.7123","0.007","1","qlp-s72-faintsearch","FAINT","177.760407","-0.674683","-4.516","0.072","-1.728","0.037","2460279.092063","0.004856","9.765482","0.000103","5.01","1.352","2.77434","0.21624","2552","199.145","12.1312","0.924313","281.81","1141","13","737.065","22.0335","5887","142.7","3.73","0.09","2.35","0.14","0.0940538","0.0110509","1.07","0.133896","46,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"19560484","6934.01","","3","4","3","3","1","4","4","34.2","78","124.31","0","0","0","PC","PC","12.8359","0.01","1","qlp-s72-faintsearch","FAINT","84.179464","23.902345","6.389","0.061","-0.09","0.048","2460282.962785","0.0024007","2.8398671","0.0002735","3.091","0.278","9.014183","0.415325","8268","382.455","13.7553","0.811645","964.812","1552","22","654.771","15.385","5954","141.3","4.13","0.08","1.48","0.08","","","1.09","0.142428","71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"270048796","6935.01","","3","4","3","3","1","4","4","30.9","73.3","66.59","0","0","0","PC","PC","14.4404","0.008","1","qlp-s72-faintsearch","FAINT","114.871325","9.236081","9.349","0.078","-8.989","0.062","2460285.453378","0.002766","1.763034","0.0001989","1.849","0.25","23.15196","1.614669","21098","1486.06","9.55649","0.520655","165.366","999","14","358.433","6.0185","3958","157","4.59","0.01","0.67","0.02","","","0.641748","0.0210645","71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"63082902","6936.01","","3","4","3","3","1","4","4","3.2","41.4","15.12","0","0","0","PC","PC","12.2709","0.006","1","qlp-s72-faintsearch","FAINT","117.990508","18.126386","-45.108","0.059","-16.426","0.028","2460266.812702","0.0026791","10.298566","0.000049","2.022","0.422","4.590411","0.312378","4219","287.669","4.00839","0.447867","9.32109","486","15","134.941","0.6705","4201.6","133.9","4.61","0.12","0.67","0.07","-0.278","0.124","0.657","0.0817306","44,45,46,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"294434193","6937.01","","3","4","3","3","1","4","4","9.4","47.3","27.94","0","7","0","PC","PC","11.8356","0.028","1","qlp-s72-faintsearch","FAINT","93.240035","11.99264","-3.479","0.093","-3.91","0.086","2460283.743107","0.0020244","1.3809769","0.0000031","1.229","0.166","1.006944","0.120912","927","111.358","5.73354","0.508922","1739.39","1799","12","608.736","25.363","7445.4","143.5","4.3","0.1","1.53","0.11","-0.134","0.018","1.71","0.290223","6,33,43,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"114600571","6938.01","","3","4","3","3","1","4","4","13.1","14.1","317","0","0","0","PC","PC","13.1593","0.012","1","qlp-s72-faintsearch","FAINT","88.44156","18.478748","0.4","0.068","-5.425","0.054","2460277.283118","0.0062127","4.8789974","0.0000574","6.112","1.923","5.182625","0.353838","4762","325.844","15.3642","","2600.12","1989","15","1454.11","81.475","6473","123","3.78","","2.46","","","","1.32","","43,44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"88929544","6939.01","","3","4","3","3","1","4","4","34.2","76","123.3","0","0","0","PC","PC","13.3117","0.01","1","qlp-s72-faintsearch","FAINT","89.372227","17.772453","-1.846","0.122","-10.3","0.101","2460282.14487","0.0022454","1.9207699","0.0000071","1.448","0.639","8.991193","1.600186","8247","1472.74","13.6773","","868.038","1512","11","862.172","59.6365","6039.4","145.2","4.2","","1.38","","-0.249","0.135","1.12","","43,44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"421006834","6940.01","","2","4","4","2","1","4","4","26.7","130.3","4.87","3","0","0","PC","PC","12.5437","0.007","1","qlp-s72-faintsearch","FAINT","111.870696","11.466281","-81.454","0.127","-28.691","0.101","2460285.534539","0.0015231","0.3052608","5e-7","0.309","0.164","1.760319","0.978149","1620","900.503","2.03448","0.377961","196.562","1043","13","51.7699","0.18475","3338","157","4.85","","0.37","0.01","","","0.360966","0.0202924","7,44,45,46,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"74389253","6941.01","","3","4","3","3","1","4","4","19.4","20.7","317","0","0","0","PC","PC","13.4258","0.015","1","qlp-s72-faintsearch","FAINT","83.554033","26.679569","3.891","0.056","-5.757","0.045","2460280.356726","0.0035204","2.9371797","0.0000183","4.009","0.503","6.995083","0.352598","6422","324.702","15.95","","2484.67","1966","16","1353.76","55.745","6610","123","3.91","","2.17","","","","1.38","","43,44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"238506223","6942.01","","3","4","3","3","1","4","4","13.3","83.2","47.36","0","2","0","PC","PC","10.9542","0.007","1","qlp-s72-faintsearch","FAINT","90.951009","19.213328","1.745","0.085","-18.443","0.074","2460266.427734","0.0020985","11.2320736","0.0000396","2.549","0.916","5.632182","0.918837","5174","845.922","7.84543","0.817971","136.426","952","23","255.34","3.5375","6234","169.2","4.47","0.09","1.06","0.05","","","1.206","0.196285","43,44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"262137985","6943.01","","3","4","3","3","1","4","4","10.5","12","317","0","3","0","PC","PC","12.3361","0.007","1","qlp-s72-faintsearch","FAINT","106.522483","10.732296","-2.171","0.07","3.032","0.06","2460285.451604","0.0039786","5.6906792","0.0000371","5.548","0.557","3.430913","0.161967","3155","149.166","15.1551","1.26024","1362.1","1692","14","1581.02","102.835","6749","129.5","3.63","0.1","3.03","0.23","","","1.44","0.250481","33,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"421005422","6944.01","","2","4","2","2","1","4","4","2.1","37.5","7.36","0","2","0","PC","PC","10.7077","0.006","1","qlp-s72-faintsearch","FAINT","111.928044","9.96955","-37.003","0.061","-5.961","0.047","2460271.568328","0.0043895","12.3027503","0.0000469","3.596","0.613","1.416724","0.106003","1304","97.6274","2.60986","0.21456","46.2908","726","12","121.757","0.51","5181.1","136.9","4.62","0.09","0.76","0.05","-0.0103264","0.016609","0.879","0.107658","7,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"392022763","6945.01","","3","4","3","3","1","4","4","7","32.3","90.52","0","0","0","PC","PC","12.9455","0.006","1","qlp-s72-faintsearch","FAINT","104.101096","19.321622","-2.041","0.04","-4.362","0.034","2460271.367836","0.0047229","14.8547783","0.000153","5.931","0.736","8.970393","0.481945","8228","443.789","11.426","0.711308","180.979","1021","15","890.043","17.8775","6397","125","4.26","0.09","1.39","0.07","","","1.28","0.205453","44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"14435301","6946.01","","3","4","3","3","1","4","4","10.6","47.1","98.64","0","0","0","PC","PC","13.0434","0.007","1","qlp-s72-faintsearch","FAINT","124.713379","20.052456","-16.24","0.05","-8.61","0.032","2460269.63296","0.002496","13.2272686","0.002165","1.676","0.325","12.023543","1.113461","11013","1025.01","12.0458","","11.0108","507","10","598.429","11.211","5648","122","4.33","","1.13","","","","1","","71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"457039843","6947.01","","3","4","3","3","1","4","4","28.2","38.9","317","1","5","0","PC","PC","11.9687","0.006","1","qlp-s72-faintsearch","FAINT","105.364062","16.369192","-6.546","0.072","-2.63","0.062","2460274.152856","0.0010368","6.5202038","0.0000089","4.73","0.097","10.104044","0.13814","9263","127.224","16.0234","0.869262","618.612","1389","49","720.413","22.194","6628","126.3","4.13","0.09","1.68","0.09","","","1.39","0.226253","33,44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"438329568","6948.01","","3","5","5","3","1","4","4","20.6","68.2","92.65","0","2","0","PC","APC","12.4004","0.023","1","qlp-s72-faintsearch","FAINT","97.003535","12.613957","5.929","0.087","-7.804","0.07","2460282.695103","0.0015052","5.4911822","0.0000122","0.523","0.185","5.144444","2.285468","4727","2102.78","11.618","1.97434","10.7412","504","13","569.591","20.675","6250","187.9","4.29","0.1","1.3","0.08","","","1.21","0.184621","6,33,43,44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"45905504","6949.01","","3","4","3","3","1","4","4","14.5","47.6","90.29","0","0","0","PC","PC","13.4456","0.023","1","qlp-s72-faintsearch","FAINT","93.036822","20.577124","0.521","0.05","-5.201","0.042","2460280.811771","0.0036399","3.2232502","0.0000177","3.185","0.37","7.956039","0.396492","7301","365.116","11.4574","","1730.82","1796","15","1116.31","35.755","7164.1","67.4","4.33","","1.44","","-0.036","0.065","1.6","","43,44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"165965790","6950.01","","3","4","3","3","1","4","4","39.4","83.8","100.65","0","0","0","PC","PC","14.9577","0.008","1","qlp-s72-faintsearch","FAINT","110.741054","22.48931","4.495","2.346","-1.381","2.315","2460284.719845","0.0030089","2.0478359","0.0002109","1.559","0.246","44.99053","3.580739","40591","3292.55","12.2554","1.0346","71.7485","810","14","","","3854","157","4.63","0.03","0.63","0.04","","","0.608938","0.0353828","71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"83180637","6951.01","","3","4","3","3","1","4","4","32.5","44.1","317","0","0","0","PC","PC","13.3694","0.016","1","qlp-s72-faintsearch","FAINT","94.245362","24.803014","-1.241","0.064","2.73","0.057","2460279.795164","0.0016769","3.7279887","0.0000106","3.303","0.187","15.287892","0.461497","13982","424.964","18.1003","","859.131","1508","29","1030.88","30.965","6514","208","4.17","","1.58","","-0.029","0.193","1.34","","43,44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"400466395","6952.01","","5","5","5","5","5","5","5","24.8","95.7","74.6","0","3","0","PC","FP","12.2479","0.006","1","qlp-s72-faintsearch","FAINT","92.092038","33.732462","8.053","0.074","5.595","0.06","2460311.734906","0.0009658","5.1391542","0.0000092","0.633","0.342","6.720837","4.541729","6171","4174.35","10.2495","2.52458","26.3552","631","16","388.991","6.8705","5974.6","136","4.48","0.09","1","0.06","-0.639035","0.00911108","1.097","0.146502","43,44,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"70435923","6953.01","","3","4","4","3","1","4","4","19.9","52.1","56.71","4","0","0","PC","APC","12.9312","0.007","1","qlp-s72-faintsearch","FAINT","114.586421","19.531926","1.029","0.045","-2.791","0.036","2460285.315548","0.0020161","0.8204734","0.0000026","1.171","0.217","3.156476","0.240743","2903","221.708","8.70762","0.85352","1962.4","1854","16","865.039","18.094","5956.8","240.9","4.1","0.12","1.55","0.14","0.087","0.214","1.09","0.162627","44,45,46,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"443607377","6954.01","","2","4","4","2","1","4","4","6.1","44.2","13.5","2","4","0","PC","PC","11.4374","0.006","1","qlp-s72-faintsearch","FAINT","168.324059","-2.787764","-19.001","0.065","-6.667","0.054","2460283.831447","0.0045754","4.0207557","0.0000161","2.017","0.4","1.690721","0.127719","1556","117.627","3.74825","0.305622","124.569","930","14","190.042","1.6435","5019.9","133.1","4.41","0.09","0.95","0.06","0.03","0.1","0.834","0.0980547","9,36,45,46,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"81963214","6955.01","","3","4","3","3","1","4","4","11.8","32.2","95.26","0","2","0","PC","PC","12.1032","0.008","1","qlp-s72-faintsearch","FAINT","92.934009","25.038945","-4.606","0.071","-1.27","0.062","2460277.209487","0.0037098","5.1185703","0.0000451","6.274","0.819","2.9213","0.142556","2687","131.29","11.7972","0.787423","2080.26","1881","15","1020.81","37.868","6547.8","110.7","3.76","0.09","2.55","0.14","0.079","0.014","1.35","0.218986","43,44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"294350792","6956.01","","3","4","3","3","1","4","4","5.8","28.9","70.31","0","0","0","PC","PC","13.4137","0.026","1","qlp-s72-faintsearch","FAINT","93.081227","13.953313","-3.456","0.058","3.792","0.049","2460276.864165","0.0063945","12.3900547","0.0001288","5.787","0.817","7.521918","0.456654","6904","420.505","9.88852","","327.708","1185","13","1048.28","42.49","6824.2","39.5","4.36","","1.33","","-0.096","0.038","1.47","","33,43,44,45,71,72","found in faint-star QLP search","2024-02-29","2024-08-22","2024-08-22"
+"30853990","6957.01","","1","4","1","1","1","4","4","0.1","12.4","10.46","0","0","0","PC","PC","10.8865","0.006","1","spoc-s01-s69-b02","SPOC","75.793998","-66.358346","58.64","0.061","182.902","0.053","2458377.045676","0.00668454","160.67602078562","0.0008789675","9.5344918243604","0.75024986","1.042621","0.083406","959.82857148771","76.81681","3.2160533790658","0.7779189","2.4672264002811","319.64800662174","12.473484","176.682","0.855","5389.7","56.4182","4.29499","0.135318","1.0241199731827","0.0512965","-0.148104","0.0542249","0.94","0.113904","1,2,3,4,5,6,7,8,10,11,12,13,61,62,64,65,66,67,68","some asymmetry in some transits; only 4 events","2024-03-14","2024-03-14","2024-03-18"
+"219108677","6958.01","","3","4","3","3","1","4","4","29.3","97.3","122.39","1","0","0","PC","PC","14.034","0.007","1","spoc-s74-b02","SPOC","271.178306","70.430348","-8.059","0.043","32.577","0.044","2460316.951093","0.0013943329","5.9815744509856","0.00075759896","2.5574443587961","0.12582009","46.482673","1.815838","41908.624604142","1671.051","13.666399551133","0.5931406","46.098970541635","664.57279092189","25.677565","338.369","2.5615","4403","122","4.6285","","0.66712701320648","","","","0.69","","74","Gaia DR3 RV error ~5 km/s","2024-03-14","2024-03-14","2024-03-18"
+"230013442","6959.01","","3","4","3","3","1","4","4","21.1","52.6","108.19","2","0","0","PC","PC","14.3021","0.008","1","spoc-s74-b02","SPOC","291.191388","64.618252","7.457","0.046","-4.983","0.043","2460313.98926","0.003886457","3.1381913728255","0.0007493861","2.7306785029426","0.2744773","17.191175","1.463102","15708.964028517","1346.659","12.709920343405","1.3778393","418.50388677483","1153.5717805747","10.943628","804.639","13.4035","5210","122","4.37321","","1.0165400505066","","","","0.89","","74","","2024-03-14","2024-03-14","2024-03-18"
+"204496071","6960.01","","3","4","4","3","1","4","4","43","123.6","44.02","5","0","0","PC","APC","12.6862","0.006","1","spoc-s01-s69-b0H","SPOC","326.64701","-31.006241","-19.282","0.044","-24.501","0.035","2459062.124632","0.0003874062","1.3059494375827","0.0000036028648","1.0868040251967","0.068263896","9.287842","0.36441","8517.9333334776","335.5779","7.4893460153281","0.66834617","532.68243701198","1225.2842302555","32.956352","236.69","1.324","5107.3","5387","","","0.73211598396301","0.0540377","","","0.762","0.0936804","28,68","V-shaped; double star in Gaia","2024-03-14","2024-03-14","2024-08-21"
+"404715325","6961.01","","2","4","2","2","1","4","4","2.1","26","14.68","0","1","0","PC","PC","11.0921","0.011","1","spoc-s01-s72-b0H","SPOC","30.218314","12.583289","8.644","0.073","-7.14","0.066","2459460.590554","0.006774517","17.236743308183","0.00020918624","5.5296510300805","0.60103303","1.027756","0.10187","946.15006215866","93.82117","3.9264923094447","0.59716624","83.139560009242","770.14354555216","10.50674","271.527","3.0455","5911.15","133.364","4.33608","0.0785505","1.1686999797821","0.06451","0.168","0.018","1.08","0.138488","42,43,70,71","low SNR; L1 candidate","2024-04-03","2024-04-03","2024-04-12"
+"435339558","6962.01","","5","5","5","5","5","5","5","2.2","21.3","19.25","0","4","4","KP","KP","11.2235","0.006","1","spoc-s01-s72-b02","SPOC","55.255931","13.519187","7.923","0.07","-41.247","0.051","2459456.138592","0.004967917","21.99036193738","0.00025854187","3.8732381431039","1.2711391","1.219208","0.143861","1122.3021088848","132.492","4.6034655237456","3.8416066","56.47005813511","699.1563529694","7.2423134","256.011","2.328","5294","309.719","4.14669","0.0964606","1.3341699838638","0.0797588","","","0.91","0.130096","42,43,44,70,71","K2-79 b","2024-04-03","2024-04-03","2024-04-05"
+"56658270","6963.01","","3","4","4","3","1","4","4","21.8","54.2","60.85","4","0","0","PC","PC","12.8131","0.007","1","spoc-s01-s72-b02","SPOC","63.928339","29.166542","12.336","0.139","-17.754","0.09","2459475.615758","0.0026322713","8.8349260957531","0.0000497414","6.2442810772068","0.25792173","6.67851","0.439138","6132.2553436802","404.37946","9.0595903949034","0.62581956","41.41987062432","647.02630009471","13.213384","159.244","1.693","3303","","3.84689","","1.1499799489975","","","","0.339","","43,44,59,70,71","T Tauri host","2024-04-03","2024-04-03","2024-04-05"
+"243208884","6964.01","","2","4","2","2","1","4","4","6.4","55.2","10.15","0","3","0","PC","PC","10.0394","0.006","1","spoc-s01-s72-b02","SPOC","45.860656","17.808283","32.63","0.066","17.103","0.058","2460210.583136","0.002232681","4.7645837859734","0.000371338","0.93323044845852","0.32644865","0.929486","0.101799","855.72172749918","93.755806","3.1594083012073","3.4465199","288.07065505231","1050.7381591593","8.3950815","131.527","0.7845","5432.25","142.88","4.37517","0.0946173","1.0462199449539","0.0805025","0.314","0.021","0.947","0.118849","70,71","period could be 2x (~9.52 d)","2024-04-03","2024-04-03","2024-04-05"
+"80224448","6965.01","","2","4","2","2","1","4","4","4.7","12.7","2.38","0","2","0","PC","PC","6.3103","0.006","1","spoc-s01-s72-b02","SPOC","103.678273","24.245141","-35.915","0.083","-96.881","0.074","2459505.193695","0.0024796065","5.9693397478899","0.000034862824","3.441037976088","0.29100317","0.114597","0.011274","105.54242045407","10.383619","1.3473607884414","0.17746069","334.61709287384","1090.829263091","9.836741","31.1664","0.0555","6007","103.951","4.37729","0.0722744","1.1299300193787","0.0445402","0.02","0.1","1.11","0.146052","44,45,71,72","interior to HD 50554 b; period may be double (~11.94 d); ramp-like ingress for even events","2024-04-03","2024-04-03","2024-04-05"
+"80224448","6965.02","","2","4","2","2","1","4","4","2.1","64.2","3.27","0","2","0","PC","PC","6.3103","0.006","2","spoc-s01-s72-b02","SPOC","103.678273","24.245141","-35.915","0.083","-96.881","0.074","2459508.008646","0.0055801747","28.06939485536","0.00029849706","6.0393818096075","0.43467328","0.167543","0.019","154.30081713192","17.499662","1.6221344497358","0.18024719","42.475560543953","651.11024562113","8.092052","31.1664","0.0555","6007","103.951","4.37729","0.0722744","1.1299300193787","0.0445402","0.02","0.1","1.11","0.146052","44,45,71,72","interior candidate to HD 50554 b; low SNR","2024-04-03","2024-04-03","2024-04-05"
+"243030574","6966.01","","2","4","2","2","1","4","4","4.8","38","8.83","0","2","0","PC","PC","10.6839","0.006","1","spoc-s01-s72-b02","SPOC","61.131862","16.216647","-8.143","0.091","-9.441","0.042","2459449.712088","0.0016298724","2.1659521937535","0.000015734324","1.5926215826516","0.46877953","0.468359","0.059579","431.28151733041","54.872658","2.9108182622631","1.817786","1867.8804074679","1676.706377632","8.518496","216.411","2.258","6194.54","108.524","4.28076","0.0779864","1.3063499927521","0.0608241","0.062531","0.0119585","1.188","0.159084","42,43,44,70,71","EPIC 210550063.01; low SNR; variable host","2024-04-03","2024-04-03","2024-04-05"
+"27635334","6967.01","","5","5","5","5","5","5","5","5","22.1","25.13","0","2","3","KP","KP","11.6736","0.006","1","spoc-s01-s72-b02","SPOC","123.381848","16.419516","-6.874","0.073","-22.723","0.042","2459502.375963","0.0029555887","4.7335575051467","0.000042315","3.2089234481436","1.0638787","1.010477","0.134718","930.25035185363","124.07247","5.3852666290978","6.4387536","850.4828101661","1377.3240616146","8.475602","477.295","9.893","5496","131.305","3.93163","0.0816434","1.7589600086212","0.102414","","","0.964","0.118776","44,45,46,71,72","K2-108 b","2024-04-03","2024-04-03","2024-04-05"
+"121990418","6968.01","TIC 121990418.01","3","4","3","3","2","4","4","9.3","43.6","25.37","3","3","1","PC","PC","12.0086","0.006","1","spoc-s75-b02","SPOC","289.332853","38.348899","-0.242","0.033","-12.602","0.036","2460340.703809","0.0025773598","2.3475050567253","0.00039208785","2.8281222464209","0.2024774","2.14359","0.143299","1972.3718293423","131.97496","5.4152905708623","0.825221","1270.9181315073","1522.8220038002","11.758662","430.708","3.6825","5924","130.277","4.31001","0.0776462","1.2043199539185","0.0548744","","","1.08","0.136478","74,75","match to CTOI from Rafael Rodrigues","2024-04-03","2024-04-03","2024-08-22"
+"17129975","6969.01","TIC 17129975.01","3","4","3","3","1","4","4","35.2","98.4","92.68","4","6","0","PC","PC","12.367","0.018","1","spoc-s75-b02","SPOC","308.160533","40.778443","-2.017","0.047","-15.301","0.05","2460340.479242","0.0017774581","1.5142292181356","0.00017509883","1.7190415754493","0.09229366","5.738549","0.336209","5271.4558635397","309.6118","11.604271092113","0.681158","4024.5979418653","2031.4230443582","15.659901","658.741","13.1045","6616","162.337","4.2907","0.0922661","1.3919600248337","0.0613819","","","1.38","0.238599","75","Gaia DR3 RV error ~1.9 km/s; one of candidates may be planetary but needs follow-up to determine which","2024-04-03","2024-04-03","2024-04-05"
+"17129975","6969.02","","3","4","3","3","1","4","4","19.2","66.4","89.55","4","6","0","PC","PC","12.367","0.018","2","spoc-s75-b02","SPOC","308.160533","40.778443","-2.017","0.047","-15.301","0.05","2460342.859563","0.0029953672","4.5565613542041","0.00095925055","2.7966470922444","0.17798261","5.867303","0.386293","5389.4106193451","355.72577","11.372040951133","0.71388316","926.39250655249","1407.0790858148","14.334471","658.741","13.1045","6616","162.337","4.2907","0.0922661","1.3919600248337","0.0613819","","","1.38","0.238599","75","Gaia DR3 RV error ~1.9 km/s; one of candidates may be planetary but needs follow-up to determine which; also a CTOI from Marco Montalto","2024-04-03","2024-04-03","2024-04-05"
+"271749758","6970.01","","5","5","5","5","5","5","5","8.9","44.2","91.73","0","1","3","KP","KP","13.9354","0.008","1","spoc-s75-b02","SPOC","295.49671","42.537932","9.742","0.034","10.024","0.037","2460342.99711","0.0073567326","11.71444698163","0.005512424","3.5131822060652","0.47744966","13.947534","1.958655","12763.993502185","1802.3618","11.5337399855","1.3575621","53.795382714103","690.72631191925","8.963072","587.91","7.1065","5165","122","4.48308","","0.88562899827957","","","","0.87","","75","confirmed BD KOI-205 b; https://doi.org/10.1051/0004-6361/20132114","2024-04-03","2024-04-03","2024-04-05"
+"354031707","6971.01","","3","4","3","3","2","4","4","68.4","163.5","122.54","3","12","1","PC","PC","8.49335","0.006","1","spoc-s75-b02","SPOC","168.416829","51.177452","-5.03","0.044","6.208","0.041","2460343.972407","0.0008644845","4.1866988537668","0.00028341488","6.5543918145079","0.06653388","2.391135","0.066909","2199.8936303716","61.623955","13.676277384409","0.7000085","3868.6055275667","2011.4459246498","37.50253","231.047","1.781","6309","127.912","3.62105","0.087407","2.8536100387573","0.132256","","","1.241","0.18586","75","one partial event at start of orbit; bright slightly evolved host","2024-04-03","2024-04-03","2024-04-20"
+"219824470","6972.01","TIC 219824470.01","3","4","3","3","1","4","4","19.4","70.9","54.22","0","18","0","PC","PC","10.388","0.007","1","qlp-s49-219824470","CTOI","204.439616","48.246384","-41.647","0.039","6.544","0.042","2459661.074326","0.0025494","5.4809114","0.0000215","4.908","0.607","2.431513","0.10859","2237","100.01","8.44272","0.457822","736.085","1451","28","297.451","2.511","5907","127.6","3.99","0.08","1.72","0.08","","","1.07","0.137987","16,22,23,49","TFOP determined this star (TIC 219824470) is the true source of TOI 1848.01 / TIC 219824469 which has been retired as off-target","2024-04-25","2024-04-25","2024-04-30"
+"427765233","6973.01","TIC 427765233.01","1","4","1","1","1","4","4","2.6","58.1","10.22","0","2","0","PC","PC","8.7622","0.006","1","qlp-s58-427765233","QLP","352.291773","66.099275","-97.872","0.066","-31.854","0.042","2459857.549027","0.0026915","31.6527509","0.0001233","3.72","1.053","1.021072","0.077754","940","71.6113","3.1745","0.206862","17.5796","570","23","76.325","0.1685","5626","121.5","4.44","0.08","1","0.05","","","1","0.124793","17,18,24,57,58","L1 candidate","2024-04-25","2024-04-25","2024-04-30"
+"348684814","6974.01","","3","4","3","3","1","4","4","9.5","47.7","41.79","0","11","0","PC","PC","11.5622","0.006","1","qlp-s61-348684814","CTOI","133.99297","-14.358967","-4.94","0.054","-19.035","0.053","2459976.900453","0.0037164","7.7517707","0.0000363","3.975","0.51","4.76706","0.246599","4381","227.1","7.24338","0.483594","201.798","1050","16","360.739","4.58","5741","125.5","4.24","0.08","1.27","0.07","","","1.026","0.128427","8,35,61","TFOP determined this star (TIC 348684814) is the true source of TOI-2667.01 / TIC 348684813.01 which has been retired as off-target","2024-04-25","2024-04-25","2024-04-30"
+"158381418","6975.01","","3","5","5","3","1","4","4","","","54.89","0","0","0","PC","APC","11.9453","0.008","1","qlp-s63-158381418","SPOC/QLP","163.574892","-36.271069","-12.1","2.7","-0.6","2.8","2460038.793473","0.00077","2.1449013","0.0000023","3.043","0.061","6.65966","0.113552","6115","104.58","","","","","45","","","","","","","","","","","","","9,36,63","TIC 941996822 0.55'' away; this is the brighter component of a visual binary; no stellar radius","2024-04-25","2024-04-25","2024-04-30"
+"5972036","6976.01","","3","4","3","3","1","4","4","12.7","71.1","18.35","1","0","0","PC","PC","9.9853","0.006","1","qlp-s63-5972036","QLP","144.074277","-40.626972","13.373","0.124","-13.822","0.158","2460037.517533","0.0006496","1.7346044","0.0000041","1.084","0.117","1.093887","0.049644","1007","45.7232","4.46251","0.243241","627.153","1427","24","252.27","5.6505","6850","132","4.26","0.09","1.49","0.07","","","1.48","0.249393","9,35,36,62,63","transits deeper in s62 and s63; Rp slightly underestimated","2024-04-25","2024-04-25","2024-04-30"
+"436575927","6977.01","","5","5","5","5","5","5","5","2.1","27.1","4.41","0","1","2","KP","KP","11.4398","0.006","1","qlp-s71-ffi","QLP","71.110002","16.518582","39.144","0.081","-22.761","0.052","2460250.885968","0.0065438","5.0957983","0.0000146","1.772","0.137","0.775493","0.033557","714","30.9066","1.92318","0.17682","28.5068","643","26","98.0152","0.4771","4197","117.6","4.56","0.11","0.7","0.06","","","0.66","0.0806281","43,44,70,71","K2-394 b","2024-04-25","2024-04-25","2024-04-30"
+"320847025","6978.01","","2","4","2","2","1","4","4","1.7","11.6","0.87","0","0","0","PC","PC","7.5621","0.006","1","spoc-s01-s69-b02","SPOC","299.638248","-54.937423","108.526","0.076","-123.4","0.064","2458661.083459","0.0032894488","9.1258136153024","0.00004925641","3.1730120301374","0.2630424","0.184289","0.023269","169.72182225203","21.430954","0.97047872376542","1.0601202","42.107687965362","649.69585880978","8.087693","23.6103","0.02615","4747.13","126.432","4.56794","0.0934539","0.7507089972496","0.053608","-0.0588","0.024","0.76","0.0908905","13,27,67","low SNR","2024-05-30","2024-05-30","2024-06-02"
+"26078330","6979.01","","5","5","5","5","5","5","5","3.4","37.3","12.34","0","2","2","KP","KP","11.584","0.006","1","spoc-s01-s72-b0H","SPOC","52.888852","22.434819","-7.59","0.074","-10.771","0.052","2459451.225412","0.0022560882","8.7547079775448","0.000046907546","3.4644402507399","0.73480296","1.65992","0.171365","1527.6748938752","157.82033","3.5438108166544","1.7096419","117.82603616751","840.29168581595","10.061081","214.753","1.823","5888","136.6","4.57","0.08","0.88934701681137","0.0416884","","","1.068","0.131233","42,43,44,70,71","K2-178 b","2024-05-30","2024-05-30","2024-06-02"
+"422912527","6980.01","","2","5","5","2","1","4","4","","","6.43","0","1","0","PC","PC","7.9859","0.006","1","spoc-s01-s72-b02","SPOC","38.206634","5.209801","80.709","0.089","-46.794","0.087","2459463.700632","0.00364687","","","2.8554699624359","1.6384945","0.444528","0.072211","409.34134813689","66.50693","2.4161549776774","6.262224","35.634613641517","623.14306081591","8.643342","73.7757","0.2687","6186","129.314","4.37093","0.0823025","1.1735700368881","0.0548743","","","1.18","0.167175","4,42,43,71","single transit at ~2463.7 TBJD","2024-05-30","2024-05-30","2024-06-02"
+"443823169","6981.01","","1","4","1","1","1","4","4","0","26","4.97","0","0","0","PC","PC","11.6627","0.007","1","spoc-s01-s72-b0H","SPOC","121.059967","11.266937","-166.176","0.129","-39.133","0.084","2458525.814399","0.012075257","425.450696267","0.0005809558","2.9472615933295","0.46887392","5.173116","0.43028","4753.2829943189","396.22385","2.0762332748119","0.44400412","0.2314879312299","176.90977819817","13.416479","25.4675","0.04785","3261","157","4.92925","0.00615189","0.29680600762367","0.00888099","","","0.272977","0.0201708","7,34,44,45,46,61,71,72","actual period likely shorter than max period of ~425.4 d; s46 event missing egress","2024-05-30","2024-05-30","2024-06-02"
+"113921235","6982.01","","3","4","3","3","4","4","4","5.7","65.5","94.75","0","10","3","PC","PC","11.3281","0.006","1","spoc-s01-s72-b0H","SPOC/QLP","54.274323","19.499595","27.627","0.084","-7.059","0.05","2459518.397405","0.00084978755","59.847399221","0.0011964216","4.3696664205903","0.09147935","12.440523","0.185675","11392.750765615","170.99811","11.755677283013","0.6124999","0.46883423988603","211.04476309287","67.36197","245.962","2.89","5765.3","102.7","4.38","0.07","1.0921499729157","0.0517085","0.116","0.021","1.032","0.124078","42,43,44,70,71","K2 PC EPIC 210775710.01","2024-05-30","2024-05-30","2024-06-02"
+"368628986","6983.01","","2","4","2","2","2","4","4","1","19.9","7.75","0","2","2","PC","PC","9.57157","0.006","1","spoc-s01-s72-b02","SPOC","38.742213","9.845805","40.04","0.074","-28.402","0.079","2459465.951361","0.006385569","31.157161301245","0.00038035784","5.9839921882392","0.6515402","0.365519","0.042429","336.59908409297","39.077557","2.6946337516979","0.73910916","62.334574485473","716.64157465923","7.970287","171.467","1.2505","6317.08","146.669","4.2542","0.0972437","1.3782999515533","0.0716583","-0.1724","0.0121484","1.244","0.199204","42,43,70,71","V-shaped; low SNR; visual binary","2024-05-30","2024-05-30","2024-08-22"
+"83181153","6984.01","","5","5","5","5","5","5","5","","","12.38","0","4","2","KP","KP","12.7079","0.007","1","spoc-s01-s72-b02","SPOC","94.206431","24.595834","-28.044","0.066","-115.639","0.055","2460256.948124","0.009787953","","","5.1289452106261","0.8196901","3.706344","0.56113","3407.8486864424","516.6861","3.5506895163827","0.43816376","0.027922882968228","104.25810180303","7.561934","99.0504","0.51275","3683","157","4.72407","0.00861635","0.51526302099228","0.0152997","","","0.512936","0.020283","43,44,45,71,72","single transit of K2-26 b","2024-05-30","2024-05-30","2024-06-02"
+"59490344","6985.01","TIC 59490344.01","1","4","1","1","1","4","4","0","35.2","11.68","0","0","0","PC","PC","8.3323","0.006","1","spoc-s01-s72-b02","SPOC","108.993831","18.691658","14.079","0.064","-99.304","0.053","2459509.801369","0.0015852766","748.7146251384","0.0021973725","6.6689152017336","0.18203329","1.798764","0.115204","1655.3509065518","106.101555","3.4308987612152","0.3645647","0.1991332069146","170.37492259223","14.2413435","46.2206","0.07965","5235","132.381","4.5339","0.0869336","0.84485197067261","0.0504322","","","0.89","0.10967","44,45,46,71,72","first event matches to Planet Hunters CTOI; duo-transit so true period may be shorter than max period of ~748.7 days; somewhat asymmetric transit shape possibly due to variable star","2024-05-30","2024-05-30","2024-06-02"
+"366302410","6986.01","","3","4","3","3","1","4","4","72.2","112.7","108.18","0","0","0","PC","PC","14.7975","0.008","1","qlp-s73-faintsearch","FAINT","75.876995","35.183943","-1.06","0.108","-49.076","0.073","2460310.606085","0.0015311","1.2117417","0.0000031","1.046","0.141","36.98075","2.848688","33487","2620.3","12.6463","0.724683","63.3975","786","20","319.82","6.2825","3521","157","4.6","0.02","0.66","0.02","","","0.636988","0.0230287","43,44,59,73","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"21035365","6987.01","","3","4","3","3","1","4","4","39.1","56.4","317","1","0","0","PC","PC","12.9994","0.009","1","qlp-s73-faintsearch","FAINT","72.630009","43.065498","1.667","0.056","-1.902","0.044","2460311.481638","0.0012792","4.6017382","0.0000096","2.615","0.206","18.850387","0.806929","17212","742.933","17.8729","0.996136","290.348","1150","27","753.271","17.197","6233","135.7","4.25","0.09","1.37","0.07","","","1.21","0.177821","19,59,73","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"70897115","6988.01","","3","4","3","3","1","4","4","5.4","29","57.34","0","0","0","PC","PC","13.1421","0.01","1","qlp-s73-faintsearch","FAINT","90.244747","62.693985","1.51","0.019","-5.631","0.022","2460291.074464","0.0081939","13.414031","0.000347","4.578","0.753","7.26612","0.479978","6670","441.978","8.766","","81.9067","838","15","587.794","7.314","5614","122","4.31","","1.16","","","","0.99","","19,59,60,73","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"261141602","6989.01","","3","4","3","3","1","4","4","23.4","73.5","30.87","0","2","0","PC","PC","11.9409","0.006","1","qlp-s73-faintsearch","FAINT","76.241952","43.258963","16.962","0.198","-18.032","0.166","2460310.065308","0.0014544","1.4956727","0.0000044","1.965","0.254","4.033392","0.197672","3708","182.046","6.10516","0.480293","658.968","1411","24","239.055","7.909","4812","159.3","4.28","0.09","1.06","0.08","","","0.779","0.0922405","19,59,73","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"353302490","6990.01","","3","4","3","3","1","4","4","25.7","88.2","53.78","0","0","0","PC","PC","13.4815","0.021","1","qlp-s73-faintsearch","FAINT","89.836331","35.278155","-2.007","0.217","-10.488","0.184","2460309.569095","0.0017078","1.5829358","0.0000031","1.64","0.213","12.274974","0.603509","11242","555.698","8.45955","","945.563","1544","27","598.703","37.426","6047.9","63.6","4.68","","0.81","","-0.117608","0.0608469","1.13","","19,43,44,45,73","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"440562226","6991.01","","3","4","3","3","1","4","4","66.6","54.8","317","0","0","0","PC","PC","13.4136","0.007","1","qlp-s73-faintsearch","FAINT","91.995028","46.117884","-7.15","0.047","-2.422","0.045","2460311.068106","0.0010503","0.9902419","0.0000038","1.405","0.108","18.05305","0.76177","16490","701.37","15.3849","","1227.07","1648","29","755.331","15.8215","5643","122","4.25","","1.25","","","","1","","60,73","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"259330386","6992.01","","3","4","3","3","1","4","4","4.1","58.7","15.2","0","2","0","PC","PC","10.7962","0.006","1","qlp-s73-faintsearch","FAINT","70.715328","51.527177","50.075","0.06","-72.207","0.05","2460306.67632","0.0052251","15.1389808","0.000091","2.71","1.211","1.734219","2.48244","1596","2283.8","4.03127","1.68382","67.4078","798","10","82.7081","0.31685","4448.2","107.4","4.6","0.09","0.7","0.05","-0.254","0.039","0.7","0.079758","19,59,73","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"408656366","6993.01","","3","4","3","3","1","4","4","25.7","95.3","21.85","0","0","0","PC","PC","12.2414","0.009","1","qlp-s73-faintsearch","FAINT","78.466062","68.467793","-7.355","0.03","3.576","0.038","2460312.391299","0.0017987","0.3695622","7e-7","0.446","0.187","2.174735","0.651451","2001","599.829","4.9835","0.68623","1668.78","1780","15","342.122","2.9365","5661","132.3","4.5","0.08","0.94","0.05","","","1.01","0.125681","19,59,73","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"55390413","6994.01","","3","4","3","3","1","4","4","18.9","54.9","40.3","0","0","0","PC","PC","13.2387","0.008","1","qlp-s73-faintsearch","FAINT","97.425171","65.731761","-2.176","0.021","-16.32","0.027","2460309.126842","0.0023214","1.8819016","0.0000043","1.162","0.191","5.559062","0.571971","5107","526.666","7.09086","","128.796","938","11","375.707","2.6985","4704","122","4.36","","0.95","","","","0.75","","19,20,60,73","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"383829317","6995.01","","3","4","3","3","2","4","4","11.8","42.9","89.11","0","15","1","PC","PC","11.2722","0.008","1","qlp-s74-faintsearch","FAINT","284.14342","33.502922","-5.975","0.034","-6.97","0.042","2460320.796139","0.0035289","9.9444971","0.0000369","3.171","0.557","3.34705","0.16644","3078","153.285","11.3375","0.612396","147.904","971","19","630.147","9.419","6576","121.2","3.93","0.09","2.1","0.09","","","1.37","0.215497","14,26,40,53,54,74","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-24"
+"41875043","6996.01","","5","5","5","5","5","5","5","14.4","50.9","30.67","2","0","0","PC","FP","12.9691","0.008","1","qlp-s74-faintsearch","FAINT","285.826291","34.882431","-2.509","0.028","-4.915","0.037","2460337.887281","0.0031088","0.9602835","0.000004","1.497","0.368","3.405862","0.271196","3132","249.75","6.0323","0.415323","2118.57","1890","15","564.394","5.611","5708","130.3","4.38","0.08","1.08","0.05","","","1.02","0.128272","14,40,41,53,54,74","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"357858008","6997.01","","3","4","3","3","2","4","4","8.4","47.2","76","0","0","1","PC","PC","12.6255","0.006","1","qlp-s74-faintsearch","FAINT","282.269154","25.693224","-5.328","0.018","-9.069","0.026","2460310.677091","0.0037733","16.179367","0.0000671","3.903","0.325","11.712902","0.621621","10730","572.37","10.3462","0.635986","35.5088","680","17","436.991","2.714","5576","160.8","4.37","0.08","1.07","0.05","","","0.984","0.123728","26,54,74","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-24"
+"350733403","6998.01","","3","4","3","3","1","4","4","2","40.1","30.49","0","0","0","PC","PC","12.6338","0.006","1","qlp-s74-faintsearch","FAINT","287.702777","78.732191","13.826","0.021","14.426","0.027","2460370.355785","0.0058177","27.035894","0.0001536","3.477","1.241","4.152185","5.491556","3817","5045.14","6.01419","2.29747","18.0249","574","15","160.932","0.3295","4225","126.9","4.62","0.11","0.66","0.06","","","0.661","0.0777678","14,17,18,19,20,21,23,24,25,26,40,47,50,51,52,53,54,57,58,60,73,74","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"444977814","6999.01","TIC 444977814.01","3","4","3","3","1","4","4","8.6","40","70.58","0","0","0","PC","PC","12.4889","0.008","1","qlp","FAINT","111.171233","58.549323","-6.521","0.049","-10.134","0.042","2460328.262835","0.0037525","11.3689753","0.0000538","5.492","0.343","6.511101","0.253209","5979","233.187","9.89847","0.546752","206.513","1056","17","614.957","12.749","6076","123.3","4.26","0.08","1.31","0.06","","","1.14","0.151943","20,47,74","found in faint-star QLP search; also a CTOI from Rafael Rodrigues (TESS Planet Hunters)","2024-05-30","2024-08-22","2024-08-22"
+"154926644","7000.01","","3","4","3","3","1","4","4","18.3","15.6","317","0","0","0","PC","PC","12.5322","0.01","1","qlp-s74-faintsearch","FAINT","206.086781","85.112826","5.175","0.03","-4.441","0.024","2460336.036755","0.0018065","2.7897577","0.0000051","3.375","0.229","3.654216","0.099823","3360","91.9366","15.2527","0.816079","1126.92","1614","44","1238.77","25.37","5794","132.1","3.52","0.07","2.92","0.14","","","1.04","0.12127","14,19,20,21,26,40,41,47,52,53,59,73,74","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"85113291","7001.01","","3","4","3","3","2","4","4","6","53.5","116.65","0","0","1","PC","PC","14.5962","0.007","1","qlp-s74-faintsearch","FAINT","275.44055","28.467918","16.808","2.096","-6.06","2.096","2460317.2434","0.0044714","16.3475547","0.0001103","1.873","0.378","51.503559","5.19156","46329","4770.19","13.2139","1.0589","1.37516","301","12","","","3662","157","4.61","0.02","0.65","0.02","","","0.629738","0.0233133","40,53,74","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"317290270","7002.01","","3","4","3","3","2","4","4","9.9","29.8","99.04","1","0","2","PC","PC","12.866","0.007","1","qlp-s74-faintsearch","FAINT","280.461822","26.937022","0.082","0.021","0.65","0.027","2460338.349222","0.0080753","4.9792822","0.0000542","4.331","0.546","4.761608","0.290736","4376","267.742","12.0483","0.807315","1039.87","1582","15","1260.84","27.6","6677","128.5","3.95","0.09","2.07","0.1","","","1.41","0.226401","26,40,53,54,74","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"219707850","7003.01","","3","4","3","3","1","4","4","221.7","326.9","125.65","1","0","0","PC","PC","14.2717","0.007","1","qlp-s74-faintsearch","FAINT","136.631085","70.886829","-38.821","0.07","-46.733","0.075","2460338.155539","0.0004154","0.7331156","5e-7","0.559","0.047","50.587468","10.227174","45524","9375.35","13.8557","0.966293","48.0269","733","59","155.969","1.3535","3326","157","4.77","0.01","0.46","0.01","","","0.457983","0.0205446","40,47,53,60,74","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"390207998","7004.01","","3","4","3","3","2","4","4","5.5","18.2","70.87","2","0","1","PC","PC","12.5926","0.007","1","qlp-s74-faintsearch","FAINT","282.64336","40.601236","1.741","0.027","3.348","0.031","2460321.753883","0.0109337","9.8162989","0.0001293","5.37","1.113","2.575161","0.209351","2369","192.801","9.90817","0.713863","250.587","1108","12","948.197","14.211","5755.9","107.5","3.77","0.07","2.18","0.1","0.266396","0.0405089","1.03","0.124838","14,26,40,41,53,54,74","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-24"
+"99834321","7005.01","TIC 99834321.01","3","4","3","3","1","4","4","7.9","34.7","59.5","0","0","0","PC","PC","12.8725","0.006","1","qlp-s75-faintsearch","CTOI","164.988266","64.643718","6.07","0.025","-4.884","0.029","2460366.005379","0.0028049","8.1420107","0.0000276","1.89","0.387","5.85703","0.479205","5380","441.267","8.96217","0.640733","54.4532","756","13","723.398","9.433","6089","119.371","4.28938","0.081337","1.27","0.06","","","1.14","0.155298","14,21,41,47,48,74,75","found in faint-star QLP search and a CTOI submitted by Kendra Nguyen","2024-05-30","2024-08-13","2024-08-14"
+"343336312","7006.01","","3","4","3","3","2","4","4","2.4","38.6","67.97","2","0","1","PC","PC","12.8066","0.006","1","qlp-s75-faintsearch","FAINT","310.040594","62.280407","6.533","0.032","0.739","0.029","2460393.557616","0.0025916","51.9120896","0.0001369","4.975","0.61","17.036797","0.720225","15569","663.132","9.69324","0.60234","5.28684","422","30","339.348","1.988","5437","154.9","4.55","0.09","0.86","0.05","","","0.948","0.121638","15,16,17,24,55,56,57,58,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"289441015","7007.01","","5","5","5","5","5","5","5","8","37","30.99","2","0","0","PC","FP","12.695","0.213","1","qlp-s75-faintsearch","FAINT","315.213643","48.803268","3.343","0.029","-0.72","0.027","2460394.089956","0.0080738","1.5342604","0.0000115","3.271","0.587","1.921281","0.125664","1768","115.734","6.09992","0.434538","15822.4","3124","10","625.983","6.103","8194","1362.5","4.28","0.16","1.7","0.08","","","2.01","0.582487","15,16,55,56,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"335661164","7008.01","","3","4","3","3","1","4","4","12.4","47.2","20.61","0","0","0","PC","PC","12.9055","0.006","1","qlp-s75-faintsearch","FAINT","216.988253","79.450396","-15.512","0.023","26.844","0.02","2460365.878231","0.001273","0.8406912","0.000001","1.489","0.242","2.776517","0.137523","2554","126.655","4.77919","0.316552","1679.35","1783","27","410.467","2.092","5170","125.2","4.42","0.08","0.95","0.06","","","0.88","0.101644","14,15,19,20,21,26,40,41,47,48,53,60,73,74,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"405837291","7009.01","","3","4","3","3","1","4","4","9.3","45.9","15.43","2","2","0","PC","PC","12.9341","0.006","1","qlp-s75-faintsearch","FAINT","299.513133","55.651029","-36.065","0.028","5.946","0.027","2460392.364327","0.0017605","2.3206673","0.0000047","0.969","0.218","3.191321","0.35554","2935","327.411","4.047","0.426265","42.4124","710","12","184.12","0.474","4231","125.9","4.61","0.11","0.67","0.06","","","0.662","0.0801644","14,15,16,41,54,55,56,57,74,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"233867481","7010.01","","3","4","4","3","1","4","4","20.4","62.1","89.71","3","0","0","PC","PC","13.0287","0.028","1","qlp-s75-faintsearch","FAINT","304.36076","58.427382","9.072","0.032","17.064","0.026","2460415.354189","0.0011075","4.1976032","0.0000059","1.971","0.264","10.961366","0.454804","10045","418.802","11.3523","","149.237","973","31","583.755","5.931","5617","122","4.29","","1.18","","","","0.99","","14,17,41,55,57,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-09-15"
+"167631701","7011.01","","3","4","3","3","2","4","4","6.5","38.7","79.55","0","0","2","PC","PC","12.9664","0.006","1","qlp-s75-faintsearch","FAINT","319.57696","41.398944","-8.092","0.025","-3.934","0.028","2460369.656214","0.0026158","19.394038","0.0000631","4.082","0.281","10.978914","0.579809","10061","533.881","10.5887","0.654456","25.3617","625","13","518.602","4.2715","5493","140.6","4.35","0.08","1.08","0.06","","","0.963","0.121003","15,16,55,56,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"322369867","7012.01","","3","4","3","3","1","4","4","9.7","33.5","65.74","0","0","0","PC","PC","13.3792","0.011","1","qlp-s75-faintsearch","FAINT","309.116634","50.597122","-3.812","0.055","-11.464","0.054","2460387.423383","0.0041967","4.0197822","0.0000209","3.18","0.468","5.561245","0.332686","5109","306.368","9.47332","","653.222","1408","14","931.193","26.472","6208","122","4.21","","1.42","","","","1.19","","15,16,41,55,56,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"67246795","7013.01","","3","4","3","3","2","4","4","12.1","49.2","45.47","0","0","2","PC","PC","12.6968","0.009","1","qlp-s75-faintsearch","FAINT","311.769968","37.26488","-9.27","0.022","-23.47","0.025","2460362.063352","0.0029239","4.2451891","0.0000129","2.663","0.324","6.038253","0.327095","5546","301.22","7.66981","0.493977","221.068","1074","14","426.494","2.581","5358","128.1","4.37","0.08","1.05","0.06","","","0.93","0.113956","15,41,55,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"158657991","7014.01","","3","5","5","3","1","4","4","20.9","75.3","35.08","1","8","0","PC","APC","12.5233","0.007","1","qlp-s75-faintsearch","FAINT","288.016564","44.496438","9.654","0.039","-2.749","0.04","2460366.837105","0.0007405","0.7406805","9e-7","0.598","0.141","2.639373","0.292951","2428","269.781","6.53553","0.438418","854.861","1506","17","537.401","6.2195","6204.8","135.3","4.44","0.08","1.08","0.05","-0.10888","0.0127549","1.19","0.158529","14,40,41,53,55,74,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-09-02"
+"11894726","7015.01","","3","4","3","3","1","4","4","25.2","143.3","125.8","0","0","0","PC","PC","14.3528","0.007","1","qlp-s75-faintsearch","FAINT","178.176278","48.352211","-66.12","0.051","2.82","0.087","2460359.065148","0.001006","7.0687489","0.0000131","0.515","0.1","56.174533","11.742755","50423","10757.2","14.0241","1.09435","0.313028","208","15","164.557","1.8365","3368","157","4.77","0.01","0.47","0.01","","","0.462913","0.020665","48,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"16740548","7016.01","","3","4","3","3","1","4","4","47.1","66.9","317","2","0","0","PC","PC","13.3901","0.03","1","qlp-s75-faintsearch","FAINT","307.898168","39.796755","-2.599","0.029","-8.823","0.04","2460366.663055","0.0012595","1.598803","0.0000018","2.438","0.161","15.536776","0.478444","14208","440.566","15.4905","","11433.8","2880","40","796.293","12.551","9488","124","4.58","","1.32","","","","2.41","","14,15,41,55,75","found in faint-star QLP search; two similarly bright stars in pixel but difference images prefer this star; other star is TIC 16740552 (Tmag ~13.3)","2024-05-30","2024-08-22","2024-08-22"
+"1881298619","7017.01","","3","4","3","3","1","4","4","","","317","0","0","0","PC","PC","13.1719","0.011","1","qlp-s75-faintsearch","FAINT","299.074389","44.432298","-3.538","0.031","-5.385","0.037","2460363.019969","0.0037733","5.0826878","0.0000239","5.11","0.549","7.984476","0.357964","7327","329.643","19.0027","","1426.43","1712","19","1526.54","40.075","6743","126","3.83","","2.42","","","","1.44","","14,15,41,54,55,74,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"156512187","7018.01","","3","4","4","3","1","4","4","20.4","61.6","317","2","0","0","PC","PC","12.9092","0.007","1","qlp-s75-faintsearch","FAINT","221.073871","77.946044","-27.131","0.025","-9.405","0.021","2460352.534386","0.0006183","20.3158735","0.0000125","5.276","0.045","43.457066","0.467952","39235","430.907","17.8657","0.859249","37.1984","688","110","473.162","2.647","5725","122.6","4.53","0.07","0.91","0.04","","","1.02","0.121745","14,15,20,21,26,40,41,47,48,53,60,73,74,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"366119858","7019.01","","3","4","3","3","2","4","4","1.8","32","48.41","0","0","1","PC","PC","12.7199","0.007","1","qlp-s75-faintsearch","FAINT","273.788901","50.862739","-61.155","0.025","-72.133","0.025","2460328.380324","0.0031968","48.2590904","0.0002071","6.299","0.432","7.345914","0.364676","6743","335.823","7.87933","0.426808","13.5351","534","22","434.178","2.5705","5936","128.2","4.61","0.08","0.85","0.04","","","1.08","0.149036","14,18,25,26,40,41,48,52,53,54,55,58,74,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-24"
+"233287217","7020.01","","3","4","3","3","1","4","4","18.5","60.1","77.52","3","3","0","PC","PC","11.3226","0.014","1","qlp-s75-faintsearch","FAINT","300.366236","54.927126","-4.583","0.049","-5.125","0.048","2460394.056309","0.0011357","3.1642475","0.0000065","1.115","0.411","2.532717","0.23008","2330","211.889","10.4341","0.683263","296.494","1156","20","661.226","12.037","6975","158.9","4.01","0.08","2.02","0.09","","","1.53","0.244699","14,15,54,55,56,74,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"233855268","7021.01","TIC 233855268.01","3","4","3","3","1","4","4","3.3","29.7","78.7","0","2","0","PC","PC","12.2564","0.015","1","qlp-s75-faintsearch","FAINT","304.209848","56.590341","-2.905","0.038","-8.524","0.039","2459881.26001","0.0039386","49.5355004","0.0002812","8.483","0.526","6.192206","0.268976","5687","247.705","10.5617","0.567113","27.5628","638","17","541.015","5.976","6173","156.9","4.26","0.09","1.33","0.06","","","1.18","0.169143","14,15,16,41,55,56,57,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"125366299","7022.01","","3","4","3","3","1","4","4","56.9","58.3","317","3","0","0","PC","PC","12.9085","0.019","1","qlp-s75-faintsearch","FAINT","320.914125","37.759522","-3.795","0.045","-12.007","0.052","2460392.427201","0.0008691","2.8583729","0.0000042","1.236","0.216","12.919739","4.347773","11829","3996.44","16.0985","2.31429","259.61","1118","26","537.48","9.523","5537","161.7","4.27","0.08","1.19","0.07","","","0.97","0.135149","15,55,56,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"230856987","7023.01","","3","4","3","3","1","4","4","26.4","74.8","112.51","2","0","0","PC","PC","13.1587","0.009","1","qlp-s75-faintsearch","FAINT","312.781068","34.440642","-1.592","0.022","-5.441","0.026","2460365.559902","0.0027504","2.3404152","0.0000069","2.522","0.336","12.30023","0.625812","11265","576.228","13.0087","","1539.65","1745","17","879.003","12.1455","6686","122","4.34","","1.33","","","","1.42","","15,41,55,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"354032153","7024.01","","3","4","3","3","1","4","4","52","105.9","98.72","0","0","0","PC","PC","14.0905","0.006","1","qlp-s75-faintsearch","FAINT","168.703812","53.511708","-16.7","0.04","-45.283","0.041","2459634.914183","0.0017799","1.9639208","0.0002769","1.467","0.161","33.689822","2.007089","30553","1846.89","12.0421","","74.4726","818","22","270.872","2.2115","3914.3","276.7","4.52","","0.71","","-1.224","0.263","0.61","","48,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"219803922","7025.01","","3","4","3","3","2","4","4","4.1","36.9","94.14","0","12","1","PC","PC","11.3683","0.006","1","qlp-s75-faintsearch","FAINT","266.122221","62.555116","-8.548","0.044","-22.113","0.041","2460340.028469","0.0014979","66.9954225","0.0000975","2.024","0.676","5.962922","0.344612","5477","317.349","11.7213","0.650433","1.51166","308","28","429.239","4.0365","6078","119.2","4.14","0.08","1.51","0.07","","","1.137","0.1537","14,15,16,17,18,19,20,21,22,23,24,26,40,41,47,48,49,50,51,53,54,55,57,59,60,73,74,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"219809549","7026.01","","3","4","3","3","1","4","4","0.4","18.7","26.14","0","0","0","PC","PC","13.0172","0.006","1","qlp-s75-faintsearch","FAINT","266.836955","65.632257","2.328","0.031","-36.667","0.03","2460314.948852","0.0044186","65.5580424","0.0002627","4.167","0.42","6.950281","0.378433","6381","348.489","5.53264","","0.95388","275","16","228.15","0.7435","4340","122","4.54","","0.74","","","","0.68","","14,15,16,18,19,20,21,22,23,25,40,41,48,49,50,52,53,55,59,60,73,74,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"164783371","7027.01","","3","4","3","3","1","4","4","12.9","35.4","92.41","2","0","0","PC","PC","13.0105","0.007","1","qlp-s75-faintsearch","FAINT","284.738548","47.169508","-3.141","0.022","-18.753","0.023","2460367.077518","0.0028438","4.2885021","0.0000147","1.427","0.266","4.789961","0.423676","4402","390.144","11.61","","97.7022","875","12","1008.39","11.1855","5937.5","88.6","3.99","","1.75","","0.143793","0.0854198","1.08","","14,40,41,53,55,74,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"416195843","7028.01","","3","4","3","3","1","4","4","5","28.5","15.64","2","0","0","PC","PC","12.9405","0.006","1","qlp-s75-faintsearch","FAINT","287.160637","57.377572","6.131","0.03","0.613","0.031","2460420.816602","0.001957","2.4596079","0.0000046","2.168","0.228","2.38581","0.087537","2195","80.6217","4.09395","0.254357","448.314","1281","25","427.132","3.1965","5340","128.7","4.48","0.08","0.92","0.05","","","0.92","0.11586","14,15,16,17,19,20,22,23,24,25,26,40,41,47,49,50,52,53,54,55,56,57,58,59,60,73,74,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"446166017","7029.01","","3","4","3","3","1","4","4","62.9","130.9","117.03","0","0","0","PC","PC","14.8347","0.008","1","qlp-s75-faintsearch","FAINT","183.519002","48.359133","16.262","0.047","-28.286","0.073","2460392.777339","0.0007647","1.9271521","0.000003","1.201","0.091","65.731759","3.165155","58745","2910.97","13.364","0.587484","29.2163","647","26","263.55","4.888","3516","157","4.7","0.01","0.55","0.02","","","0.543304","0.0213124","48,49,75","found in faint-star QLP search","2024-05-30","2024-08-22","2024-08-22"
+"430930679","7030.01","","2","4","4","2","2","4","4","5.1","55.6","3.3","1","4","2","PC","PC","9.6396","0.006","1","qlp-s76-ffi","QLP","334.163501","52.924493","-114.131","0.064","-109.74","0.055","2460404.290481","0.0029438","2.5604522","0.0000091","1.312","0.297","0.463708","0.049332","427","45.4356","1.63806","0.158622","102.168","885","10","60.445","0.14755","4679","129","4.54","0.1","0.77","0.06","","","0.75","0.0884541","16,17,56,57,76","visual binary; crowded field","2024-05-30","2024-05-30","2024-08-31"
+"284592989","7031.01","TIC 284592989.01","3","4","3","3","1","4","4","18.6","54.6","39.95","2","0","0","PC","PC","14.367","0.007","1","spoc-s76-b02","SPOC","186.012762","42.684124","28.865","0.053","-8.367","0.058","2460368.419612","0.0024844909","1.7911015844962","0.0003034416","1.3192751493368","0.18817224","13.387839","1.45219","12254.943975233","1336.6227","7.0726104261411","1.0872678","114.79978155541","834.84339396359","8.21445","295.802","4.8795","3718","157","4.62057","0.0125886","0.63664698600769","0.0199952","","","0.617018","0.0208771","76","possibly V-shaped; Gaia DR3 RV error ~ 6 km/s; also a CTOI by Marco Montalto","2024-05-30","2024-05-30","2024-06-02"
+"22903436","7032.01","TIC 22903436.01","1","4","1","1","3","4","4","4.4","107.2","6.61","0","1","2","PC","PC","8.1532","0.006","1","qlp-s77-ffi","QLP","205.846632","39.248789","87.232","0.027","-80.506","0.039","2460397.022821","0.0016559","17.7456043","0.000062","2.675","0.496","1.306927","0.05221","1203","48.0856","2.44767","0.203412","8.44389","474","27","26.6423","0.0226","4526","125.1","4.57","0.1","0.72","0.06","","","0.71","0.0846074","23,49,50,76,77","variable host; matches period of CTOI from Planet Hunters","2024-07-25","2024-07-25","2024-08-27"
+"29953537","7033.01","TIC 29953537.01","1","4","1","1","1","4","4","5.8","50.1","3.68","0","0","0","PC","PC","10.2097","0.006","1","qlp-s62-ffi","SPOC/QLP","133.641742","-45.483829","8.604","0.055","-152.628","0.05","2460013.337525","0.0029461","0.7312783","0.0000021","1.289","0.286","0.349663","0.031476","322","28.9896","1.7324","0.132642","2334.8","1936","11","137.386","0.567","5508","133.5","4.45","0.08","0.97","0.05","","","0.97","0.127279","8,9,35,36,62","nearby bright variable star(TIC 29953651) which has variability period of 1.47243 days (about 2x candidate period); however SPOC 1-65 multisector indicates signal is on target; also a CTOI from Alton Spencer","2024-08-14","2024-08-14","2024-08-27"
+"418981325","7034.01","","3","5","5","3","1","4","4","10.2","57.2","24.58","0","1","0","PC","APC","10.4875","0.006","1","qlp-s78-ffi","QLP","6.578481","62.931096","-0.9","3.2","-2.6","3.2","2460448.381202","0.002868","0.9082202","0.0000026","1.461","0.303","0.657069","0.054689","605","50.3693","5.31602","","10962.9","","14","573.293","","8482","","","","2.18","","","","","","17,18,24,58,78","period could be too short for host star","2024-08-14","2024-08-14","2024-08-27"
+"366074071","7035.01","TIC 366074071.01","3","4","3","3","1","4","4","64.9","72.4","317","2","2","0","PC","PC","10.2955","0.006","1","qlp-s78-ffi","SPOC/QLP","356.781098","69.0485","-6.403","0.052","-11.656","0.044","2460448.966726","0.0005471","4.18142","0.00038","4.43","0.044","7.641093","0.070072","7013","64.5369","14.794","0.661276","1099.82","1638","52","318.756","2.798","6293.8","245.5","4.04","0.09","1.76","0.08","","","1.242","0.202573","17,18,24,25,58,78","This is the actual source of the signal originally alerted on TIC 366074069(as TOI 1521 which is now a TFOP NPC)","2024-08-14","2024-08-14","2024-08-27"
+"284300833","7036.01","TIC 284300833.01","3","4","3","3","1","4","4","28.4","78.3","87.12","0","0","0","PC","PC","14.4804","0.007","1","spoc-s78-b02","SPOC","237.806582","29.44792","-3.784","0.042","8.121","0.06","2460434.686218","0.005265237","3.0513297572493","0.0013678267","1.4911245610681","0.22572368","25.781475","3.913484","23465.906814729","3597.9634","11.189359682548","1.447511","73.74455606976","747.39853280213","8.032618","349.473","3.9085","3937","157","4.60668","0.0124596","0.65357202291489","0.0200799","","","0.629797","0.0206353","78","no centroid information; slightly v-shaped","2024-08-14","2024-08-14","2024-08-27"
+"269343479","7037.01","TIC 269343479.01","3","4","3","3","1","4","4","53.1","61.4","317","0","0","0","PC","PC","12.0302","0.007","1","qlp-CTOIs","CTOI","128.328153","5.106301","-14.461","0.108","-12.563","0.076","2459244.90244","0.0018945","4.1279985","0.0000155","1.698","0.225","3.752266","1.978439","3450","1820.55","15.1533","5.82992","675.403","1420","14","445.119","11.893","5865","125","4.28","0.08","1.23","0.07","","","1.06","0.127516","7,34","V-shaped; possible P_rot ~5 d; Gaia DR2 RV error ~1.47 km/s; CTOI from Marco Montalto","2024-08-28","2024-08-28","2024-09-08"
+"210904767","7038.01","","3","4","3","4","1","4","4","4.3","49.8","9.97","0","0","0","PC","PC","8.9498","0.006","1","qlp-s65-210904767","SPOC/QLP","246.057741","-32.143789","-9.834","0.094","-23.043","0.068","2460079.460235","0.0041327","8.6000492","0.0000416","3.059","0.784","0.694007","0.04616","639","42.514","3.12511","0.208397","256.415","1114","17","152.834","1.1065","6920","131.124","4.31183","0.0819904","1.42","0.06","","","1.51","0.24489","12,39,65","variable host","2024-08-28","2024-08-28","2024-09-08"
+"329981856","7039.01","","1","4","1","1","1","4","4","5.6","42.6","9.36","0","0","0","PC","PC","10.0679","0.006","1","qlp-s65-329981856","QLP","192.339004","-70.916554","-9.792","0.042","-36.567","0.042","2460088.850177","0.004508","3.3206355","0.0000388","4.732","0.604","0.724428","0.048439","667","44.6127","3.01837","0.218737","1683.48","1784","11","183.08","1.024","5768","128.3","4.21","0.08","1.33","0.07","","","1.03","0.135448","11,12,38,65","L1 candidate","2024-08-28","2024-08-28","2024-09-08"
+"277039287","7040.01","","3","4","3","3","1","4","4","3","34.1","23.64","0","0","0","PC","PC","11.6081","0.006","1","spoc-s67-b02","SPOC","283.443213","-34.784103","-14.427","0.07","-16.576","0.062","2460128.288364","0.005074468","21.05624219109","0.0075877933","4.4190397740375","0.48814586","2.870501","0.319644","2640.3371988242","294.35925","5.1947988341714","0.7895158","31.828164838219","605.7907661018","8.68239","237.004","2.6615","5376","130.055","4.45068","0.0844354","0.95046502351761","0.0535478","","","0.93","0.123576","67","second event is ramp-like; period could be half (~10.5 days)","2024-08-28","2024-08-28","2024-09-08"
+"201175570","7041.01","TIC 201175570.01","3","4","3","3","1","4","4","8.9","18.7","66.32","0","0","0","PC","PC","10.264","0.006","1","spoc-s01-s69-b02","SPOC","357.802172","-50.869862","2.072","0.044","-1.746","0.04","2460160.362835","0.013765347","9.6994665767246","0.0051016193","15.796006760346","0.98390627","0.557084","0.059422","512.9617960606","54.72791","9.5295926318155","2.9982812","143.25897954557","882.36894133265","8.977671","439.52","5.7325","4696","122","4.438","","4.2105898857117","","","","","","68,69","evolved host; low SNR; long duration","2024-08-28","2024-08-28","2024-09-08"
+"345724317","7042.01","","2","4","2","2","1","4","4","5.9","49.6","10.52","0","2","0","PC","PC","10.4875","0.006","1","qlp-s79-ffi","QLP","249.91015","20.743061","3.558","0.062","-7.532","0.067","2460478.507055","0.0032861","2.817627","0.0000116","1.455","0.289","0.942828","0.082897","868","76.3479","3.22711","0.239891","327.873","1185","9","237.065","2.6065","6320.6","104.4","4.4","0.08","1.17","0.05","-0.105","0.011","1.246","0.184685","25,52,79","slight depth aperture correlation; weak BLS; low SNR","2024-08-28","2024-08-28","2024-09-08"
+"57299130","7043.01","","3","4","3","3","1","4","4","1.3","36","3.53","0","2","0","PC","PC","9.094","0.006","1","qlp-s79-ffi","QLP","251.80616","37.885957","-87.805","0.036","127.575","0.048","2460463.610974","0.0046671","17.3840061","0.0001712","3.932","0.64","0.609269","0.036408","561","33.5326","1.69425","0.116438","29.5344","649","13","64.2031","0.0912","5228.2","106.5","4.56","0.08","0.82","0.04","0.24","0.107","0.89","0.109921","24,25,51,52,78,79","some events on momentum dumps which cause apparent offset in SPOC","2024-08-28","2024-08-28","2024-09-08"
+"263723967","7044.01","","3","4","3","3","1","4","4","8","48.4","36.82","0","1","0","PC","PC","10.1135","0.006","1","qlp-s79-ffi","QLP","250.414739","15.20053","-30.677","0.035","-0.244","0.036","2460473.081723","0.0045717","15.9669794","0.000086","3.514","0.287","2.422807","0.109512","2229","100.859","6.72555","0.391351","42.1361","709","16","232.078","1.691","5888","126.9","4.08","0.08","1.55","0.07","","","1.068","0.136806","25,52,79","maximum period between events in each year is 734.4810508 days; additional s25 transit at TBJD 1988.1526 in SPOC FFIs confirms period is 1/46 of the maximum period (~15.97 d)","2024-08-28","2024-08-28","2024-09-08"
+"21720215","7045.01","TIC 21720215.01","3","4","3","3","1","4","4","12.8","74","16.14","1","2","0","PC","PC","9.90787","0.006","1","qlp-s79-ffi","SPOC/QLP","256.054062","31.565369","17.565","0.034","-25.013","0.038","2460477.847283","0.0018454","2.2775983","0.0000063","1.3","0.327","1.228663","0.092625","1131","85.3068","4.16351","0.27059","445.957","1280","14","201.532","0.8875","6320","115.9","4.31","0.08","1.3","0.05","","","1.246","0.192469","25,79","two stars in pixel; somewhat V-shaped","2024-08-28","2024-08-28","2024-09-08"
\ No newline at end of file
diff --git a/data/extractAndCreateCurves.py b/data/extractAndCreateCurves.py
new file mode 100644
index 00000000..67f9dca5
--- /dev/null
+++ b/data/extractAndCreateCurves.py
@@ -0,0 +1,54 @@
+import csv
+import lightkurve as lk
+import matplotlib.pyplot as plt
+
+# Function to generate lightcurves
+def generate_lightcurve(TIC):
+    TIC_str = f'TIC {TIC}'  # Formatting the TIC ID
+    try:
+        available_data_all = lk.search_lightcurve(TIC_str)
+        sector_data = available_data_all.download()
+
+        if sector_data:
+            bin_time = 15 / 24 / 30
+            lc_collection_binned = sector_data.bin(bin_time)
+
+            # Create a figure and axis
+            fig, ax = plt.subplots()
+
+            # Set the axis face color to transparent
+            ax.set_facecolor('none')
+            fig.patch.set_alpha(0)
+
+            # Plotting the binned lightcurve
+            lc_collection_binned.plot(ax=ax, color='red', lw=0, marker='.')
+
+            # Save the figure with a transparent background
+            plt.savefig(f'{TIC}_lightcurve.png', transparent=True)
+            plt.close()
+
+            print(f"Lightcurve for TIC {TIC} saved successfully.")
+        else:
+            print(f"No data found for TIC {TIC}")
+    except Exception as e:
+        print(f"Error processing TIC {TIC}: {str(e)}")
+
+# Reading CSV and extracting the first 10 TIC IDs
+def process_csv(filename):
+    with open(filename, 'r') as file:
+        reader = csv.DictReader(file)
+        tic_count = 0
+
+        for row in reader:
+            if tic_count >= 10:
+                break
+
+            TIC_ID = row['TICID']
+            generate_lightcurve(TIC_ID)
+
+            tic_count += 1
+
+# Run the script
+if __name__ == '__main__':
+    csv_filename = 'exofop.csv'
+    process_csv(csv_filename)
\ No newline at end of file
diff --git a/data/supabase/updateTicStats.py b/data/supabase/updateTicStats.py
deleted file mode 100644
index 4d0bafa3..00000000
--- a/data/supabase/updateTicStats.py
+++ /dev/null
@@ -1,52 +0,0 @@
-# A script to look through your supabase `planetsss` table (assuming your Star Sailors instance is the same as ours) and update its star stats based on tic id
-import os
-from supabase import create_client, Client
-from astroquery.mast import Catalogs
-
-# Initialize Supabase client
-url = "https://qwbufbmxkjfaikoloudl.supabase.co"
-key = "eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6InF3YnVmYm14a2pmYWlrb2xvdWRsIiwicm9sZSI6InNlcnZpY2Vfcm9sZSIsImlhdCI6MTY2OTk0MTc1OSwiZXhwIjoxOTg1NTE3NzU5fQ.YEicNFgQ3DolbXQVBRMrbqoJS3qLDEf5TKJ8dphZRRc"
-supabase = create_client(url, key)
-
-# Function to update a row with star information
-def update_star_info(row):
-    tic_id = row['ticId']
-    
-    # Fetch star information using the TIC ID
-    result = Catalogs.query_criteria(catalog="Tic", ID=tic_id)
-    
-    if len(result) > 0:
-        star = result[0]
-        metallicity = star['Teff']
-        luminosity = star['lum']
-        mass = star['mass']
-        color = star['Tmag']
-        
-        # Update the row with star information
-        data, count = supabase.table('planetsss') \
-            .update({'Metallicity': metallicity, 'Luminosity': luminosity, 'Mass': mass, 'Color': color}) \
-            .eq('id', row['id']) \
-            .execute()
-
-        if count == 1:
-            print(f"Updated row {row['id']} with star information.")
-        else:
-            print(f"Failed to update row {row['id']}.")
-    else:
-        print(f"No information found for TIC ID {tic_id}.")
-
-# Retrieve all rows from the 'planetsss' table
-response = supabase.table('planetsss').select("*").execute()
-
-print(response)
-
-if response.status_code == 200:
-    rows = response.data  # Access the data using response.data
-
-    for row in rows:
-        try:
-            update_star_info(row)
-        except Exception as e:
-            print(f"Error updating row {row['id']}: {str(e)}")
-else:
-    print(f"Failed to fetch data from 'planetsss' table: {response.status_code} - {response.error}")
\ No newline at end of file
diff --git a/database/Tables/basePlanets.csv b/database/Tables/basePlanets.csv
deleted file mode 100644
index fd3ed8d3..00000000
--- a/database/Tables/basePlanets.csv
+++ /dev/null
@@ -1,6 +0,0 @@
-1,Kepler-69c,KOI 172.02,Super-Earth,1.71,2.14,2.36,0.73,548.15,325.15,0.64,242.47,in progress,,2023-12-09 22:45:53.406827+00,,2
-2,Kepler-186f,KOI 571.05,Terrestrial Earth-like,1.17,1.44,,1.17,-85,,0.432,129.95,in progress,,2023-12-11 02:14:32.494124+00,,1
-3,Kepler-442b,KOI-4742.01,Terrestrial Super-Earth,1.34,2.3,,,233,,0.409,112.3,in progress,,2023-12-11 07:04:10.985628+00,,3
-4,Kepler-22b,KOI-87.01,Water world,2.1,9.1,5.2,,279,295,0.812,289.86,in progress,,2023-12-11 07:06:10.540091+00,,4
-5,Trappist-1f,TOI 6838.05,Terrestrial earth-size,1.045,1.039,5.009,,217.65,,0.03749,9.21,in progress,,2023-12-11 07:10:40.276653+00,,5
-6,TOI-700d,TOI-700.02,Goldilocks terrestrial earth-like,1.073,1.72,,,268.85,,0.1633,37.42,in progress,,2023-12-11 07:12:23.761093+00,,6
diff --git a/database/Tables/basePlanets.sql b/database/Tables/basePlanets.sql
deleted file mode 100644
index 0c2533ce..00000000
Binary files a/database/Tables/basePlanets.sql and /dev/null differ
diff --git a/database/app.py b/database/app.py
deleted file mode 100644
index b865bf03..00000000
--- a/database/app.py
+++ /dev/null
@@ -1,55 +0,0 @@
-from flask import Flask, jsonify
-from supabase_py import create_client
-
-app = Flask(__name__)
-
-# app.config["SQLALCHEMY_DATABASE_URI"] = ""
-# db.init_app(app)
-
-# Create Supabase client
-
-SUPABASE_URL = 'https://qwbufbmxkjfaikoloudl.supabase.co'
-SUPABASE_KEY = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6InF3YnVmYm14a2pmYWlrb2xvdWRsIiwicm9sZSI6ImFub24iLCJpYXQiOjE2Njk5NDE3NTksImV4cCI6MTk4NTUxNzc1OX0.RNz5bvsVwLvfYpZtUjy0vBPcho53_VS2AIVzT8Fm-lk'
-supabase = create_client(SUPABASE_URL, SUPABASE_KEY)
-
-# class InventoryUsers(db.Model):
-#     __tablename__ = 'inventoryUSERS'
-
-#     id = db.Column(db.BigInteger, primary_key=True)
-#     item = db.Column(db.BigInteger, db.ForeignKey('inventoryITEMS.id'))
-#     owner = db.Column(db.String, db.ForeignKey('profiles.id'))
-#     quantity = db.Column(db.Float)
-#     location = db.Column(db.BigInteger, db.ForeignKey('inventoryPLANETS.id'))
-#     sector = db.Column(db.BigInteger, db.ForeignKey('basePlanetSectors.id'))
-#     planetSector = db.Column(db.BigInteger, db.ForeignKey('basePlanetSectors.id'))
-
-# class InventoryItems(db.Model):
-#     __tablename__ = 'inventoryITEMS'
-
-#     id = db.Column(db.BigInteger, primary_key=True)
-#     name = db.Column(db.String)
-#     description = db.Column(db.Text)
-#     cost = db.Column(db.Integer)
-#     icon_url = db.Column(db.String)
-#     ItemCategory = db.Column(db.String)
-#     parentItem = db.Column(db.BigInteger)
-#     itemLevel = db.Column(db.Float, default=1.0)
-#     oldAssets = db.Column(db.ARRAY(db.Text))
-
-# Route to fetch items from inventoryITEMS table
-@app.route('/items')
-def get_items():
-    # Query items from inventoryITEMS table
-    items = supabase.table('inventoryITEMS').select('*').execute()
-    return jsonify(items['data'])
-
-# Route to fetch user inventory from inventoryUSERS table
-@app.route('/inventory/<user_id>')
-def get_user_inventory(user_id):
-    # Query user inventory from inventoryUSERS table
-    user_inventory = supabase.table('inventoryUSERS').select('*').eq('owner', user_id).execute()
-    return jsonify(user_inventory['data'])
-
-# Main function to run the Flask app
-if __name__ == '__main__':
-    app.run(debug=True)
\ No newline at end of file
diff --git a/database/archive/Generator/classify.ipynb b/database/archive/Generator/classify.ipynb
deleted file mode 100644
index 76cc13bd..00000000
--- a/database/archive/Generator/classify.ipynb
+++ /dev/null
@@ -1,1600 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import matplotlib.pyplot as plt\n",
-    "import lightkurve as lk"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "SearchResult containing 14 data products.\n",
-       "\n",
-       "<table id=\"table10742975456\">\n",
-       "<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n",
-       "<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n",
-       "<tr><td>0</td><td>Kepler Quarter 01</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "<tr><td>1</td><td>Kepler Quarter 02</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "<tr><td>2</td><td>Kepler Quarter 03</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "<tr><td>3</td><td>Kepler Quarter 04</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "<tr><td>4</td><td>Kepler Quarter 05</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "<tr><td>5</td><td>Kepler Quarter 06</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "<tr><td>6</td><td>Kepler Quarter 08</td><td>2011</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "<tr><td>7</td><td>Kepler Quarter 09</td><td>2011</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "<tr><td>8</td><td>Kepler Quarter 10</td><td>2011</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "<tr><td>9</td><td>Kepler Quarter 12</td><td>2012</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "<tr><td>10</td><td>Kepler Quarter 13</td><td>2012</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "<tr><td>11</td><td>Kepler Quarter 14</td><td>2012</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "<tr><td>12</td><td>Kepler Quarter 16</td><td>2013</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "<tr><td>13</td><td>Kepler Quarter 17</td><td>2013</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009850966</td><td>0.0</td></tr>\n",
-       "</table>"
-      ],
-      "text/plain": [
-       "SearchResult containing 14 data products.\n",
-       "\n",
-       " #       mission      year author exptime  target_name  distance\n",
-       "                                     s                   arcsec \n",
-       "--- ----------------- ---- ------ ------- ------------- --------\n",
-       "  0 Kepler Quarter 01 2009 Kepler    1800 kplr009850966      0.0\n",
-       "  1 Kepler Quarter 02 2009 Kepler    1800 kplr009850966      0.0\n",
-       "  2 Kepler Quarter 03 2009 Kepler    1800 kplr009850966      0.0\n",
-       "  3 Kepler Quarter 04 2010 Kepler    1800 kplr009850966      0.0\n",
-       "  4 Kepler Quarter 05 2010 Kepler    1800 kplr009850966      0.0\n",
-       "  5 Kepler Quarter 06 2010 Kepler    1800 kplr009850966      0.0\n",
-       "  6 Kepler Quarter 08 2011 Kepler    1800 kplr009850966      0.0\n",
-       "  7 Kepler Quarter 09 2011 Kepler    1800 kplr009850966      0.0\n",
-       "  8 Kepler Quarter 10 2011 Kepler    1800 kplr009850966      0.0\n",
-       "  9 Kepler Quarter 12 2012 Kepler    1800 kplr009850966      0.0\n",
-       " 10 Kepler Quarter 13 2012 Kepler    1800 kplr009850966      0.0\n",
-       " 11 Kepler Quarter 14 2012 Kepler    1800 kplr009850966      0.0\n",
-       " 12 Kepler Quarter 16 2013 Kepler    1800 kplr009850966      0.0\n",
-       " 13 Kepler Quarter 17 2013 Kepler    1800 kplr009850966      0.0"
-      ]
-     },
-     "execution_count": 2,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "TIC = 'KOI-4879'\n",
-    "sector_data = lk.search_lightcurve(TIC)\n",
-    "sector_data"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Generating TIC"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Installing dependencies & initialising Flask"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Requirement already satisfied: flask in /root/venv/lib/python3.7/site-packages (2.2.5)\n",
-      "Requirement already satisfied: importlib-metadata>=3.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from flask) (5.0.0)\n",
-      "Collecting Jinja2>=3.0\n",
-      "  Using cached Jinja2-3.1.2-py3-none-any.whl (133 kB)\n",
-      "Requirement already satisfied: Werkzeug>=2.2.2 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from flask) (2.2.2)\n",
-      "Requirement already satisfied: click>=8.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from flask) (8.1.3)\n",
-      "Requirement already satisfied: itsdangerous>=2.0 in /root/venv/lib/python3.7/site-packages (from flask) (2.1.2)\n",
-      "Requirement already satisfied: typing-extensions>=3.6.4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->flask) (4.4.0)\n",
-      "Requirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->flask) (3.9.0)\n",
-      "Requirement already satisfied: MarkupSafe>=2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=3.0->flask) (2.0.0)\n",
-      "Collecting MarkupSafe>=2.0\n",
-      "  Using cached MarkupSafe-2.1.3-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (25 kB)\n",
-      "Installing collected packages: MarkupSafe, Jinja2\n",
-      "  Attempting uninstall: MarkupSafe\n",
-      "    Found existing installation: MarkupSafe 2.0.0\n",
-      "    Not uninstalling markupsafe at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n",
-      "    Can't uninstall 'MarkupSafe'. No files were found to uninstall.\n",
-      "  Attempting uninstall: Jinja2\n",
-      "    Found existing installation: Jinja2 2.11.3\n",
-      "    Not uninstalling jinja2 at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n",
-      "    Can't uninstall 'Jinja2'. No files were found to uninstall.\n",
-      "\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n",
-      "spacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\u001b[0m\u001b[31m\n",
-      "\u001b[0mSuccessfully installed Jinja2-3.1.2 MarkupSafe-2.1.3\n",
-      "\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\n",
-      "You should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n",
-      "\u001b[0mRequirement already satisfied: supabase_py in /root/venv/lib/python3.7/site-packages (0.0.2)\n",
-      "Requirement already satisfied: pytest<7,>=6 in /root/venv/lib/python3.7/site-packages (from supabase_py) (6.2.5)\n",
-      "Requirement already satisfied: requests==2.25.1 in /root/venv/lib/python3.7/site-packages (from supabase_py) (2.25.1)\n",
-      "Requirement already satisfied: gotrue==0.2.0 in /root/venv/lib/python3.7/site-packages (from supabase_py) (0.2.0)\n",
-      "Requirement already satisfied: postgrest-py==0.4.0 in /root/venv/lib/python3.7/site-packages (from supabase_py) (0.4.0)\n",
-      "Requirement already satisfied: realtime-py<0.2.0,>=0.1.2 in /root/venv/lib/python3.7/site-packages (from supabase_py) (0.1.3)\n",
-      "Requirement already satisfied: httpx<0.17.0,>=0.16.1 in /root/venv/lib/python3.7/site-packages (from postgrest-py==0.4.0->supabase_py) (0.16.1)\n",
-      "Requirement already satisfied: deprecation<3.0.0,>=2.1.0 in /root/venv/lib/python3.7/site-packages (from postgrest-py==0.4.0->supabase_py) (2.1.0)\n",
-      "Requirement already satisfied: chardet<5,>=3.0.2 in /root/venv/lib/python3.7/site-packages (from requests==2.25.1->supabase_py) (4.0.0)\n",
-      "Requirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests==2.25.1->supabase_py) (1.26.12)\n",
-      "Requirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests==2.25.1->supabase_py) (2022.9.24)\n",
-      "Collecting idna<3,>=2.5\n",
-      "  Using cached idna-2.10-py2.py3-none-any.whl (58 kB)\n",
-      "Requirement already satisfied: toml in /root/venv/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (0.10.2)\n",
-      "Requirement already satisfied: importlib-metadata>=0.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (5.0.0)\n",
-      "Requirement already satisfied: py>=1.8.2 in /root/venv/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (1.11.0)\n",
-      "Requirement already satisfied: iniconfig in /root/venv/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (2.0.0)\n",
-      "Requirement already satisfied: attrs>=19.2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (22.1.0)\n",
-      "Requirement already satisfied: pluggy<2.0,>=0.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (1.0.0)\n",
-      "Requirement already satisfied: packaging in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (21.3)\n",
-      "Requirement already satisfied: websockets<10.0,>=9.1 in /root/venv/lib/python3.7/site-packages (from realtime-py<0.2.0,>=0.1.2->supabase_py) (9.1)\n",
-      "Requirement already satisfied: dataclasses<0.7,>=0.6 in /root/venv/lib/python3.7/site-packages (from realtime-py<0.2.0,>=0.1.2->supabase_py) (0.6)\n",
-      "Requirement already satisfied: python-dateutil<3.0.0,>=2.8.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from realtime-py<0.2.0,>=0.1.2->supabase_py) (2.8.2)\n",
-      "Requirement already satisfied: httpcore==0.12.* in /root/venv/lib/python3.7/site-packages (from httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (0.12.3)\n",
-      "Requirement already satisfied: rfc3986[idna2008]<2,>=1.3 in /root/venv/lib/python3.7/site-packages (from httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (1.5.0)\n",
-      "Requirement already satisfied: sniffio in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (1.3.0)\n",
-      "Requirement already satisfied: h11==0.* in /root/venv/lib/python3.7/site-packages (from httpcore==0.12.*->httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (0.14.0)\n",
-      "Requirement already satisfied: typing-extensions in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from h11==0.*->httpcore==0.12.*->httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (4.4.0)\n",
-      "Requirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=0.12->pytest<7,>=6->supabase_py) (3.9.0)\n",
-      "Requirement already satisfied: six>=1.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from python-dateutil<3.0.0,>=2.8.1->realtime-py<0.2.0,>=0.1.2->supabase_py) (1.16.0)\n",
-      "Requirement already satisfied: pyparsing!=3.0.5,>=2.0.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from packaging->pytest<7,>=6->supabase_py) (3.0.9)\n",
-      "Installing collected packages: idna\n",
-      "  Attempting uninstall: idna\n",
-      "    Found existing installation: idna 3.4\n",
-      "    Not uninstalling idna at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n",
-      "    Can't uninstall 'idna'. No files were found to uninstall.\n",
-      "\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n",
-      "spacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\n",
-      "snowflake-connector-python 2.7.9 requires charset-normalizer~=2.0.0, but you have charset-normalizer 2.1.1 which is incompatible.\u001b[0m\u001b[31m\n",
-      "\u001b[0mSuccessfully installed idna-2.10\n",
-      "\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\n",
-      "You should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n",
-      "\u001b[0mRequirement already satisfied: lightkurve in /root/venv/lib/python3.7/site-packages (2.0.11)\n",
-      "Requirement already satisfied: astropy>=4.1 in /root/venv/lib/python3.7/site-packages (from lightkurve) (4.3.1)\n",
-      "Requirement already satisfied: beautifulsoup4>=4.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from lightkurve) (4.11.1)\n",
-      "Requirement already satisfied: astroquery>=0.3.10 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.4.6)\n",
-      "Requirement already satisfied: fbpca>=1.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (1.0)\n",
-      "Requirement already satisfied: matplotlib>=1.5.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (3.5.3)\n",
-      "Requirement already satisfied: bokeh>=1.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (2.4.3)\n",
-      "Requirement already satisfied: requests>=2.22.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (2.25.1)\n",
-      "Requirement already satisfied: numpy>=1.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.21.6)\n",
-      "Requirement already satisfied: patsy>=0.5.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.5.3)\n",
-      "Requirement already satisfied: memoization>=0.3.1 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.4.0)\n",
-      "Requirement already satisfied: scipy>=0.19.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.7.3)\n",
-      "Requirement already satisfied: scikit-learn>=0.24.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.0.2)\n",
-      "Requirement already satisfied: oktopus>=0.1.2 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.1.2)\n",
-      "Requirement already satisfied: pandas>=1.1.4 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.2.5)\n",
-      "Requirement already satisfied: uncertainties>=3.1.4 in /root/venv/lib/python3.7/site-packages (from lightkurve) (3.1.7)\n",
-      "Requirement already satisfied: tqdm>=4.25.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (4.64.1)\n",
-      "Requirement already satisfied: pyerfa>=1.7.3 in /root/venv/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (2.0.0.3)\n",
-      "Requirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (5.0.0)\n",
-      "Requirement already satisfied: html5lib>=0.999 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (1.1)\n",
-      "Requirement already satisfied: keyring>=4.0 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (23.13.1)\n",
-      "Requirement already satisfied: pyvo>=1.1 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (1.2.1)\n",
-      "Requirement already satisfied: soupsieve>1.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.3.2.post1)\n",
-      "Requirement already satisfied: PyYAML>=3.10 in /root/venv/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.0)\n",
-      "Requirement already satisfied: tornado>=5.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.2)\n",
-      "Requirement already satisfied: pillow>=7.1.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (9.2.0)\n",
-      "Requirement already satisfied: packaging>=16.8 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (21.3)\n",
-      "Requirement already satisfied: Jinja2>=2.9 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (2.11.3)\n",
-      "Requirement already satisfied: typing-extensions>=3.10.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (4.4.0)\n",
-      "Requirement already satisfied: kiwisolver>=1.0.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (1.4.4)\n",
-      "Requirement already satisfied: fonttools>=4.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (4.37.4)\n",
-      "Requirement already satisfied: cycler>=0.10 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (0.11.0)\n",
-      "Requirement already satisfied: pyparsing>=2.2.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (3.0.9)\n",
-      "Requirement already satisfied: python-dateutil>=2.7 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (2.8.2)\n",
-      "Requirement already satisfied: autograd in /root/venv/lib/python3.7/site-packages (from oktopus>=0.1.2->lightkurve) (1.5)\n",
-      "Requirement already satisfied: pytz>=2017.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from pandas>=1.1.4->lightkurve) (2022.5)\n",
-      "Requirement already satisfied: six in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\n",
-      "Requirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\n",
-      "Requirement already satisfied: chardet<5,>=3.0.2 in /root/venv/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (4.0.0)\n",
-      "Collecting idna<3,>=2.5\n",
-      "  Using cached idna-2.10-py2.py3-none-any.whl (58 kB)\n",
-      "Requirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (1.26.12)\n",
-      "Requirement already satisfied: threadpoolctl>=2.0.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\n",
-      "Requirement already satisfied: joblib>=0.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\n",
-      "Requirement already satisfied: future in /shared-libs/python3.7/py/lib/python3.7/site-packages (from uncertainties>=3.1.4->lightkurve) (0.18.2)\n",
-      "Requirement already satisfied: webencodings in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\n",
-      "Requirement already satisfied: MarkupSafe>=0.23 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=2.9->bokeh>=1.0->lightkurve) (2.0.0)\n",
-      "Requirement already satisfied: jaraco.classes in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.2.3)\n",
-      "Requirement already satisfied: jeepney>=0.4.2 in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (0.8.0)\n",
-      "Requirement already satisfied: importlib-resources in /shared-libs/python3.7/py/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (5.10.0)\n",
-      "Requirement already satisfied: SecretStorage>=3.2 in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.3.3)\n",
-      "Requirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy>=4.1->lightkurve) (3.9.0)\n",
-      "Requirement already satisfied: cryptography>=2.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (36.0.2)\n",
-      "Requirement already satisfied: more-itertools in /root/venv/lib/python3.7/site-packages (from jaraco.classes->keyring>=4.0->astroquery>=0.3.10->lightkurve) (9.1.0)\n",
-      "Requirement already satisfied: cffi>=1.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (1.15.1)\n",
-      "Requirement already satisfied: pycparser in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cffi>=1.12->cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (2.21)\n",
-      "Installing collected packages: idna\n",
-      "  Attempting uninstall: idna\n",
-      "    Found existing installation: idna 3.4\n",
-      "    Not uninstalling idna at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n",
-      "    Can't uninstall 'idna'. No files were found to uninstall.\n",
-      "\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n",
-      "spacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\n",
-      "snowflake-connector-python 2.7.9 requires charset-normalizer~=2.0.0, but you have charset-normalizer 2.1.1 which is incompatible.\u001b[0m\u001b[31m\n",
-      "\u001b[0mSuccessfully installed idna-2.10\n",
-      "\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\n",
-      "You should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n",
-      "\u001b[0m\u001b[31mERROR: Could not find a version that satisfies the requirement glob (from versions: none)\u001b[0m\u001b[31m\n",
-      "\u001b[0m\u001b[31mERROR: No matching distribution found for glob\u001b[0m\u001b[31m\n",
-      "\u001b[0m\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\n",
-      "You should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n",
-      "\u001b[0m"
-     ]
-    }
-   ],
-   "source": [
-    "#%matplotlib notebook\n",
-    "# import matplotlib.pyplot as plt\n",
-    "\n",
-    "!pip install flask\n",
-    "#!pip install sqlalchemy\n",
-    "#!pip install flask_cors\n",
-    "#!pip install flask-restful\n",
-    "!pip install supabase_py\n",
-    "\n",
-    "#!pip install radvel\n",
-    "#!pip install numpy\n",
-    "!pip install lightkurve\n",
-    "#!pip install astropy\n",
-    "!pip install glob\n",
-    "# !pip install psycopg2-binary\n",
-    "# !pip install thirdweb-sdk"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "from flask import Flask, request, make_response, jsonify, Blueprint\n",
-    "#from flask_restful import reqparse, Api, Resource\n",
-    "#from flask_cors import CORS\n",
-    "\n",
-    "import matplotlib.pyplot as plt\n",
-    "\"\"\"from database.ansible.kurve_parse import show_tic, tic_classify\n",
-    "from database.store import planets, add_planet_to_DB\n",
-    "# from Generator import gen_image # add this to a blueprint\"\"\"\n",
-    "\n",
-    "import time"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "app = Flask(__name__)\n",
-    "# CORS(app)\n",
-    "# api = Api(app)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Lightkurve modules"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Imports"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import lightkurve as lk\n",
-    "import numpy as np\n",
-    "import pandas as pd\n",
-    "# import astropy.units as u\n",
-    "# import astropy.io.fits as pf\n",
-    "# from glob import glob as glob"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Setting sector data & identifier"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<AxesSubplot:xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": "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",
-      "text/plain": [
-       "<Figure size 848.5x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "TIC = 'KIC 10593626' # 0529998039507 52980395 07\n",
-    "sector_data = lk.search_lightcurve(TIC, author=\"Kepler\", quarter=3)#, author = 'SPOC', exptime = 120) # choose sector, return what SPOC data is available for TIC, set exposure time\n",
-    "lc = sector_data.download_all()#.stitch().normalize()\n",
-    "#lc_bin = lc.bin(30/24/60)\n",
-    "lc.plot()\n",
-    "#sector_data"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": "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",
-      "text/plain": [
-       "<Figure size 1000x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "%matplotlib inline\n",
-    "sector_data = lk.search_lightcurve(TIC, author = 'SPOC', exptime = 120)\n",
-    "lc = sector_data[0].download()\n",
-    "\n",
-    "fig, ax = plt.subplots(figsize = (10,4))\n",
-    "lc.plot(ax = ax, lw = 0, marker = '.', color = '#C0C0C0', alpha = 0.9, label = 'unbinned')"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Plotting binned & unbinned data for comparison"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": "iVBORw0KGgoAAAANSUhEUgAAA2wAAAFzCAYAAABCc4o2AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/NK7nSAAAACXBIWXMAAA9hAAAPYQGoP6dpAADPpklEQVR4nOyde3wU1d3/PxsggUASIoRcFMI1AVGw5ZJEhGqtAfXB21MRRKuWKj6PbR9rrVatEtSKLV77axWtCNZqvdSq9alF4PGGmHCrgFjuVzEJiMQEAgQk8/sjOcOZs+fMnJmd3Z3d/b5fL16a3dmZM7dzvvdvyDAMAwRBEARBEARBEETgSIv3AAiCIAiCIAiCIAg5pLARBEEQBEEQBEEEFFLYCIIgCIIgCIIgAgopbARBEARBEARBEAGFFDaCIAiCIAiCIIiAQgobQRAEQRAEQRBEQCGFjSAIgiAIgiAIIqCQwkYQBEEQBEEQBBFQOsZ7AIlMa2sramtrkZWVhVAoFO/hEARBEARBEAQRJwzDwIEDB1BUVIS0NP/8YqSwRUBtbS169+4d72EQBEEQBEEQBBEQPv/8c5xyyim+7Y8UtgjIysoC0HZTsrOz4zwagiAIgiAIgiDiRVNTE3r37m3qCH5BClsEsDDI7OxsUtgIgiAIgiAIgvA9VYqKjhAEQRAEQRAEQQQUUtgIgiAIgiAIgiACCilsBEEQBEEQBEEQAYVy2AiCIAiCIJKAQ4cOoaGhAa2trfEeCkEkHWlpacjNzUVmZmbMj00KG0EQBEEQRALT2tqKV199FTU1NfEeCkEkPeXl5bj88st97bPmBClsBEEQBEEQCQxT1iZOnIj+/fujQ4cO8R4SQSQdx48fx7Zt2/DWW28BAK644oqYHZsUNoIgCIIgiATl0KFDprL23e9+N97DIYikpm/fvgCAt956CxMnToxZeCQVHSEIgiAIgkhQGhoaAAD9+/eP80gIIjVg7xp792IBKWwEQRAEQRAJCiswQmGQBBEb2LsWy+I+FBKZRNRX12DfmrXoOXwYCirK4z0cgiAIgiAIgiAihDxsSUJ9dQ1WVN2HHW++hRVV96G+mipFEQRBEARBEESiQwpbkrBvzVqE0tJgtLYilJaGr9Z+Gu8hEQRBEARBaPPoo4/ipptuctxu2rRpmDNnTlTGsHjxYkycOBGNjY1R2X+0aG5uxgMPPIBp06bhP//zPzF16lTMmDEDmzZtCtv2q6++wgMPPIBJkyZhypQp+N3vfodDhw5FbWx79uzBxIkTsXTp0qjsv7q6Gv/4xz+isu+gQApbktBz+DBTWTNaW9Fj2OnxHhJBEARBEITv3Hnnnbj00kujsu9Ro0Zh9uzZ6NatW1T2Hy2OHTuG9PR0XHHFFbjnnnvw4x//GC0tLfjVr36FL774wtzum2++wYwZM1BbW4tbb70V//3f/41PPvkEs2fPjtrYTjrpJMyePRvDhg2Lyv5ramrw9ttvR2XfQYFy2JKEgopyjKq6G1+t/RQ9hp1OOWwEQRAEQSQlAwYMiNq+c3JykJOTE7X9R4vu3bvj1ltvtXx2xhln4Morr8TSpUsxadIkAMDSpUuxa9cuPPHEEzjllFMAAF27djW9cSUlJb6PrVOnThg8eLDv+00lAudhq6qqQigUsvzjb/L06dMxYMAAdOnSBXl5ebj44ouxYcMGyz5WrFiBc889F927d0dubi7Gjx+PNWvWmN/v2LEj7BihUAg1NYmd91VQUY6h068nZY0gCIIgiIRl5cqVuOmmm3DZZZfh5ptvDpPzxJBIFkr56aef4n/+53/w/e9/H7fccgu2bNli+d3EiRPx2muv4cUXX8TVV1+NK6+8Eo899hiOHDlibiOGRLJwvvfeew9z5szB5MmT8YMf/ABz587F8ePHLfuvrq7GjTfeiMsuuwy33nortmzZgsmTJ+PFF1/0+xJp0blzZ6Snp+Obb74xP1u1ahX69u1rKmsA8K1vfQtZWVlYuXKl7f4mTpyIv/71r/jTn/6Eq666CpMnT8a8efNgGAbWrFmDn/70p7j88stx11134csvvzR/JwuJZPfwH//4B374wx/iiiuuwP33328JRVWFp/70pz/Fo48+CqDt3r/77rvYtWsXJk6ciIkTJ5rfAcCGDRtw11134fvf/z6uuOIKzJ49G19//bVlf6+++ipuuOEGXHbZZZg6dSp+9atfob6+XuMKx47AKWwAMHToUNTV1Zn/PvroI/O7ESNGYN68eVi/fj3eeecdGIaByspK86U5ePAgJkyYgD59+mDZsmX46KOPkJWVhfHjx+PYsWOW4yxevNhynBEjRsT0PAmCIAiCIGJFfXUN1s15Wqswme62bvapQ0NDA5588klcdtlluP3229GpUyfMmDEjTMiW/e7pp5/GpZdeittvvx3Hjh3Dr3/9a4uyAgD/+7//i9raWtx8882YPHkyPvjgA7z00kuO43r++ecRCoVw++234/zzz8cbb7yBhQsXmt9v3boVDz74IHr37o0777wT3/3ud/Hb3/42TPaU0draiuPHjzv+04Hta//+/Zg7dy5CoZClofru3bstyhoAhEIhnHLKKdi9e7fj/v/xj3/gyy+/xC233IKLL74Yf/vb3/Dss8/imWeeweWXX45bbrkFtbW1+N3vfue4r2XLlmHZsmW48cYbcf3112PdunV46qmntM6TMXnyZIwcORIFBQWYPXs2Zs+ejcmTJwNoU9buuOMOZGZm4rbbbsOPf/xjbN68Gffff7/5+3fffRcvvPACzjvvPMycORM/+clP0K9fPxw+fNjVOKJNIEMiO3bsiIKCAul3N9xwg/n/ffv2xf3334/hw4djx44dGDBgADZs2ID9+/fj3nvvRe/evQEAM2bMwLBhw7Bz504MHDjQ/H2PHj2UxyEIgiAIgkgWWDXpUFoatr/+JkZV3a2MyNHd1s0+dTlw4ABuv/12DB8+HABw2mmn4brrrsObb76Ja665Rvm7gwcPYtasWSguLgbQ5l268847sXHjRgwdOtTc7qSTTjJDB0eMGIGtW7fi448/xrXXXms7rpKSEkyfPh1Am0dq7dq1WLp0Kc4//3wAbV6a/Px83HHHHUhLa/OHdOnSBY888ojjOT/++ON49913bbfp1asX5s6d67ivF154Aa+88gqAtjDJqqoqi6x78OBBdO3aNex3Xbt2xYEDBxz3f9JJJ+HnP/85AODb3/42li9fjjfffBN/+MMfTLn7q6++wlNPPYWDBw865gLefffd6NSpEwBg7969ePXVV9Ha2mpeQycKCwuRnZ2N9PT0sLDL+fPnY9CgQbjzzjsRCoUAAMXFxfjxj3+MlStXYuTIkdi0aRP69u2Lyy+/3PxdeXnwItUCqbBt3rwZRUVF6Ny5MyoqKjBr1iz06dMnbLvm5mbMmzcP/fr1Mx+S0tJS9OjRA3PnzsWdd96J48ePY+7cuRgyZAj69u1r+f1FF12EI0eOoKSkBLfddhsuuugi23G1tLSgpaXF/LupqSnykyUIgiAIgogysmrSKuVKd1s3+9Sla9euprLG/j7jjDOk1Q55TjrpJFNZA2BRHnjOOOMMy999+vTBkiVLHMf1rW99y/J37969sXbtWvPvzZs3o7y83KJolJWVOe4XAK688kr8x3/8h+02TKlx4oILLkB5eTkaGhqwcOFCVFVV4f7777c4LCJBvH5FRUVoaGgwrzf7DGi79nYK22mnnWY5r969e+Obb75BY2MjcnNzIxrnkSNHsH79evzwhz+0NLg++eST0bNnT2zevBkjR47EgAED8Pbbb+OZZ55BRUUFSktL0bFj8NSjwI2orKwM8+fPR2lpKerq6jBz5kyMHTsW69atQ1ZWFgDgiSeewG233Ybm5maUlpZi0aJFSE9PBwBkZWXh/fffxyWXXIL77rsPADBo0CC888475g3o1q0bHn74YYwZMwZpaWl47bXXcMkll+CNN96wVdpmzZqFmTNnRvkKEARBEARB+EvP4cOw/fU3tapJ627rZp+6ZGdnh33WvXt3fP7557a/E71GTOY7evSo43Y6YYui4tGpUyfL7xoaGsKKlWRmZpryqR15eXno2bOn43Y69OjRAz169AAAjBw5ErfccgteeOEFzJgxA0DbechK+Dc3N2uNQXb9xM+YEiZee5196fxOh+bmZrS2tuKZZ57BM888E/Y9y7E799xzcfjwYSxYsABvvvkmunbtiu9+97u45pprkJGREfE4/CJwChtzLQPAsGHDUFZWhuLiYrzyyiuYNm0aAGDq1Kk477zzUFdXh4ceegiTJk3C0qVL0blzZxw+fBjTpk3DmDFj8Je//AXHjx/HQw89hAsvvBArVqxAly5d0LNnT9xyyy3mcUaNGoXa2lrMnj3bVmG74447LL9ramqyWBQIgiAIgiCCiJtq0rrbRqNCtSx66euvv8ZJJ50U8b6jSW5ublhxjEOHDmkpH36GRPKkpaWhf//++Pe//21+dsopp2Dnzp2W7QzDwO7du8O8Z/GGKbtiHuLBgwcdf9u1a1eEQiFcfvnl0hBHZhhIS0vDRRddhIsuughfffUVPvzwQzz33HPIzs42c+GCQOAUNpHu3bujpKTEUumHlVwdNGgQysvLkZubi9dffx1TpkzBiy++iB07dqC6utp0S7/44ovIzc3Fm2++qbz4ZWVlWLRoke1YMjIyAqVtEwRBEARB6FJQUa6tVOlu62afOjQ3N2PNmjVmWGRzczNWr16NCy+80LdjRINBgwZhxYoVmDZtmil/6lYf9zMkkuf48ePYtGmTJYdtxIgReP/991FbW2uGLq5ZswYHDhzAyJEjXR8jmjBP4e7du83///zzz7Fv3z7LdqK3E2jLYRw8eDA+//xzXH311drHu/TSS/HBBx84enRjTeAVtoMHD2Lr1q3Ki20YBgzDMHPLDh06hLS0NDO5EID5Nx/DKrJ69WoUFhb6O3iCIAiCIAhCm6ysLPzud7/D1KlT0bVrV/z1r38FAMc6A/GGVUicNWsWxo8fjy+//BKvv/460tPTLTKpjPz8fOTn50d0/AULFmDTpk0444wzkJubi6+//hoLFizAF198gf/6r/8ytxszZgxeffVVzJo1C1dffTVaWlrw7LPPYuTIkVHpwRYJpaWl6NmzJ5555hn84Ac/wKFDh/DXv/7VTJFinHLKKVi0aBE++OADFBUVITs7G/n5+bjuuutw11134Te/+Q3GjRuHbt26Yd++fVi9ejW+973v4fTTT8fvf/97dOvWDaWlpejWrRvWr1+P7du344ILLojTWcsJnMJ26623YuLEiSguLkZtbS1mzJiBDh06YMqUKdi2bRtefvllVFZWIi8vD7t378aDDz6ILl26mBf2vPPOwy9+8QvcdNNN+MlPfoLW1lY8+OCD6NixI8455xwAwHPPPYf09HQzgZQvSUoQBEEQBEHEh9zcXFx77bWYN28e6urq0KdPH8ycOTPiIhTRZsCAAbj99tvxpz/9CQ888ACKi4tx8803484775RWZfSbPn36oLq6Gn/84x9x8OBB5ObmYtCgQXjkkUfQr18/c7uOHTti5syZeOqpp/DQQw8hLS0NZ555Jn70ox9FfYxu6dixI+666y488cQTePDBB1FUVIQf/ehHYaGhlZWV2Lx5M5566ikcOHAA3/3ud/Gzn/0MQ4YMwW9+8xu8+OKLePzxx3Hs2DH07NkTw4cPN500Q4YMwTvvvIOFCxeipaUF+fn5+NGPfoTKysp4nLIaI2BcccUVRmFhoZGenm6cfPLJxhVXXGFs2bLFMAzD+OKLL4zzzz/f6NWrl9GpUyfjlFNOMa688kpjw4YNln0sXLjQGDNmjJGTk2Pk5uYa3/3ud43q6mrz+/nz5xtDhgwxMjMzjezsbGP06NHGq6++6nqsjY2NBgCjsbExspMmCIIgCILwwK5du4ybb77Z2LVrV7yHQgisXr3a+I//+A9j7dq18R4K4SN271y0dIPAedjsmhcWFRXh7bffdtzHeeedh/POO0/5/TXXXGPby4MgCIIgCIIg3PDEE09g+PDhyM7Oxq5du/DSSy+hf//+lj5wBOGFwClsBEEQBEEQBJFoNDc34+mnn0ZTUxMyMzPx7W9/Gz/84Q+1m0AThApS2AiCIAiCIAgiQn7xi1/EewhEkkIKW4pRX12DfWvWoufwYb6W4SUIgiAIgiAIwn/IR5tC1FfXYEXVfdjx5ltYUXUf6qv1+oMQBEEQBEEQBBEfSGFLIfatWYtQWhqM1laE0tLw1dpP4z0kgiAIgiAigOVHHT9+PM4jIYjUgL1rscxNJIUtheg5fJiprBmtregx7PR4D4kgCIIgiAhg/cm2bdsW55EQRGrA3rVY9gakHLYkRJWnVlBRjlFVd+OrtZ+ix7DTKYeNIAiCIBKczMxMlJeX46233gIA9O/fHx06dIjzqAgi+Th+/Di2bduGt956C+Xl5cjMzIzZsUOGYRgxO1qS0dTUhJycHDQ2NiI7OzvewwFwIk+NedFGVd1NihlBEARBJDGtra149dVXUVNDuekEEW3Ky8tx+eWXS0Mio6UbkIctyZDlqZHCRhAEQRDJS1paGq644gpMnDgRDQ0NaG1tjfeQCCLpSEtLQ25ubkw9awxS2JKMnsOHYfvrb1KeGkEQBEGkGJmZmXERJgmCiC6ksCUZlKdGEARBEARBEMkDKWxJSEFFOSlqBEEQBEEQBJEEUFl/giAIgiAIgiCIgEIKG0EQBEEQBEEQREAhhY0gCIIgCIIgCCKgkMJGEARBEARBEAQRUKjoSJJRX12DfWvWoufwYVR4hCAIgiAIgiASHPKwJRH11TVYUXUfdrz5FlZU3Yf66pp4D4kgCIIgCIIgiAgghS2J2LdmrdkwO5SWhq/WfhrvIREEQRAEQRAEEQGksCURPYcPM5U1o7UVPYadHu8hEQRBEARBEAQRAZTDlkQUVJRjVNXd+Grtp+gx7HTKYSMIgiAIgiCIBIcUtiSjoKKcFDWCIAiCIAiCSBJIYUtSqFokQRAEQRAEQSQ+lMOWhFC1SIIgCIIgCIJIDkhhS0KoWiRBEARBEARBJAeksCUhrFokQiGqFkkQBEEQBEEQCQwpbMmMYcR7BARBEARBEARBRAAVHUlCZCGRDRs2Yu+KlehaVIjOPXtSMRKCIAiCIAiCSABIYUtCeg4fhu2vv2kqbYe//BJ1S5YCAJq2bgNCIWx//U2MqrqblDaCIAiCIAiCCDAUEpmEsAba/S65CKOq7kbj5q3WDQyDipEQBEEQBEEQRAIQOIWtqqoKoVDI8m/w4MHm99OnT8eAAQPQpUsX5OXl4eKLL8aGDRss+1ixYgXOPfdcdO/eHbm5uRg/fjzWrFlj2Wbt2rUYO3YsOnfujN69e+O3v/1tTM4vVhRUlGPo9OtRUFGOTtlZYd9TMRKCIAiCIAiCCD6BU9gAYOjQoairqzP/ffTRR+Z3I0aMwLx587B+/Xq88847MAwDlZWVOH78OADg4MGDmDBhAvr06YNly5bho48+QlZWFsaPH49jx44BAJqamlBZWYni4mKsWrUKs2fPRlVVFZ5++um4nG+0KblysuXv/PIyCockCIIgCIIgiAQgZBjBKiVYVVWFN954A6tXr9bafu3atRg+fDi2bNmCAQMGYOXKlRg1ahR27dqF3r17AwA+/fRTDBs2DJs3b8bAgQPx5JNP4q677kJ9fT3S09MBAL/85S/xxhtvhHnr7GhqakJOTg4aGxuRnZ3t+lxjSX11Db5a+yl6DDudFDWCIAiCIAiC8Jlo6QaB9LBt3rwZRUVF6N+/P6ZOnYpdu3ZJt2tubsa8efPQr18/UzkrLS1Fjx49MHfuXBw9ehSHDx/G3LlzMWTIEPTt2xcAUF1djXHjxpnKGgCMHz8eGzduRENDg3JcLS0taGpqsvxLFPgQSYIgCIIgCIIgEoPAKWxlZWWYP38+FixYgCeffBLbt2/H2LFjceDAAXObJ554At26dUO3bt3wz3/+E4sWLTKVr6ysLLz//vv485//jC5duqBbt25YsGAB/vnPf6Jjx7aimPX19cjPz7ccl/1dX1+vHNusWbOQk5Nj/mNKIkEQBEEQBEEQRDQInMJ2/vnn4/LLL8ewYcMwfvx4vP322/j666/xyiuvmNtMnToVn3zyCT744AOUlJRg0qRJOHLkCADg8OHDmDZtGsaMGYOamhosXboUp512Gi688EIcPnw4orHdcccdaGxsNP99/vnnEe0vmtRX12DdnKdRX10T76EQBEEQBEEQBOGRwPdh6969O0pKSrBlyxbzM+bhGjRoEMrLy5Gbm4vXX38dU6ZMwYsvvogdO3aguroaaWlt+uiLL76I3NxcvPnmm5g8eTIKCgqwZ88ey3HY3wUFBcqxZGRkICMjIwpn6S/11TVYUXUfQmlp1G+NIAiCIAiCIBKYwHnYRA4ePIitW7eisLBQ+r1hGDAMAy0tLQCAQ4cOIS0tDaFQyNyG/d3a2goAqKiowIcffmhWjQSARYsWobS0FLm5uVE8m9iwb81as2k29VsjCIIgCIIgiMQlcArbrbfeig8++AA7duzAxx9/jEsvvRQdOnTAlClTsG3bNsyaNQurVq3Crl278PHHH+Pyyy9Hly5dcMEFFwAAzjvvPDQ0NOCmm27C+vXr8dlnn+G6665Dx44dcc455wAArrzySqSnp2PatGn47LPP8PLLL+Pxxx/HLbfcEs9T942ew4eZyhr1WyMIgiAIgiCIxCVwIZG7d+/GlClT8NVXXyEvLw9nnXUWampqkJeXh2PHjmHJkiV47LHH0NDQgPz8fIwbNw4ff/wxevXqBQAYPHgw3nrrLcycORMVFRVIS0vDt771LSxYsMD00uXk5GDhwoW46aabMGLECPTs2RP33HMPbrjhhnieum8UVJRjVNXdVMafIAiCIAiCIBKcwPVhSyQSqQ8bQRAEQRAEQRDRI6X6sBEEQRAEQRAEQRABDIkkvFNfXYN9a9ai5/BhFAZJEARBEARBEEkAKWxJApXyJ4jgQsYUgiAIgiC8QiGRSQKV8ieIYMKMKTvefAsrqu6jZvYE4YL66hqsm/M0vTcEQaQ0pLAlCapS/rTYEUR8IWMKQXiDjB0EQRBtkMKWJLBS/r1Gj0J+eRkAWuwIIghQX0SC8AYZOwiCINqgHLYkY0/NMoTS0rCnZhnyy8vCFjvKnyGI2EJ9EQnCGz2HD8P2198kY0eKQznABEEKW1IhWiMBkGWfIAJAQUU5CRoE4RI/jB0k7Cc2VFCNINoghS2JEK2RfSZUos+ESrLspzAkrBAEkchEYuwgYT/xkYXF0j0kUhFS2JIIlTWSJrfUhIQVgiBSGRL2Ex8KiyWINkhhSzIo9Co+BNGTFUthJYjnTxBEakPCfuJDOcAE0UbIMAwj3oNIVJqampCTk4PGxkZkZ2fHezhEnOA9WUZra2A8WbEaV1DPnyAIor66hoR9giBiRrR0A/KwEUSEBDXsJlaWyaCeP0EQBEWdEASRDFAfNoKIkCD32SqoKMfQ6ddHVWAJ8vkTBEEQBEEkOhQSGQEUEkkwUj3sJtXPnyAIgiAIIlq6ASlsEUAKG0EQBEHEn1QvfJTq508QQYEUtgCSKAobm8g7ZGTgeEsLTehJDC3aBEGkGn4XPkq0eZQKPxFEcKCiI4Qn2ESOUAgwDCAUop5cSQr1XSNShUQTqInosmvBQiAU8qXwUSLOo1T4iSCSHyo6kkTUV9dg3ZynUV9dY/698fkXTihrAGAY5oROJBeyRZsgkg0mUO948y2sqLrPnO+I1KS+ugZ7apaZa1ykhY8ScR6lwk8EkfyQhy1JEK2CAydPwpaXXrEqa4BphaQJPfmgJrFEKkDeBIKHfx4AIL+8LKLnIRHnUWouTRDJDylsSYIoxOxduerEIhYKIWdAf+SNHIHWo0dpQk9SaNEmUoFEFKiJ6CE+D30mVEa0v0SdR6nfHEEkN1R0JAKCVHRETDpmHjZKQiYIItmgNhIEDz0PBOE/iZQrHKSxUpXIABIkhQ0IX7RkfwflgU4G6HoSBEEQBJFsJFLl0aCNlapEEo7wIRGiMmFWiwQSpvJVUKmvrsHOBe9gb83yhKokRhAEQRAE4UQi5Qon0lgjgapEJiGyKmo7F7xj2WbXgoVxGl1iw67t3prlAKBVSUys3kkQBEHYozNv0txKENEhkSqPJtJYI4E8bEmIzNoQQijew0oKxIpkdlU3yRNHEAThHp1eaInYL43Qh1IO4ksiFd9JpLFGAnnYkhCZtcGsnBVqU9wiraSVqvDXFgDyy0bbChNuPHEiZD0mCCIV0emFloj90oKO1zXH77WKei0Gg4KKcgydfn1gFCC75yxoY40G5GFLQlTWhlSwQEQbXUuOG0+cDLIeEwSRqui0blBtk8qemUjO3euaE421KlVykgh9SCYihS1pkfVkoT4t/qBzHUVhIr9sNPpMqNS+/sm6YKWyMJXs0L0l/ELHMCbbJpWFukjP3W7NsXu3o7FWUa9FQiRZZSI3kMKWQpBAFTsijalOxgUrlYUpvwnau0z3lvAbHcOYuM2uBQvNaIZUE+oiFWjtPJZ273Y01qpUyUki9ElGmcgtpLClCCRQxZ5IPJrJuGCRhcwfgvgu070loomOgaK+ugZ7apaZf6eaUBepQKtac5ze7WitVRQRRPAko0zklkAWHamqqkIoFLL8Gzx4sPn99OnTMWDAAHTp0gV5eXm4+OKLsWHDBvP7+fPnh/2e/du7dy8A4P3335d+X19fH/Pz9RtZYiYlaCceyZZEm2yld+NVFMbpXXYzLr/OIdnuLREcdAtQsPeCkV9eljRzpw5MoO13yUWejTiyNUfn3U62tYoIJqn+nAXWwzZ06FAsXrzY/LtjxxNDHTFiBKZOnYo+ffpg//79qKqqQmVlJbZv344OHTrgiiuuwIQJEyz7u/baa3HkyBH06tXL8vnGjRstncjF7xMNlfWd3MneCVr4WaKSTBayeHq57N5lN+Py8xyS6d4SwULXeyu+F8lcCVm1JkXDK0XvdmpB8k5wCazC1rFjRxQUFEi/u+GGG8z/79u3L+6//34MHz4cO3bsMD1vXbp0Mbf58ssv8e6772Lu3Llh++rVqxe6d+/u+/jjhWpxo0nXG0EKP3M7kQZx4k2WMJd4hgDavctuxuX3Ofh1b4P43BLxQ9fYmCprXKRrkpf3K1nmbcKeIMk7RDiBDIkEgM2bN6OoqAj9+/fH1KlTsWvXLul2zc3NmDdvHvr164fevXtLt/nTn/6EzMxMfP/73w/77owzzkBhYSHOO+88LF261HZMLS0taGpqsvwLGnbhC6nuTvZCUEJJxbCg9fOesw1li3Ufm1TrGRfvEEDVu+xmXPE+BxnUf4mQ0at8NHqNHuUoQMZrjYvl/BfJmkTvl5VUW7ecCIq8Q8gJpMJWVlaG+fPnY8GCBXjyySexfft2jB07FgcOHDC3eeKJJ9CtWzd069YN//znP7Fo0SKkp6dL9zd37lxceeWVFq9bYWEh5syZg9deew2vvfYaevfujbPPPhv/+te/lOOaNWsWcnJyzH8qBTGeyOLYaVLyTlCEWktft1AIW156xXbRjeXEm4pCgB/5ItHAzbiCeA4kMBA8bG75cvlKS0ERu+2d1rpEb/IcyZpE79cJUnHdcsLLs0XyZewIGYZhxHsQTnz99dcoLi7GI488gmnTpgEAGhsbsXfvXtTV1eGhhx7CF198gaVLl6Jz586W31ZXV+PMM8/EypUrMWLECNvjfOc730GfPn3w/PPPS79vaWlBS0uL+XdTUxN69+6NxsZGSx5ckOBd3EZra2AEs0Sivrom7mE24n1EKAQYBkJpaeh3yUUYOv162+3dNEFl4TIAtEJn1s15GjvefMuc6HuNHoXMwgIKaYsybkKbEiXMkOYrgkecW2RzHUPn2YnG86UaYzTfOZ01SXZ8er9O4ObZSiXcyDv0PMlpampCTk6O77pBYHPYeLp3746SkhJs2bLF/Ix5uQYNGoTy8nLk5ubi9ddfx5QpUyy/feaZZ3DGGWc4KmsAMHr0aHz00UfK7zMyMpCRkeH9ROIAlduOnCDE7/P5GWnp6djy0iuOVbvc5nOI8esAtGLZxRyTPTXLKAY+ysSruEi0iTQPKVEUU0IPN8WydNa6WDV5jvY757QmrZ/3HLa89AoQClmOr3q/UvG9oUJscpyeLf5ZIfkytiSEwnbw4EFs3boVV199tfR7wzBgGIbF+8V+98orr2DWrFlax1m9ejUKCwsjHm+QoEnJX9hk1SEjA8dbWmK6wPETae7gUkeh1q2iaQm7BLQb0PJCQHNtHfYuX5E0E3hQvVjivdq1YGHMiotEG68GkkRSTAk93CjwOmud3+vh+nnPYe+KlSgcOwZd8vLMMa6b83Tc3rn66po2ZQ0ADAMIhSzHF9+vVH1vUqVIjZ+Iz8rAyZMCkTKSKgRSYbv11lsxceJEFBcXo7a2FjNmzECHDh0wZcoUbNu2DS+//DIqKyuRl5eH3bt348EHH0SXLl1wwQUXWPbz8ssv45tvvsFVV10VdozHHnsM/fr1w9ChQ3HkyBE888wzePfdd7Fw4cJYnWZUEIVGmpT8g01WLBxRtF7Gkmh4/URhhoVc6kzEbDyseW0yTOBB9mKxe8XYU7MM9dU1WuXOE/me2JFoiimhh+5cp7PWeV0PxXW1vroGm158CY2bNgMAmrZuw8DJk8z9xeKdUxmI9q1Ze2KNAgDDiNgzmawEIXomnrg1MorPSuvRoyRfxpBAKmy7d+/GlClT8NVXXyEvLw9nnXUWampqkJeXh2PHjmHJkiV47LHH0NDQgPz8fIwbNw4ff/xxWA+1uXPn4rLLLpOW7T969Ch+/vOf44svvkBmZiaGDRuGxYsX45xzzonRWfqPzPrBvEAUmx05YR6odoUmWRY4UZgB4Dqkct+atRg4eRJajx5N+Ak8niXynSioKEd+eRn2LFtuCmYqL1tQjDbR9kCmimJKtCF7nnQEcLdCumxdNT1YHLUffIgh111jHkPnnfP6TtgZiExjTrvSxiuSMui9SU28GBllz0qqK72xJCGKjgSVaCUWemXdnKex/Y2/n7CsAZQMGiFiEQ7RwwbDsFTjTLU8AEYyJh+7OSc/zt9Ln70VVfdZPgvqdY/V86FKmE/ldzMZEaMdBk6eZCpLfiMWp8jq3w8Htm0/YbjjcPNcR/JOOBXMcFsoKwiFtYjY4rXoCj0rzqR00RFCjw4ZGRZlTTcHiZAjs0DxhT94L1Kq5gEwEjWsRiXIu/UWyizqbvPf3D4/opfNz+vut4ITq+dDZu1N9XczGRHD/ra89ApyB5fGxHPba+QING3Zao22AFw/15G8E05eMbdeD/KSpB5ePav0rMQPTwrb3//+d9e/Oe+88yx90Aj/Od7SEha7TmEO3pEtqKqmrLFUWILoLUjEsBqVIO/V8s0vZG6VBK/PT58Jlb7nDEZDwYnn8yFe210LFgbu/SFOoDO/iTmcYmENP5EZY1jRJ52KvSoieSeCEuZMJC6yFIh1c56meTHAeFLYLrnkElfbh0IhbN68Gf379/dyOEITMXZdrFxFuMPNghorgTSo3gIvAkS8FU+VkuSH8u12H5FYO/0W3KJhfIingEltJxIHnfmNzRuFY8egbslSc72LphFA9Crwf+tU7FXtM5J3gjwdhB8YhoGGDRtNwwPNi8HFc0hkfX19WJEPFVlZWV4PQ7igoKL8REJ0KIS6JUvpxYsANwuqatughJbFQjkSPUx2xwuC4qlSkvxQvt3uIxLhzW/Bjfde+Gl8iJeAyV/bZGs7kWw4zW+i99ttgaNotGWJ5LmOxTuhMxfHynAWbyMdcQLxXaIUmuDjSWG75pprXIU3XnXVVYEoypEKHG9pSchcoqDiZkEVtw1KaFmslSOd4wUh580u7yzSSpdeFLDAWcz58GpN6qtrsHPBOwghhD4TKgNzPuzaJlPbiWTEaX6TlRXXrYAcy7YssVZM7HJx7ebiWK4NQTDSESewVL1ufydoXgw2nhS2efPmudr+ySef9HIYwgOJmEuUTPAW3L0rVvputeIVgbT09Lbk+/bPVcRaOZIdj33OBIqgPKeqvDM/KhkGTgHTJBIvLl+1ck/NMoyqutvcZxCs6pT7E2yc7k8k80as2rJEqph4rRYrO57TuxzLtSEIRjriBImcQiNW7w7K+hJtqEpkkmHnNUiFBzqehFlwGe1Km5+hZQC0hYJYK0fi8dLS06VjDZrgvGvBwoQPC/HjXff6vDDjgUkohF0LFsY0Z0zn/BNVkU52+Hun8ppFMm+IAqrOvOzlfYpEMfGi7NnNW07vcizXBq/HIvklHD+uSaKm0IjvCICU8dr6prAtW7YMZWVlfu2OiACV1yAVHmg/cTsphllwASAUQs6A/sgbOULLG6aLG6Eg1soRO96uBQsBAAd27JSONUiCMwuVYySid9qu6qWb59ir0Sescl+70SKW1VNprktM3Nw7t/MG/+wOnDwJe1esQteiAkdvgtfnyS8voPi+yN5Bp3nLae6P5drg5Vj0Tofj5zVJxBSaMDmr3ViBUAgb//wiAH9krCDim8J2+eWXY9euXX7tjvAJCkPQQ0xG75CR4bpqksyCC8NA3sgRjvtyK1R7KWoR6/vO5woBiIkV1yviIpBfXpZw74kqFNXL4u7F6CMq6n0mVAKAVs6YHxZjmusSl2jdO5U1vmnr1qi12vDDCyi+L6p3UDZvAdby7E5zfyzXBrfHonc6HD+vSVBSE9wgjpmXtZq2bsOKqvuSVrF3pbBNmjRJ+rlhGNi/f78vAyL8JRFfyFgjS0bnQ2Z0J0Uxv4wVrRAX1V0LFkac+B3EkEIecVHpNXoUuhYVBnKsQPh7wpSNREL2russ7k7Kkltvrvid03Pql8WY5rrEJdJ7p3qGVdZ4nTk90j5pXp5h0eghOw9+7KKRMK1TR3MtC7pHyo3XXnUP1s97DntXrESvUSMx5LprYjFsKbEM2/RznguqHGF3PcUxA8DGP7+Ipq3bopaXGhRcKWyLFy/G888/j27dulk+NwwDH374oa8DI/whqC9kkJAlo3utmqRaqPlQsT01y1BfXaOdGO72WG7wc6Hh9yVTgOLx7OmeX7zfE79yEmTnYLe46yhLkQoITs9ppBZj/trRXJeYRPL+2T3DMmu8m6iEeD1PzCvNCvc4voPt4cd1S5ae+DuKzcQjxa3XXnYP1s97ri3/CmgT1oG4KG2xDtv0+7kMUmoCoHc9ZWPmC4Ylq7HOlcJ29tlnIysrC+PGjQv7btiwYb4NivCXoL2QQUMVyhhpaXdGQUU58svLsGfZcqkFKF6eAT8XGt5Luf31NzFw8qS4C89uzy8e7wkrg7+3Zrkv90E8B6fFXUdZirbgGsnzL7vHumXeiWDh9v1jivqhunrlMyyzxrt9jg2XrS0iRfZODp1+vfQdlOZNnxh41NaSSA1MkXrtAbRVYeb4cuWquChs8Qjb9HOtClpRF7d5nED8Da6xwpXC9re//U353aJFiyIeDEHEA1Uoo58vfZ8JlcpcnnhNNn56NvatWWupjrnlpVfiLjwHocm43b7EMvh+LPiy49kt7rrKklcBQbdqo9fnn3JcUg/RyMErK7JnWGbE0D2OHwYttyXIVe+k7B0M8yACFoOj6hiRzHF+XBc3RhrVWHuNGml61gAgb+QIV2Pwi0QOxQ5iURe+eJVOHicjFRwTERUdqa+vR0FBgV9jIYi4Ee2X3UkojebxVQuen56NgZMnhbUyiLfwHO8m4077klnHI1nwg5YLGc3Kf4xEFpYI98iMHCINGzb68hz7YQxwKkHOjiMaWHTfSbceRD88+n5cF91ztJtDmDfty5WrkDdyRNxy2BLZuxNog5fQHinQY40RESlslZWVWLt2rfOGRFwImqs71dEVSv328KgWPLuFxm0hitajRy09XSIJx/Hr/L0spG4WhUiLdYSF4kZIPHMhZcSir10iC0uEe2RFRMR3J5LQOLs8XC/zmV3RE1mPQvYbVS86HQ+6k/LD8Ppe+mUkcZp36qtrsPH5F2znkCHXXaN1r72sKW5+k6jenSAavJwK7ARprLEmIoUt1rHdhD5BdHWnApEqG37fNychXrbQiGPILy8LKxoiTp7NtXXoM6FSKjy7uSZ+n79bJblDRoZ5rZzK0EdarIMpG35VuArSghbLvnaJKiwR7hGf8cz8fGSc1B0N/95gbqMKjXOah2TvNOvb1mvUCF/eSb7oCWDtUejUZN4ssuGxAqRKefRSRChSI4nuvXDT5NzuWG7XlFSRn4Jo8LILCQ7aWGNNRApbKBTyaxyEz5D7OPqIi44fk7zfXgkvQry4sO9ZttysViZ655iQsXf5CnMb3jLs9prE47nlx2i0tmoVm9FNjHZaYNhnOhWuZM8b/7csPIrvx6R7Lfzwbrrpa0eRAIQT4jvF5p3De/fiUH09CseOwaG6emVonM48JL7TvALVtHUrcgeXRhz6B8Dy/6pelbI5hVVE9FoBUlwL8stGe67eG4mRxO29QCiEnAH9UXLVlZ6O6WVNSSX5KWgGL162kH0XpLHGGt8aZxPBgg+3MlpbkZaeHu8hJRWyRSdSZUvmlYj0vnmxSvFJv20DkXt+CirKwxbWjX9+0fwOcL/wRZpX50Xwl4V3OhVLcdPg1mlfOvdIljMoa8bO/sXbqqzb1y5VLNmEd2TPSGZhgeWd7ZKXh5G/ulO5D515SFbAww+h3S5kUVTmeAWuubbObP8iFnXyEnIeFA+Fl3vhVVmT7UvnugUpWiFR8NvwJra2cJOykayQwpaEsIe5cOyYtr4soRC2vPSKJwshIUdljWW4qXzF9seXp2b4cd/cWqVE75ndoiXmYTVt3YYVVfeZE6zdwqfKx/AiVOgK/rJjelmcVeOMVh6ZuN+9K1fZHifeVmXd++ik8BOE7LnUeWfd5qPJvGF7apZF1egpvveqqAVxnrWrAOnmeH7gVnj2ci8iXf/c7isoym2kxEqx8Wp402l4z9559nmHjIwwYyX7LtkVuIgUtg4dOvg1DsInxPAuvgF0Mrv1Y42dNRZwDgGTVQ6T9tJBW5hkrO8b76lxCukbOHkSdv3zHRxtagp71lQLn1MxFLfnq6NsqI7JzmHvylXoNVI/V0U2zmh5tsXnrdfIEWjaslUp9HhRQln+XiT5Ijz8M7RuztPokJGB4y0tUmVZpfCnqiWVsM8rdRKoZe+6jgAuvtN8IaVYGD3FqAVmDMwsLPCtL6ifqOZUu/dWVxmSza9e5wMva0qih9/FMnrBi7HPTcP7tPT0MLlWN/czmYhIYfvkk0/8GgfhE6LFmk9yJre+v/QqH40QQma4F++NUoWAAfaVw3qNHoUDO3biUH29uf2BHTvN0Bhd/Ky0yCtZ4j7N3Aqb5HDZwud3joCOgqI6Jp/M37TFfa6KeF2iIeTJhJzcwaW2bSLcWIjF++jVgi/br1g8QFSWVYVXAIQt6EDsLamkNMYe0fCYU1KCziflWnKu7ARqVfNpO6+7zKBwvKUl5rlM4lzGrytBE0ZVnhAnRUF173T6VgZBME+EOSGWeXiR5sqL4xPXLzu5FvAndDkRiDgk8vDhwzAMA5mZmQCAnTt34vXXX8epp56Kykq10EpEB/HFCaJVLtERhQkmROgKyHaVw5iix5dfPrRnj8Xr4GZ8Xhc23YIqXpPD/c4R0Ln+smNGmszPKyTsukRLyBOFHCcLsBsLsSyPzw/CjBMSbz/7r1h4xa4IRKwEtiAJiamCWM4dABo3b0ajYdgawnh05xcng0I8cpn4uay5tg57l69wPZfESqGQXR/xndeNEHHTtzKegnmizAmxfHbt1l+vfWDF9Usl1wJwTN1IFiJW2C6++GJcdtlluPHGG/H111+jrKwMnTp1wr59+/DII4/gv/7rv/wYJ6FJssReBxnVwqErIIv3CAhvdhpJuXevCyZDtiDp9kaxU9bEidvv51RHgRGPuW7O0xEl85uVrNp/v+nFl5FxUvewEC5d/Ba0dPfnR7EXnZBHPlSUr2Cpeh6iUQTCDUERElOFMAWK4XIO1J1fnAwKXucpVTSC275erBCVm/cylgqF3XvL2FOzTCtCRLdvpepayPLCo6GwJsqcIJMz3FYNdns8N15RN++W07apIvNGrLD961//wqOPPgoA+Otf/4r8/Hx88skneO2113DPPfeQwhYH3FjWCXfUV9egua7OIpDz1bx0kXlLWK4PP6HqlHsXEas8igumSnBgn+//7N9h1S4j7Y1ilz/mFzoCkXjMSJP5DVh7UTZu2oRQWhoAoNfoUa7KZvstaLnZH38f09LT26rSwbn4h9iMVxXyyPbbevQo0tLTbStcysYUL0sqVYuLLazSLlPuMwvyLcWY3Fx/9iyJz7KsGIlOSLdsfpYhe+8A5zBB1Tm4FUZjrVDI3tv88jLsWbbclaKt27dS5cWR5YVHQ2F1MyfEO3SSf3a9FuVywu43XvvAyvankhfifY1jScQK26FDh5CVlQUAWLhwIS677DKkpaWhvLwcO3fujHiABBEPVBZSNukBQPbAgWjctMlSzUsnFEB1PNmE6sVyJC6YfPU9QC44qCzbOkn+OoqXWyHC7STsVdmJ1IKe3bcv9tYsP/EFp+h2LSrUHrtYJdQPQcvtNReNBLp980QPpRhWKj4fzKup6wE22vcdDa+sE/E4ZqoitjWBYZgtMdxcf97jK6smpypGwgwKukVMdLx27L0zuLB31bvoVlBV/SYIRoY+EypdG1d03jXVtbDLC/dbYY3USBkPIinKZYfTb9w+i27HEKRrHAsiVtgGDhyIN954A5deeineeecd/OxnPwMA7N27F9nZ2REPkCBijU6+Vtt/j1vyt/iS5DoTCb/YRhpmKcIWTLH6Xn55mfQ4YQteO3y1y0g8Ym6tkm4n4Uisym7PS8xhZPH0vOfIS/iSGPYXqaDldyK43TEsOISVdsjIsBgFVCFTkXplo1F4h4geds3WvXipxWpyKsVJVYxENTan90L13olV73hvnZ/CcqRGBj/eGzdKDX8sr++aXV54NELSo2GkjCaRFOWyQ8eD5uZZlOUt292PIF3jWBCxwnbPPffgyiuvxM9+9jOce+65qKioANDmbfvWt74V8QAJItbo5mux0uqykuROE4msEbLXvCcZbKIU8+AAWAQZJjjwJd2ZlwSGgay+xaZgwa6Nl4XczcTtZRKO1KrsFCbKf27XaNuucqPOufYaPQpdiwrN30ciPHkR3Nxex4IKripmO05hpcdbWqwfKAq9RLIYp5rlNRmQNVvXef5Vhi9VlWSnPKidC94xq/968Vqx987Mb4X1XZSFBPspLPMeRt3QZv78/XpvnJQav4/llBfuhN9zhtc1KRohfjprgdueqU6/4Y+t6xkX002cikwFwZscSyJW2L7//e/jrLPOQl1dHYYPH25+fu655+LSSy+NdPcEEXPc5GvlDi6VFgdxmkhkQn80inAA1jy4rL7FbZ63dg8H7xHiPUWyXCMgsrwA3Ynbz0bWOtj1EpJ9bjc+txZimZDKfu+HAKEaj134ldvrOOS6a1wpqh0yMqwfKDxykSzGqWZ5TQZkQrdOlIKd4UusJrdvzVpl5WQxH1MMc+fbuDg9Sw0bNpoRDvx+CiraCh2Jz6aXZ11V9dau6qUTfr83keQ3uUWc63Q8lPzYojEet3NpNA1NTmuTarx+FQ6xQ0w36TV6FAA4Vkj16/iJQsQKGwAUFBSgoKDA8tno0aP92DVBxBy7SUC1KIjFQZwmEtliG43QK3EcOxe8E7aNzFMEwCJYAIhqXoDdmHWP4/X6qRZquzBVvyrH2e0rUg+T135GXq6jm98cb2mx5L2pmsw7XWe7c0w1y2sywXIWZeFROxe8g5b9X5s92XQNX2KoJMtn48MSmTfKpN3zC1jnd6fWAk6tQlRzv1PRH1n4oKzqrWXOdlldU+e90fV67lzwDvbWLFfOM368o169UbI50I9KuW7yD2XE29AkG6+XwiFuEY/Bokz4PEgxjNjP4ycKvihsBJEMyBZEHVSCpd0+omEZ0lk0+DAdhmqB8isvwOs58MpjNFEt1H560pyslG5DVLweC/BHKFCV8tcRoGReRRV2HkInpTMSj2uqVB0LEuI9zSkpMRUPFh7FaESbB0wWSu4kdCIUwrqn/ojDdfUWD5TK8+v2fZEV4hHnDtV6AdgXhRI/F89Vt42GCh0jia7X07yMNoL+wMmT8MUHHyK9vXCdGyLxRsnu6dDp13s2xPnlFQuioSkWYxKPwYwWsvzwVA5xD6TCVlVVhZkzZ1o+Ky0txYYNGwAA06dPx+LFi1FbW4tu3brhzDPPxG9+8xsMHjwYADB//nxcd9110n3v2bMHvXr1AgC8//77uOWWW/DZZ5+hd+/e+NWvfoVrr702eidGBBa7SddJgPMq4DkJ/X5UmRQRi5EMnDwJB3bIq7mKizcQnhfgp3Abr7wjOwHKL6Xai5Lk9fhOffi8LMC8gta0Y0dbZUwh7IrlsjndPz+uq8719GJ5pdy3+CE+t42bNtn/IBTSDiUXFZnDdfVtX3D9Exs3bTK/zyktQcmUK8z9uXlfdFqFqJ5Nt95+EdFT50bY1TGW6eRms6bnpsIqaZXAtmWeyMN19VhRdR8GTp6EIdddY3t9dcdih13ag9v33U+vmM7cGGuDUjSMy3bHEIt3ec3xTEYiUtjq6+vDQiH9YujQoVi8eLH5d8eOJ4Y6YsQITJ06FX369MH+/ftRVVWFyspKbN++HR06dMAVV1yBCRMmWPZ37bXX4siRI6aytn37dlx44YW48cYb8cILL+D//u//8KMf/QiFhYUYP358VM6JCC52Cdx2Aly0BDy3+3UzofG5GEBbHpuYa8EQF7BonrvsHNjn0V6cVAu1X+EWMguirsUbCO8lpXMshliFUXcBZmFNLfu/tgizJpwHIZSWhr0rV2k/g5Fe12hZfUkwiB/SiqN2tHuudJ4l9szz+cY8x5qaLPe9x9BTPRtuIhFwxeea9fh0W/SEP6YsZ86L50w2PrEwhZg/B8NAftload5fWAgq2tai3MGlWt76SOYAP5UQv+ciu+c5nkbNSI6japMkRmkMnX699Hnli6IFxfMYDyJS2CorK7F2bfhL5wcdO3ZUKoM33HCD+f99+/bF/fffj+HDh2PHjh0YMGAAunTpgi5dupjbfPnll3j33Xcxd+5c87M5c+agX79+ePjhhwEAQ4YMwUcffYRHH32UFLYURDXpOglw0RLwdPfLT3pOVSbFPI4+EypPhEi2CzBOPbG8jFEXmVIT7cUpVtZKlQXR6by8LNAFFc6Na52EApZ/YkEQck3aF1FWNdUvwcXu3rgRuNzc4yCGJKUK7J6a4YoChWPHoPXYNziyv8HMYXMb0QBA2m+y6Oxxti052PtSXy1vnq0qT6/a3o5e5aNNIwnf41OsPKmLnyXd7d47Mew0Z0B/lFx1pbPXU4Cdo9O8x8bi5Zqw33u9R7JxxKLwRdANSk79a8V+iLLiODI5gBmVVR7rVCEihc1QLeA+sHnzZhQVFaFz586oqKjArFmz0KdPn7DtmpubMW/ePPTr1w+9e/eW7utPf/oTMjMz8f3vf9/8rLq6Gt/73vcs240fPx4333yzckwtLS1o4UpSNzU1uTyr+EF5GfaoJl2nxc4vAU+8P7rJ37J+YLLqZ6rGzAac3+FISvq6PXd+AT6wY6fS6+nHs6zjPWXHAfQ9fXbjMwxDeV4ydi1Y6KnYi5fGtWzsfP6JE0yIBtpaGvgluOgoqjpWX7cKbyyFLyIci1LFUTh2DEb+6k5f9i+GDPIVf51C0dzkl62f95wpaLptAsx7E9h7zxdhkEVD2OFU4TISDx4bu1iS3U5ZY/sZVXX3iXDUdliuou4cKavGqYtfHiu/IjGcCLJBSbd/rdgPEYDFsCjmEsoKC6UqESlsoVDIr3FYKCsrw/z581FaWoq6ujrMnDkTY8eOxbp165DVnpz6xBNP4LbbbkNzczNKS0uxaNEipKenS/c3d+5cXHnllRavW319PfLz8y3b5efno6mpCYcPH7Zsy5g1a1ZYbl0iQHkZesgmXScBzg8BT3V/nPZr1w9Mtm82OfKTfY9hp1s8KWIBCF6Aj7Skr531je1/4ORJFkVDHK/bZ9lrWWnxOGwcXj1ivPDGLPtOi259dY2l0AJ/DZyUR9m90fmdmEfEk19ehiP796Nx8xZzgW099k2YEOlHsRiviqrd+ejuJ1bCFyFH9Jy49aQx3Fbuc7rvbvLLANhWinTav6yHnJdnWRZVIUM1l+tWhBRLsuveM3bNl8+41xIRAMCi/KnmSN0IEdV5OOX7Bg0/DUpuc+TdrB3886lSMmXFcVTrG//7r9b9G8tn3Ot5XkhkAll05Pzzzzf/f9iwYSgrK0NxcTFeeeUVTJs2DQAwdepUnHfeeairq8NDDz2ESZMmYenSpejcubNlX9XV1Vi/fj2ef/75iMd1xx134JZbbjH/bmpqUnr1gkTQ3ehBxE3FSPad2yal7DgsSVu8P07H1Q11YftGKIT8stGWxswAbBcAsQ2AuKDpCrcqRUbcf+37H1qeVbGRtE4+huqY+eVl2s1weYUBgLbyoCu8ye6D3b4AILOgAA0bNmqHU/L3RrwWmQUFKDp7XFiCv3hNckpKLOFndgYAv+YWlaLqhSBbpAl7MgsLPHnRZSXl+Xffq4defJaY4JjVtzhMuXCqFKmzf1nEhNtn2c3aL87lusYxWUl2t/dMjAjoM6ESfSZUOiomYoTIkf0NYdvYnYeZG9XOnpplWD/vOUvlW3Ffbp4dv5UiwB+DkhvDZ6T5jSolU+bpBsJDYQFrmHDjpk1mlVjey50KEWSBVNhEunfvjpKSEmzZssX8LCcnBzk5ORg0aBDKy8uRm5uL119/HVOmTLH89plnnsEZZ5yBESNGWD4vKCjAnj17LJ/t2bMH2dnZUu8aAGRkZCBDLP2bAJDQ4g4vXhw3kx8fZifGcTt5XHYueMcS2uJkbeuQkWERGrL6FocJ6XYLQAj+eNFVgoO4/07Z2ThUX29ZuPmxuXmWRYVnz7LlYU1sVVZlXmEAoN3SQDa+sBwLw9CyDorV5g7t2WN66dh13LVgodZCJV6LQ/X1phLJPw9uPcrAiZAklm/A40Vg4UN3AXWfNh38tEgTscFtKCGPrKQ8cOLdZ5VM2b5zSgah5MrJ2t4g5vnbU7PMIjiqlCs3eTfRiOZwM1+Ka5PKkOh0DN2CSjrn5vT74gnjLREijZs2WQosAfYFxUxDGiMUUhrE+KIqLBrErqJlNJQiv3CjyHvJbzz85ZfY+PwLaNiwEUOuu0YqY8g+Ew2y7F2TRn1I+iQmewRZRApbhw4d/BqHLQcPHsTWrVtx9dVXS783DAOGYVjyy9jvXnnlFcyaNSvsNxUVFXj77bctny1atAgVFRX+DTwgkNDiDtEr5SaUxW5Ck3l8+BAYPklbFHRFQYQJCWwyFI/DfmtpUtxeBtsNYhsAp6axKlSCg7j/kiuvABDePoDh5lkOS2qXFOCQLRqicpNTUoKMk7rb5oCoxgcgTPnTEd7YPRw4eRL2rlx1orKdECrFFjOnhUqV4P/lylWuFHjZ97wQLFZ58yKwiJ47r88c228qWF6TBYsQLYQS6rRXCSspz+AqmfLfN27ajBVV92kLeQUV5eEGmFAIB3bsRGZhgWU73oNwvKXFVCSciun46V3RnS9lIeC6hkTgRI5cVt9i8/65FZ6dzk123QoqnAss6RQUk52vuC/Ra8rPdTL8UIqiNX+5UeTd5jc2bNiIuiVLAaBt3QK0WzWE9X4FrJEuPO1ea7/C5xOBiBS2Tz75xK9xWLj11lsxceJEFBcXo7a2FjNmzECHDh0wZcoUbNu2DS+//DIqKyuRl5eH3bt348EHH0SXLl1wwQUXWPbz8ssv45tvvsFVV10Vdowbb7wRv//973Hbbbfhhz/8Id5991288sor+Mc//hGVc4o3frjRUwXRKyV6DUR0JzRxUgZgyVfIGzlCKeiqSiAf2LHTokSI1umBkyfZeoecFgQ3C76X/Xi1rOoUPBIt4roeZvF+Nm7apKU88NeAhUUdam/Oy56n/PIyx8VLVF4Kx45B05atFmt969GjaK6tw97lK7TDnUZV3Y3Pnp6LQ7W15ud5I0dIt3fD8ZYWaR5IJAKLGArLXxvVc6YycqSC5TVZUIUS6rZXEUvK55SUWN5fVsnUgoZRjj+OzPsuM5yw/fHjFj18bvqO8WOQvQNuc/Z47JQXVbVHMfTUaG0NC0n0KyfM7v47FVhSrTHiPJ9fNtpUOGX7CjN6OTw3kSpF0Zy/3Bg+3Rr8965YaflbZhTUPdbu/3vXYnzhi1yxtdiv8PlEIJAhkbt378aUKVPw1VdfIS8vD2eddRZqamqQl5eHY8eOYcmSJXjsscfQ0NCA/Px8jBs3Dh9//LHZY40xd+5cXHbZZejevXvYMfr164d//OMf+NnPfobHH38cp5xyCp555hkq6Z/i1FfXtE04LrxSuhOaOCn3mVB5wiLJeSdkgq7KQ8KH+QHhuVJ2jWXtqp7JSlTbXTOdhUW1HzfGBC9V/9g5eemjpKsUqYqUiJbBrL7FjucoFh+oW7LUoqyxxY8Jj25CnXllrXDsGNfCogxV37dIBBaZJ9Pu3svClXhFMtktr8mCqum0U+6qXUl5/t0HgJySQWjctPnEQTXyy6THQVteaVbfYuUcIVr/RQ8fm/PZvp08KW4rVbq97ua5cUY+lbImhp6G0tJwLEqVs+2MPzrrr2yNUf1OVS20oKLconA7PTe8wdAJ2bbRrj3gZt11s22vUSNNzxpgNQrqFsxizzTz1AEAQiF0ycuzFLVaPuPeMINoMs/xvihsS5YswVNPPYWtW7fir3/9K04++WQ8//zz6NevH8466yzX+3vppZeU3xUVFYWFMqr4+OOPbb8/++yzo+YlJBIL3looWml1FnNxQlOFb4gLhJ1yxgu67LdiCWQ+DMTgxsy+s2ssqyqQIUv6VTW97Dl8mNbC4ldoh9OxIrEy8/CLho5SJLNQy2LudUJSw4QnLgyS/71by6fFe9G++EUKu945JYMs1SNl5ZkjteLa3XtZuFJOSYlWpTkiOIjPAdCW1+LUZ1J8Z3glg3+X+WqGYkEdHcTjDL2xTXiUzRGy4jlhHr5QyBIB4NReRFRMN/75RQCRC/ey664y8skiB9j5sX52kYbQizgZf7xGEKkUOdW+hlx3jWP7BxG7Vgxi3iC/7cDJkzzPX9EKpdTZLzMCfrlyFfJGjrAYGN0YFZwK98i83X49b0ElYoXttddew9VXX42pU6fik08+MfPIGhsb8cADD2grVwQRL8J6TzmEgrDf7FuzFkf27UNzbR16jRqpNTGJi4GdciYLE2SChyrMj/d0FI4dYzshyo4tLvwyYQIID/NRLSyyim061l9VCwDW60dW5CIaISRevae8hRpwLuGvOibfZDtSQcVtqK8TTi0j3I7PaVu74gYyD3Tj5jYvipsy40T8kSlYqqqJ/G/cKvw9TjvVVQsKNpfxih7br2xsohGHD4dWtfgQlS1xTiscO+aEIcgw0LR1G1ZU3ReRcM9fQ9HIJZ6/+L7zsPNzq9Doji1aefhulRudOU1WQMnp3vI57cw45+WcoxVK6RThwF/DIdddY4nesKuGLV4zsRetqnCP7P1K9jk+YoXt/vvvx5w5c/CDH/zA4hkbM2YM7r///kh3T0QIJd07E2bJAdoKYNgoa2JjVz651m0pZTvlTPUbMdSHbcuHbNQtWRpWMUvn2GLSr3gufNNLu4VFFTYjq2woq56pUhLZ/WFhpCyPz2ufIqfm2DoLtJ2Fmv9/L8qLKACtn/cc9q5YaTES6BBpARoR3bwzv1ApsuwZMZ99Rvtz6qXMOBF/dPpM8rhV+N16LPi5rBEIy3cSBeMwA0Onjvjgv3+CXqNGSgsTycZlFx4tet6jXVhMvB/ZAwe2RXtwaydbb+wEcdXfHTIylOX0gejk4UdDudExZAHqnHbReOvWuOk1CsUJu8IodtUzZfmlMsOu2160sgIldvJOMhCxwrZx40aMGzcu7POcnBx8/fXXke6eiABKutfD4nngaNiwEUC4EB8W/tYOS661EwxUCoKs4bVurDeP27wdmVVVR5iQeQXF48gUYaM1vLIhAFtLo6gkArDsly/Z7cbKrMo7c7IeurmWsv93C6+gf/iTm838m0grcEUaIqiTd+Y37FrIcpqGTr8euYNLXReZYZBxK1jozqNujCBelZqwok+hEPauXGU71/LHO/zll5bKeQMnT7LM+aom92IoqExZcyPcR0JY2Gl7RV/2vu1dviIs7E+cY5lRRfybP69YyirRyBPTNWSpctr3rlyFXu0FyJyQyXhO741XmdCu2qZd9Uy7/FLVNeN70ZrHQPiayhcVkz1/yUbECltBQQG2bNmCvn37Wj7/6KOP0L9//0h3T7jAraWFaMPieeAwrfXCIqIqAMKSa2VKD8vD4CuEAWoFwe9JleFFEbRreqkTJsiTWVCAw3v32nrsgHBLIyB4/gRvqBcrsyrvTGY9jJbRQ1fwlHl1Ab0KXPwx/LTCRzNMCbCvhsdCY/lnhG3Pmu46JfvLvLqAvBw5KXOxR/V8yULJdI0FXpUaWYsQlo9mZxhgx/vgv39i+Vx8b/lxqUJBxfBoLzl4kaC6H065pfx3opLL/w1AWZo/GqjmEZ3f2c0FuoYsmZzA7m/Tlq1axWhk194udzgSmVB1/52qZ9rll6quGbseTj0ZU03OjVhhu/766/E///M/ePbZZxEKhVBbW4vq6mrceuutuPvuu/0YI6GBW0sLcQIxVjoMoR+QaDk9VFdvSa4F1HkY5v7YrjUWOT8mVcC7IigTcnQEn4KK8KpaLCndThljArdKSWSCi0m7otVcW4cew07XzkuR5Z2JuXHRXAzc3A+VV9epLL/sGHbXx0kYcVtB1Cs61fCAE/lpQHhepVOyP799TkmJ5fh8OXKKVIgfKs89/y7wlXKjdV94az4AUwjXzdeyq5wnYhcKmju41Cw81bh5Mxp9LOzhhGpusJMzxO9EJdcswuKi55vTeHTPRTWP2DX9djIWsDGJOY06xbDsmkar5h3VtVfNy5HKhCpZQFzn+fxi4ESfPl3llV0zVU9G/lo7FSRKJiJW2H75y1+itbUV5557Lg4dOoRx48YhIyMDt956K37yk58474DwBbeWFuIE/GJ8YNfnltLnJkKFIl1BVQwHCFMIJQtUNCZVcSyxskTJktBlQo5OLzZ2XvzChlAImQX5OFRXrx0SofI4NWzYGNZiIZpGDzf3QxxHZkEBis4e5+hdc3MMJ8VER3FRFYtR5bCwMYqCDAuzYfeYjVs8H5afJgo7qnA1VTEAWTlyncIBROyRebtk99htjhTDTaXZgoq2RsEbn38BDRs2Kt9HVeU8u/OTeY87ZGScqBIsEWKjhVMhLZWcIftOtR6kpacri8qIY3EqZOWkzMnmEQCWXCzZ/GZnLGC/Z9+LRibAvpm4LCfLbt5RKYd2RCsqgl/nxfxi/jzsjAvi+2VXJVKMOCkcOwZd8vKSXs6NWGELhUK466678Itf/AJbtmzBwYMHceqpp6Jbt25+jI/QxE6w1GkyTJzI1QJgNlxliBWKdBHvS+6pg9Hw7w3m95lFhcjq3RsNGzZaFhi/JlV+4YqXx1WciL167BjieWQVF+Pwnr2mcM9KXetYSHmPUzSMHnaCg+p+6LSEYOPlk6xlv+O9x7znUIaTcif2lJIJEHbFYmQ5LAxRkFFVtFRdM/HzroUFpuWeF3pVxQDEcuRZfYutifLctslswU0EeAObmKuoypnSzZFy6001Q7ZwIqeU9dIU33m+cp5TIQ7xXVdWZ3TRQy4SnOYGu/lb9h0vk/CRJXbKNK+omfuRjEfnHsrmETOEun1sn835o2V8/O+4EzGPL4b2szFtevFly7E3vfiylpcJUBejEecyN97laEVFSA2qgO2aYYddlcidC96xbFu3ZGlKRD54UtjWrl2L0047DWntwi0ApKen49RTT5Vu/9lnn6G0tBQdOwayT3dSoHIpUyiPHuKC1PmkXDRy37N4chEnS554X8S8mkNf1OJQbV1bPxFBmLATxHXGIbv/OsqHm7yqeOT1qBY2NrGzUtdOFlJxAXEbXiLDqdqlk/VZrLglawmhoxjxzxAvtIoJ4TxOyepiTylRUJRdW7FYTO37H8oFT7QJSA0bNuJ4S4u1zxNX0VJlzOA/N0NmHZovi8UAeAuxKLxlFhWhoHx00ltwEwX+XeCfBTtPKwBHb5zbKIS9K1Za/q794MOw6qUyL7SdEUOc/8WIAr7oiFdDolu8GPt01yTAfp7kfxeGJEJF5x7K5hFRCThUX69cR3hUof0sLPDw3r2W7e2ai4trTTRy0XSIZG1XKbVujF1O3sMQQmG/SYXIB08a1Le+9S3U19cjT7PxakVFBVavXk1FSKKMzKVMoTx6uA1HAPStsbxwITZ6FF3+XqyFqsRclcfISQnTOSe7HKNYKHGyhW3jn19ss3LbJK6L97m5ts5SijoShVaW36AjOIR5sQDzmWC5VPwxnRQj8Vi6lUPtzl+n541KqOMX70P19QBg2Rf/nSU3EXKvlkqBlll4Q2knmo07FQNg/y8TDA/V1pKyFgBkOZTAiSpyqpwpWY6UH3nfYm5ap6wshPbstX3XnApxiL+xCMDtShorQnK8pSUmpcx150aGan1wO3cxVDm8OSWDUDLlCun1crqH4jxSPGG8xXsHIGw8qnGI10gsEMNTdHZ4VXUVKsNtNKNlvBj6RUMlAItRQTdkUzy+ynvYZ0JlmCyVCpEPnhQ2wzBw9913IzMzU2v7oxH2+yG8QUVH9HETjsBwqxCLk70ZdmmTcK3TU0VMzGV9zrwk4+qek2w7ILw8fywrmPHHF3M/eAHPrhQwr1zLks/tFjMx7wqQV7u0w0B4+LLMIi/br27iv904VMqQGJ6S1bdY+lu+MAP7LL+8DHuWLTcVaebZCiseI8FL02tVGKiO0BlWvp0Ro1whIhw+f0v0RAHh3hlVzpSYI6VqDeFGMRly3TVo/uILfLV2HXoMOw2nnPvdsDlIxKkQh/L9bH/3WLSHXe8r8dr5YUBzijRwMioVVJTbGnV0rpmFUAg9hp4aNj+7zeviz08Vams3Dv78VEaj7IEDgdbjjvmLKrxGy7g9hpecXSdDpdg/0SnPWddDGtZ3MwXwpLCNGzcOGzdu1N6+oqICXbp08XIoIgLcWsVSHd1wBIZbhVjVx8Yu4drpGLLEXH6xsVu4bHOeIA97sxuXRWGBvHqbGwGivroGm158CceaDmgV2JAp3aowQbtFwUkpU/1OzLvK6lssrXZpR3bfvhYrb1bfYmnVODetFrzOA2KxBjP/0iG0UqzOyKyhKs+WctENhTw1vbYs5sJYnYROlWAYq1whQh1WzAwhondGLE4jRhE4GSHEudXpGRHHWrdkKUJpaahbshSnnPtdx3dN9j6y/oEyVF4pu95XbGxORYT8Cn3XNSqp5iLda2anTIlhk0yhXzZjpm2FQvE4zGBnN5c69XqUrfWRyF9eomVE7O6jXX6v07wnjg1QGyrtQmJ544OOodNtz9lkwJPC9v777/s8DCJauFl8CCtO104MgWDWedVvVIuV7jFki5no+cgpGYSmLVuV1i2GY9hD+/6YECGzcInjatiwUdofjU2kTj1VZONjMKFeR2lj+5RZ0EXFVLYoeMlzq6+uactnEfKu3L5/lp6A7fuQeYxk+7U7lttx8Ll0YZVNbarTuSncEnbN0JYrdqi21pWSJBNE+MUcoRDWPfVH7Fqw0FFoE72EWX2LXVvqCe/YWetlzaItcw5XnEYH1dzqVFXSyRugI0jL3kdVGwqdUGPZ++jVKMWjG/qua1RSnTuvKKnK6jspU2JxjzWP/T8c/fpry/XVDd3XmUtV42Db+Gkstwvl18Hpfov3T9XsW9ynLJJH1ZanvroGG59/Iczo0lxb17bD9vf4wI6dWtcuFSPIqAoIQQi48QKx73Vjvr0o0Pxv7EL8gDYBs3HTZsdJTGw3wCoruulxJJ6LrAG50dqKw19+GR66CWuvK9n4RHSaRPPXiC0kYqgpqzamajxrtxDIFuIw5SYCj4yYr3L4yy9tPUb8+fqZN2iXq8HGphPuJfNaWKq9Cdds6A3TAMCx6TVDJYiIhozDdfU4XFdvKcGtumZk5IofTtZ6MWLAEmHAFafRRbzXYcUtBOOS+LzllJTYehN030s75Uol/IsVMJ28PG4Lc6i2A8LL38uO5dVI5LSOyvZbX11jqeoMwKKsATCVWjZ+0cvjdg7VMej6NY+Inj3dFjYMpwq/shx+3ggNWK+P6JGTRfLwCjgLZ+blA6O1FV+t+wwQCogc2d+gdS/8VooTAVLYCILDS8JtLIq72PWeadiw0aySuKdmmVb8vijQssqKhWPHWIV0mwIeqn2Kgn7dkqU4tGdvmDK3p2aZ0kooC01zahLNrpNdo3JRIGsELL1hdHIgxIVYVH5zBvRHyVVXenoGCirKUTh2DOqWLAXQdu3Wz3vO6jGCtRiJH3mDonBpKrsK7KrT2TVJDROI2wVt/pqx4jyit0EmAKvePbaYb/zzi21FJxjtOZ4sYd0u/4eIPbLCMHZhxWYYskJpcfKWichCzIET75toyGjcvBlAeK6l23XEyYMiE/5lPS55eIFWjADR9djolL/ftWAhRs+8x1Z41lFeI1lHw+6bjPbnQzyOU4PqeFVDFpF5MnWukU6FX1EhZIZappQDsIS7ssgIu0iesLVYcn8aN20OG2/jpk1o2rLFtmKorPBQKkAKG0FweJkQ/XTNi/kbOxe8g5b9X1ush7zQDiCs6IgqDJLHItC2V1ZEKNSmKHjsPcULCPUf15gVAQHg2IEDYZO13fVl+9r04ss41tRkyWGzW0DDPENcGJWZ+2EZxIlQIpnV0CnMtb66Bs11dRYru0pZ0134zRCRdr5cuQolV11pUWCZshvmEa1Zpm15Zb8/sm+fed9lvatyTx2M4y3H0LWoAF3y8pTV6cTrJ2uSqro//DXTKWgjetJU3lD2OxPDwJH9DZYx2eXjEbFFZTVXvU+y9g3896LnWxQCxXdSmsOIE++bqmS5mGvpdh3x6kGxi77gr5vs3XE6nsp4JZa/58fCzp3/WzeXzkuRLIbqvgGQRlKoKkID1sgPN4p3LBQ7L7KGToVfIFwhBHBizebyRMWcY9U4REMmH85sIRRCftlodC0qRHNtHfYuX6F8b7wY1JMJUtgIgsPLhOiXa16cjJwwrWaCRVh3oRMXc36S1o1jl+2zoKI8rAJg0XfGmYn1TtU3xX3xOHmUwrx8kh4wosDFPhcXGFlvJFVBBMBqZRcXb1lSvsriL5YKzxs5AgUV4dUWv1r7qbJIhp2AKA1JbL8WCIWsvatCITT8ewNCaWlo2rpV2TNKvH4qIVW8P/llo7VCUp08aU5eBmbc6DOhErsWLLT0WATsw3OJ2KJrNZflTam+ByDtwSbreSirPsd+12PY6ehVPto0oqnmMa/riDhm3efSLtdMljfErrHqvbIrrS6Wv2cVY1VjUIXjiVEjqtA6HaQGSLQpJ6Nn3iPdNqyPZzt85Ieu4h1pKXw366tbWUMW+eIY2SKEqlv+XxPxuExxzupbbH2/2gt0HW9pQVqnjmFpDG4rSCYzpLARBIdX5ctJyHCq0CSW09WBKQpeG6nyFtQDO3aGhU1EUpKfecO+XLnKUsqYLdRurq9qwgbCPUqyxVhWkYz33CmVPUHIAMLbFvCLB7OyyxZvHWXQ6dqJ1RbZOeWXl1l70rQroaryyWEhiTyGEVZmnL8Odj2jVOX0eXTeL9U2dp40XS8EI6wfIpFwiO8ra1TMjCnM861qmyIL7QPacnH5OZHfv1PeDkP1DDsJ6aIBhikPgH2OlVOumaptjEqxlIUN8scXc2oBhIXJsTHIwvHEeYjdp70rV6HUZTg5f03NvnvtyNqPAOGeSQucwUtX8VblhNsZzXQNeHZj10HlTZUdk39u09LTcWDHThzZ39AW4WOjrIleSXY/+OM2bt6MRsNAnwmVYXn3Yn4bk2UAa74kS9nwI5opEQkZYTFC7njvvfdwzjnnSL976qmnMH369Eh2H2iampqQk5ODxsZGZGdnx3s4RIxwaxmzs1baldPVgSVMeynZzh83v7zMDEUA5JbJeCALU5SVgXczXqf7IWt8ai48nIcre+BASx89tp91c57GjjffMheWfpdchB7DTlfG87sdu0wI5AWznJJByPv2t8LGL45NBsvnUl0H3sMmXjvA2sSdvyZ+4FbRt8McZzupFlqTLKieUwCWuU1W7XPZjJkWT5HYF3Pg5EmWHLF9a9aGvddOoefiWJ0aAgPA8hn3mvMMQiF0KcjH4bp6y7jEnEvZvvnxqnJr1897Dl+8/wHSc3IsDahlVWLFfW9/4+9WIV7wyuSXl+Hgrl2WEO/MggIMvfF669h4XM4bsnWMv3b9L71YWSWZNwKK56JaE1RKlarwlOo8LPOwEC4YrbnI7THDjHsOiH0RLesmp7SzZ4AdT7YmsffLMIywe+PVCxtLoqUbROxhmzBhAn7605/igQceQKdOnQAA+/btw3XXXYePPvooqRU2IvXwuyiJqpxuc23diYVHQWZBAQB9i5tdaAFgrcYmyz+KNk5FJYATJX8/m/NHS46cG5wqsrH/54U1INxSLAp3Kk8dW1h4yyWvLOypWWYWFtGpjGUX9renZhmatmxtS+aWhCGFhSQqhFnxOjBraO7gUlsPWTR743h5zlXbqwo2BKXAAKEHeyb4Fh4ALM9+16JCaVEZMbSv80m5aBR6m42qutsi8EeSq6zygonPW1bf4hNzTXuFU/b/bFxiziXzeu1dsQq9Ro2QeqVlyhqbhw7X70HDho2W9180jvHjtvScBCyKSmZBPg61V2QVOVRfjxVV94X12sosKMChPXsci1zZtRMA2ioMysLgxX2I3i27KBX2/3brviwk0+48VNEcQOTh2ao5zO0xlZWC23PODuzYaa7B7FwN7tqbn8Eqw7BnQFXRV/QEi+0rdHL0k5WIFbb33nsPP/jBD7Bo0SK8+OKL2L59O6ZNm4bS0lKsXr3ahyESRHDwuyiJrCoaC6tjVZpUStuhPXssE58dskVKVNB0mjxHS6DlrXnS8uzt7KlZhj4TKjH0xustFk0nBZPlS4QQQlbfYq2wCl5BEAXCjpmZ+ObwYXNh5vNnVOFQ/P4O7NhpsQQ75cvphMnYJXk7Na5l10jVA0ms2qhaMKPVG0f3WrgxqIgKYKontCcystxVwBqCJyvIYZfLJMsFtauAKoM/riyEU1Ze3hIeJpv/JeNiBVhCaW25pkyhszOu7F2x0vK32DZFrEzLC9Kyapps26ziYhzes9c2SkTstQVYPTOyeUPWx1NcHxo3bVK2a5GlHrC52ylMWye3UFTsnNYWOwMeyzGLJJpHnMOcjrl8xr32+eBA2HorO1dx/u8x7HSLYYTBrqE4LtF46NS+IpWIWGE788wzsXr1atx444349re/jdbWVtx333247bbbEAqFnHdAEAmE30VJ7IR7fhL78l+rrX1mhOqHbr18qkXKztOg2/jai1InVh7jJ3NZsQ1VM2YZYmiHbusD/vdiPsw3hw61fSnJCwHUFdMYYj6aU76cjvKgSvKWFUKxK8EsFnNxY6RwEhK9IBNCgPC+QPvWrMX+z/5t229Itm9KaA8OXg1CUmG0/V1t2LDRNmfUaN/meEvLiZYagnCoUwFVdi7ic8u/G7JiHLyHQlpZTzIumRLCFxaRKS09hw+TFjeSKZh8qDUfNsnPNWw+TUtPR9OOHVoh/eLYRAWONx6ZFUHbbpiptA6dfr01DBIwc6Wy+hZLC0SJIbM6PeNkhkNRwWHnpDv/qQx4kawBTrl0SqMh5BWGWYEdVixEXDNl56r6TGxkznB6553aV6QSvhQd2bRpE1auXIlTTjkFtbW12LhxIw4dOoSuXbv6sXuCCAxeBVK7BUH1Hf/58ZYWNG3ZYus9YcgmQDeNTVUCsmzBFH/v1UsRQrhxh50HCxGSeYt0hPFDLKTIPJg1rMKpIAxfCTIzP98M3ZH1D5MJCHYhNLL8G7uqiHawfZ4IjdyCxnbh0u6+iJXkgBMN0wdOnhTWtsDJSGH3XMmULJ3eWPy1EPsmiRZYhtNYnbzOqWzJjQe65d9Vzwt77nhveChNXSgnLEeHC4kTBVMv76PsN0OnX2+NoGhH5aEQFSHeuyfLMXITCjiq6m4MnDzJLG6UO7hU+j17txo3njAYytZBca7MLy9DWqeOaNyyNWwOlim87P6pijapqiEz49eJixketSAWiHJbAVk0HAIn5kiZAcmtUiErKBVJNI/YX5WNkUWZsIiasLBVobk4209je49X2Tom8zSy+8gXARKVNad1SbbPVCdihe3BBx/EjBkzcMMNN2D27NnYsmULrr76agwbNgx//vOfUVFR4cc4CSIw6AqkfiIqXPxCzntxVBOgG0VTtlAYYniOIjTBq5fCXDzaj5HVt1i7IpsMWTEXE8MwKxg6LRji+WT1Lcah+hPWbF5Zs6sgKbsO/HMksyB6CS0sqJCX0ZblFqiEPnaNeKEHALIHDkTnk3K1xiEiU47svB48stAclUDOk1lQgIYNG7V69umGRhHRQ1X+HXBnCBKfF7NyoFC9VKYEqHJkzEbyCo+6zjj436h6Y9VX14SFXYpzGfMc7f9sveV4mUVFKCgfbVGgVPlevALJwiBFRddu3gDC10Fx/12LCs3rKBb5sUM2TlER4fPMREOVGLUAAAd2fR6WAuDm/a6vrmnLxeLDU9v/f9OLL5stHryGUqvWZ6/RPGIunVj4gylfsgrDTKawzKnt78bGP79oeqPt5BzxfWX59gz2vMueOd31PRVzjSNW2B5//HG88cYbOP/88wEAp512GpYvX44777wTZ599NlpaWiIeJEEEAT4PShYf7xS2FQlOFk1Z+XinBVaFStBQLZiy39qVdtc5PzG0w225Z1kxF7M8cbsikju41FHBlOUYynL9nIq4uPVKufXksgWsQ0aGluWeL9+typPhE8ARCqFx0yY0paVJLa1OiNfHrj2A7Nrw3kgWciUTyPnzOFRfbxvCK3tWyZIbH+w8ToA7Q5D4vIihjuzdl/YwlBiizHA8l61T7N5h2byiCrtUtQQRDRSHamtt1wb+fGVzkt28rzOP2Smolnw4h7L3TkWbVG0U2HnLcrQO1daicOwYdMnLc22MET2HZjXRdtia4kcoNV+0XXXOOspK5549rK1ZRNo9aTIvW+vRo8p3o2nLVnOutVNORYVPLBDG2i3YteZQnZtuakYyErHC9umnn6Jnz56Wzzp16oTZs2fjP/7jPyLdPUEEAlkeFD9ROIVt+TGpOFk0eUtkJGFdqoVCFIJkzTcLKsJ79IgVzXTPz1wwuNAO3X41MoFo35q1Zlip7vVSXQvx2LqKnRvE66FaqMO8iULLAABmvz3RSyldmAHAMEwhV7RYs+dbZbyQofJ68NfdSRA5WFtrNtkFrI3KmYcyLT0de1eusjTPVeV66j6rqWrNjSUqjxPD7bzGfit7L3jvklgJUaaMOTXodhqH6h0W5xXR28B6nzHvnsxzZIELU2eGGLY9nxsmM9CwcbH+c0f2N2DXgoVmzyzdnCxZpUpZDjAfqidbQ/i1ho8gcXr/+G1q3//QoigcqqvHyF/daVtcSYZ4/3ucdio6n5RrKRrlVJlShDewNe3YYWnELkbGOBmGVd8DJ+ZIAGGeNHY/dYp68FU82e9Vyqnlfsto92IDVu/okf0NjlEXslxGsUdgMhOxwiYqazzf+c53It09QQQCtmiYCDlcTmFb0Shg4MYS6VbolC2OohCkmlTdlHZfP+857F2xEr1GjbRUKLMsJIClpLWOEqwbYqLjydIVFHQUO6/YLdSy6pAMMbRUloMg620XSktDl7w8ZZ6dGF4j6w3ldH3Etgl2OXZik10WcqXyHvPNc+3C2A7s2GlbwIcqR8YGmcGDx63HGZC/F6JQrVPQwK/Kp3yvLhYWbFZcRLjHlw/v40PgpaGFgrBtKbsvCXPjn3WxdyKjEScMk3Zl1HnlQ6xUCcCiQIg5wKq1QWetcVrTis4eZ7lWeSNHePLOyO5/j2GnK+8PLyuI42NROntrlksVZycPpJOnWRaWyhtcWXsW3sgmewdE4wFLBRDHKvNGS72RQtVT/ncNGzaGedfZubFz6pCRgeMtLW25kEIYs9+G8SATscJ277332n5/zz3xb75LEJES5oloXwTXzXnanEwKx45Bc109erUncMsKZfiJnZIQLaFTZrl18japzp3Pa2DVysSy0mGLmovQEz5MhllUda6XV3gFiv9bxE2JelkFQ35BBxBWFASAed0O7NjpqDyzBVvMAREL07BFvbm2LiyMRseTKl5n/m+7XIawfAobBUwMX7MLg7ILw3Oqvkf4i5NC5sXLqcr7lVXqdXpu7Vph6I5LDD9mcx+blwdOntS2IZvvuLmOz6sTKwrKCmhY5s52j4YsJDLMYyFio1Sx8xe9mHY5cJ2yswEm+HO5xKrrpXr3dNY0tpawoir8NZcpjKp7qbr/TikK/L1l/S4tyraqx6qNB1K1tvJKM38f+OvLr4c7F7xjelBlnjyVAYUvuiJ6wWX3rMdpp6LkyiuUJfuluY3c2GXNyNk2rHJp05atKTM/R6ywvf7665a/jx07hu3bt6Njx44YMGAAKWxEUsC77gGcmHwlCkXTlq1hJZyjNYnoKBuRlCsXFzGZ5VY2Jp1zd+oDJCaaiyF6ThUAeasvb9X22nTTSTjTESJ0lWfRGl84dow0pAiAJfwFAPYuXxGWS+dULIE9R+vnPYe9K1eh18gRYePiF3xZdbFIQlPc9CrMLxutDMMUn/UueXnSFgaiMgacEEBkHodoGl6INlRzmaxgjU7RA1UYsNexAW3PFyu6wHuUnMbFwsRkuaKyvE67MDuxoqDsXbA1mnHPtTKHleHQ90rHi8mPw9KcnAuNE6/VvjVrcWTfPuXcpbumDbnuGgy57hp5cSXB6GoXvaGKOFF5t8xDtP8/K5lve60BpHfv3lZN0SaM205RNFpbpfmaqmgFVT6y7DiiJ+zI/v2or64xz13Wa9CpGrXMW8zmd1nhE9FAAej1vUsWIlbYPvnkk7DPmpqacO211+LSSy+NdPcEETN0rKWZhQXhHg+e9sl4zaO/Q5/zxzsqB7HIj/Ea0iNTLg7s2HliA8WCC+iV3A916GD5jFlB+X3IFicnRVC1OAMnLKwywUq3vL9K0dJprqoraDDDABt33ZKlbfkhYn4WJ/CxRYwX5lhLBJWQIOZSsByxpi1blR4zdl9YdTQmhEQSmmKn5LsJh3N61mXVQ3nBV5YjkV822lUJcMJfVEU3dIwisjBgFTrvf5i1n4s2UI1LDBMDcOL33D7EvE47j6CON1L8Pe/FZl76XiNHSOeGzMICZBUXO+an6ngxxf5qdpEnYdcZkBZ6cVvcSqWYWgq4RFg4RNpoWoRTaJnXjeUMArAUM1Gt1U6KYuPmrco1xim1Q3UcmXLVuGmzxWgo6zWoUtTMdjvCPSkcOwad29OsRIMtuz/iM5lKlX196cMmkp2djZkzZ2LixIm4+uqro3EIgvAVN8m8219/EzklJepJGcDRxkZzguO9Rm56dfmFG4GXR1VIxURhfVXlpTFEAaZjZibyRnxLuq1dGB2/P17QEptwi8gEK1lZ/qy+xaZip6NoyZqrrp/3nEU5lCkUsv5kYR4swPR8Wap/CRZt8V6zUukyi61UOAK0hBbe28bCJHnPnheBx07J1/Eks+3snnUxpDdn0CAcPdCE9Kwsy/e8sOi2BDjhL2GCsINg7dQ8WAYfmuXU3gOAtNiEalzibzOLimC0tuJw/QmBleWA6jYI1vFGisqqrEeXJdeTg/WLc8LufePnNd5w6fR+igoPCwkVj2vnSRJRFlfi5gK3hUPsroUsbByAVKFVtVaRhRzqnJuZayZRZmWpHTrnqjRQc8dhz32PYadbql3ySNvttF/73FMHm/dTVP5k4ZQM3bUhGYiKwgYAjY2NaGxsdP27qqoqzJw50/JZaWkpNmzYAACYPn06Fi9ejNraWnTr1g1nnnkmfvOb32Dw4MGW38yfPx+PPPIINm3ahOzsbFx++eX4wx/+AADYsWMH+vXrF3bs6upqlJenxo0nrLhJ5gVOWMIyTy7CoS9qlftlYX5isnGb0jdIekyZpTdST5yXSc2ukAogX1Cc8tIAQWgG8M3hw6hbshTLZ9xrKWWtc64yRVtswp1ZVIRDtdZ7JF5z8f7yISw6TZXZ/ckpGYTGzVvC+pjxQiAvsDRs2BiWBK9aHJmAxS/6AJQ5eW5KpVtwCJ/kYcc8WFurvD6RPrt+FMxhiCG97D0+XFdvViHlhXHdEu5E9ODfmcNffmkKdapn1K55sG5olugdl1n72fPBFwORPf9mXlE7lrmoXUngq+ZF8rw5tXUZVXU3PpvzxzahXiFUF44d45iHy6MyoqmMkXbnqPKqiPd5/bzn2p4DwLGACX/uYb3aOCXNa/isOD+pjG6FY8dIIztUBkZZc3HVueWUDELjps3mZx27dsU3zc1hyix/HdgxXCmFspBO7hqyvDOVEVrWbqdrUaG1mA53P3UNB0BqVPONWGH73e9+Z/nbMAzU1dXh+eefN3uzuWXo0KFYvHix+XfHjieGOWLECEydOhV9+vTB/v37UVVVhcrKSmzfvh0d2kOsHnnkETz88MOYPXs2ysrK0NzcjB07doQdZ/HixRg6dKj5d48ePTyNN6ikwgPsF06hVCoL3aEvas2JXmZVyxs5ItyC1j7hsQmWn+yWzZhphqXx/dz88MTJPDlOiqFdOItsQVHlpfH7tQjN3PXYs2y5ef10z1UWhig24S4adxa+eP8DHK7fc+KHgiBgV96eCVR2lmRVmJ1ofWRjZh5W2SIlLo7pud1x9OtGy1iGTr/e8f3WLZUuCqF2OWIiqjLSsnAwL8+u3e/5voi8N9Ru/9JCNoz2EN9UCrFJFNh94D3CKmWazVti82CVQB8WJqY4Pm/tZ6HhvFdH5h1T5emYOBhH3K7hOn2txGp/PHyeMIs0cDMXyIokufG4i9dZpkBJr6mGp0iMClAZvNygmp9ExYjlvMvmsZb2cEhGZkEBht6or6gAQMZJuZa/v2lubvuf9nmO9zK7NQqIIbb8889kAFn/VNl9lxUzKahoC9cVIxtURaWcWtskc7XIiBW2Rx991PJ3Wloa8vLycM011+COO+7wNqiOHVEgdEZn3HDDDeb/9+3bF/fffz+GDx+OHTt2YMCAAWhoaMCvfvUrvPXWWzj33HPNbYcNGxa2rx49eiiPk+ikygPsF06hVKKFzqRdyGMCNP9d4dgxGHLdNdbcAR4uP0Ys18xPeGKlLS9FQ2QJ8uICAsgVQ/5YTsJsr1EjTc8a0JYLISqhrDdYGJK8LFHJEY8pC0NkvYP43i4Ihcx9y5SSsPsrsfCqFjonq6FofQRw4joIi9ThL7/EvjVrLeE+Rxu+bhu6EEbp9H67KZVuF3Jih10Zadn3bkMlVb+XJc/rlOq2zTPhehPRXBk83PRD4xU8pzA3mbFGZoxi+2SREqE0axN59j3vnbLzYjsZR7ys4eI7LYZ52oW25ZeXoXPPntZIg3YjmmgokRn6ZCkDXkIMnd4/WT6aG0+4uP9IjJ92VWT546iq4NZX11g8YwBcK2sAUDxhfFv0jgInL7Pdeerkg/Kf2RkMVHKWaDyU3U+7lgyRrjOJQsQK2/bt2/0Yh4XNmzejqKgInTt3RkVFBWbNmoU+ffqEbdfc3Ix58+ahX79+6N27NwBg0aJFaG1txRdffIEhQ4bgwIEDOPPMM/Hwww+b2zAuuugiHDlyBCUlJbjttttw0UUX+X4u8SJVHmC/4WOvZRb8PhMqreV5uUqJ4mLJmktLvTftE5PSwiRYXiMtGiJ6e/iKZG4UQ6fFlC+lnFlYcCJsBSeUUBWyMBWnEIuCinLkl5dZylyzxUDMt0MohJwB/VFy1ZUAwsvvixZYXSVGZTUErFZ3MfTlyP6GME8PU9LEHBmxdLddGXz+2vjRY44hE9R0PdNunl3+OKrfS70iDp4Udr6i13jTiy/jWFMTis4eR3NkgPHSPFvHW8oba47sb0BnwVvBUPUDZEYlXpFjc1VYhdP23FideSUSLxXQpiTwsOgDVZg7U1LFHCeZoUScj8MLX7QpIaLHXXVdvXgRxfy/WKHKw9IxCsjmMac0A6exsGsnNSgzHOZG1T1wmw8qMxjIDMAy5d+pkI5dSwa/eiUGnajlsHmlrKwM8+fPR2lpKerq6jBz5kyMHTsW69atQ1Z7YvgTTzyB2267Dc3NzSgtLcWiRYuQ3i40b9u2Da2trXjggQfw+OOPIycnB7/61a9w3nnnYe3atUhPT0e3bt3w8MMPY8yYMUhLS8Nrr72GSy65BG+88Yat0tbS0oKWlhbz76ampuhejAhIlQfYL2Slo3mPl2jBN7+XxIgD4Z4qXqkAgPTsbPQ5f7y5vRgmmFMyCCVTrjC/F4VMMcxFhl3JZbF4hVfFUDbRs1LKYZ5FrsqT2BZBlZclK3wiHk8scy3+jh0bhmEqa05KoOq6ys7XTjDk92VWfmyn80m5KBFCtwBICxqIQo/u++2Xt8gp9MfJM60bdiQ7jqxSaHNdXfiPNXPvRIGhcdMmhNLStHrJEfHD7bPEfuNGyVlRdR+aBM8ZQ9UPkPecA1ZFbuj06z2H2EZa3Vd1nuJaIusvJuvJKF4DXgGQFbOQedxVY/XqRXS6pn6khYj7kK2rdqX67cbsFAUhGwNwopm0qBCZ6QAiNnOj3T1wmw/KzrWgohzLZ9xrWyBIdlxVVW1ZMSj+XLzMDYmIJ4Xtlltu0d72kUcecbVvPu9t2LBhKCsrQ3FxMV555RVMmzYNADB16lScd955qKurw0MPPYRJkyZh6dKl6Ny5M1pbW3Hs2DH87ne/Q2Vl28P/l7/8BQUFBXjvvfcwfvx49OzZ03IOo0aNQm1tLWbPnm2rsM2aNSusIEpQSZUH2C/EhWjvylXhG3FWKjtvlGxRE/OqjjY1WQREsdFpj6GnSgV/NwucuBjklJSg80m5pvAvy7mIVLi2Uyr48B/V8fnzZfD7kJWOVz3rqmPreKfcnq9MMBQXevEZ4JUwWRsCuyT4WL/fTsUM7I7vRmmUHYdPPBdz5tgzreu1sDuebkVBIn74ZYCQoTIOdcjIMPuu8WF+yn5RgnDsNGaVUuH1HVeFPfLKAIskkY2NX2ucFAz+HO0UPa2xunj/dJ4DsZcl88S5UeJkcz7fnFps8aBTWVf8zKnKpqiYAeocaV4uYREleSNH2M6NYuVccW4fOHkSdv3zHRxtatKKYmBjtyt4xY6ruw6rQiZlBV+SGU8Km6z3mowQyxuJgO7du6OkpARbtmwxP8vJyUFOTg4GDRqE8vJy5Obm4vXXX8eUKVNQWFgIADj11FPN7fPy8tCzZ0/s2rVLeZyysjIsWrTIdix33HGHRdFramoKC7MMEqnwAPuFuBCF0jqEb6QZpqhqHmmXCK9rTXUzyYmLaNOWLWjkrHiip0FWgpnHztIoG4uO98WNNVVVOt6t18ur5drNtVcpd7IxsUVRTKR38vbE8v32w2OvIyjxwpDOIt/jtFM9N0IHvFmQiejhZ6GsSAt2iLmsdkYUlXHIaRxORi8v77gsDJONR3U81RwqO3av8tEIIRTm9bdT9Pjz5Y8TzfdP9Mqw+dWpj5+4D1GJ55+Lrr1PRvPnX7RtzKVHuEFl7JOlMwBwbEXA3/uSq650vI5i5Vz+HMxQRIeqnSKyUE/gRGQQADTX1WnnOcrWzlSs0+BJYXvvvfewbds29O3bF2lp6pwUPzh48CC2bt2q7OdmGAYMwzBDFceMGQMA2LhxI0455RQAwP79+7Fv3z4UFxcrj7N69WpT2VORkZGBjIwML6dBBByZciMiLsR2YXAqwRyQJ8LrWlPFxbi5tg711TW2SpuToqEz8cm20RHi2X7clImW7YNN0KL11kv5aK+WazdKi+qaqxZnsbqmk7XWCSdh1W3riEg9euJ9yiwoQNHZ48J6FIphsuJx/A71djKkELHDTwFMp6+mGGLG59HwxiEAYRVaeZy8JG7KnPvx3KnGU19dg43PvyAt6qRz3UUlQhW+p5p37YxY0Xj/wsI0QyFp7rbdcWxb24RCJ5S1duwK4TihqrIZ1u+P+38xagaQyyV2872lgXV7ETUG38eTzwFXKfmq65bVt9hy79l1BPTyHAH7huGpMmd7zmEbNGgQ6urq0KtXLwDAFVdcgd/97nfIz8+PaEC33norJk6ciOLiYtTW1mLGjBno0KEDpkyZgm3btuHll19GZWUl8vLysHv3bjz44IPo0qULLrjgAgBASUkJLr74YvzP//wPnn76aWRnZ+OOO+7A4MGDcc455wAAnnvuOaSnp+Nb3/oWAOBvf/sbnn32WTzzzDMRjZ1IbETlBoBlshTj8e2sn07KgpjP5LQ/2e/31CzD3uUrpPkWPE5Crs7EpwpVcxLi3QphbpUGpzh51X51Ldfi7wZOnoS9K1ah16gRttZjp2suhrtAjEbQbGgq7ouFbvFWZLE0t+yeAHKhza+QE7bws/fqUH09trz0Cmo/XIKsPn3CQsuYcCwSieJoF3rGnz/l/MYHrwKY7L7a7UsMlQOsbUQsFX81PQuqd8NtmXO/njtxPPw5i+eje92jVfHVz/dPNl/zRqCuhQVtzcJd5LvatbYRiWTcYg49730Sc7xVUTNszE5GA8B6vQGEXXsxrBGGgbyRI7BvzVqzf6idZ5i/bqqwYZlcpUsq1mnwrLCJnczffvttzJo1K+IB7d69G1OmTMFXX32FvLw8nHXWWaipqUFeXh6OHTuGJUuW4LHHHkNDQwPy8/Mxbtw4fPzxx6biCAB/+tOf8LOf/QwXXngh0tLS8J3vfAcLFixAp06dzG3uu+8+7Ny5Ex07dsTgwYPx8ssv4/vf/37E4ycSmzCLmiTkwA6+sqSd1YhN+k7Klmx/Ol4zHichV2fis8tdcBNS4iWMUDwX9tn6ec85xsnL9qvbW0hViCaUloamrVstIYs6xTLYdnw1Od6Cj1AImQX5yCouDhufU/8ZWT4F27dYmlt2T2Q5mYB//f+kifAADtXW4VB7/0KnUuCqsF2d0Ded0DPK+Y0vXiuKyt5tu33JysLLlAivLS/cGG5i9dyJHhveUwLYF5viDUJ24cpO2F0LP66D7B0fct01Zq602ebAoY+fCG8E4L2wXvcn8+6K7QH4fpCs4rSOQUI03ql64onzvViFWDwG0JYvzLepcTKUsveIFYni53a3cpXqvqTanB24KpEvvfSS8ruioiK8/fbbjvvIzs7G3LlzMXfuXOn311xzDa65JnZlYInEQWZR063OKOsNJRNydZUYu/3JFj8n75SdAqATRhGvMEIZljK/7ahKIosLj6y3kM547MJpnIplAFwfmXbCLLSGoVTWVMpGmOWSV9q4/fLjVd0TMdS2ubYu4pATMwxLg8ZNmwDIQ2Tscm90Qt/s+iUxIvEgEpFjN8eoDGF277ZTDqsFQQkR5z72NxunCl3DjXjekTx3OgYL8Z1nnhJ2fJ2QTssc4wGnCIVIr4Pd+nGwthYHd+yyRMzohi/aVTO0K5xlty/Ru6vych2srQ1rFaGaw8X1hS+2IjOEqVrRMMRjdD4pF02csqajdIlFotjcDkTWsJyRanO2Z4UtFAqFFRXxo8gIQcQbcRLQEQwBSW8oRR6SmwIjqv3JFEtZRSwZdiXadbdRCTSRVDpzq9yJikmfCZXScahKTstaBNiNR9UKQWfsMgVThizE1U4QEZP2eWvvgR07pRXb2D3hw3L5z1iorUqI0EVVXjz31MFoafi6LXdCJBSShsioqsnphr6x5ySVwmcSEZkApmO4MuGME6LBhD+GGCrH5yfbedadPM06hhs/cRNyzoqFsJYqdvO/7HwAWAR1twYcNgeyCIUDO3ZqRxLooDJihs1BLj2EkVTIFTHnXIl3l/dyAdbKwXYeYLZ92PrSfowdf/9fZBYVmqHn7BlXFY9hyI7Bryd2VYxV146f21NJ0fKLiEIir732WrMIx5EjR3DjjTeia9eulu3+9re/RTZCgggAOt4fmfCgKsThpsCIan/8YiE23rbrKaUqX20XcsFvw+LXmXKYWVSEQ7W1lj51otImE8LcVHZ0ujY5JYOUcfWiMsLOS9YiQHWfWFiKapFyGrtMwcwpKTF7gNmFmNgVmhHHKI7NrmKbLCxXvO+yUBkd+AIHFot8KITcwYPNPKHP5vwRh+o5xU3yzvAhNWY1uS1bsaLqPhSOHaMMo5Rdc90Ed3ZcvyoWEt7RMVy5LSfPh8qJz7YbzzqPLPRLN6zTroqkKhRa13Ms85Lpes7NMEhGBKFsTpEOkRadkc3BYvNwAGY4aMOGjdj4/AvoNWqkbeNtP3OlDEi8k1x/Un49FxVlOw+wuP7zfHPoEL45dAiHautMo6aseIwsnFJcu91G2aRinlk08aywiSGFV111VcSDIYigolsRkfdc2JV21rHMsf1tevFlHGtqQtHZ4/SVO5sqg7Ly1U4hF/w2Ju2Lw6Ha2hN/a1Q39FLZ0YnGzVvQuGmzUulh+2UKjKpFgAj7jF/gVIKE3dhlfWRYTyA+H0L2fIlCKfvH5+KpjqtjObcLlwTgSVkTPVsAzL95Tx8Ay7ZiHogYUpOZn29R8OqWLEXh2DForqtHr5HWMCtZ6JtugrtOVUsiNugaruyMEzJU74YbzzpDFfrlNA67uVAnDFjHCy6+6wCUSqWYXyWG2MEwXBk9eOy8oaKxyGtPRPGeyuYApqyxc2vaug0AlO8288iqQjndUDxhPPbWLLd8JuYT8uNm1yO/bDSy+hYrC36I60vuqYPR8O8NYcd3ylfmIzW8tJmQyTmplmcWTTwrbPPmzfNzHAQRaERlzG47OwunU+8bGcwLI3rNxLwOMczHrqKZtHy1sEgqS1zboVHd0I9yvNLcLfZfRcgLf717DDtd2yLvx3hVCxf/vDg1Et+54B3LZ0xxY1W/Iuk5JQuX1K1CKiIrcKBq3uq0oIvVJTtlZwO8Rw5tShtCITRtsRaCKagoR+HYMW3ft6PbJ0l8vlhVS0At2BHRgX8mj+xvQOeTcpXb+SEQyp5Jp1wl5s1lz7zKMCDO+XZzi+o7mRfcDvFd7zOhEn0mVEpzlsUCLuIcK4a1ebmufC8zo7XVfCfterKx6+EUgm93TOCEEVXMq/1y5SrbFAJVsSk3rJ/3HPauWHlCmWo/T1mvNDFyomnHDtuCH2LF5n1r1koVNln+mrSKo4ewV7s0ClLU/CFwRUcIIsjoVnfkkS28gF4FPrtqULK8Dl1rFvvuYG2tNdRMaFzKjmUpcW2DTqUst73kZISF6vA4eGp0iwH4MV6ZxbG+ukZavMbp+xDkOcKbXny5rWCHRv4ij10D3EiU1LBk9Z49bYUc1YIuqy7ZuGlTmBIGwHwuRat85549lT2GdM5BxE6wI6IH741tcjn/ej2enWdBfK/F5sNfrfssbI6QzUF2kRuq73jFxmhtRVqnjqhbslS5LtkZi3hUnji3TZN1rqtZICMUshgiZT3Z+HBXtzmF/DF5eo0aaXrWACBv5Ajl71XrtxsDmVgQpHDsGHTJy7NdeywRCO3YFfwQz5Ofv7qeXIRTr59mri/83A8gLOTcy71Oxb5osYYUNoKAXhENrxOSbOHV3Zdq0Q7L60CbN8KAgRBCtt4lMawGaA8127NHalmTLaQAzJA8WQioHZF6ccwCHu2LCwuJ4xd5UTDXLQagaqOgGi/btyr/RNX/BoCyqqFKke8zoVJaHp9VV9TJXxSPwecw8NgJkk6tK9j1+uzpuThUW6tdlVMkzOqLttCvLnl5J57HLVstvxENDro5FKpQHlMZbsdOsCOii86c6ZTz5Uc+ouwdPd7SYjFoNW7eYnkOVeO362Vpp2jx0RTMw2x3XXS8HHaeOLetDZw43tIivZe8kqLKuXPb/FoGM7p8uXIV8kaOMMPTZc+IeF3S0tNd59rtXbHS8nfjlq1txiQHVEVfWC51Wnq6tHqp+OywffHhlEZrq6UADQAz9NLLvaZ8tehDChuR8uhWBfM6IakWXp19qX4r8wDwwrxTMrcoPGT1Lcah+nrb8XTu2cOSy+GUP8WurUy4j8SLI4bcsfwluzwTnXtnV42uoKLcEp4ns/yKC7fs/A6yfL92Nr34suNvRMX5q7Wf4qt1n6Fx8xZ5GX9FHqGsUIEqV0T13Om2rmjYsNF1bqNImBeVs/parM9ChUxRAHTypDqF8qyf95xFsCPig04lVi+tH9wie0ed8rPsxm83h6q+4xUe3RLrOsi87tHwkrjpyQZYqxPq5BTqMOS6a8z3WSYD8IU3xHBDt4aDrkWFFo/eobp6bH/j747Po3idMvPzzVxand6S4vPPh1MiFApTfrsWFZr73rngHexasNDWEOtH6x9CH1LYiJRHtyqY1wnJbUVEnQIlBRXlyC8vUzYk5gVk2QIjNkHN6ltseufsemAB7hPqGaISaVdRzc4iLst1aNqy1bbMsM69U3kt2XjFJt0AbBUfmVDSXFtn2X/jpk1YP+85U3DQabTLlAhWZIV5GZmlXVVpMayfkiIMVjyW7TVSKGKiRVknt1Ecr+hFFUOI+HvqVLTF7ll1EsB4wY6IH07vsG7OV6ShWrJ3VPTCOykiKs+I1zHolFhnyOZWsVBQVt/iqArcTvdSfGfd5hS6RTQCOrU90DEcsBD1/PIy+UE1DFnic3V4714zgkL3ubbL9+5aWBCm/Ooa5XTaAxH+QgobkfKIi18orYNSkXA7IbmtiOjGGqwKkQNgEZBlIR2iMMwLu2KInF0vFTtUwj0AWwVQx3Ioy3VoPXrUbGgqw+neqbyWTMDhFz0WDsrn9sny/2RCiXjP+BBGXY8Qf//EipM6wmyv0aNweN8+y/XTEWR1W1eIOSKFY8fYGiVExPF2ycszWwHw+X38PRWFON0wOArlSRzs3mHZPLduztOmccqv+6t6R3mPhp0iAujlL3sZgxOywiJ9JlSGtcBgcxJwIuSb/3+3a6CqR6fufsRt7X7rJfw1rDquTYip07UXe60p1+j2bZyex4KK8OgO3qvr9Fwr871DITO83LYVgkKpFNdEZtx0gtqleIcUNiLlEa1YTVu2AHDXs4mHn5DclirW6ZGmGjdbcHNKS1Ay5QqL0MoaKQPAgR07Lcdodujl41WgVQn3TgqgjuVQFHy8Fi+RXU++N5jMIwnDMJ8LmeJo11i1oILLP2EIC6JbjxDL13MjzPaZUImGDRvbcsBcJJjzzxygzlsUc0RyB5eaihbgLLDaNcF1CgECwq3cdoVY2D3Zu3KV2RpA1ZOICC52Hlc3HijdY9l5RXTfX0Bf0HV7HJ1js/zSgZMnhYVViyHfAFwrmV7CUSMR6FUKqdN+dL31/PaqfUp7raGt72bnk3Ita7VOkS5ZdAfv1dUy7olwkRjiuega5URFkBk37c7HqY0FKXL2kMJGEJDnVHkpXyyLhecFfdbwV7Vw6fRIE8etsurahcEBJ8L5nHICvFpz7YR7OwUwrAqaohS7qLB6KUEv2ydgVQQPf/nliaqE7R5JXrkSt9dp2gtAqwWDDDcKNL8Iinkh/PFzSgZpH19XUGShhHblwu08eyyfhvUf0mkSzFB5DOyEmlBamlnEhL82qp5ERPBgzybfeJj3vqsqsMYSUSBmgi4g92D5Kciqcu1ajx4NawsDIGztcBNWWl9d01Y+38Xv+HA8Ly1wnJpz88eRpSmI3nqn0FXZfmS91oC28PeSqrulLRXskEV3eDHuATDvbX7ZaKkiKzPwqrYTFUGd++tU9ToSr3MqQAobQbTjR2iUzPsxqupurHvqjzhcV29up7Kq8sqRbnNn9junkAUA5kKcU1KCHqedalk0eA+Dzv51kP3OSQG0eKGEss+y/Ys9kLzkqKiSp83wUY66JUstlkQvCu2Q667xnIdhdzyx8a24CLKQUV6gBeRV7ZzQrcjnpnEv+z2vAPM5QYB9k2CGm0bydjmsbYN135OIiC9ePLQ80bT2F1S05x8vW64sXR+tgils7uCrn/IeG35OAqzFPnTLvbOCFXtrlrsuEy/2mmTGPt1roFP8ReeaioY4NxV9eUNiw4aNOPr11wBOKDSy6sR2yKIjeHTyvdlvVYqaeD5Ga6vtdZYpgvx7pjsevoKlrjFO57yTFVLYCKIdr54kHlVC+q4FCy0Km9M42GKt29xZZyw8nU/KNYV30cPgtTGoG0RFTpx8VWWfZYg9kHSbI7NjHtm3zyzYIS686+Y8Le0/x4e2el04vCrBqt+68WTpCDZ2qEKPgHAhR7dxL0MlDLDcu65FhVqFekSPActpEu+TWICH5bD62X+K8Bend042l4teN9WzHgtrP8t/ZeM5sn+/1BOlK8i6nYP4VhU87Lessi/ztOiG8YkFK9j7kzOgv7RBtIis16QbYV6MuhDXTjdeP6fjOn1vXjPA0xzCh2Wrembq5nvryDRurrNKEQTslVzVeNway1PVI0cKG0FwRCJEs9/zYYAMsUCFrPeVal9eFUg7T1FW32JTeI13w0sx38ipoayIpQeSZnNksSoaAGnVLlUDZVZgxG0T12jixpPlJNi4ORZwIvRIpiSqek3pCgN8yXJVeI5s8ea9mHxeiujBEMPAWA5rJD2JiOihK6yJc7nunBKL+ZAZFPauXIWuhQWWRvD82Ny0I9HN27Kr9CqrECi+0/z8audNP3FCBvIUkRsiqnXSjTDPGzzFIkTinG+3P6drLxp6ZEqhW4WVETZWhdygm++tc1w3a65KNrFEbti0jHEbdSMSb5klXpDCRhAOePGgMCGYj5/3mgcWiUWV/71KeGV5dpGEgroZk4hYVWvXgoUYPfMe7evlJZRVKli0j8GuFPfelassBUb8aOLqF249WSrBxs2xTNrv3ZH9DdJnyY0hRHxXADi2Y1DdA95Tym/DivlYetIBFss760kEIBC5T6mE3VziVVjTnYNV1Sb9vPdheZOcEiHmKOm0I5EZT5zypE24OU+mzAFyw49McZZGdTiEtfOozter4dJov6ZhSpQGdtdeVqlXqhS2/5dX1nTWSVkpftmzLuZ7H/7yS7MyqqxYkt2xxbXOqe2EbE6XtdzRDbV3s0akamXfkGFoPr1EGE1NTcjJyUFjYyOys7PjPRwiCogTsF21Oca6OU9jx5tvWZKER8+8x/cxibHmugoTP75QWhr6XXIRegw7Xaskut3nuvHvIstmzLQkaXu5XnZKh07fIcbAyZPMHjey6yj+LvfUwWj49wbz73iHZugoX7rPidN29dU1JyqUcvhdkc8JnWdPVoDH6f9leURun23CPU7XOxb3g71HYsVAt8dSvUOWNUJofO3lGJYwRMCc11VtTti7C0DaUoVnVNXdAMKNJrJ1hBV2keVg243HC3bzk1PBLYbXcanOXbyvomdN99lVKX6y7dfPe862EqRqHlN5YiN9v+qra8IqJ/t979lxgtqkO1q6AXnYCMIGN9XmGKoqYH5NKjILM2CNHR84eZKyHLkqz062qOgmwEcSoiBW1dIJFxWx80TaJYYzoYwpGOJ1lMXg82X5G/69oe0LzRLN0cbJSqkbTqabmF9QUY4Pf/IzS07MgR07MXrmPTHzSul4IfhtREGSz4sDwgXTVA2/iRdO19trtIIbVJ5ZsXiFk0FDFaqo2/hax7jCroeb8GbVPMHvC7AqczrrCL/vSHOw7XCan1TVEREKIbMg3+JZV4WZ7lzwDlr2f43OJ+WGKTaqcxc/F8MgdecSu/VJnFP5fG8LgldO1xPrVwEQu8rJfhQMceORSxZIYSMIG9xUm2MUVIRXAfNTyJMtFmK/N7u8KieBR9ULzq6seiQhCtEUwOzKCKss37Jzd1wgQyHsXbkqJgVbIkF3MXazaHc+KReNwmd2Sn80KnvpLN4qQVIUxnQFUyI66FzvWAlrqrHoGDScBGSdHlq6hRX4ZzvSedTNtVUVw2D7ifW8zpDlwTKlreg745QVei0VLttpBMIUG9W5OZ2zqnqpTmNx1fMghiGaCLl1uhU0m+vqXKVIqMZlF06aigVD/IAUNoKwweJRcdEzS6wCpvoNWyBUi55qTLLJ0LJAOVTBsluUxbh4nbLqugKIXfy8ynIdSQifLB+FhWDKFgxZHzyxeqR0geTi9UXvZpDKD4vnp2o27kZJkRUK0PECx7Osuvis6uZ2BDH8JtkI0vVWjUXHoOEkIDspRl48HXb79POdEkP2svoWKz1FXo7FV0iURYo4zU/ifWvYsNHSJoZvcRJ2TjLaG4mLlWhV56bKNBLHBejPibsWLJSu6zJvHO+V4+c3vuqnnRECAHqNHqUlk6ieU9X1oYgF71AOWwRQDlvq4MVy6fQbVb6A18kr0rwLfkE3FzgOPnwsLT1dGXKp2rdOLqAYPy8qy25+x8YHQNlTTRZfL83NCoXQ/9KLLa0QZIVIxHwUvopkUPKf+PNzyvvSfeZVFdn4/e9bs1aa9yHbVyxzxihHjXCLm1wknXeNbSsaqvx6Lv1+xtfNeRrb3/i7xaPj13ujm7/lJm9ZlXMmnhOfey7D6fqZ+WSaOc2qfHJlzjWHXdqD7HryYwf0cxKdcPtspcJ8SzlsBBFHvFgKdSyoFjw2fZYdz21TZlm+hZgDwMLHAISV4dexwunkAsqaGLv9nSwklCWEy85JZp0VxyurHslfa0uCO2cFtasiqWPxjoaniZ2fk5VT55nnx8cv7jpe4HiWVdc9XpC8o0T0cHufdb2A7B3SNd45hZV5fR7ZfMbmp0jfKS+pAoC/FRLF+Yn3yonzvxg1ws89/O/4UMCckhIAbSHfQFtIq931MytHto9Z55rIIkBkz4F4TTKLirTbycjmN1nzbq+h32494kHyoCcapLARRJyQhcz4VULarYLp1MOLNcYsqCjH8hn3muMF2kI1nI6lu8CLi0avkSPayl5zyI4XlrMgCR1RNfuUjV0Me7QrKCKGpPAeNTZ+Lzkw0Yz199KoVGX1tcuVFP8eOHkS9q5YhV6j1H2ZdHtP+aVIRZKnRAQTN8+H1/ssm2N185FEdMLKInkeO2RkWIxPaenpWr9Twd5lN6kCuuMPCznnlCzdKsXi/G+OTQgok0VmiMVf6qtrsOnFl5TXj43pUF29rZFPdR155UX1HIjr56HaWq3m3/z1dJrrI1Gk3MobXgzgBClsBBE32ATJKnJl9S02F0BW6dGphYAdboQWNz28DLiPotZd4FWLBh/KKKu6aac08dXLdBckL1ZDlXdT5u3U8SKpchb8wM35qQQtt54wZoEOpaWhaetW5A4uNa8F/4w6jc1vRUrlyWB9myjXInjolnTXeT788ujy4XBun0sdoTqScR5vabEoQHzza6+wtWnvylXopdEYW4yCkDVVZn+7reAr7psPS7dThETPY+vRo2Hh8WF5bdz1k7YPaKdw7BjH+ZA9w2yMYjNuphgWVFgLmcnOUYXbdU/nmVIZ8NwY0SIxunnJ/U8GSGEjCJf4ad3nJ8h1c5523ULAboxuhBbVpC77jdcy/EOuu0YrVFNcNIZcd01borRD1U2V0gRYSyHrXk+vVkCZZ8lt+AmrZMiIRnVC0XrvtlGxWy+drPooy+0Rn1G7ax+NkEmZJ0Nm4Sfij5uS7jrPhx9VQL2Ew/GojAb8OxnJON1UJ9Q9X1ZNMZTW1vybX6vsCkA5NVXWreBrV6VY5imTXTvR8/jVus8sxsCw0Pj27fhG4/yYsgcObGtxEgqhbsnSMMMiO7cj+/ahbslSU7kHTuTHFY4dY37HywBiITM3/S5V86mXZ0D2/gH6xVNU+9A9vth3zq5JfLJBChtBuCCaYVKWxQOIKNfA7wpj4naxCp1g6FbdFI8TzfsVicDjdA3FnIX88rKoLUh216i+ugb7P/u3xerrxWMJSMJWAU+Kl46yG4lBRbTWi81vifjitqS727A0r8+M23A42ThEo4FTTpubfXutTigiep3E+6AaOxuD2FRZzBmVKQOyHDM3VYpV31s8jwAaN222KJFhofywzsXis9b5pFw0cfMbH74fZggCTvyX8+Q386GVnAzgx3Mqu49unwHZ+2dw3j6duVxHPlF58cKahPuQk5kokMJGEC6IVkGEsInIRQsBGWJoRTS9M15xI1h7Xayieb8iVQTtrqEsRDVa2PWqs4QDSXL53HosRaHRS2Ndu2fBj/vi1PyWiC9uS7rrGqEiucducl51cFsqXQf+t3beKidYqLaobKi8TmLvS1Ver+y3YoVN5lVKS083i3bpeOVV38sUMlFJEkP5+bmYf9bS0tPRtGOHJTSSD98PK6bCwyk8XQsLTuRtGwYOf/mlVoSI2zBBr2uj6v1zYyTRMbqpwvDtPJ7JDilsBOECL2EpdonS7HM/rfqm8ueT8KB7Pm73oVN0Q6fvjd14otX0OJr5ZUBsK2mprpGsimmkuS/iPeRzOCPZD8Nto3TVvqmKWXDRuT9+GJT8HpMbot2s3ev+xVBtAGHFm1Thl3bFPVSVGgGrF54pa15zBUUKKtpzw/hzEhQAp1B+9jffw4whCyEXFY6BkydZ9i8qJXVLljoaoETjmk6YoKxCpU7BM9Wz7qVSpGrudyy+0n59ckpLUDLlipSZo0lhIwgXuF2YVYqJ+PnAyZMsC5VKWXNbFpktcn7hV4ihUwK67nF0KhX6LXx7yS/zouTGSuhUXSNZFVM3gp3u+TILup2Qobs/J2GRvWtO/YvY56IVnwgGQbw/fr6v0TYa+BGxALSFB46eeY/jvkWP3oEdO5FZWADAvlJjw4aNbXMtV4QjklxBGSzc3s7A6XRvnYqeiNdFbGzNvmc4VTzmMQsk8WhcF3E8um0CVNfDy/OvmvtVBoVUN6aRwkYQLnEzMdlVpxKVKqeJyG1Z5GhYZ/0KMXRKQNc9jl/9xNwgWgVzSkps989bP1mPOz8rW/nh8VQtwLwVVHfMbpR63VwG3f05CYuyHn2RvGtEfEiF+xNtg42X/euGaov7Fn/HFxvie36ytXDo9OulkSJizpkf4XDinAHAdWsdnaInsutSX10TdiyVImUXOohQyDogzevCxiP2KNVp1RMpdnO/nWIWa+95kCCFjSCiiEp5kn3u1oqnUxbZbyuUX8ogGyOfgM6fk+5xoh06JENsa8Aaq6rYueAdy997apb5Vtkq2oKrl8XRjVIfaTlzmbLqJCwC4YUSIjkHIvbE8v5Q8/QTeF1b+N8119Zh7/IV5r0DYHkvVblwB3bsbJt7ubL2zBsW6T1ic0YkPfmcWpG46WPJz2F24ZiiTJBZkI+s4mLXBkExmkLWOsdvdHJRU/19EyGFjSCiiGoi97Lw6ZZFZvuPxmTnhzLIL16lV11pqZzFn5POceIRIuG2rUEIofDPfBIy3QiusRI83SjROvePf+753kSiwKPyXPKeQt1Q1ngYAgh9YnV/guDJi/S99fu9l3mJdPbPK0V8IZGsvsWWkESGyisHWPPm/LxHkRgCVGtupH0s7dZy8RoNnX69Z4WV7/PmdX2iXOHokua8SWypqqpCKBSy/Bs8eLD5/fTp0zFgwAB06dIFeXl5uPjii7Fhw4aw/cyfPx/Dhg1D586d0atXL9x0002W79euXYuxY8eic+fO6N27N377299G/dyI1KSgolw6kao+t9vPqKq7kT2gvyVO/qu1n0Zj2Lbj8LowsMVrx5tvmWGCqnPSPU4k4/ECuw/9L7vELDu9bs7TqK+ukW4fptD5WLmz5/BhylLXPOJ1V43VD9j16XfJRVrCk9P9K6hoq9TGLOtbXnrFFAx4r9meZcuV51ZQUY7MwgJLUQC7Vgluz4GILbG6PzKhOpZE+t5G+733sn/x3h1vaWl7L4X1jN8up2SQJZera1Ghec/9vEe686kbZJEx9dU1vhzLz/egz4RK7WbcMnSfBRYGyjx4sVy7E51AetiGDh2KxYsXm3937HhimCNGjMDUqVPRp08f7N+/H1VVVaisrMT27dvRoUMHAMAjjzyChx9+GLNnz0ZZWRmam5uxY8cOcx9NTU2orKzE9773PcyZMweffvopfvjDH6J79+644YYbYnaeBOEWNrHxSdq61Z2CgGxxHTr9egDWc4qVR8Nr41D2G8C5n5GYk6Db7FQHXSul3yFkTtfNbw8vE+r48cuKotidm07+jawyKRFMYnF/4u1pjfS99fO9l73zXvcv3ju7a3ywthaNmzabf4vb+HmPouH1sYuM8eNYfr0HkZ67SnHmn5kgeKwTmZBhGIbzZrGjqqoKb7zxBlavXq21/dq1azF8+HBs2bIFAwYMQENDA04++WS89dZbOPfcc6W/efLJJ3HXXXehvr4e6e3hNb/85S/xxhtvSL11KpqampCTk4PGxkZkZ2dr/44gIqW+ukaalBz0CVCsCCY2aXYquqKjXLnZTjUW3d/kl5dZ8jH6XXKRqYAGCbfnancNvVy3aI2/vromrFcT32xX1krDLs8k1udFBB+neSnax/byTPJl8vn1wWvBI7v3z493RnaNw/pAtiOrTBnPe6RDfXVNWMNwu7XCrzBWcT/8c+FUKdfLsfhnoXDsGNQtWWoqqqOq7sa+NWux4823Ar9eRkq0dINAetg2b96MoqIidO7cGRUVFZg1axb69OkTtl1zczPmzZuHfv36oXfv3gCARYsWobW1FV988QWGDBmCAwcO4Mwzz8TDDz9sblNdXY1x48aZyhoAjB8/Hr/5zW/Q0NCA3Fx5EYGWlha0tLSYfzc1Nfl52kQK4VeStJcGqJF6lSKZ4GVWPH7fdgtYpGX+xXPwYh0WfwOcKGARLQu8X1Ugda2nTtc6Equ913MRvZR8OXf2DPFV3nSS+UWo0Ejq4DbXJl7PgRevh6xM/oEdO7GnZhn2Ll/hqeCRXSPvaHmJwhpNSxpX2/0+UvzM/ZNFxjiFr0fqhZK1M+GrbvrRx45HnKNl7Rfi7bFOdAKXw1ZWVob58+djwYIFePLJJ7F9+3aMHTsWBw4cMLd54okn0K1bN3Tr1g3//Oc/sWjRIlP52rZtG1pbW/HAAw/gsccew1//+lfs378f5513Ho6296Oqr69Hfn6+5bjs7/r6euXYZs2ahZycHPMfUwAJwg1+5hW4jYNfP+85rKi6D9vf+Lv2sVXj5WPR3cDHreteC9ZMlC87rNpOFpYhO46XHALxN30mVHrOIdC5fn4+K7r5Ak45IV5zL7yci5jv0GPY6djy0ith++DPzW78dtc8GvkrRPCIZT6nH7jN85G1jGH5m27yvPh3xe7diFYeEn9MoK3QiGyO9boO2RHpXCVDN9/Mr5w8cT97V64ycwUBRCUHnj0LZvsFRnubAcoNjozAKWznn38+Lr/8cgwbNgzjx4/H22+/ja+//hqvvPKKuc3UqVPxySef4IMPPkBJSQkmTZqEI0eOAABaW1tx7Ngx/O53v8P48eNRXl6Ov/zlL9i8eTPee++9iMZ2xx13oLGx0fz3+eefR7Q/IjXxM0nazQRo9rUBLFYvL+N1u6CpFjM7BYvf/si+fZYKYqzssIhKsFBZiN0uHrLfOAkssnN3o6h6fVa8CjJOiovXRdftuciukc4+VON3uuYkTKQG8S4kEm1kz79bY4SsONTAyZOQ1a+ftLF0NBDfx9Ez71GGMfutfPsxV6nOyUm5ZfdKrIrrFvGe9xo5wtwvAF+LX8mObbZfACzPTLQU/FQgkCGRPN27d0dJSQm2bNlifsY8XIMGDUJ5eTlyc3Px+uuvY8qUKSgsLAQAnHrqqeb2eXl56NmzJ3bt2gUAKCgowJ49eyzHYX8XFBQox5KRkYGMjAzfzo1IHPwMj/A7LEA3HIR5qdw2HZWN1205eVWIh2zfslCOuiVLrTttVzZlx+xVPhohhCy5Gqpr7iWUxs1vIi3p7PVZkV3D4y0tWrkLTmFOXt8Ft+ciu0Y6+1CNPx5N1ongEY+wLKecUL/L7suefzehi+K7wueJNm3ditzBpTFT2uyOE60wZj/mKq9hjDsXvIPMoiIcqq01q+ICcJ1zJnsOWE83N8WvvDyf0VpDUp3AK2wHDx7E1q1bcfXVV0u/NwwDhmGYuWVjxowBAGzcuBGnnHIKAGD//v3Yt28fiouLAQAVFRW46667cOzYMXTq1AlAW+5baWmpMn+NSF3M5GefYr79ivt3i1itStdSqhqv7oJm1/Bbtm8xL2/vylVhPXpkyqaYu8HnOsTrmqsWcl2BwOu4xWvuNndBJShFkl/h9lxUzeV1+/OJ31H+BAE459FGMjfI9uOUVxuNqnmy59+NMULWbJ7//10LFgZC0Fb1aIwUr3NVJOOQFlnhWpno5GXLzoP/3K1BKtL53u81JNUJXJXIW2+9FRMnTkRxcTFqa2sxY8YMrF69Gv/+979x4MABvPzyy6isrEReXh52796NBx98EEuXLsX69evRq1cvAMAll1yCLVu24Omnn0Z2djbuuOMObNu2DatXr0anTp3Q2NiI0tJSVFZW4vbbb8e6devwwx/+EI8++qirsv5UJTI1WD7jXkvDXVmVqkTBbTUtJ8uwmyIWvMLAqkY5TegsaZ5XOHJKS1Ay5Yqw366b87RZgQoIxn2KpCqman9eKmCGKbyhELIH9EfpVVe6Wiz5axyLKl9+V3/zqxIpkTz4WelQth+7dyaIcxZDVsiHJyiC9vp5z1nWh3iNK9JxrJvztLVNCRC2ZvLPTyyq2kZjvtfdZyLPxdHSDQKXw7Z7925MmTIFpaWlmDRpEnr06IGamhrk5eWhc+fOWLJkCS644AIMHDgQV1xxBbKysvDxxx+byhoA/OlPf0JZWRkuvPBCfOc730GnTp2wYMEC05uWk5ODhQsXYvv27RgxYgR+/vOf45577qEebIQUA4GyaUSEKn7cS56Vbiw6s1bqNvwWcxeGXHdNW6PqSy/GqKq7Me53jyrDB82KYlDnucUSu7wot7H8bvI1+OPyTadNuH5Ay2fcq32dYl2Yw+98B7Y/ILzZeaIVoyD8IVpFHth+7N6ZIM5ZDP7dK6goR355mTmHRCv3z0verarxdqyJdBysrydPftloc/7Wycv2m2jM9zr7pLlYTuBCIl966SXld0VFRXj77bcd95GdnY25c+di7ty5ym2GDRuGJUuWeBojkVoUTxiPvTXLzb9lZYUTmUjzrHRgv7Mrayxa1NyGcjChYs+y5Y5NlGOBTrsCN7i9H/w143MX9q5cZfYDAoA9y5Zrl/qOV2ipn8TieScSh0jyRPn5yi5PVvXORGPOipZnos+ESku/Q7+NNV5D5aId6qx7PSMdB3tOWAVkPgebn7/3rVmLhg0b0VxXF3XjWTTme5190lwsJ3AKG0EEjUgmrURw60eSZ+W2n5HqOvoV1x5toUKXaMTpRyIQiMqbJbzJpaDoNg8iaESaV0gkF17md9X7baeYqfbr55wlGxcgbyLvlmgba7wK6dEcl5t53O04ZGun6jnhDZ6WMEkAvUaP8tQMXRe7Z1c8Byd5QNeISXOxnMDlsCUSlMNG2BGLGHM/8Jpn5ef5+Rkr73fekxeilevl17nVV9dYKr8F+fn0G7/zConUw+/3O9LnjgnCh+rqsXf5CnNcvUaPSph3PFbrpRsj4/IZ91q8n37O427PVcx3BBCTPGIVqlxz1Tm5PedEnoujpRuQh40gooTb0vfx8sR5tQz7Gbbgp0UtCB4gN+fj1kvpV1gKs4gm6qLoFa/PO0Ew4tWaRUZYgSFA+v9BDy1TvZd+ro1uPGb11TWWYmM6Yfy6eFk7xSrP0eyjpoOqMbfqnCIJ6U+ESKVYQAobQUQJ3UXdj/C5SCc0LwKD30qWbjhJIkzeuucTqxLHqmuWqgpKqp434Q9ByuUUBeFeo0eha1GhOR8HIURcF/G99Ht+3LVgoanoOCkNYt/S/PIy38bmZe3knzk3fdSihXgOvUaOQNOWrcpz8qunaJC9xNGGFDaCiBK6i3qknqp4TmiyJtVsTF6abTpty5dODvrkrXM+sUiupgWPIPwnKEq/KAiLc3FQFEsveJkfVWuPjseMp0NGhqUVSlbf4ojHxvCq8Mf6mbO7lvvWrMXAyZMsiiMrjiI7J6/nTAVITkAKG0FEEZ0JNlJPVTwmNLsm1dFSEOqra9qUNcAMCUn0yTsWydWJtuAlggeVSH4S5Tl0EoSDolh6we38aLf28PMgEO4xEzne0mIJP2w9ejSisYno3Jd4PYP11TXYueAd7K1ZHnYt7XLRnM7J6XvZ+VIBkhOQwkYQcSbS8JpIJrRoxOBHS0EQQ1RgGAk/eccitCqRFrxYegMTRSAnYk+ieaUTWSmzw+38aLf2yDyRdjjNm37N3XZeLNUzGM25ix2XIV7LaK3v4vkOnDwJx1ta0HP4sIT2EvsJKWwEEQAiWXC9LhzRisGPloIgJl0PnDwpKSbvaAtbQcq3ccJNjkkkJJpATsSWRPNKJzNu5ke7tcftPKizfaRzt65HkH8Go9m6QTwugLDiJtFa3y3HDYXMipPsHONRCTNokMJGEEmAl4UjWjH40VIQEknxCBp+KYXRtuy6yTFxOzb+exLICTsSySsdFILgsfY7PDTaxjQ3HkH2DIqKzbqn/ojDdfW+GZ/E4+aXjbbkRUZrHRaPGwvDXaJBfdgigPqwEYlMNPreBGHRJqJDtPskiX2G8svLMHrmPb6MjS9Ww7yzdj2DCCJaLS+ScY5MlJ6jQcPpusmeQTFkkcevvmzxavfCjpuWnp7Q8zP1YSMIwlf8tpRRmFlyE22vlNscE92xyYrVtB49ilFVd7eFYAoko0BNuCca3pVknSO9zg1Bftd0xuZHOx23HsGCinLT4GTBx75s8cqJ5I9rV3EyVSGFjSAcCPKiokJ3zH5OzLJFm32ue+0S8VqnCtEOE3MSXuyeDbux2RWrYT2q9tQsM3NBklGgJoJBsobiepkbgqy86ozNr/F7WYMtFSzbEUMXE51kLaQTCWnxHgBBBBk2Ke948y2sqLoP9dU18R6SI/Eac8/hw0xBxGhtRVp6uqtxJOK1TiWYQtXvkotM5WbdnKd9vU8FFeUYOv16pXCkejbEsfG/7zl8mOlZA2AWq5EJzyqjA0H4gThHJktunN37pyLI75rO2OI5ftmcNnrmPaTgJDnkYSMIGxLRIhqvMYseErfjSMRrnWowq6eTddlvT6ldxTT+OKpKbjLPncorQMUmiGiRiIWT/IjWSLT+Wqqx8ecRz/En4nNERA4VHYkAKjqS/CRiMnVQxux2HEEZN+EMXyBETHSPVjEbcZ8AIj6OKqmfBCGC8OddtttHkN81cWyqOSio4yfiBxUdIYg4kIiWrKCM2e04gjJuwhmnnDG/PaWyZ2PdnKcjPo4qqZ+ePYLw512220eQ3zVxbLIekbLw7VhDed+pAylsBOFAkBcVFUEZs9txBGXchD12ynW0QoXEZyPIIVUEkQz48Y7F6z31qsjIfhdpj8hoEaTCLaQ4Rh8KiYwACokkCIIIJ1ahTkEOqSKIZMCPd0wVehwtAd9rKKfqd5H0iIwmdqHpsYTSGaxQSCRBEEQUIMug/3j1lLq9F+SRJYjo4sc7Ju4j2p4hr6Gcqt9F0iMymgQlyoAKhsUGKutPEETKQq0EggPdC4JIDaJdEt9r+wTV77y0LZBRX13jaysUv8YVKcnariJoUEhkBFBIJJFokDfpBPXVNdj4/Ato2rYdMIy4hpQQwQnvIYhIoDnWmViE0HkN5YxWmHWyhw1SePoJKCSSIIiICFKCcrxh1wKhkNmANAiWwVQW9oIS3kMQXqE5Vo9YVASOJJQzGn6MZAwb1OmDSfgHKWwEkSIk44LhFf5aIBRCzoD+KLnqyrhej1QX9qitA5Ho0ByrTxAF/GjOwclmkEr19SoeUA4bQaQIFGd+Av5awDDirqwB0c/rSAQKKsoD0duIILxAc2xiE805OCj5Zn5B61XsIQ8bQaQIqeLB0AkrDOK1SDYLLEGkGkGcVwh9oj0HB9Gr6BVar2IPFR2JACo6QhDBItETuylxmyAIIn7QHKyPXz36ki1vO1q6ASlsEUAKG0EEC6o0mJwLIEEQBJFcJLqBVUW0dAPKYSOIKOJ33xXCnlTPIaFeZgRBEEQiQHlw7iCFjSCiBAnPsSfZErvdQgsgQRAEkQikuoHVLVR0hCCiBJV4jg/JlNjtFkoE9w6FkhIEQcQOKtLjjkB62KqqqhAKhSz/Bg8ebH4/ffp0DBgwAF26dEFeXh4uvvhibNiwwbIP8fehUAgvvfSS+f37778v3aa+vj5m50kkN2Q9ih4Uaion1T2Mdtg9M+QNJwjCK7QeeYdauegTWA/b0KFDsXjxYvPvjh1PDHXEiBGYOnUq+vTpg/3796OqqgqVlZXYvn07OnToYG43b948TJgwwfy7e/fuYcfZuHGjJSmwV69ePp8JkaqQ9Sg66DTsTGVvSSp7GFU4PTPkDScIwgvUQJqIFYFV2Dp27IiCggLpdzfccIP5/3379sX999+P4cOHY8eOHRgwYID5Xffu3ZX7YPTq1UuqyBGEH5Dw7D9OwjUtoISI0zNDoaSEn6SywSjVIGMPESsCGRIJAJs3b0ZRURH69++PqVOnYteuXdLtmpubMW/ePPTr1w+9e/e2fHfTTTehZ8+eGD16NJ599lnIOhicccYZKCwsxHnnnYelS5fajqmlpQVNTU2WfwRBxBanUFMqvEGIOD0zFEpK+AWF16YWQUp9oNDM5CaQHraysjLMnz8fpaWlqKurw8yZMzF27FisW7cOWVlZAIAnnngCt912G5qbm1FaWopFixYhPT3d3Me9996L7373u8jMzMTChQvx3//93zh48CB++tOfAgAKCwsxZ84cjBw5Ei0tLXjmmWdw9tlnY9myZfj2t78tHdesWbMwc+bM6F8AgiCUOIWapqK3hCz69uiEJ5M3nPAD8rikFkFJfaDIkuQnIRpnf/311yguLsYjjzyCadOmAQAaGxuxd+9e1NXV4aGHHsIXX3yBpUuXonPnztJ93HPPPZg3bx4+//xz5XG+853voE+fPnj++eel37e0tKClpcX8u6mpCb1796bG2QQRMOqra+K+gMaKZG0+ShCJCL2PRDxYN+dp7HjzLdNQ0O+SizB0+vXxHlZKEq3G2YH0sIl0794dJSUl2LJli/lZTk4OcnJyMGjQIJSXlyM3Nxevv/46pkyZIt1HWVkZ7rvvPrS0tCAjI0O6zejRo/HRRx8px5GRkaH8LUEQwSGVvCVk0SeI4BAUj0skkMc+8UjFyJJUIyEUtoMHD2Lr1q24+uqrpd8bhgHDMCzeL5HVq1cjNzfXVuFavXo1CgsLIx4vQRBErKCFmiCCRSIbjCi0LjFJBkMBYU8gFbZbb70VEydORHFxMWprazFjxgx06NABU6ZMwbZt2/Dyyy+jsrISeXl52L17Nx588EF06dIFF1xwAQDgrbfewp49e1BeXo7OnTtj0aJFeOCBB3Drrbeax3jsscfQr18/DB06FEeOHMEzzzyDd999FwsXLozXaRMEQbiGFmqCIPwiETz25AGUk8iGAsKZQCpsu3fvxpQpU/DVV18hLy8PZ511FmpqapCXl4djx45hyZIleOyxx9DQ0ID8/HyMGzcOH3/8sdlDrVOnTvjDH/6An/3sZzAMAwMHDsQjjzyC668/Ec979OhR/PznP8cXX3yBzMxMDBs2DIsXL8Y555wTr9MmCILwBC3UBEH4QZA99vXVNdi54B3srVlOHkAi5UiIoiNBJVqJhQRBEARBEPEgiEWbWKgmDxXXIIJIShcdIQiCIAiCIKJPED32fKgmACAUCpwHkCCiSWAbZxMEQRAEQRAE36AaAPLLRlM4JJFSkIeNIAiCIAiCCCxUXIlIdUhhIwiCIAiCIAJNEEM1CSJWkMJGEARBxB0q1U0QBBEOzY0EQFUiI4KqRBIEQUQO36zXaG2l3BSCIAjQ3JiIREs3oKIjBEEQRFyRNeslCIJIdWhuJBiksBEEQRBxha8AR6W6CYIg2qC5kWBQSGQEUEgkQRCEPwSxWS9BEES8obkxsYiWbkAKWwSQwkYQBEEQBEEQBEA5bARBEARBEARBECkHKWwEQRAEQRAEQRABhRQ2giAIgiAIgiCIgEIKG0EQBEEQBEEQREAhhY0gCIIgCIIgCCKgkMJGEARBEARBEAQRUDrGewAEQRDRoL66BvvWrEXP4cOodw1BEARBEAkLedgIgkg66qtrsKLqPux48y2sqLoP9dU18R4SQRAEQRCEJ0hhIwgi6di3Zi1CaWkwWlsRSkvDV2s/jfeQCIIgCIIgPEEKG0EQSUfP4cNMZc1obUWPYafHe0gEQRAEQRCeoBw2giCSjoKKcoyquhtfrf0UPYadTjlsBEEQBEEkLKSwEQSRlBRUlJOiRhAEQRBEwkMhkQRBEARBEARBEAGFFDaCIAiCIAiCIIiAQgobQRAEQRAEQRBEQCGFjSAIgiAIgiAIIqCQwkYQBEEQBEEQBBFQSGEjCIIgCIIgCIIIKKSwEQRBEARBEARBBBRS2AiCIAiCIAiCIAIKKWwEQRAEQRAEQRABpWO8B5DIGIYBAGhqaorzSAiCIAiCIAiCiCdMJ2A6gl+QwhYBBw4cAAD07t07ziMhCIIgCIIgCCIIHDhwADk5Ob7tL2T4rQKmEK2traitrUVWVhZCoVBE+2pqakLv3r3x+eefIzs726cREkGG7nnqQfc89aB7nnrQPU896J6nHqp7bhgGDhw4gKKiIqSl+Zd5Rh62CEhLS8Mpp5zi6z6zs7PpZU8x6J6nHnTPUw+656kH3fPUg+556iG753561hhUdIQgCIIgCIIgCCKgkMJGEARBEARBEAQRUEhhCwgZGRmYMWMGMjIy4j0UIkbQPU896J6nHnTPUw+656kH3fPUI9b3nIqOEARBEARBEARBBBTysBEEQRAEQRAEQQQUUtgIgiAIgiAIgiACCilsBEEQBEEQBEEQAYUUNoIgCIIgCIIgiIBCCptPzJo1C6NGjUJWVhZ69eqFSy65BBs3brRsM336dAwYMABdunRBXl4eLr74YmzYsMGyzf/93//hzDPPRFZWFgoKCnD77bfjm2++sWyzdu1ajB07Fp07d0bv3r3x29/+NurnR4QTq3u+Y8cOhEKhsH81NTUxOU/iBDr3nGEYBs4//3yEQiG88cYblu927dqFCy+8EJmZmejVqxd+8YtfhL3n77//Pr797W8jIyMDAwcOxPz586N0VoQdsbrn77//vvQ9r6+vj+bpERL8uuc//elPMWLECGRkZOCMM86Q/p7W82AQq3tO63lw8OOer1mzBlOmTEHv3r3RpUsXDBkyBI8//njY7/1Yz0lh84kPPvgAN910E2pqarBo0SIcO3YMlZWVaG5uNrcZMWIE5s2bh/Xr1+Odd96BYRiorKzE8ePHAbTd+AsuuAATJkzAJ598gpdffhl///vf8ctf/tLcR1NTEyorK1FcXIxVq1Zh9uzZqKqqwtNPPx3zc051YnXPGYsXL0ZdXZ35b8SIETE7V6INnXvOeOyxxxAKhcI+P378OC688EIcPXoUH3/8MZ577jnMnz8f99xzj7nN9u3bceGFF+Kcc87B6tWrcfPNN+NHP/oR3nnnnaieHxFOrO45Y+PGjZb3vFevXlE5L0KNH/ec8cMf/hBXXHGF9Dtaz4NDrO45g9bz+OPHPV+1ahV69eqFP//5z/jss89w11134Y477sDvf/97cxvf1nODiAp79+41ABgffPCBcps1a9YYAIwtW7YYhmEYd9xxhzFy5EjLNn//+9+Nzp07G01NTYZhGMYTTzxh5ObmGi0tLeY2t99+u1FaWhqFsyDcEK17vn37dgOA8cknn0Rt7IQ3VPf8k08+MU4++WSjrq7OAGC8/vrr5ndvv/22kZaWZtTX15ufPfnkk0Z2drb5Xt92223G0KFDLfu84oorjPHjx0fvZAgtonXP33vvPQOA0dDQEIvTIFzg5Z7zzJgxwxg+fHjY57SeB5do3XNaz4NLpPec8d///d/GOeecY/7t13pOHrYo0djYCAA46aSTpN83Nzdj3rx56NevH3r37g0AaGlpQefOnS3bdenSBUeOHMGqVasAANXV1Rg3bhzS09PNbcaPH4+NGzeioaEhGqdCaBKte8646KKL0KtXL5x11ln4+9//HoUzINwiu+eHDh3ClVdeiT/84Q8oKCgI+011dTVOP/105Ofnm5+NHz8eTU1N+Oyzz8xtvve971l+N378eFRXV0fjNAgXROueM8444wwUFhbivPPOw9KlS6N0FoQbvNxzHWg9Dy7RuucMWs+Dh1/3vLGx0bIPv9ZzUtiiQGtrK26++WaMGTMGp512muW7J554At26dUO3bt3wz3/+E4sWLTIn6/Hjx+Pjjz/GX/7yFxw/fhxffPEF7r33XgBAXV0dAKC+vt6y6AMw/6Zch/gRzXverVs3PPzww3j11Vfxj3/8A2eddRYuueQSmuTjjOqe/+xnP8OZZ56Jiy++WPo7nXdYtU1TUxMOHz7s52kQLojmPS8sLMScOXPw2muv4bXXXkPv3r1x9tln41//+leUzobQwes914HW82ASzXtO63kw8euef/zxx3j55Zdxww03mJ/5tZ531N6S0Oamm27CunXr8NFHH4V9N3XqVJx33nmoq6vDQw89hEmTJmHp0qXo3LkzKisrMXv2bNx44424+uqrkZGRgbvvvhtLlixBWhrp1kEmmve8Z8+euOWWW8z9jRo1CrW1tZg9ezYuuuiimJ0jYUV2z//+97/j3XffxSeffBLHkRHRIpr3vLS0FKWlpebfZ555JrZu3YpHH30Uzz//fET7JrxD73nqEc17Tut5MPHjnq9btw4XX3wxZsyYgcrKSt/HSFqAz/z4xz/G//7v/+K9997DKaecEvZ9Tk4OBg0ahHHjxuGvf/0rNmzYgNdff938/pZbbsHXX3+NXbt2Yd++faZW379/fwBAQUEB9uzZY9kn+ztSFz3hjWjfcxllZWXYsmWL/ydDaKG65++++y62bt2K7t27o2PHjujYsc0m9p//+Z84++yzAei9w6ptsrOz0aVLl2idFmFDtO+5jNGjR9N7Hkciuec60HoePKJ9z2XQeh5f/Ljn//73v3HuuefihhtuwK9+9SvLd36t5+Rh8wnDMPCTn/wEr7/+Ot5//33069dP6zeGYaClpcXyeSgUQlFREQDgL3/5C3r37o1vf/vbAICKigrcddddOHbsGDp16gQAWLRoEUpLS5Gbm+vzWRF2xOqey1i9ejUKCwsjOwHCNU73/Je//CV+9KMfWT47/fTT8eijj2LixIkA2t7hX//619i7d69ZAXDRokXIzs7Gqaeeam7z9ttvW/azaNEiVFRUROvUCAWxuucy6D2PD37ccx1oPQ8OsbrnMug9jw9+3fPPPvsM3/3ud3HNNdfg17/+ddhxfFvPXZUoIZT813/9l5GTk2O8//77Rl1dnfnv0KFDhmEYxtatW40HHnjAWLlypbFz505j6dKlxsSJE42TTjrJ2LNnj7mf3/72t8batWuNdevWGffee6/RqVMnS0War7/+2sjPzzeuvvpqY926dcZLL71kZGZmGk899VSsTznlidU9nz9/vvHiiy8a69evN9avX2/8+te/NtLS0oxnn3021qec8jjdcxkQqkp98803xmmnnWZUVlYaq1evNhYsWGDk5eUZd9xxh7nNtm3bjMzMTOMXv/iFsX79euMPf/iD0aFDB2PBggXRPD1CQqzu+aOPPmq88cYbxubNm41PP/3U+J//+R8jLS3NWLx4cTRPj5Dgxz03DMPYvHmz8cknnxjTp083SkpKjE8++cT45JNPzKqQtJ4Hh1jdc1rPg4Mf9/zTTz818vLyjKuuusqyj71795rb+LWek8LmEwCk/+bNm2cYhmF88cUXxvnnn2/06tXL6NSpk3HKKacYV155pbFhwwbLfs455xwjJyfH6Ny5s1FWVma8/fbbYcdas2aNcdZZZxkZGRnGySefbDz44IOxOEVCIFb3fP78+caQIUOMzMxMIzs72xg9erTx6quvxuo0CQ6ne676jbio79ixwzj//PONLl26GD179jR+/vOfG8eOHbNs89577xlnnHGGkZ6ebvTv39/2GET0iNU9/81vfmMMGDDA6Ny5s3HSSScZZ599tvHuu+9G6awIO/y659/5znek+9m+fbu5Da3nwSBW95zW8+Dgxz2fMWOGdB/FxcWW3/mxnofaB0AQBEEQBEEQBEEEDCo6QhAEQRAEQRAEEVBIYSMIgiAIgiAIgggopLARBEEQBEEQBEEEFFLYCIIgCIIgCIIgAgopbARBEARBEARBEAGFFDaCIAiCIAiCIIiAQgobQRAEQRAEQRBEQCGFjSAIIkW49tprcckll8R7GIQNVVVVCIVCCIVCeOyxx+I9HNecffbZuPnmm2N6PHa9Vq9eHbPjEgRBxBJS2AiCIJIAJrSq/lVVVeHxxx/H/Pnz4z1UKTt27MC0adPQr18/dOnSBQMGDMCMGTNw9OhR6fZbtmxBVlYWunfvbvl8/vz5YefeuXNnyzaqazR79mxzm/3792Pq1KnIzs5G9+7dMW3aNBw8eNCyn7Vr12Ls2LHo3Lkzevfujd/+9rdh43z11VcxePBgdO7cGaeffjrefvttx2sxdOhQ1NXV4YYbbjA/69u3rznODh06oKioCNOmTUNDQwOANmXc7v737dsXQLhCxSs8GRkZOPnkkzFx4kT87W9/cxxnEPjb3/6G5cuXx3sYBEEQUYUUNoIgiCSgrq7O/PfYY48hOzvb8tmtt96KnJycMAUnKGzYsAGtra146qmn8Nlnn+HRRx/FnDlzcOedd4Zte+zYMUyZMgVjx46V7ks89507d1q+57+rq6vDs88+i1AohP/8z/80t5k6dSo+++wzLFq0CP/7v/+LDz/80KJANTU1obKyEsXFxVi1ahVmz56NqqoqPP300+Y2H3/8MaZMmYJp06bhk08+wSWXXIJLLrkE69ats70WHTt2REFBATIzMy2f33vvvairq8OuXbvwwgsv4MMPP8RPf/pTAMDjjz9uOScAmDdvnvn3ihUrlMe7/vrrUVdXh61bt+K1117DqaeeismTJ1vON6icdNJJyMvLi/cwCIIgogopbARBEElAQUGB+S8nJwehUMjyWbdu3cJCIs8++2z85Cc/wc0334zc3Fzk5+fjj3/8I5qbm3HdddchKysLAwcOxD//+U/LsdatW4fzzz8f3bp1Q35+Pq6++mrs27cvovFPmDAB8+bNQ2VlJfr374+LLroIt956q9TT86tf/QqDBw/GpEmTpPsSzz0/P195rQoKCvDmm2/inHPOQf/+/QEA69evx4IFC/DMM8+grKwMZ511Fv7f//t/eOmll1BbWwsAeOGFF3D06FE8++yzGDp0KCZPnoyf/vSneOSRR8zjPP7445gwYQJ+8YtfYMiQIbjvvvvw7W9/G7///e89XaOsrCwUFBTg5JNPxjnnnINrrrkG//rXvwAAOTk5lnMCgO7du5t/2yk1mZmZKCgowCmnnILy8nL85je/wVNPPYU//vGPWLx4sfJ3zc3N+MEPfoBu3bqhsLAQDz/8cNg2zz//PEaOHGmO/corr8TevXsB/P/27j+m6uqP4/iTH1oEKPLDwU0hFeJiISAt5aaQwkQh1nJjpa0iLndp5WoVOldjpFtzk0ZpWUbyY1NHowJjLYcplktWYaFoi8BFCQ1q/NBMpvy43z/cveMT+APFdf36emx3857P+5z7OfzjfXHO5wB2u53w8HAKCgoMfRoaGnBzc6OlpQW73U5+fj6hoaHcdtttmEwmZ0gVEblVKLCJiNzCysrKCAwM5LvvvmPNmjWsXr2azMxMLBYLP/zwA0uWLOGJJ57g3LlzAPT29rJ48WLi4uKor69n7969dHZ2XjI8XY/Tp0/j7+9vaDtw4AAVFRW8++67l+x39uxZwsLCmD59Og8//DAnTpy4ZG1nZyeff/45VqvV2VZXV4efnx/33Xefsy0lJQV3d3e+/fZbZ01iYiITJ0501qSmptLU1OTcplhXV0dKSorh81JTU6mrq7uK2V9ee3s71dXVzJs377rHGs1TTz3FlClTLrs1Mjc3l6+++oo9e/ZQU1PDwYMHnQHSob+/n40bN3L06FGqqqpobW0lKysLuBiss7OzKSkpMfQpKSkhMTGR8PBwPvnkEwoLC9m+fTvNzc1UVVURHR097vMVEXFlCmwiIrewmJgYXnvtNSIiIli/fj233347gYGB2Gw2IiIiyMvLo6uri2PHjgHwzjvvEBcXxxtvvIHZbCYuLo7i4mJqa2v55Zdfxu2+Wlpa2Lp1K88884yzrauri6ysLEpLS5k0adKo/SIjIykuLmbPnj3s3LmToaEhLBYLbW1to9aXlZXh6+vL8uXLnW0dHR1MnTrVUOfp6Ym/vz8dHR3Omn+v3DneX6nGcX2s1q1bh4+PD15eXkybNg03NzfDit54cnd35+6776a1tXXU62fPnmXHjh0UFBSQnJxMdHQ0ZWVlDAwMGOqys7NZtmwZM2fOZP78+WzZsoUvvvjC+TxgVlYWTU1NzufQ+vv72b17N9nZ2QD8/vvvBAcHk5KSQmhoKPfffz82m+2GzFlExFUpsImI3MLmzJnj/LeHhwcBAQGGFQxH4HBsYzt69Ci1tbX4+Pg4X2azGYCTJ0+O+hnDa1etWnXFe2pvb2fp0qVkZmYavpzbbDZWrlxJYmLiJfsmJCTw5JNPEhsbS1JSEp9++ilBQUFs37591Pri4mIef/zxEQeTuKLc3FwaGho4duwY+/fvByA9PZ3BwcEb8nl2ux03N7dRr508eZILFy4YVvj8/f2JjIw01B05coSMjAxCQ0Px9fUlKSkJuBjEAEwmE+np6RQXFwNQXV3N+fPnyczMBCAzM5O+vj5mzpyJzWajsrJyRCgUEfl/p8AmInILmzBhguG9m5uboc3xhX1oaAi4uLKSkZFBQ0OD4dXc3HzJIDW8bsOGDZe9nz/++INFixZhsVgMB3jAxe2QBQUFeHp64unpidVq5fTp03h6ejq/8I82v7i4OFpaWkZcO3ToEE1NTeTk5Bjag4ODnQHVYWBggO7ubufzYcHBwXR2dhpqHO+vVOO4PlaBgYGEh4cTERHB4sWLeeuttzh8+DC1tbXXNN7lDA4O0tzczIwZM655jH/++YfU1FQmTZrErl27+P7776msrAQwnP6Zk5NDeXk5fX19lJSU8OijjzoPXJk+fTpNTU1s27YNLy8vnn32WRITE+nv77++CYqI3EQU2ERE5KrNnTuXEydOcNdddxEeHm54eXt7j9pneM2/txoO197ezoMPPkh8fDwlJSW4uxv/i6qrqxsR/nx9fWloaOCRRx4ZdczBwUEaGxsJCQkZcW3Hjh3Ex8cTExNjaE9ISKC3t5cjR4442w4cOMDQ0JBzRSkhIYGvv/7aEBz27dtHZGQkU6ZMcdY4VsKG1yQkJFzyZzAWHh4eAPT19Y3LeMOVlZXR09NjODlzuFmzZjFhwgTnM30APT09hm2xP//8M11dXWzatImFCxdiNptHBGGAtLQ0vL29ee+999i7d69zO6SDl5cXGRkZbNmyhYMHD1JXV0djY+M4zVRExPV5/tc3ICIiN4/nnnuOoqIiVqxYwdq1a/H396elpYXy8nI+/PBDZ4gYK0dYCwsLo6CggL/++st5zbEiFRUVZehTX1+Pu7s79957r7Ntw4YNzJ8/n/DwcHp7e9m8eTO//fbbiFW0M2fOUFFRMerJhlFRUSxduhSbzcb7779Pf38/zz//PI899hgmkwmAlStX8vrrr2O1Wlm3bh3Hjx/n7bffprCw0DnOCy+8QFJSEm+++Sbp6emUl5dTX18/YuXwav399990dHRgt9s5deoUa9euJSgoCIvFck3jOZw7d46Ojg4GBgZoa2ujsrKSwsJCVq9ezaJFi0bt4+Pjg9VqJTc3l4CAAKZOncqrr75qCNmhoaFMnDiRrVu3smrVKo4fP87GjRtHjOXh4UFWVhbr168nIiLCEGhLS0sZHBxk3rx53HHHHezcuRMvLy/CwsKua84iIjcTrbCJiMhVM5lMfPPNNwwODrJkyRKio6N58cUX8fPzG7EiNhb79u2jpaWF/fv3M23aNEJCQpyvsejp6cFmsxEVFUVaWhpnzpzh8OHDzJ4921BXXl6O3W5nxYoVo46za9cuzGYzycnJpKWlsWDBAkPQmjx5MjU1Nfz666/Ex8fz8ssvk5eXZ/jbZRaLhd27d/PBBx8QExPDxx9/TFVVlSFgjkVeXh4hISGYTCYeeughvL29qampISAg4KrHGBoawtPT+LvaoqIiQkJCmDVrFsuXL+enn37io48+Ytu2bZcda/PmzSxcuJCMjAxSUlJYsGAB8fHxzutBQUGUlpZSUVHB7Nmz2bRp04gj/B2sVisXLlzg6aefNrT7+flRVFTEAw88wJw5c/jyyy+prq4e05xFRG52bna73f5f34SIiIhAfn4+VVVVNDQ03JDxzWYzOTk5vPLKKzdk/Gt16NAhkpOTOXXq1IiTNa+ktbWVGTNm8OOPPxIbG3tjblBE5D+kFTYREREX0tjYiI+PzxVXuMbizz//pKysjKamJpKTk8dt3Ot1/vx52trayM/PJzMzc8xhbdmyZdxzzz036O5ERFyDVthERERcRHd3N93d3cDFLYWTJ08el3Hnzp1LT08PL730EmvWrBmXMcdDaWkpVquV2NhYPvvsM+68884x9W9vb3ceuuJ4Zk5E5P+NApuIiIiIiIiL0pZIERERERERF6XAJiIiIiIi4qIU2ERERERERFyUApuIiIiIiIiLUmATERERERFxUQpsIiIiIiIiLkqBTURERERExEUpsImIiIiIiLgoBTYREREREREX9T/KjwmhdBWs2wAAAABJRU5ErkJggg==",
-      "text/plain": [
-       "<Figure size 1000x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "%matplotlib inline\n",
-    "\n",
-    "bin_time = 15/24/60\n",
-    "lc_collection_binned = lc.bin(bin_time)\n",
-    "fig, ax = plt.subplots(figsize = (10,4))\n",
-    "lc_collection_binned.plot(ax = ax, marker = 'o', color = '#b2464a', lw = 0, markersize = 2, label = 'binning = 30 minutes')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": "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",
-      "text/plain": [
-       "<Figure size 800x500 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "fig, ax = plt.subplots(figsize = (8,5))\n",
-    "\n",
-    "# now plot both the binned and unbinned data (you have to tell the code to plot it on the axes using ax =ax)\n",
-    "lc.plot(ax = ax, linewidth = 0, marker = 'o', color = 'gold', markersize = 1)\n",
-    "lc_collection_binned.plot(ax = ax, linewidth = 0, marker = 'o', color = 'black', markersize = 2)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Plot the light curve & phase folded light curve"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Phase-folding background"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Use ExoFop to look up period & time of transit events for each ID"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "period  = 289 # time between transit events (duration of a year on this planet)\n",
-    "t0 = 336 # time of one of the transit events \n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<AxesSubplot:xlabel='Phase [JD]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": "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",
-      "text/plain": [
-       "<Figure size 848.5x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "%matplotlib inline\n",
-    "\n",
-    "# use the lightkurve function .fold to phase fold the data (make sure to give it the period and t0)\n",
-    "lc_phased = lc.fold(period = period, epoch_time = t0)\n",
-    "# plot the phase folded data (the transit event is at phase = 0 so try zooming in on it to see it better)\n",
-    "lc_phased.plot(linewidth =0, color = 'maroon', marker = '.')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "(5330.0, 5410.0)"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": "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",
-      "text/plain": [
-       "<Figure size 800x500 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "lc_phased_binned = lc_phased.bin(15/24/60)\n",
-    "# plot both the binned and unbinned data on the same figure\n",
-    "\n",
-    "#define a plotting region\n",
-    "fig, ax = plt.subplots(figsize = (8,5))\n",
-    "\n",
-    "lc_phased.plot(ax = ax, marker = '.', linewidth = 0, color = 'red', alpha = 0.2, markersize = 3, label = 'unbinned')\n",
-    "lc_phased_binned.plot(ax = ax, marker = 'o', linewidth = 0, color = 'blue', alpha = 0.8, markersize = 6, label = 'binned')\n",
-    "\n",
-    "# set x and y axis limits (for different targets these limits will be different!)\n",
-    "plt.xlim(35, 45)\n",
-    "plt.ylim(5330, 5410)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "AttributeError",
-     "evalue": "'AxesSubplot' object has no attribute 'tight_layout'",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m\n",
-      "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)\n",
-      "\u001b[0;32m/tmp/ipykernel_1032/903047381.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n",
-      "\u001b[1;32m     16\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[1;32m     17\u001b[0m \u001b[0mget_ipython\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrun_line_magic\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'matplotlib'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'inline'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[0;32m---> 18\u001b[0;31m \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtight_layout\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[0m\n",
-      "\u001b[0;31mAttributeError\u001b[0m: 'AxesSubplot' object has no attribute 'tight_layout'"
-     ]
-    }
-   ],
-   "source": [
-    "sector_data = lk.search_lightcurve(TIC, author = 'Kepler')#, exptime = 120)\n",
-    "lc = sector_data.download_all()\n",
-    "fig, ax = plt.subplots(figsize = (10,4))\n",
-    "\n",
-    "ax.tick_params(direction = 'in', length = 3, which = 'minor', colors='grey', labelsize = 13)\n",
-    "ax.tick_params(axis = 'y', direction = 'inout', labelsize = 13)\n",
-    "ax.tick_params(axis = 'x', direction = 'inout', labelsize = 13)\n",
-    "ax.tick_params(axis = 'both', length = 7, left = 'on', top = 'on', right = 'on', bottom = 'on')\n",
-    "\n",
-    "ax.set_xlabel('Time (BJD-2457000)', fontsize = 13)\n",
-    "ax.set_ylabel('Normalised flux', fontsize = 13)\n",
-    "ax.set_title('Detrended Full LC', fontsize = 13)\n",
-    "\n",
-    "plt.xlim(35, 45)\n",
-    "plt.ylim(5350, 5385)\n",
-    "\n",
-    "%matplotlib inline\n",
-    "plt.tight_layout()"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "/root/venv/lib/python3.7/site-packages/lightkurve/search.py:352: LightkurveWarning: Warning: 18 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n",
-      "  LightkurveWarning,\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "<AxesSubplot:xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": "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",
-      "text/plain": [
-       "<Figure size 848.5x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "TIC = 'TIC 158793333'\n",
-    "\n",
-    "# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\n",
-    "sector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler')\n",
-    "\n",
-    "# normalize the data\n",
-    "lc_2 = sector_data_2.download().normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\n",
-    "lc_2.plot()"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<AxesSubplot:xlabel='Phase [JD]', ylabel='Normalized Flux'>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAw0AAAGKCAYAAABOy62pAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/NK7nSAAAACXBIWXMAAA9hAAAPYQGoP6dpAADaOklEQVR4nOy9eZxcVZn//6m9uqqrt3Q6SWfrBEgCgSDLAIrIJoIGxAGUVRQGxnGHuICgICDiNpFxZpivsoqgg8i+OYqBsAnIEgiBLGTtpJPe11q61t8f+T2Xc0+du9XWVd3P+/XyJam+devUrXvPOZ/zeZ7nuHK5XA4MwzAMwzAMwzAGuCe6AQzDMAzDMAzDVDcsGhiGYRiGYRiGMYVFA8MwDMMwDMMwprBoYBiGYRiGYRjGFBYNDMMwDMMwDMOYwqKBYRiGYRiGYRhTWDQwDMMwDMMwDGMKiwaGYRiGYRiGYUxh0cAwDMMwDMMwjCksGhiGYRiGYRiGMcU70Q1gJp54PI4HH3wQGzduxMaNGzE2NoZvfvOb+PjHPz7RTWMYhmEYhmGqAHYaGIyMjOB///d/0dnZiQULFkx0cxiGYRiGYZgqg52GKcD3vvc9tLW14fLLL1f+vaWlBXfffTeam5uxadMmrFixosItZBiGYRiGYaoZdhoY+Hw+NDc3T3QzGIZhGIZhmCqFRQPDMAzDMAzDMKawaGAYhmEYhmEYxhTOaZhkpNNpRKNR3WuZTAbpdBrDw8O61yORCNxu1o0MwzAMwzCMOSwaJhnvvfcerrrqKuXrzz33nO612267DTNmzKhU0xiGYRiGYZgahUXDJGPBggW44YYbdK/dfvvtaG5uxhlnnKF7nZOfGYZhGIZhGDuwaJhk1NfX40Mf+lDea83NzXmvMwzDMAzDMIwdOKCdYRiGYRiGYRhT2GlgAACPP/44otEo+vv7AQCvvvqq9t+nnnoqwuHwRDaPYRiGYRiGmUBYNDAAgIceegg9PT3av//+97/j73//OwDguOOOY9HAMAzDMAwzhXHlcrncRDeCYRiGYRiGYZjqhXMaGIZhGIZhGIYxhUUDwzAMwzAMwzCmcE7DJCCbzWJgYAB1dXVwuVwT3RyGYRiGYRimBsjlcojH42hpaYHbbe4lsGiYBAwMDOCiiy6a6GYwDMMwDMMwNcidd96J1tZW02NYNEwC6urqAOz9wUOh0AS3hmEYhmEYhqkFYrEYLrroIm0uaQaLhkkAhSSFQiEWDQzDMAzDMIwj7IS3cyI0wzAMwzAMwzCmsGhgGIZhGIZhGMYUDk+aRKxYsSIv83358uVYvnz5BLWIYRiGYRiGmQywaJhErFy5knMaGIZhGKZGicViGBwcRDabneimMDWO2+1Gc3NzSeeFLBoYhmEYhmEmkGw2i/vvvx8vv/zyRDeFmWQcddRR+OxnP2u5B4MdWDQwDMMwDMNMICQYTjvtNCxcuBAej2eim8TUOJlMBlu2bMFjjz0GADj77LOLPieLBoZhGIZhmAkiFotpguGEE06Y6OYwk4iOjg4AwGOPPYbTTjut6FAlrp7EMAzDMAwzQQwODgIAFi5cOMEtYSYjdF/RfVYMLBoYhmEYhmEmCEp65pAkphzQfVWK5HoWDQzDMAzDMAzDmMKigWEYhqk5HnnkEQwPD090MxiGYaYMnAjNMAzD1BwbNmzAYYcdhsbGxoluCsMw/z+///3v8dBDD+H+++/XvX777bfjkUcewde+9jV84hOfMDxueHgYf/rTn/Dqq6+it7cXXq8XCxcuxAknnIATTzzRMoTrb3/7Gx599FF0dnYiGAxiv/32w1VXXYVAIAAAOO200wzf+9vf/hYtLS3avzs7O3H33Xdj7dq1SKfTmD17Nr74xS/ikEMOAQD88pe/xKpVq5TnuvDCC/HZz34WmUwGDz/8MP7xj39gx44dyOVyWLBgAc4//3wsXbpUO37nzp14/PHH8fbbb6O7uxtNTU047LDDcP755+v6uO9973t45513lJ/5ne98Bx/72MdMr0+xsGhgGIZhao5cLjfRTWAYxgZ33XUXHnnkEXzlK1/BJz7xCcPjurq6cPXVVyObzeL000/Hvvvui1Qqhbfffhu33XYbGhoacNRRRxm+/7777sMDDzyAz372s1iyZAlGRkbw1ltv6WL5f/7zn+e975e//CWCwaBOMGzfvh1XXHEFDjnkEHzrW9+C1+vF5s2bMT4+rh1zzjnn4JOf/KTuXM8//zweffRRHH744QCAZDKJ+++/HyeeeCLOPPNMuN1u/N///R+uuuoqXH/99Tj44IMBAGvWrMG6detwyimnYMGCBejp6cG9996LtWvX4le/+hV8Ph8A4Mtf/jJisZjuMx999FG89NJL2rnKCYsGhmEYpubI5XIsHBimyvnd736HBx54AF/+8pdxyimnmB777//+78hkMvjlL3+JadOmaa8fdthhWL58ed5kWWTnzp34wx/+gO9///vahB0Ajj76aN1xS5Ys0f27u7sbXV1duOiii3Sv33LLLTjkkENwxRVXaK+Rw0DMmjULs2bN0r3229/+FnPnzsWCBQsAAH6/H7fddhvq6+u1Yz70oQ/ha1/7Gh555BFtov+xj30My5cvh8vl0o5rb2/Hd7/7Xbz66qva95g3b17ed//FL36BQw45pCKuK+c0MAzDMDVHNpstSTUQhmHKw+9//3v88Y9/xJe+9CV86lOfMj123bp12LhxIz772c/qBAPR1tam7Tmg4umnn8aMGTN0gsEOq1evhsvl0oX1dHZ24t133zUNZVLR39+Pd999F8cdd5z2msfj0QkGeq2jowMDAwPaaw0NDTrBAHxQKlU8Tua9995Dd3c3jj32WEdtLRR2GhiGYZiag50Ghqle7rvvPvzhD3/AJZdcglNPPdXyeIrTP+ywwwr6vA0bNmD+/Pm477778NhjjyEajWK//fbDv/zLv2Dx4sWG73vuueewdOlStLa26s4FAIlEAt/85jexbds2tLS04LTTTsMZZ5xheK7Vq1cjm81a5hVkMhls2LBBl9Og4t133wUAzJ071/Qzg8GgadhWKWGngWEYhqk5WDAwTHWSSCRwzz334BOf+AROP/10W+/p7+8HAEyfPr2gzxwcHMSaNWuwatUqfPnLX8bVV18NALjmmmswNDSkfM/WrVuxffv2vFV62gTtF7/4BT7ykY/ghhtuwLHHHou77roLTz31lGEbVq9ejSVLlmDmzJmmbX3ggQfQ399vem2SySTuuOMOLFy40DBXIZPJ4IUXXsARRxyBYDBo+pmlgp2GScSKFSvgdut14PLly7F8+fIJahHDMEx5yGazLByYKclNN92Enp6ekp6zra0N3/ve90pyLr/fj/322w+rV6/GiSeeiAMOOKAk5zUjl8shHo/jpz/9qZZPsHjxYvzLv/wLHn/8cVxwwQV571m9ejW8Xm9e3gP1KyeccALOPvtsAMCyZcvQ39+PP/7xj3nJz8DekKYtW7bgS1/6kmk733zzTfz+97/HOeecg3333dfwuP/+7/9Gd3c3fv7zn+eFLYnnGh4erlhoEsCiYVKxcuVKhEKhiW4GwzBM2cnlcpzTwExJSjW5Lxdutxs/+MEPtApBP/nJT0zzEQBoeQy9vb1ob293/Jn19fWIRCKaYACASCSChQsXYseOHXnH53I5PPfcczjssMMQiUTyzgXsFQoiBx98MJ599lnEYrG8udbq1avh8XhwzDHHGLbx/fffx0033YRjjz0W5557ruFxv/vd77B69Wpcc801mD9/vuFxq1evRiQSwaGHHmp4TKnh8CSGYRim5uCcBoapXsLhMK677jo0NDTg2muvxZ49e0yPP/DAAwHsXT0vBFVVISKVSuW99u6776K3t1e5Sm92LqPzPffcczj44IMNKxh1dXXhuuuuw/7774+vf/3rhud+7LHHcP/99+Mb3/iGqRgYHx/HK6+8go9+9KPweiu3/s+igWEYhqk5WDAwTHXT1NSEG264AcDe3ALKFVCxdOlSLFq0CH/84x+V1YJ6e3uxbds2w/f/0z/9E0ZHR7FlyxbttZGREWzZsgX77LNP3vGrV69GXV0djjjiiLy/LVmyBJFIBG+99Zbu9TfffBPTp0/PEwYbNmzA7t27DcOEBgYGcM0116C1tRVXXnml4SR/9erVuPXWW3HhhRfihBNOMPyuAPDqq68iHo9XNDQJYNHAMAzD1CCc08Aw1c+MGTNw/fXXY3R0FNdeey2i0ajhsd/61rfgcrlw+eWX46GHHsLatWvxxhtv4O6778bXvvY1U7fiqKOOwn777Yef/OQneP755/HKK6/g+uuvh9frzcvrzGQyePHFF3HkkUdqO0WLeL1enHfeeXjiiSfwhz/8AWvWrMHtt9+O559/XstxEFm9ejX8fj8+/OEP5/1tfHwcP/zhDzEyMoJzzz0X27dvx/r167F+/Xps3rxZO27t2rW4+eabsWzZMhx44IHaMevXr0dfX5/yM6dPn16RfBERzmlgGIZhahIWDQxT/cyfPx/XXnstvv/97+P666/H9ddfrzyuvb0dN998Mx544AE89dRT6O3thc/nw8KFC3HppZfin/7pnww/w+1249prr8Vtt92G//7v/0YqlcLSpUvxk5/8BM3Nzbpj33jjDYyMjJiu0p966qnI5XJ49NFH8cc//hEzZszA1772tbwdrcUKRnV1dXnnGRoawtatWwFAc12ItrY23H777QD2ioZ0Oo233norz+E499xzcd5552n/Hhsbw+uvv47TTz/dMEm6XLhy3OvWPLFYDGeffTbuu+8+ToRmGGZKcPXVV+Pzn/983g6vDFNrdHZ2YuXKlVixYoVpTX6GKQSr+8vJHJLDkxiGYZiag9e7GIZhKguLBoZhGKbm4OpJDMMwlYVFA8MwDFNzcCI0wzBMZWHRwDAMw9Qc7DQwDMNUFhYNDMMwTM3BooGZLLjde6dimUxmglvCTEbovqL7rBhYNDAMwzA1B4sGZrJAJUHFjckYplTQfSWXni0E3qeBYRiGqTk4p4GZLIRCIRx11FF47LHHAAALFy6Ex+OZ4FYxtU4mk8GWLVvw2GOP4aijjipJSX4WDQzDMEzNwU4DM5n47Gc/CwCacGCYUnHUUUdp91exsGiYRKxYsSIvZm358uV5W6gzDMPUOiwamMmE2+3G2WefjdNOOw2Dg4PIZrMT3SSmxnG73Whubi7ppr8sGiYRK1eu5B2hGYaZEnB4EjMZCYVCPI4zVQsnQjMMwzA1CYsGhmGYysGigWEYhqk52GlgGIapLCwaGIZhmJqDcxoYhmEqC4sGhmEYpuZg0cAwDFNZWDQwDMMwNQeLBoZhmMrCooFhGIapOTingWEYprKwaGAYhmFqDnYaGIZhKguLBoZhGKbmYMHAMAxTWSbd5m6pVAr33nsvnnnmGYyNjaGjowMXXHABDjnkkJK+t1zHEvfddx/uuecezJs3D//93//t7CIwDMNMcrLZLO+ayzAMU0EmndNw88034+GHH8axxx6LSy+9FG63G9dddx3WrVtX0veW61gA6Ovrw/33349gMOj8AjAMw0wBODyJYRimskwq0bBx40Y899xzuPDCC3HxxRfjlFNOwY033oi2tjbcddddJXtvuY4l7rjjDixevBj77rtv4ReDYRhmEsOigWEYprJMKtHw4osvwu1245RTTtFe8/v9OOmkk7B+/Xr09vaW5L3lOhYA3nnnHbz44ou49NJLC7sIDMMwUwAWDAzDMJVlUuU0bNmyBbNnz0YoFNK9vmjRIgDA1q1bMX369KLfW65jM5kMfv3rX+MTn/gEOjo6HH13AIjFYraO8/l88Pl8js/PMAxTLXDJVYZhmMoyqUTDwMAAmpub816n1/r7+0vy3nId++c//xm9vb340Y9+ZNhOMy666CJbx5177rk477zzCvoMhmGYaoEToRmGYSrHpBINyWRSuYLu9/u1v5fiveU4dmRkBPfeey/OPvtsNDY2GrbTjDvvvDPP0VDBLgPDMLUOOw0MwzCVZVKJBr/fj1Qqlfc6Tcxpol7se8tx7D333IP6+nqceuqphm20IhQK2RINDMMwtQ67DAzDMJVlUomGlpYWZQjS4OAgAGDatGkleW+pj+3q6sL//d//4ZJLLsHAwIB2TCqVQiaTQXd3N0KhECKRiGH7GYZhphrsNDAMw1SOSSUaFixYgLfffhuxWEy34r5hwwbt76V4b6mP3bNnD7LZLH7zm9/gN7/5TV7bLrnkEnz605/mikoMwzD/P7y5G8MwTGWZVCVXjz76aGSzWfz5z3/WXkulUnj66aexePFirUpRIpFAZ2cnhoeHHb+3HMfOmzcPV111Vd7/5s2bh+nTp+Oqq67CSSedVNqLxTAMU8PwPg0MwzCVZVI5DYsXL8bRRx+Nu+++G8PDw5g1axZWrVqFnp4efOMb39CO27RpE6666ipdFSG77y3HsY2Njfjwhz+c930effRRAFD+jWEYZirDgoFhGKayTCrRAAArVqzAPffcg2eeeQZjY2Po6OjANddcgwMPPLCk7y3XsQzDMIw17DQwDMNUFleOe92aJxaL4eyzz8Z9993H1ZMYhpkSnHnmmfjSl76ET3ziExPdFIZhmJrFyRxyUuU0MAzDMFODXC7HidAMwzAVhEUDwzAMU3OwSc4wDFNZWDQwDMMwNQfvCM0wDFNZWDQwDMMwNQmLBoZhmMrBooFhGIapOdhpYBiGqSwsGhiGYZiag0uuMgzDVJZJt0/DVGbFihVwu/U6cPny5Vi+fPkEtYhhGKY8sGhgGIapLCwaJhErV67kfRoYhpkScHgSwzBMZeHwJIZhGKbmYKeBYRimsrBoYBiGYWoOFg0MwzCVhUUDwzAMU3OwaGAYhqksLBoYhmGYmoNzGhiGYSpLQaJhbGzM9rGbNm0q5CMYhmEYxhB2GhiGYSpLQaLha1/7Gt566y3TY3K5HO677z5897vfLahhDMMwDGMEiwaGYZjKUpBoGBwcxDXXXIPbb78d6XQ67+89PT343ve+h3vvvRfhcLjoRjIMwzCMCIsGhmGYylKQaPjxj3+M1tZWPProo1ixYgW2b9+u/e2ZZ57BN77xDbz77rs45JBD8J//+Z8layzDMAzDAJzTwDAMU2kK2txt6dKl+M///E/ccssteO6557BixQqcf/752Lx5M55//nn4fD5ceumlOO2000rdXoZhGIZhp4FhGKbCFLwjdCgUwre//W0cfvjhuOWWW/Db3/4WALDPPvtgxYoVmDt3bskayTAMwzAiLBoYhmEqS1ElVzOZDLZt24bx8XGtA0+n08hms6VqH8MwDMPkweMMUyu8/PLLeOSRRya6GQxTNAWLhl27duHb3/42HnroIbS0tOD73/8+Pvaxj2H79u1YsWIFPyAMw9Qsq1evnugmMBa4XC4WDkxNMDw8jAceeGCim8EwRVOQaHjqqadw2WWXYfPmzfjIRz6C//zP/8QRRxyBb3/72/jWt74Fn8+HO+64A9dccw0GBgZK3WaGYZiycv/99090ExgLXC4XhycxNUEul0N3dze2bNky0U1hmKIoSDT8z//8D9xuNy677DJcccUVqK+v1/527LHH4r/+67+wdOlSrFmzBl//+tdL1liGYZhKkEwmeRW7ynG73SwamJogm83i0EMPxTvvvDPRTWGYoigoEXrJkiVYsWIFZs6cqfx7a2srbrzxRjz44IO49957i2ogY58VK1bA7dbrwOXLl2P58uUT1CKGqU0oN0t+nhiGYZySzWbh9Xp5IYKpeQoSDT/5yU8sB1OXy4UzzzwThx56aEENY5yzcuVKhEKhiW4Gw9Q86XQa6XQaXm/BBeaYMsM5DUytkMvl4PV6kclkJropDFMUBS2jOVl9W7BgQSEfwTAMM2GkUimekFY5nNPA1ArsNDCTBfbeGYZhJFg0VDe5XI5zGpiagZ0GZrJQkPd++umnOzqey68yDFNLpFIpHuCrGBINDFMLsNPATBYKEg2tra3K13O5HAYHB7XBdvr06YW3jGEYZoLgTSqrG0pSZ6eBqQVYNDCThYJEw+233274t2w2i7fffhu/+c1v0NHRge985zsFN45hJhO5XA4ul2uim8HYIJ1Os9NQ5bjdbp6EVQn9/f0IhUKoq6ur6OeOjIzA6/VWfQEQDk9iJgsl93fdbjc+9KEP4ZprrsFrr72GP/3pT6X+CIapSa688sqJbkLN87//+78V+RzOaahu2GmoLv7v//4Pb731VsU/96mnnsKrr75a8c91CjsNzGShbEGhM2fOxOLFi/H000+X6yMYpqbo6emZ6CbUPC+88EJFPodzGqqbbDYLj8cz0c1g/n8ymQzS6XTFP3dkZKQmJuLsNDCThbJmkgUCAfT19ZXzI5gpxMMPPzzRTSiKkZGRiW5CzZNMJiuyusyiofphp6F6yGQyE/K8jIyM1MRzyk4DM1kom2jo6enBO++8g6ampnJ9BDPFWLVq1UQ3oSgSiQSSyeREN6OmqUSuQS6X40ToKofDk6qLbDY7IU7D6OgoiwaGqSAFJUKbTd7i8Ti6urrwzDPPIB6P41Of+lTBjWMYkVqfcGezWUSjUfj9/oluSs1CK5rl3KmZJiE8wFcvvE9DdZHNZifMaaiF5zSXy8Hn89WEwGEYMwoaeW+++WbTKjDUkR9//PE4//zzC2sZw0hMFtHQ3Nw80U2pWSoxOUmlUgDAA3wVw6KhupionIbR0VFNNESjUXg8HgSDwYq3wwp2GpjJQkGi4ZxzzjEUDV6vF83NzTjwwAMxc+bMohrHMCLj4+MT3YSiSKfTiEajE92MmqYSkxMSDTzAVy+5XA4ej4dFQ5UwUeFJYk7DX//6VzQ1NeG4446reDusoERo7lOYWqcg0XDeeeeVuh0MYwlN5moVchqYwqlEwmUtOA233XYbLrjggqpcVa0EnNNQXUxUeJLoNKTT6aq7H6hN5DRUc5/CMHYoX2AwU3FWrFgBt1uf2758+XIsX758glpUWiZLeBJTOJVY0awF0bB161YkEokpKxo4PKm6mMiSq/ScVqJ4wfDwMACgsbEx72/bt2+H2+3G3Llztdeef/55xGIxDk9iJg0sGiYRK1eurPqdMYuh1kVDJpNh0VAklXAaaPJTzQP8RIWDVAssGqqLibgfU6mUblfwTCZT9vvhr3/9K0KhkLLAy9q1a+HxeHSiIZlMam4DJ0IzkwFbouHqq68u6kNuvPHGot7PMEDti4ZsNouxsbGJbkZNU4kVTTp/NQ/wuVyu5sP1ioE2d2PRUB1MxD4NIyMjaGpq0j63EqJh165d2GeffZR/U5WDzmazuvCkal6IYBg72BINa9euLfgDzKosMYwTan2S5Pf7EYvFJroZNU2lwpP8fn9VD/DsNLDTUE1MRHjS6OioTjRks9myP7NdXV3o6OhQ/k31/TOZjCYcWDQwkwFbouG2224rdzsYxpJadxrC4TCHJxVJpUquBgKBqh7gp7rTwKKhupgIEUtOQyUTobu6ugw/Q/X5JGQ4EZqZLNgSDW1tbeVuB8NYkkqlkMlk4PF4Jropjslms4hEIiwaiiSdTlfMaajmAZ6dBhYN1cREhidVMqehq6vL8Huq3BZ2GpjJhtv6EIaZeGgwqNWJUjabRUNDA4uGIqmU0xAMBqt6gM9ms1PaaeCSq9XFRIjY0dFRNDc363IayvnMjo2NmYZApdPpvGeS2sROAzNZsCUa/uM//gN//etfy90WhjFEtKBrkUwmw05DCajE5CSdTiMQCFT1AJ/L5Wr2WSgVnAhdPdh5Lp9++mmsW7euZJ8ZjUZRX19fMaehq6sLc+fONewXVKKBE6GZyYYt0fC3v/0N7777rvJvp59+On71q1+VtFEMI1PrTkMmk0EgEJjSq8OlQFWhpByfEQwGq1o0sNPATkM1YScReufOnRgYGAAAvPjii9i4cWNRn5nNZuHz+SoqGmbPnm048c9kMkrRQO1i0cBMBorepyGXy1Vdx51KpXDvvffimWeewdjYGDo6OnDBBRfgkEMOKel7S33sxo0bsWrVKrz99tvo6elBJBLB4sWL8fnPfx6zZ88u7qLUOLXqNPzxj3/E5z73Oa1EJFMclaqeVAuJ0LX2LJQSEg1MdWDnuRwfH9eO2blzJ7LZLBYtWlTUZ3q9Xs29LXd40vDwMKZNm+Y4PCmXyyGTyXB40iRmbGwM27Ztw4EHHjjRTSk7k7LXvfnmm/Hwww/j2GOPxaWXXgq3243rrrvOljXq5L2lPvaBBx7ASy+9hIMPPhiXXnopTjnlFKxbtw6XXXYZtm/fXtxFqXGoo6611dWnn34aAGo2gbvaqFROAydCVz/ixl7MxGInEToej2v3LE2ki6HSTsP4+Djq6uociQbKZ2CnYXLT1dWFv/3tbxPdjIow6UTDxo0b8dxzz+HCCy/ExRdfjFNOOQU33ngj2tracNddd5XsveU49jOf+Qxuv/12fOlLX8LJJ5+Ms88+Gz/96U+RyWTwpz/9qTQXqEL89Kc/Len5ajU8iTZz45XR0lCp6km14DTUmoAuJRyeVF3YCU9KJBI60VDscyznCVRCNIRCIdPwJLksOCdCTw2mUrjopJvFvPjii3C73TjllFO01/x+P0466SSsX78evb29JXlvOY7df//94fP5dG1qb2/HvHnz0NnZWcDVmDi2bt1a0vPVanjS6OgoAHYaSoVqhf3ll18u6WfUgmiY6k5DLpfjROgqws79KDoNpXAMyWmoVPWkRCKBuro6R4nQYsnVUi8avfbaa5qTzUwsqnyWycqkEw1btmzB7NmzEQqFdK9T7KTZZNbJe8t1rEwul8PQ0BAaGhoMj6lG4vF4Sc9Xq04DiQbRaZioyehvfvObCfncUkGDrzxo/+53vyvp53AidPVTjkkYUziFhCeVwmmodHhSKBQy3dzNrHpSqe/XoaEhDA0NlfScTGFks9ma33zWLrYToV988UWsXbs273WXy2X4N/r7rbfeWngLHTIwMIDm5ua81+m1/v7+kry3XMfKPPvss+jv78f5559veAwRi8UsjwEAn8+X52iUmlKLBhqQakk05HI5RKNRbaLrdrsRCoUQj8cRDocr3p433nij4p9ZSozcpkQiUdLP4ZKr1Q+Jhmp2g6YSdpwGOTypFE6DGPJT7h2hSTSYbe4mTxyz2SxcLldZREMlQjUZe9gJz5ss2BYNiUTCcHA2+5vL5SqsZQWSTCaVE2K/36/9vRTvLdexIp2dnfh//+//YcmSJTjhhBMM201cdNFFlscAwLnnnovzzjvP1rGFkMvlSj6Rq0WnIZlMIpfLIZlMatUzwuEwotHohIgGu6KyWhHDEETi8ThyuVzJ+ppaCU+ayk4D5zQAf/7zn7F48WIsWLBgopsCl8tlKQJE0VDK8CTRaahEeJJZIrRqR2i6T0s9F2LRUD2w0yBx2223lbsdJcPv9ysHU/pBaaJe7HvLdSwxODiI66+/HqFQCFdeeaWtePg777wzLwRKRbldBtWKS7HUYk4DXYNkMqlNckg0TASldn8qDU0S5HtgfHy8pCVtSTSw01C9cE7D3rKl06dPrwrRYMf1KXUitFyRqNzhSYlEwjIRWhWeRP9fDqehmvuoqcRUWsSxJRra2trK3Y6S0dLSogz3GRwcBABMmzatJO8t17HA3p0uf/jDHyIajeInP/mJaZtFQqGQLdFQblSxncVSi6JhfHxc+/9qEA2TwWlQlUJNpVIlTTRnp6H64ZyG6kq+tDNZL0fJVa/Xq3MvyvnMWlVPSqfTeW5CJpOBy+Uqi9MwlUJiqp1qehbLzaTrdRcsWIBdu3blTZA2bNig/b0U7y3XsclkEjfccAN27dqFa665BvPmzTP/wlVIOZyGWgxPItFA4Ukej2fCnYZaXpmlXbXlyQaJslJRCzkNU716Eocn1V54SqmchmeffRZr1qzJK7la7pwGq8WEdDoNr1e/DksJ4rXiNOzcuRPvvPNOSc85FZhKiziTTjQcffTRyGaz+POf/6y9lkql8PTTT2Px4sWYPn06gL0dWGdnJ4aHhx2/t1zHZjIZ/OxnP8P69etx5ZVXYsmSJSW8MpWjHKqbwk9qaZAUw5MotnUiRUMqlaqp6yeTyWSU4Uml/l5UPamanQYOT+JE6HI4uuVEvGeLyWno7e3F0NBQRaonbd26VbexqtvtNi25Krud5ayeVIxo3LNnD95///2817dt22ZY1IYxphwLpdWK7UToWmHx4sU4+uijcffdd2N4eBizZs3CqlWr0NPTg2984xvacZs2bcJVV12lSwq2+95yHXvHHXfglVdewRFHHIHR0VE888wzuvMcf/zxpb5cZYFs01J2lLlcDj6fr6YGSTE8iWKwZdFw22234ZJLLqlIe2hyXe6clnKRzWYRCATyBkoSZaWCVhRLncxfSqbSypYKEg1T2WmotZAIj8eja2+hE15x9V6snlSOROg1a9YgFAph/vz5AJzvQk4Oc7kSoQvt995//33s3LkT++67r+71qd6vFMpUcn4nnWgAgBUrVuCee+7BM888g7GxMXR0dOCaa67BgQceWNL3lvrYLVu2AABeffVVvPrqq3nnqCXRAHww+SoFRhPGauCee+7BBRdckPd6MplEKBRCMpmE2+3WRIO48d+6desq0kZa5UulUqirq6vIZ5YaymlQiYZSThZSqZTyc6oJdhpyVbtZ4vPPP48DDzxQWWa7lNRSeJJcxKCY51XcZbncTkM8HteNYR6Px1HbqZ3V5jRks1ltUUt+vVbuqWqCqyfVOH6/HxdffDEuvvhiw2MOOuggPPbYYwW9t1zH3nTTTZbnqQWo0ym1aFCFplQDf/jDH3DWWWchGAzqXk8mk4hEIhgfH0cgEIDb7UZ9fX3ZwpOGhobQ1NSk/ButHtXyKpIqEZocrVI7DbUQnlTLv2WxVHNOw5tvvonm5uayi4ZachrGx8dRX1+vy2ko9PkSnQZ5R+hyiAZxY1WnTgMJhmpzGowchVq6p6qJqXTdJl1OAzPx0MBQSuWdzWardvU3Ho8r40NpoBRzGkKhUNlEw7XXXmv4t8kgGlRuE32fUt4XtVA9CaitogDloFpLruZyOYyNjZX9c2ppopJIJPJEQ6ETXhIHldinQUzeBsxzGlTQokY5nAY7u3AbYeQ0THUHs1CmUlgXiwam5FBHVmrRUK05Del0Gu+9917e68lkEg0NDVr4TLmrJ5lNVMoxua40lAgtDpQ08JW6elIwGKzq6knV+ixUCnGn3Wojk8lURDTUUnhSPB5HJBLRhSeVIqdBDBcSqyf19/fripwUSiwW091jhTgN1ZgIbRROw2VcC6OWBHyxsGhgSo6Y01AqcrnchOc0qErR5XI5dHR0KEUDOQ3j4+PK6kmltqzNNm8TQ8ZqFSq5qnIaSjnBp5Kr1TghJcT69FORUm7mV2pyuVxFKqTV0kQlHo+X1Gmg1Xux/6QJOgA899xzeOGFF0rSbrEfKCSngZyRatoR2kg0TKUV81LCOQ0Sq1atKupDTjjhhKLez1Q/mUwGt9xyC77+9a+XTDT84Ac/wA033ABg4sOT+vv7cfXVV+ORRx7RvZ5KpTBr1iwMDAzkvWd8fByRSES3T0MoFNL26yjlhmTA3gHO6JyTJTxJzmmgjrrUokEMe6hGprpoAGCZ0xCPxxEMBks+WbOi1E7DmjVrMGfOHLS2tuper6WSqxSeJC6YFOM0kGgQ+zoxPCmdTmN0dLTodtOGdHSfqZyGoaEh3b9FgSCGUk02p2FsbAyJRCLvvpyKTKUEclui4eabby6o46WHh0XD5Gfr1q145ZVXdKKhGOWdyWTQ2dmp/TuXy02oaFi9erXS7qYkZ9V3FROhaYATJzr03lJBA4GqOtJkCU+qhGgAnMcuVxoOT7JOhL7llltw7rnnor29vYItK73T8I9//AOZTEYpGmrleabwpF27dgEo3mkggSDOS8RE6HQ6jb6+vqLbnUgktPh/KmYhi4a///3v2nehYh1U1rpaE6FzuVzRTsPbb7+N7du349xzzy2oDZMJ3qdB4pxzzsm74Xfv3o1nn30WgUAAhxxyCNra2gAAPT09WLNmDRKJBI477jjMmjWr9K1mqo633npLC4+h8I5iJjWjo6O6AbGS1ZN27tyJOXPm6F576aWXcPDBByMej+sm5TSYqFa1RKdBtdKUSqVs7Znw61//GpdccomlK5FOpzE+Pm4oGlwuV01PNFUlV6eqaJjqToOdfRrS6fSEDOSldhpSqZQyabUWnYZS5DQYlTEVHYFSiQZyb0XRIPcL4n3m8/mQTCa1fr0cydlEMfkHZiVX7d5THMr0AXQ/FyMOu7q6sGrVKmX59mrClmigzc+Irq4urFixAscddxwuvfRSRCIR3d/HxsZw66234tVXX8UvfvGL0rWWqVrWrl2L+vp6AHs70bq6uqIG7NHRUV1nS6Epleikfvazn+FXv/qVri1utxvt7e0YHBxUigYaTMSJfTKZ1FVPkif9dp2GJ554AosWLbLcpyObzRpuSEb7M6iun9E+E9WGKkQtlUrpNngqBS6XC16vt6rDk6pd1JQbO6JhokIGSu000GKATC0lrSYSCYRCId3vVej9SyvssmiQw5P6+/uLazTUokHuF+jvAPLGqHKKhmJLrho5DXbvqVrKqSk34oJWoZunDg0NleSeLTcFBdn99re/RX19Pb75zW/mCQYAqK+vxze+8Q2Ew2H89re/LbqRjD1WrFiBr3zlK7r/PfHEExX57IGBAUybNg3A3gfIaIJql+Hh4TynoVLhSfLE+4UXXsAxxxyDlpYWDA4O6v6WTCbh9/uVVZHE8CRKhBahTcSsmDlzJh599FHL44xWj4APhJzq+j3++OOW564GVInQ4+PjZal0VAuT8krH6lcTtLlbNYoGdhrySSQSusWWYvZWEXMa3G639hzkcjntfshkMmVxGlSJ0KKok8MGxeTsUjPRidBTKY7fimw2i2AwWNRCKYXCVTsFbe62du1aHHLIIabhEh6PB4sXL8abb75ZcOMYZ6xcuRKhUGhCPlscwEk0lMNpsOqkaBJfDLJoeO6553DFFVfg6aefzhMNNJjU19djbGxMtxHQ+Pg4GhoasGPHDmV40vj4uK22hsNhW+0WV7xkkskkwuFw3oAQi8VKMrhWAiq5KjsNoVCopBN8WsWu9g68GvcoqBR2chomk9OgchBraaU3Ho/rNrsrtuSqKBroHnC5XLrwJCPXVWbdunUIBALYd999le0mBzcYDCr7BfGzKDxJ/J5O+pFdu3YhkUhgn332sTyW9oAoBKOcBifu1VSK47eC9hAq5nmsFdFQkNOQTCbzJk8qhoaGaqZTY4rD5XJpq7OZTKZo1T0yMqJ7gHK5nK2chquvvrrgzyTkwSYej6OpqQnNzc2WokGEnAYKT/J6vXl/dyJwrCaJZqLBKDxp9+7dVd1RiYJGtblbuZwGj8dT9U7DVMZueNJE/IaZTMb2hNUOZk7DRK30/uUvf8GmTZtsH6/q64oJrVHlNMh7NoTDYVu/w4YNGwwXN+kessppKFV40tq1a20vtKbT6byF2z179mD79u2W7zWa8DsRc5zT8AE05ylWNNTCQlBBoqGjowPr1q3DmjVrDI9566238M4776Cjo6PApjG1At3odXV1SCQSmtNQzIA2MjKi65ztOg1y+btCkAcasr+bm5vzSquSW2AkGmifBpXTYEc00MAQDoe1Uq1GFJLTsHv3bt11/uUvf2n6GZXm+9//vvbfqupJqVQKwWCw5MKnFpyGqUy15zSUsrymUU6D2+0uapKyZ8+evL1dnnzySeV+NDK7d+/OW0AxC+mTc7pUv83TTz9t67PNdlkWnYaZM2faclFTqRR2796t/BstHpDToAoJlJ0G8TdxugFhLBZzFB4kt+edd97B66+/bvleM6eBE6Gdw06DBZ/97GeRy+Vw/fXX4z/+4z/wxhtvoLOzE52dnXjjjTfwq1/9Ctdddx0A4Kyzzippg5nqgwaEuro6ra51KZwGcQCyW3JVNbH+8Y9/bPtzzSzXlpaWPFGSTCYNnQZ5n4ZCRAOtcEUiEcu642ZOQzqdRigUyrt+XV1duonXa6+9VrHVjpGREctjRCfEqOSq6nsVi9NNnJjKUsnwpD179jg6j+pZLwYjp6HYsruPP/441q9fr3tt69ateP/99y3fq3JxzAoSyBN8VcnV3t5e7Nmzx/KzxZKr4jnF+yGdTmPGjBm2EktTqZTyc7PZrFYQgUSDCrOcBqeLD7FYzLAPt8P4+LitcbdUidCc07CXUkRX1IrTUFBOw5FHHokvf/nLuO222/C3v/0tb/M3CiX513/9Vxx55JElaShTvaTTaXi9XgSDQSQSiZJUTxoZGdFVFiIlbzVxVu2KLA+MZqRSKcOOsKmpKc9pSCQSCAQC8Pv9eXHMJBrEfRrkv9sRDcFgEJFIBCMjI5g5c6bhsWZhEUZOQ1dXl67+eywWQzQa1SphlZNrrrkGN998s+kxg4ODWhlZcRAnaF+KUldP8ng8PCBWMZV0Gn7/+9/jU5/6FJYsWeKobcAHAqKYpHUj0VBs2V3VqvLw8LAtwaOaMFJ7VH2a7DSoNnfLZDK2ckHknAZCnKBnMhlMnz5duemmTDqdVooGqvgkhicZtccop4HaZPf3j0ajRQnO8fFxW/cEl1wtLarQWafUitNQkGgAgE9+8pM47LDD8Ne//hXvvvuu9nC2tLTggAMOwMc//nHMmDGjZA1lqhdZNJSietLIyIguqdjuPg3yoJPNZpWbshlhVsauoaEhb3WcnIZwOKxtXESkUimEw2FDp8FO9SQSJarPljGrnkQJw/L12717t24vlVQqhcHBQUeiYfv27Zg/f77t4wmr7zM+Po5YLKbtjaEqW5tMJjk8aQpSSdGQSqUchT1S/lImk8Gtt96Kk08+GQsWLCj4843Ck4oVtqp9LEZGRmzlAaicArP2yIsmqven02lbosEop4HOS+eyGyKbTqfR3d2d93o8Hkc4HLYUDRSe5HK58sYoCk+yKxri8XjBJTuBvf2h+JtS5T65QEopqidN5kTobDar/f52j+fqSTZoa2vD+eefX6q2MDUKiQYKTypV9SSxnK+d8KRcLpfnNCQSCUdJialUKi8silBNUsbHxxEOhxEOh5VlFinMxWifhlKFJ+VyOUvRIAq5//3f/8U555yT1waaIM2dO9e0XSJXXHEFbrvtNsfuhFVZSoqZpt/PKMSr1E4DlfOs9g6cS65WpuRqOp22VfhDbFskEtEEr9gnPfvsszjggAO0zVDtfr7dkJXdu3ejqalJucGj6rzy9RkfH7fVX6qurVl4kvzsqsKbstmsLrz0/fffR319fZ67Sgs7cu6ImD9AjoedfoH2epE324zH46ivr9ccGaNrSg5JY2Mj/H5/UeNeNBq1PVFVMT4+rpv0v/rqq+ju7s4LEy9FeJIoMNasWYPVq1fjm9/8ZsFtrybeeecdvPTSS/i3f/s3W8dTOXBOhGYYGxiJhmIeIFXinFUMr2pwjcfjjmJEZdEgVz2SJ2pm1ZNExJU2GtzsOA0UntTQ0GAqGrLZLOrq6iydBrp+v/vd77TBQVxVTyaTjpPJ9+zZ4ygEjLAKNaN20KRLFeJFoqHUoUS1sE9DLQww5cLO6m2pqic5dRqy2SwaGhowNjaWt5q/bt06dHV1Of58u33Yk08+iQ0bNtg+r6o/tSNGxckl3YdmToMqPEn+beTwpFdffRUbN25Unkvck4HOJ+c0BAIB26Jhzpw5eW4DiQa6j+TqdwQ5JF6vNy88ScYqMbrYnIZkMqn7TZPJpFIEGu1c7CRPQbwHuru78fTTT5sWx6klenp6HIk/cho4EdqCHTt24NZbb8V3v/td/Nu//RvuvPNO7W/vvfceHn30UcuJAVP7iOFJpRINMhTPbjYI0AqUeEwhokHsNK12eHQiGmhVjL6HHaeBwpMop8Hs/KFQyDIRmkRRb28vNm/ejFAopBMNTidI0WgUdXV1tqqeiORyOcu+YXBwENOmTdM5DbJooBXAUnW2NOng8KTqxmjSI1LK8CTRadi1a5dp35bL5VBfX49oNJo3Mc9kMpZV0GQ8Ho/tPszJvgCq8CRg771vdd1EQUZ9m1mOhSoRWm6nvCkejSUych9P5/d6vXmiwc61SKVSmDt3bl5eg+g0qPoeQhYNZtfOysF0Uj1Jhew0GP3G9H3ktjhNhKbPGh0dxcknn4y33nqr4LZXE319fY76jlJVT6qFhaCCRcPDDz+Mb37zm3jsscewfv167N69O29Sc/vtt+OFF14oupFMdSM6DZQIXWx8n4xqlVnVDgC6B5c6YbsDKU2q6eGVLWsZVfWkJ598Ehs3btR1AOKgQ2X86L1mUNUOq/Akils129yNchpoAvTaa6+hvb1dtyeB1+t1JBp6e3txzDHHOHYaUqmU5f0xODiImTNnak5DJcKTSCTyPg3VjZ2ypuUSDX/605+wbds20/dQmIo8aStENFitXos4FQ2qSU5bWxt6e3stP0clGsyqJ8nOsfz7yU6DkWig7yiKRtr40So86fXXX89b4Ein02hra8tLmhZzGlR7IoifTaIlEAiYhndZOZixWKyocVOunmQkGnK5nHKMdrJQIoY4jY6OYvr06SXdn2QicSoaSlU9qRbGnIJEwz/+8Q/ccccdaG1txfe+9z387ne/y1NI+++/PxoaGvDKK6+UpKFM9aJyGoq16mRoZdFsdZEecnHiTAO03YeZ2kwPr0o0iPc6uQWhUEj7rAcffBBPPPGErkSfOOGlFblkMmmZ9CaGJ1k5DSTajL5XMBhEOp1GX18f9t13X7z22muYNWuWtqqeyWTQ0tLiKH67u7sbCxYscDwRisViyGazpisrg4ODmDVrlvadjMKTSrm5G4mGas8XqPb2lRuaNJpdh3IlQtsZ3CmUUp6YZzIZZYW3UuEkJEt2VakE9IwZM5SJwfLn0HspdMfMaZAn3SqnSBZU1EfIqJwGaoPoNKhEQ2dnZ97mZ+TCymOE7DSYhSflcjl4vV7L/XSsHEyPx1PUuElCVWybUZUk1cq4k3LBYijT6OgoZsyYUdZ7u5JYiYbh4WG8/fbb2r/ZabDg4YcfRjAYxA033IAPf/jDaGxsVB63cOHCvIoyzOSj1CVXk8lkXgdtpy47PbDig0udmN0VECvRIA+MNKkXB8BIJILLL78cN910U177xXPYcRrERGiz8KdMJmO6A6oYntTX14dly5bhzTff1DkNqVQK06dPd+Q09PT0oK2tDa2trZarkyK0omj2ew4NDelEg1H1pFI6DZQUWe3UwuBSblwuV8U2d5Mn11b3GyXWyo4aTYzLNUEoJjyJKtZRP26GOHEvNDxJJRrsOA20uZv8Xp/Pp7umcnlmOk6e2FKVO3nCl0gkEA6HtfvILDyJ3MlQKGRaAcrKwfT7/UXnNMj3m+p85DTIf3OyMaGYCE1Ow2QRDb29vaZ9x44dO/D8889r/y5koVS+Nyd1TsPmzZuxePFi05rxwN4SlU5WLZnaRA5PcprT0NPTo/v3yMhInhBV2dmqdgB6VyEWiyEQCNjuiFWiQZxEUrI3IW/QZjQREFeqKGHQKvQJ+CCnQRyMVJ9B19xOInRfXx8OOuggjI2NYdasWTrR0NraamvTNaK7uxszZszA0qVLsW7dOtvvo9U4s05SdhoqEZ5k5zcpBw899JDjCe5UDqGymwhdjr02qIylGRTbLk/M0+k0YrEYbr/9dlubqDnFidMguyBDQ0NoamqyVQFITGSm59JKNFg5Ddls1pZooHAg+bvIIkEVCmQmGuS+s6+vD9OnT9dW1I0WE2jBphROg9XCmBWJRMJ2ToMqnMYsd0NGJRpqOTxpaGgIL730EoD83BAZOVfSqdPQ2dmJW265RfeakzDqiaQg0WBWfkxkaGjI9g3I1C6q6kkqu1dFIpHAFVdcoXuNyq2KlSbsrICoREM8HkdTU1PB4UlyIrQsGuRkZqN63kaJ0HadBnEwueyyy/LcAKtEaLHkal9fH+bPn4/m5mZdeFIhoT7kNBQqGlSfRQsNw8PDupwGs+pJtS4aVq9ebVmCVsbOviWTFbs5DeUQVbRZoxlm4UmxWAxDQ0NlWZV14jTISdrDw8NoaGhAIBCw7C/F0BSaaJpVTxJX6ikJWv795Pea5TRYhScBalEtl3WlzxUryxHbt2/HwoULbSVCh8NheDwehMNhS6fB7Pcp1n2SqycZhSeZ5TQ4CU+i94+Pj6OpqammnYZdu3bh2muvxdjYmOXGifF4XHedne7TMD4+npejaOWcVgsF+fAzZszA1q1bTY9JpVLYtm0b2tvbC2oY45wVK1bkPfDLly/H8uXLy/q5smjw+Xy2H6DNmzfnrWyTTU4drN1dNY2chubmZttOgzgQAvmTSNm6p/AkYO9DH41G8zbSAfSdsZgIbbfkqkhXVxfuuusuXHbZZdpr5DQYuQSy09Da2opzzz0XgUBAaw/FATuhv78f06ZNQ0tLC37961/bXqmigVvVSV599dX47//+b6TTadTX12sxyEbhSaXOaZiI8CTaibupqcn2eygExkp4TkYqWT0J+MAd9Hq9tnbdFUWDHC4Sj8cxNjZWVBiKEcUkQpPDa8eZFXd0tpsIbeVGyM93PB43zGmwE56kmqAbOQ2qRa7e3l7MnDnTsuSq7DSYiQazRGga4+xOHFXHyr+/kdNgNMkVqyo5LTRgVRK92slkMthnn33wm9/8xrKMdyKR0D0j5NzYXfihDQFFaqViX0FOw5FHHomenh48/PDDhsc8+OCDGBkZwUc+8pFC28Y4ZOXKlbjlllt0/yu3YACME6HtDNibNm3K62RJNIgdrF2nwe125zkNzc3NjnMaxEpMZk6DOPEn0SBvzuNyuXQrbWJOg92SqyJz5szBrl27dCUCM5mM6WZG4o7QNNG/+OKLAUAXnuR0wkyr/16vF/PmzcPnPvc5W++j31zV3tHRUe3vdE/RsarVSbv12O1gVWK3XESjUdvJ5DRRsFoNKyUvv/xyUROC3/72t47C3qyotGhobGzU2m8np4EmUEYlV0dHR4sSDUaTumLCk8hpsBOeJOc0WDkNYj9BOQmq8CRZNKi+i2pyRZN6O+FJ9JyRqMvlcobuCvWNZosh5Kx7vV5dQQwRO6Wc4/G4rQgO+Zwi8jU1S4Q2choCgYCt50a+12q9OEMmk8HRRx+NHTt2YObMmZZOg3jtnDoNKvFabGhapShINJx55ploaWnBnXfeiZ/+9Kd47rnnAOwNR/r73/+OlStX4ve//z1mzJhRkUkrM7GoSq7anXxu3LgRDQ0NutdEp0GOmzWDQnBU4UlOchpEwSNPpGWnQRy8Q6EQ+vr68pwGv9+PRCJREqeBBq9LL70Ut99+e147jDpu0YKXJ8ZieJLf79fa65TLL78cCxYssDXgxGIx1NXVKTvJ8fFxLURJrAhlVHbXaWz/Qw89ZNg5T1QiNDkNdiABXUnR8MQTT2D37t0Fv3/Tpk2OK2yZUchKaDE0NjZieHgYgL2cBnKBjMKTnIgG1TNtlJhbjNMwOjqqiQYnToOdnAb5GNUikBxnH4vFlNfZyEEQS67ScarwJJqsPfXUU1i9ejUA5AmlsbExhMNhbTXfLBEagObYWj2T1CbanG5sbEy3iaXKpTZD3ixO7tesnAb5d85ms/D7/baeGyeVlqoJ8d4Vod/48ssvx8c+9jHTcyQSiTwH0alokMdYq43/qoWCfvH6+nr86Ec/wrx58/Diiy/i3//93wEAb7zxBn7yk5/g2WefxZw5c/DDH/7Q8UPA1B5y9SQnyVRdXV2YPXu2rnOnwUscHOysLKpK58ViMcc5DWK4i1V4kkh9fT16enry7nmfz4d4PK7bp4FWgOw4DSQaAoEABgYGEA6HsWjRIl21IqtrbrZzsug0+P1+tLa2or+/37RdRlhVeSJisRgikYhyUjA+Po6enh6dewUYf0d5cvCDH/zA9LOfeuopwz0vJiqnIRaL2Y4HpglzJcMBMplMXsECJ8RisZIKHHFyNDg4qBSBpRQN4gTLSU6DqnpSPB53JBrk7/b+++9jeHhYKW6LcRqor7ETnmRUPcnos+nZFUWDalU8Eolo4tnIaVCJAVX4kNFx9JyNjo5q/+33+3XXYvv27Zg/f77p+UWCwaCtxQZaoHnxxRfx6KOP4i9/+QtWrVoFAEqX2gqrBROrnAa5/3CS0GunomE1snHjRtx11115r9M9On/+fHz4wx82PYcsGpw4NHR8rYqGgpfUZs+ejf/4j//Aq6++ijfffBM9PT3IZrNobW3Fhz70IXzkIx/hJOgpAokGGhCsVmUIWm2JRCLaJBL4wCYX7eVsNms5mVOJhng8jlmzZjlyGsTEWqvwJJFwOIzu7u68jj8QCOhEAw2udhwZMTwpEomgq6sL9fX1AKBb5aEOz2wF3SiMR3QafD4fWltb0dfXh9mzZ5u2TbXPBO1cbRWbH4vFUF9fr+wkk8kktm3bhqamJp3TYLSyJQ+cVC7P6NomEgn09PTkOVzAxImGaDTqyGlwuVwVdRrS6XRRooEcSCeMjo6ivr5euVggrlT/5je/wYUXXohZs2bpjillIrS4+m4np4EmoSqnwe12Y3R01FFJajGn4v/+7/9w8MEH6xKL6Ro5cRrE6jf0vaivsWqbeG3tJEKrwpPkZzmbzaKhoQHRaFQLKVV9F3ly5XK5NIdQDk9SORLkeEWjUe37yu7Ktm3b8kSDldNgRzTQQtjY2Bi2bNkCt9ut9ZWxWMz2IiuFd9FYYtRnmTkNqmp7TkQDXROnYVUTTTKZVC782Z23AMWHJ6XT6bx5RK2EdxXlw7vdbhx11FE46qijStUepgaRJ2h2nYY9e/Zg5syZcLvdiEajmmig6kmi00CdJD1YnZ2dmDt3bl47wuGwMhHabrgN7TFRiGggp2Hp0qW61/1+PwYGBnThSTS4WnUU4kAeiUSwe/du7TqJAsEqXIMG1eHhYcybN0/3N9Fp8Pl8aGxsRF9fn2m7gL3iTi6Na7UJHWElGrZs2YKmpiads2M3PImsXxJXMolEAt3d3dh3333z/jYR4UkUqmY3fKcanAY7zp9IIU7DLbfcgvPPPx9z5szJ+5sYEy+uesvHlEpUieErdkuuqhKh6X6nvRqsoN+aJrVerxeJRALRaFRbqBFXwZ2IBnmnaeprcrmcLdEgJkKTIDBzGuTwJNU+DSQaCCNnVA5Dor7LSXiSOEmXn6VNmzbh9NNP17VD7hfWr1+vhRpReJIVtBCWTqfR2dmpXTcAhkU0VNBvLi8cyMnRZjkNqjyOTCbjKKfB7XZjZGREG5NqAbHqk/y63b5fFZ7kpOSqHJ5E91ctVMMrKDzpnXfewbvvvmt53K5du/K2bGcmH2KH6nK5bIuGjRs3Yr/99surOEGTUbHTp5VF6hCvvvrqvPMZ5TQ0NjbadhrkajylCE8KBAJIJBJ5idB2EHMaGhoadE6DiNGEWsTlcqG/vx+tra2612XRQE6DFcPDw3mOQkNDg2Hoj0g0GjUUDQCwdetWNDc3a9cOsB+eZDQoEOQ0qJiIRGhK1ifRsHXrVlPLnyZclSy5mslkdOFwN9xwg6M9eIzi080wqzBkZ3W91KKB2pJMJi3LZlJOg2qH3/HxcTQ0NNjqk6hvFUOGqPqS1+vNm+waCSgV8v3jJDxJdhrcbrcjp4F+Pyq/Svs+kGigMFHVdZafdyp+YTc8SXQa6HvKE+jt27frFqVUomHLli3aXhtG4UmyMBJd3Z07d6K7u1vrL2OxmO3wJNndJ1Q5DUYJ88XmNNCxFBlQK8gOG+EkF9PIaXAiGsTFR3r2asFtKEg0XHXVVfje976HH/3oR6arJffff79ycsdMLsSHjTp/Ow/fpk2bsGjRojzRQLGdcniS2Pl1dnZqnf8999yjtUMOTzKqR22EVSK0ldOgCk/y+/2IxWJ5+zTYQQwBIqdBFA00SBhZq/IgEo1G80SDnAhtVzQMDQ0V7TTI1yGXy6G5uRlbtmxBc3OzrhMVw5PMSisara6J56km0UC/CT0D//M//2MqvMQY8lI7De+9955yopbL5XTXzMmqHLB3kHU6gY/FYobPrRielMnkl+AESltdSpxUyk6DSuDRhFxViSgWi6G1tdVWn0RCXpzIJxIJTTTI9wBNwu0gCw7KsbJTPUkVnuQ0EZqe20ceeQSvvPIKMpmMltNg5kTK4Ulut9tReBJ9N1E0iNeCrqGVe067L7tcrjynge4J+d4QF2j27NmDuro67Vm3k+NG0JhrJ6fBKPdFtQGrE6eBjh0cHNSFzJYqJLBc0Fgn4yQXMx6P5xUoceI0yDkNYu5itVNw6rvL5cKrr76K73znO0XFujK1j9wx2VXs77//Pvbdd9880UATAjkRWhQNyWQS27dvRzab1Ur/qsKTADjeEVoUDfIk0ko09Pb2KqsnxeNxnWhwMpmhiXNDQwN27dqlddDieYzCk7797W/r/k1OgggNrqLTYCcRWhWeRDkNVtCkQLUy1tbWhr6+PjQ3N+v+ZhQGIQ+cVqJh+vTp6O7uVv6t3OFJd911V95vH4vFMH36dO2+SiaTpknR5RQN9957r1KwyKvITgZYoDCnIRaL2XYaVBP3UooGOTxJPO8dd9yBl19+WXc8TUJVE/BAIIDW1lZbfRI9k+KqMDkNHo8nzy1w4jTIEzwKT7LrNMh9j9ViiJiHQzlqFKaRSCSQy+VQX1+PaDSKeDyOcDhsmIMlvu71erXFFTvhSXTfRKNRJBKJvPwg2glaRLUok0qlMD4+ri1MUb8RCoUMn1+xr50+fTrmzp2rKwFLosFK+FF7rO5xo7GYQqqKyWmgY/v7+7XwJDMnvlowC0+y26fJk/xicxqmhGg49thjcdppp2H79u341re+xWFIU5hCw5OoxJzRhjhip08DE3W66XQaW7duxcjIiBYmoXIaAOhCXOx8FzFhWBWeZDSg1tfXo7+/X5kInUgktGvktEQoITsN4uqnWHKVBpyhoSGsXbsWwAfCQyUaaEJI37WpqSlvx2kVxeQ0yNeZGB8fR0tLC7xeb17ok9GKpmpCa/R7k5NhFFpT7kTodevW5bUtGo1i+vTp2jNgJRrKmQhtd9LpJGkQKMxpiEajhoOwOPkzSng2C5cxY/Xq1VooFokRmmDR9ZGrvT3xxBO6c5BoUAm7UChkWzSI4Ul035iFJzlxGmTIaRQnk9u2bdNKzYqochrsXG/RaRALZ9D7RNFgVF1NFfKjKspgFJ5E9y2JUllwbtiwAfvtt1/e++TJt7gHR11dnfb5oVAI0WhUKWRpISydTmPhwoW6fB3qe+RKTipUToNq3DUSDZmMukSo00RoquhH4Um1IBpyuZzy+8m/sVmokNz/Oa2elMlkdFXYpoRocLvduPTSS/HVr34VY2Nj+MEPfoA///nPpWwbUyMUmghNK+PhcFhZplMOT6KJUjKZ1HYl7+vrw+joqNYRG4kGp06DKBpEy1gsASoPCmSnWzkNhU5mIpEI9uzZo4kGccIgTi7o+69bty6vc/R6vUrRIIYn2S2jZ+Q02MlpANQl5mi1s7m5Oc9pMIqddhKeJP+eqr+XUzRQEqQIhavQimMikbDlNJQjp8EsD0C87k7CkygZuBCnwSw8iQojUDKqjJMwQJHt27ejs7MTwAffkxwDKl0s3m/JZBKbN2/W/WZmTkMoFMK0adMKzmmg8CRyGuSchmLKNlKuDLV51apV2LBhQ95xqpwGOyJWFFFiFTl6H024Kb7fzu/nNDyJHA6auMn09/ejra0t731m4UnHHnssTjzxRAAfCB+V+0tjWjKZxHHHHYePfvSj2t/oO9gRDapEaNW+P3T/yM+HUdiu05wGEg00Jpk58dWCkdMgCwGnpWTlwgJWbQCge6aDwWBNlK8temeOk08+GT/60Y8QDofxP//zP/j1r39dE7VmmdIhigaPx4Px8XFL0ZDJZDQlb+Q0iJ2+aIHH43Hss88+2L59O/r7+5HNZhGNRrXKR3KHa7TbpwpVyVWjnAZZLFHHabW5W6GTmYaGBqRSKc0KFickdH3ElZ5169blDSIq0SDnNNilGKcBUG/SlEwmDUWDHJ4k7rIqJ0IbTcisVnTKHZ6kSsKTRYNVJaVyOg1mokH8bcX8Eivofiwkp8EsPInErZHTUOj1mTZtmhaeR884JUKPj4/r+gdg7z2zePFi7Nq1K++z5Wo2gDOnwSynQeW6UU4ZsDfM5rbbbnO8KZ/YP6VSKeXKsXjNxb7Z6nqLQlfcbZleo7EgHo+b5jSIeDweLRHaTnhSfX291g+ovptq4UB1v4uLE4FAQOtXSPioilOI4UmLFy/WVXCjUFifz2d5b6icBrHSnnicGG4rXge5aAi97jQ8aWBgQBuTxBLZ1YpRH+fUPZVRjWdmbRDnElPCaRBZunQpVq5ciXnz5uHJJ5/Etddea2uDJ2ZyIE6eg8EgotGoroa4CnH3SyPRIA5eotNA8fDJZBIDAwNoaWnByMhISXMajMKTxAdd7qSNRIO8T0Mx4Uni56hEg/hdN27cqA1K9Du0trbmdU7UHvF3dLvdlhOAYqon0WcYOQ3nnXdenoCh1T5xsiGWnRSPsxINRhvplDsRWiUaotEoGhsbdSuGdp2GUuc0qJwQQr7Odit9UBGAcoUnGTkNhTp6Yk4PiUhaeEgkEgiFQrrzjo+PIxwO614z+23q6upsOw0q0ZBKpXQlV42chgceeAA7d+7EP/7xD8fXQPxuRqJBdJ3sxNcDeiGnCk8Kh8PaRof19fXK88m/teg0iH83Ck8Kh8OIx+PaNZXvY6PFE9VxqvuTvoPKnVD1tQT1PXYm7arqSdRuOWQpFAoZ5i6o2m83V4pCnAYHB7XwJBrrqhmznIZKldumuQo9W1NONABAW1sbfv7zn+PII4/EW2+9hRUrVmDPnj2lOj1TxRiJBrNBJBaLaRvCmDkN1PnRyiI5DdQ5dnd3o6OjA6Ojo3nhSeKAb1c0yCsz8iRSjC2WRQPlZ8grUn6/X5fIXegKKIkFMTyJvqscxkC11gOBgG5y/OMf/zjvvDTIiINlS0uLZUlNVX1uJ99NJRqoDaeeeqrue4+MjOSFQVC1EVXJVSvRYBTaYzeJv1AoVEdE3tTJaKJGlDM8ySynoVCxa1Qpy4xcLodEImH63FrlNBTKtGnTtOphYpy5GJ4kOw3ybuvisylPNhsaGtDW1qb9vbOz0/D3VoUnBQIBw/Ak8VoMDg7iU5/6lFYWtBBSqZRyEig6Gnb2aSDE/oFEnZzTMDY2Zuo0yIhOA/CBiDEKT6qvrzd18uw6rrTbt8pJMgtPooUD+gy6V+he8/l8lpshqpwG6u/lSlBGjoJRfp7dPpzOISZC14rTUArRUMwOzqJ4BaaoaAD2ThivuuoqfO5zn8OePXvw3nvvlfL0TJUiTrRoJd7lcpmW7hNrUjsJT/L5fIjH4/D5fJg7dy7WrFmDhQsXYnh4OE80kJvhJBFaVXJVFA3irsvy4OJ2u/OqbgDQhIXoNFDoghO8Xq+2dwFg7DQkEgns3r0bs2bNyptYqnZqVoUn2Sm7qrLfnWDkNMgD9vz587Ft2zZdwiWVLaQcDLl6ktHvTZ2z0b1Z7pwGlTUub+o0Pj5uOzyp1E6DWXhSoWKXklqdvJdW9M2cBpqQGVVPKhTRaRBXfyk8KRQK5eU0yEKCQhJVk5CLLroIBxxwgNbmRx99FNu2bVO2RayeRPd0XV2d5jTQ801uSzb7wZ4VQ0NDOOigg7T8DBG718to91xV32zH2RFDOEhkiO6WmNNgVJJZ1ZZkMqndD6oJNUHhSSMjI1o4k9wP2+0DSDTI2BENcintsbExnUB9/PHHTXNEVU4DLWLJQlLV15GYUPUfdhcjKBFaLLlaCzkNKrcXcB6eZKc0sREkXqeMaDjhhBNwwAEHGP79ggsuwHe+8x20tbUpJ1FMeVixYgW+8pWv6P4nV/UoB7LTQIOMWUKXuLpKiWMyqs3dKDzJ5/Oho6MDb775puY0pFIp3USDPsNpToNZeJKIuPEaMXPmzLzjaBIsOg2xWMxyNUs1QLa3t+vOS9dXDk969913sXTpUlshLCrLXIzrLjU0YJqFJ4ksWLAAW7du1YUn0Yp9MU6D6rqUWjT84Ac/0A3ARjkN4XBYm7w4CU8qhdMgTgqtwpMK+bxYLIaGhgZH741Go2hubrZMhKY2lzKPrqGhQaseJjsNJBrE+02VPEqOqEo0eDwe3UTVKMyFPl92GoLBYJ7T8Ic//AHr1q3TOQ2UfyH2I88++yx27dpl21EzEg1A/h4xdu4P8ZkX+x16H/VpY2NjaGxsRCaTwWuvvYbNmzcDQN7+CXROccJnJhoymb17QfT19WkhZfLzLi8GGS3u0P0g/11M8DYKTxL7GSoeISZCb9y4UTkmEnRuUajRgouckGtUWrUUToNcGbAWRINZeJL4e1kt6tlJWDcim83WbHhSQT78ZZddZnnMMcccg2OOOaaQ0zMFsnLlStvb0JcSldMAmMdGiqLByAlQlVylwdjn82HBggVIpVJob29HX1+f0mmoq6uzXQ0IsE6EFlGtiqvCf/x+P1wuV55osJqckt0sctFFF+nOS9+VrFUaINatW4dTTz0Vb775pmXHVqjTUOjulTRJNgpPkr9zR0cHHn/8cV14khhOJYdFiAmK1113Ha699lrtb5UWDQMDA7rngyYMIvQs0D3qcrlsl1wthdPw4x//GN/97ne1cBCjOPJCw5MKcRpisRiampqK2hG6UMTVYZVokPMXgPyJlsfjQSKRQFNTk6XLSaEpKmSng8InxYkahRBRCUf5WjQ1NWFwcBDNzc149tln4fV6tbLGVr+JUSK0iN19GgB9SIcYniR//4GBAey///7IZrN4//330dbWhn322UeZkEwV9WjCR32hWXhSX18fQqGQ8nmXX5PHDvoOVHJVlWNBv4NRIrTYJ9TX12vhtXSvbd68GYcddpjhdTTLaRAns7lcTrebOWGU00DVs5wkQlOYMbBX0NothDFRGDkNsmjI5XK6fkY8Tlygk0N07ZBOp7WEfGDvuCSPe9VKScOTmKmJLBpo4DCz78SQDKPJp2yB00SJRENHRwemTZumVXUxCk8C7NvxstNglhirmuBSQphIIBDQDXT0Haw6CdWq+3HHHaf9t9i5U0dGE4pt27aho6NDV8XFCDncB7AWDSpbX/x+ZpMRymexG540d+5c7Ny5Uxc7LToNcniSWH1k9+7dus+wCk8qdU6DPCFUxdPSDujAB2EDVqKhlJu7ifHTZvkBhSYWU3y6E8ERi8VMnQbx/itENDz//PO29xMRxbgqFAnIvzYul8t2Ur1q0mz0+bQQQhNGcptSqZR2HeS2zZ07VwtR2rp1K4aGhmzf55Rfs2XLlrz+QLz+dsOTxAUcldNADAwMoLW1Vfs7heuJEzuxepqY0yCuwqvCkxoaGrB7925N/MnXwSqngUKsjMKT6O+q8CQrp4FyGrq7u03zeUTRIFdPkvsFVV9nJBpo/wwn+zRQaBJQnU7D6OioLq9HtXAD5Pf9RiI4kUho+3IUE540qZ0G2rht0aJF8Pv9jjdyO/DAA523jKkZ5PAk6tTN7DtxQm+EUXgSiYbGxkacccYZmmhwuVy6DVZisZjjBzGdTsPv9+t26TQLT7KTMEchNOL3suM0WK0+iCtIqupJFL6gstBFxERoapOVaBgbG9MNFiK0ciaXTCXIaVAN6iqhRPcRhRyIokQVniRXmqHfFLB2GuxO9Owi7x6sCv+hiaDf70c0GkVDQ4NpToOTEpd2oJh4o/YRdksFb926FXPnztX6hFgsVpDTYBWeRBMyCk9as2YNFi1aZMttXbVqFWbNmqUU+cAHIS9G4UmySFFdG7vle82cBrl6UjweRzAY1HYgdrlc2oo3XQf6n1jSOhaLIZfLYdeuXRgaGtLOS8fIEyZ6nZyG1atXY8mSJbpyzTRpd1I9SVwoEMN45PcNDw+jublZ+ztNRFUVidxut67Mt1V40rJly3D//ffjpJNOQi6Xy3MVrPZyoUUK6lvk/oKcCKO2qnIaRNHg9/stHSojpyEQCOSNu6owJLN8NLthj7SrtLjSPhGbu8ViMfT09KCjo0P59zfeeAPvvPOOVknQLBFavCZ0beVnmJ5BJ2HPqs+q1ZwGW6Lhqquugsvlwi233ILZs2dr/7bLI488UnADmerHSDSYKfFoNJq3gQ6gdwTEpLlMJqNzGujzLrroIm2DN3FXTsCeMFEh1yl3ktOgQnYaKHRB3jladX4z0SA7DTRwiwOEmDhuhFjRg46zymlQ7dFANDY2YmRkxFA0kMukqmGfTCaVdi9VFKEVTUqgVOVGWImGSCRiGp5USqdhfHw8rySm/LkkPkOhEIaGhiwnDGSZlyqnwa5osOs03HvvvfjiF7+o7XYbj8fR0NDg2GloamoyFE/ifUOT5L/97W8IhUJYtGiR4XlpwO/v7ze9xlQ9TIwzp/h+ldOgmjDbFaBWOQ2UCC06DXV1dbqY9nQ6rXMaRkdHteeIJnK9vb2YO3euVjTC6/1g0y+jvoa+89jYmOFvLzoNdsKTRKeB7j3VuUVRIToN9HzSHMTj8SCVSuWJBlX/kslk0NHRgaGhIYTDYW1lHvhgsqzaXVqE3JJUKgWXy2WYt2CWCC2K3lAopN1rJBoWLVpky2mQ92lQ5TQYOQ1G+6w4KeXs8/l0/fVEOA0bN27Etddei/vuu085Hu/evVtXBtwsEVp2GlT3JfUBdhOhVdeaRMOkdRqOP/54uFwubQJG/2YYID88if7bqnqSGAtJiJ2pWclVUQxEIhEMDw/D5/PpHnoxb8LJ/SpOjoxEQy6XK9hp8Hq9WqKnGVaiRFzpEHMaxD1S7IoGOTzJbEKazWYxNDRkKBqsdoWm34VWR0WMQgPmzp2LZ599VreiSe0Vf1uqHS5uKCYOEPF4HNOnTzcUtOLvHQwG88qhOkUVnqQasFwuF8LhMAYHB9HY2GjLaSiHaDDKaaDJkZ2J//j4uC6JkyrhOE2Ebmpq0hKSZVROQzabtdwj5Nvf/ja+/vWvY2BgwFQ0zJo1C11dXdrEnyagyWQS4XAYw8PDuuNVEwy7AtQsPElMhE4kEtqEhRZnaIInOw0kPoEPJnJbt27Fhz70IV14Ej37KtFAQtxINIiJ6E6cBrqH6HiV00A5NCSC6O+qnAa3242xsTGtrzQLvaL75tBDD9WKZNDzTs6tVXgSfQeqVqVKzDZyGlTPEO3MLArUfffd1zIRmkSDmAhN30e8nkY5DYWGl4rIomEinIbx8XHMmzcPt956K77+9a/n/X3Xrl2659VuIrSZaCC32ko07NixA7fffjuuu+66vM+q1ZKrtkTD5ZdfbvpvZmojiwbRaTDqfMSSqyKiKjdKhB4ZGdFNWGkzHHmwiMfjlhNzFbLTIA8KNFCrchpUqMKTaK8JM6zCk3w+nzawiOFJw8PDWgdEx5hNXsidsFphA/Ze04svvhhf/epXDUWD1a7QNBEfHR3NC/Mw+s4LFizAPffco4tVVg3u1BmLToM4IRNzGqwSoefNm4cdO3ZgyZIlht/FClk0GA1YwAcrjk1NTejp6TE8p5jfU4qcBlG8lSI8iarfEPF4HG1tbaaTia6uLsycOVN79ik8acOGDcrjxX7CrmhYv349Nm7ciD179liKBqrYNXPmTN0zQRWJBgYGdMerXBgnToNZTkMgEMgLT6LFGZ/Ph1gslicaKPEZ2Nsn9/X1Yfv27Tj44IPxxBNP6CaoqVQqTzTQggSJFdXmfLSKb5QIHY1GtZVvQsxpMApPqqur06pD0d/peTYK+enu7taca5UbIXPyySdr5atF0UD9hR1nln4fuW8VnVD6vtRmVR4XLa7R/XLQQQdh/vz5+P3vf2/YhtHRUW2DU7rmyWQSDQ0NtqonuVwuU9FQS05DKpXCcccdhzVr1mDjxo15TuOePXvyFm5UfZxdp4GeQTtOQywWw1/+8hdcfvnlunLnNE5RPy9uOlrtcCI0UzRyeJJdp0G1giuugIjhSWLFGKOVc/mhFz/DSdKSKFYoqU6ENrCxW/FAlQhtp+Sq1eqDOPGlwTQQCKCvr0/LNyCB4jQ8iZDt/fvuuw9jY2PYvHmzcs8HYK/TYEc02K2eBOytoET3gFxyVSST0e+ASmKScFI9ad68edi+fbvh97CDnNOgGrDofg+FQhgYGEAwGDRN7C1HeJKYCG0nPInuizfeeEMZbiU7DVY5Db/85S/R1dWl/VtVcvWPf/yjtmKoCk/KZrM6sSLz1FNP4cILL0R3dzcGBgZMwz9INMh9iqrkKqAWVLT6LvYn4qSA3AtZ2IrIJVfp/iWngSZ4ciK0ymkYGhpCW1ub9nuTM0uTcvG5k/tuq/AkufwnADz44INYs2aN7lhVyVVZqIbDYTQ1NWkr+pTT8MILL+CNN95Qrt53d3dr+RZin21UAOOjH/0oli5dqvUF4ncWRYcKecdlo7wFui6qhTDxPiAngH7rOXPmYNGiRaaiduvWrViwYIFuYkvOt7wg4jT23km/4vP5dHlBEyEa6N4988wz8fzzz+f9ncLICPp9Vfkudp0Gs0Ro8Z7LZDJYuHAhnnzyybzPqtVEaBYNTNGYOQ2FiAZxVUZ2GijcRtWpy5NeMQSKNtCxg2why+o/GAwiHo/b3jnU5/MV5DRYhSfJJVc9Hg+CwSD6+vq01R9aibQTniSGfAB7J7FimMzo6Chee+01nHXWWXj77bcLdhqoWpDZjtAyHR0d2jWkDl+VsKhyGoxEg1X1pPnz55dENNgJTwKg5TRYCVFxZbfSToP8txdffDFvY7JkMqkTDVRy1cyl2LFjhy4UKRaLobGxUfcbbdy4UbuvjMKTzJ7x7u5uHHrooXj//fe1vCIj5syZg507d+a5BWaiQb42YoUj1e8kThaN+km5epIYniQmwoqiwSg8SXR36bw0wZQXQOSJpll4Ek3S5WtADoj8HtU+DeJx9fX1mDZtmrZKTzkNW7duRWdnpzIcaHR0NO+72UHOabAzuRbdEtVnqcKT6F6l3BRxYknXWhz7rFy9HTt2YN68eXk5DUbVk2SBbFZN0El4UkNDA2bMmKH9eyLCk2jMEIugmEGVo+R7UyUaxGO6urqwatUqLa9I5eDIv1s6ncbxxx+PF154IU9MiDkNVkK1mrDVylWrVhX1ISeccEJR72eqG7Gzk0WD0aTGrtNglNOgmliqwpPoMyjOvqWlxfL7WHWaNAhbJSqL5xPba9dpsJMIrdoRuq+vD4sXL9aOsXIaREdHhJJBw+EwhoaGcNttt+GCCy7A+Pg47rnnHnzpS19Sns9ueJJcKtXsO0ciEW1wohVNlaiicA5a7ZInJFbhSbJo+N///V/D72EHVXiSmWjYtWuXoRgjRKehFKKhkOpJ9Izut99+2LhxI/bbbz/tOCPRYLZS3dnZmSca5PBFMbRL3qchl8tpCcBGJBIJzJ8/H++99x7a29tNnQZRmIrPTjKZVIoGVXgSreSTuJfva7GMq9G1oc+n9tCERcxpIOeAxBM5DVRNhiZyYmlfWtWmPkQVnkTXx+VyKUWDVXhSLBbLe48cnkSCVXYaxLaQaBgZGdH2YxB/f4/Hg8bGRsNKUGaIzrjRirycUC3nZRiFJ9F1EffoCQaD2LNnj+74QnYWJjEr3nfiPg1yeJJTp8Fuv7Js2TIsW7ZM995SuJ8AsG7dOrz33ns466yzTI9LJpNobGxUfjYVBBAXE7LZvRvbUXl1Qp64y/OAN954A5s3b8aSJUs0N1i+TnTt6Dw0Hi1duhRvv/02Dj74YK0NotNAlHJn+3Jh68m6+eabC4q1oge70qIhlUrh3nvvxTPPPIOxsTF0dHTgggsuwCGHHFLS95bj2GLaXg3IJVeTySR6e3vzdganwU9GFCDiZFYcmFSTYLlWN32GuOu0VZIkYZXwSeFJdkUDvYcwEz4idkquyk5DIBBAb2+vI6fB6Ps2NzdjcHAQc+bMwXe/+1184hOfwJFHHont27drCbsqrBKh6XdRbbpnllz+z//8zwD0Ezq50pI8YZDjpe2UXKX7z4k7pYImcnZzGigRWlVVTKSYkqs7d+7E7Nmzdf05rVLTueVzkpBXTYwXLVqERx99VPfa+Pi47rolEgnlRJvYs2cPIpGITjSo7HpRAMqigSZpVs94OBzG7t27ceCBB1quiNJGVWL4RTQa1e05IYZNkltHUDw/PadyFRWazFk5DXJFuNbWVm2yKydC0yq32DfRIocoGui89H5VeBKJhlwuZ6t6ksppkH9z0V2kz5bvuVAopLvmFJ5EoqG5uVmXJ+DxeHTji1PRQNfXqE/weDw6gSl+B9GpkP9O14WEA303OXxHtWJtBsXUA/qJLQlT+XuoRInZfK5UDmaxDA0NmeZ2EeImn/I9umvXLrS3t2Pjxo3as0rFMuRrIociy+fbtGkT4vE4EokEGhsbtedGhEQ4jfc0Lp944on429/+pomGdDqtS4SuJWw9Weecc05NJGgQN998M1588UV8+tOfRnt7O/72t7/huuuuw4033oilS5eW7L3lOLaYtlcDcsnVRCKBL3zhC3jwwQd1kwA5FEZ8ne41OTzJLKehoaEB27dvzxMNpQhPkqHkwEJFA+3TYMdpMNoLAdDnNJDYknMafD4fBgYGbIUnyTQ3N2NgYAB9fX2YPXu2tuIzZ84cbXVPBZVcNYJKrqo+1yy5/Itf/CKAD1Z1VcfKFrMqEZriUY0mjWJfZ7QrqB3EECnCLGegkPAkp6LhlltuwXe+8x1dgQA5p0H+TcSYdflvqrwP2WkAzN27HTt2YNmyZTrRoLLrxYRY0ZGkyXomk9GecXHy/pe//AWHHnqolvzZ0tJi6TQAe52m999/H0ceeaT2Wl9fH2bMmKFLPhVzA8R+jV4XV9TFe5Mmi1Y5DeKzS/evmAgt5jSodhwm0UCTzUgkgsHBQe39dnIaotGoZfUkWVTG43Hle2TRIL/v8MMP17nQ9KzTBp6tra2639/tduv2j3AS6iEnQhtt1ibe9+Jillyxj9ojhieRcADyQz7NPteI7du3ay6SnNNA30fs21SixGxFu5RuQTEkk0nlmL1z507s2LEDH/nIRwB8sNCk6mN2796N9vZ27Nq1SxP8otMgIotN+Tps2bIFTU1NiMfjmDFjhubAicgONp1T3ntHzr2rJWw9Weedd16521EyNm7ciOeeew4XXXQRzjjjDAB7w6O+9rWv4a677sLPf/7zkry3HMcW0/ZqQS652tfXh5GREfzlL3/Bpz/9acv3iyX1qP42oJ8oqVbOKflWnNyJIVBOnAax81FNFmkQtpvTQO8Rz1+K8CTZaVBtbU8iyyzkxSg8iZyGNWvW4EMf+pCu/fvss49hvkV9fb2pQBPDk1ROg9WkmX4fVbUnebVIzmkQkwXt3A+tra3o7+/XTUrsQr+NnAgtDiokSoAPnAar+6KYRGgSuyJW4UlizLpRArAs9uXf30w0bNu2DcuWLdOVRVStFstOA/UTNEHL5XLab0pCJ5PJ4Pnnn0c2m9Wewba2NrS3t1suIixYsAB/+tOfcPTRR2uvjY+PIxwO66qriRMW0U2gSbmYYCuLBtqN20g0yPc4CW4jp0FMLhZDRmlF0+VyoampCX19fbbDk+h9VuFJcl8ZjUaVYVzihJvy08Rzy9Vv6P4bGRnRBIHsSMtOg9HGZTJ2RIPRXgv0fqNEaFE00LWhfDgR+ly7oSmbN2/GggULAOhDBqlvCwQCmgCnDU/NJqfyokipwh6LRXYsie3bt2P9+vWaaKDFIyOnYfHixZr7TS6hymkwS4Sm3yYWi+lcUPkcsktD/Zic61FLOQwyky4R+sUXX4Tb7cYpp5yiveb3+3HSSSdh/fr16O3tLcl7y3FsMW2vFjwejzY4+/1+9Pf344QTTsBf//pXW+8XJwOq8CSjGP2GhgZtwiBWJaHjrEJm5O9gFZ7kJKcBgJZjIJ7fbHL47rvv2iq5KldPos7MaSK0UU7DwMBAnmgAgJUrVxqez2oF3MxpsLP3BQ2URtWTqDNWVaah+8tu0uP8+fPzEn3tQveH+PnygCzeo3V1dZpoIBtdRTGJ0JRMKyKKBpUTQgOfKjwJ2CsuxQl/fX19ntNg9F5g78B+4IEH5jkN8mSMhCJgnNNAq3ni37u7u/H6669j2rRpAPaKhlmzZlmu8i1YsACbNm0yjFkHPgiNoO8nigYxp8HMaRAXR2Tk3I6BgQFMmzYN4XBY53CIny07DfKksampCb29vTrRIYeDiUIjk8mgoaHBsI2q3wowdhpoAiY+g2YTZnqmo9EoRkdHtXFBFKnFhCdZVfsjwUyI/SUJRvl4MTxJzGkoRXjS1q1bsXDhQu2z5JyG6dOno7+/X7umZuFJqr8V4mCWA7kKGyEn2FMfqhI75DQ0NDRofRQ5DU5EQ39/P6ZPn45sNmtaPUl2GujelUWDHKpYS9Rmq03YsmULZs+enZdkS6sXW7duLcl7y3FsMW0H9j5Mdv5X7lWE7373uwD2PnT0sC1cuBDr1q0zfA/Z1qLTIHbOViVXGxoatIeSJlPiQFSoaFANZoXkNIh7m4iDlBG/+c1vbFVPEsM1aCLp8XjyRINVCUHVIEGJ0FSpQ2TmzJmG57MinU5rEy1ZrFjVSBfba1Q9iTp+cTVYRhxgXn75Ze11ebV0/vz52LFjh81vpofCy8xEg/gbk9NAdfiNwqfEZ6EUToNV9SQx/ESO2wfyQ//q6up0g70Y868iHo9j1qxZtkXD008/jaGhIV14DOU0iK+JzuTrr7+uuUVf+tKXsHTpUsuchvnz5+sEN014VaKBvp9KNNDkQp7M0sTcKCmfro3oUg4MDKC5uRmf//znsf/++2t9new0iJ8lO3qzZs3SqhAZ5TTU19djeHgYbrcbwWAQTU1NhuFJRhMgo0RoccKtylGREVdrR0dHtcUGMXdOzAMqdfUkuvfF70C/v0o00N/F58YsPMmp+N++fbvWH8tOQzAYxIwZM7Bnzx5dnpuRKFHde2b9yuDgIHbu3Gm7rcVg5DREo9G8PtTIaeju7saMGTN0479R9ST5PhbPt2nTJm0eRmF+qusq30PkepGrKL5eq05DUa3u6enBP/7xD3R1dSEejysnWC6XC9/4xjeK+RhHUKcqQ6/19/eX5L3lOLaYtgPARRddZPp34txzzy1ryNn8+fMBfBCeNH/+fBx//PG4++67sXTpUuV9oooJFiezVuFJDQ0NplUwzEJmstksfv7zn+OKK67Ia4uqrZQg6UQ0iNAAZOUiiLucqlDt00Dtc5oIrXIampqasHPnToRCobLkNInxzfLrZtBAqXIlxOtA10Y1AIrX7t5778Vhhx0Gn8+X93vPnz8fb7zxhv0vJUC7B4ufrxINdB9QjKvf79cmlGYbIFo5YirGx8dNw5NoxV6Erik9F/KEXl5FUzlXZhMRElfi31UhJiQaXn/9dWzevFkXnkS789Jr1I+43W7tPibRMHPmTAwNDVmu7gaDQbS3t2vPDoWy0HW/9dZbsf/+++tW/GXRYBaeRNdNvicoJMnlcunKRtPfxH6DQtTknAaz8IfZs2dj+/btOProo7WJj9yXRSIRdHV1acncKtFgVnYUsM5pECfL2WzWsI+ie8Hj8SAajeZVTxKdebP2qPjIRz6i/V5Gk2uVaBCFj9k+DeQ0UFuNNlozg5LQqYRuKpXSfivZafD5fFp4El0HlZsguhBy7pxZeNKaNWvQ09ODs88+27TNpcDIaYhGo7rvQ8Jd1W56DsSKfhSeZCXUxPtz48aNWLp0KV555RXNaVD1pXLIqOjSin2i2BfUQsUkkYJFwx/+8Afcd999ui9M/00PAT3YlRQNRrva0uTCLCTByXvLcWwxbQeAO++8U1nGVMZqJbdUUHhSQ0MD5s2bp4kesYoHoRp0xQdNXF2lgVYkEomYrhiZOQ3r1q3Da6+9lreiKldOIQrJaZC/K7XTiOnTp6Ozs9Nx9SRg78AkJkLb3dxNJhwOY82aNbj00kutv1QBmIVlWL2PJkqqnAa6vmaiQbxHMpkMotGocrO62bNnF7yyRvHvZk6DGBZCzy6JBqOVcHFFvZA2qUQDXSPV5F4lGsRJmVltdhLeZgLHKsxMbCfF33d1deU5DaJLSf/tdrvR0tKCjo4OLTzJqs0iHR0duph32j+A9kKgibVRToOYbCyLBupH5Hvi1ltvxbHHHosDDzxQVylHhVH1JLO4/jlz5mhFI+g6qJyG/v5++Hw+badaI9FnVAmPnAa5XKk4YRWfUZVABvbeQ/I1FEN+5PvESby4mKtUX1+vDAGmxSqC7mWXy2UYniTej2IiNIkmOzkXdE+9/PLLGBkZwRlnnJE39olOg3x/iaLBzGlwEp40OjpqOcl1u90lWUk3cxrE9hlVTxLb2dDQoDmZRuFJMrLT8JnPfAbAB/e7y+XSuaOA2mlQzcnE38qs+Ec1UtCv+vzzz+MPf/gD2tra8LnPfQ4vvvgi1qxZg+uuuw579uzBCy+8gLVr1+L000/HEUccUeo2m2Jk9dIPaTbJc/LechxbTNuBvZMOO6KhUvh8PvT19eVNvPv6+vISS8VBV4xVFXMaxGRMebJIdZoBtdNgJhqef/55XQ4Edfq7d+/GrFmz8o6ngbbQZCY7TkNbWxtefvll2zkN4mSlvr5ee5+dpGujCZ3L5UIoFMrLZ7ADhXKYTW6NxIoVotMgXx9xskThS0bhSTQgpNN768CrREMxlUTIabAKTxJ/q0AggEAggLq6urwwBkJ045yKB9rJXEQMT1KFqsliWp6QihNwWdCYJSmKx8jPsygAxNcolKavry8vp4HuN/pvmuy1trbmxb3bjSM/9NBDtf6L4sXFdvf29hqKBiunoa6uDmNjY3kTjR07duh2vhbfI0/Y6H4SJ9RyeBKw9zemsaG5uRkej0e75nRPiOIkEolgYGBAE7B1dXWGoUa08ioTj8fzkrLF0B6j/ksFtZ1yEMSQH5l0Ol3Q7rr19fXKEGASf4Tb7cb4+Li2qm9UPYnGLDlJXN4fwAh6rsSSvGLlJMA8/47uAdV4aOZ8mJ3TTgVCWvBQVf5bt24dNmzYoBV6MWN8fFzZDjnEWhQN4uvDw8Nan97Q0KCFmRpVT5L7UrHvHxkZ0YqJkJCvq6vDwMCA7j2qnAaVQBRfr6XdoIECRcMTTzwBr9eLH//4x2hra8O7774LANpeAp/85Cfx8MMP46677sJRRx1VutbaoKWlRRnGMzg4CAC61aZi3luOY4tpezXi9/uV9fytRINYFUMMT6KKMUD+Kr3sNMgdgtkk7N1338XcuXO1TpbasmfPHlPRUChiSVojZsyYga6uLtPOROzkxE6otbVV+5tYocSsPUaDxAEHHJBXzcQONBjJ7ZdXHQsRDdReldNAQs7v92uhHUbhSWJ1I6N7g9pZSNlVVdiNmWgA9k6OAoGAMmGSKCaJTnYaKEeBfn/V5F58LuRJIKBPmiWRQM8HrcpZhVLJ7jS9Jsavk9NA5xZFA91HoqAn0TB9+nR84Qtf0K1kyxt2GfGFL3xB++9AIKAUDR0dHYaiQcxpUF233bt3501gdu3apVzgCAQCeW2miRLtA0HICxrxeFxru8vlwuzZs7XJ9/DwcN7Epb6+HgMDA5g5cyaCwSCCwWDeKjz9pkZuCO3mLH5vORFaLhltRCgUgtfr1QooiKv3MoWucot5HCIUCij+O5FIaCExcrvJIRerJ4nntJO3BXxQXSuZTGp9FSX2EuLzKvZPYoUs1b2ucnvsIO68bYSZaBgdHbW19wJgXElPDk+i4+TcnT179mi5d2IuiVH1JNWzRX2OuOiWTn+wd4rcpxlVT5IRnwkrN7HaKGjk2bZtG/bff38t+Ujs8InPfOYzmD17Nv74xz+WoJn2WbBgAXbt2pU3CdiwYYP291K8txzHFtP2asTn8yGbzeZtwGXXaZDDk0Sb2CqnwW7c6J49ezB9+nS4XC6l06BK+BUnSYVAG2WZuQjTp09HOp22tC3pmRM7IUpEB+xXT0qn08pr9LOf/aygAdho0isOBMU4DarOHNAnno2NjaGurs7QaRDDk8xEQzAYLKietio8SR5UVKLB7/crSzMShe4bAeQ7DWJODLXPKKeBJu5m4UnyhIjK69pJ2lZVXZJDWKg0pbjSTAnIwAell8X+oq2tDfX19YbXzO5v6/f7df1WMplET0+PaU6DmGysSoQeGRnJE7a7d+9WrugGAoG8hSM5p4GQ3SCfz6eb7M2ZM0cLT6KKWrLT0N/fj0AgYJgILYoG2WlIpVLa9zIKORVFg1k4FV2rhoYGhEKhvORiGfk69/X15YWRqBDdFfl7qpwGWsU3chpIuIqhVKr2GUG/jSgaxAkrtU0lxmfOnImdO3dafo5Z6JKKsbExS7Et9gcbNmzAqlWrtL+l02llnoKKZDKJSCSS1z45EdpIhIlhP2IfbuQ0yNAz3dnZiblz5wLId57lPsVonwYZujeCwSCGh4cnv2hIpVI6K59+MPlmoJJ1leToo49GNpvFn//8Z+21VCqFp59+GosXL9ZWWxKJBDo7O3WlAu2+t1zHOjlnLUCdr+g05HI59Pb2mooGVfUkceUQUDsNogsxNjZmK9/ghRdewDHHHAMAStGgchrM4s3tQqvhRsyYMUNbCbSDeN323Xdf7XU7OQ0ej8ew1Gmhk1NVlRBg70oTichCEnnpfUaigSa0omigTl4MeVGFJxlh5lKZIYcn5XK5vEGlkk5DLpfTcgIImqw5CU8ycxrESiapVEq3+7fVb93U1JQ3uRMXAOg3d7vdmDFjhu560GLD9OnT0dvbq/3WHo/Hcoftn/3sZ3jrrbdMjwGA0047DUuWLNH+nUwm0dfXZ6vkqlEi9MjIiO4eplryRk5DS0uL7jX6XPn6qgSKGLo6Z84cLV9BFZ4UCoUwPDwMn8+HD3/4wzjggAPy7gvqs1WiIRaLIRKJ5N0vRk6DlWgIhUKIRCKaaDBzGmTX4rnnnsNrr71meG6ivr4eg4ODeX2lKhGanAarRGhVeBLlQlihchpkwS6KcXEyT6LB6JqalVw1Y2xszHKhR1zw6O7uRldXl/a3VCpluy8dHx/HtGnT8uaV8XjcdgiQmOQuhlA6yWkYHx/Xnp1QKJTXHvG5U+U0qEQDLWoEg0Hs2bNHGRpbrRQUntTS0qKbbNPqx/bt23W7Fvf19RW0klgMixcvxtFHH427774bw8PDmDVrFlatWoWenh5dQvamTZtw1VVX6SoJ2X1vuY51cs5agDpfigmmyYWZ0yBXTxKrulAitHhu8f0kTvx+v7aCJyJPgHO5HF566SXccMMNePzxxzXRIIYnqZwG6hSLqXpgJRqmT5/uaPXByN636zSoksuLwciNEUWD3RARGTFMRpUE6fHs3a9CdhrEcCk5idxs9atQZ0kuuUrtFQcZeS8OchqschoKEXOUlCeX/gsEAtrEw0g0iOFJ8gSvrq4OfX19AD6ILybXQEwatEKVdySuhNKKOrB3UqRyGtrb29HV1aX9/TOf+Yy2SmjE2rVrMX/+fBx88MGmx8lObyqVQk9Pj2VOg8/n0zY6k6/byMiIbjK/a9cuLFmyxFA0yE6DmP8lV8CSBYroNJx88slobW1Fb2+vUjSIE+MlS5ZouzGL0HdWrfTG43FEIhHThSDxGbQKT6qrq0NjY6PmWpmJBjkfhlbrraAd2eWxSRYN4iKLWclV+t5yW0OhUN71yuVyeeeh1XFxrxk5n8/IwZs5cybee+89yzHEqWiwkwgt9pcUKkg4EQ2JRAItLS0YGxvLE8t2FpvEZ0C+11QlV+U+ihY+xP5OXsxpamrC4OCgLuTYjtNABINB7N69W6uQWY4qhaWmIKdh/vz52LVrl/bvgw46CLlcDr///e+1Aen555/Hu+++m1ffvRKsWLECn/70p/HMM8/gN7/5DdLpNK655hoceOCBJX1vOY4tpu0ThVEnQqv2NHkPh8OIxWKmokHs8EXRIG7uRueW+c53vgNgbwcxPDysTM4DgN7eXtx55534yle+giOOOEIbTGWnQSxtJxIMBtHX12d4fjuIiYgqqN62XYxW6qjjs3IaSi0aVCsywN6EsmKdBrNQF7PwJHFiJK4IWTkNZqv+ZlB4kpiXI0905MlaOBzWEqHNwpPE0qJGXH/99bowl/HxcTQ0NOQ5DcFgUMttEB2YV199VReTToJCHgjFlUU5KVHcld0KsSwiIdfyp99s5syZyoIJJBqoH9l3331NQ/xGRkYwe/Zs0z1kjHC5XIhGo4b7NJxwwgmYN2+eodMQCoUwMjKie+5oB1uVaAgGg3mTJ0Iu6UjtI+rq6nSiYcmSJWhtbdWcBpVrRzH7gPqZE59f1W7QRk6DWHJVPKeRCHC5XFi8eDH23Xdf1NXVWeY0yNfZrmgQE5zl18X73eVyaeFJRqLBaEdoANrGYCKqPlp0GuiZlb+bUU7DzJkzsWvXLsMJK/UbqiRpM0ZHRy37bNl5lB0wJ+FJJBoKQa4oKF5DVXiSUU6D2N/J5cdbW1vR3d2tWygwEg2qEuPBYBC7du0yfK6rkYKchiOOOAKvvvoq3nrrLRx88ME44IADcNBBB2Ht2rU499xztc19XC5XRer5yvj9flx88cW4+OKLDY856KCD8NhjjxX03nIe6+ScE81rr72Gww8/3PDvfr8fjY2N2kNGE0l5l1PggwdUHAzEyYDsNKg6w3322Uf7XFWcIE1krrzySlxyySW48MILdSsEtCJvFUrhdruxYcMGfP3rXze9PmaoYmFlTj/9dMvzWG2wJA76RpBokHNPisFo0js2NqZzGsRO1K7roFoNp/fL4UmhUEg7VhYNYthSLBYz/Hxx1X/NmjU48MADbcUkU3gSFTKg1VQ5PEkM3zviiCO0yhxOw5NuvPFGfPOb39QSEHfu3Il4PK79O5FI5IkGEsY0uaP/BoCHHnoI8+fP14SYkcMjhutReFIikdDEmF3HTBWWIw7CotD76le/qoVrUj+Ry+XQ3t6Op556SieszFi3bh2OOOII/P3vf3fs4LjdbjQ0NBjmNFAok1n1pOHhYa3fymQyWLNmDY466ihs3LgRqVRKd53nz5+vXISj1WezPksWDYQY6y1/9/r6ek1IqESDKv+FEJ0GuXqSakdouUKRSC6X08aZcDhsGZ5UqGgA1OV/VU4DuTAf+chH8q6bGMbn9/uVToP8XeW8CUDvNKhKa4ufJTNjxgzs2rVLF/mhQvwN7PS/TnMaZNHgxGnIZrNoaGiwLTJkxH5KldNgdV5VqeS6ujpdf9ba2oqenh6doyFG4aiEi7jYWFdXhw0bNij356pWCnIajj/+eNxyyy3aVuYAcPXVV+Pkk09GfX094vE45s6di8svvxyHHXZYyRrLVBf33nuvaQdCNdIJcfVZZQWqkuZkp4ESC80Gd6PwJAp/aGhowIc//GFd5+v3+xGNRrVzW5VB8/l8OPLIIw3/boUdl8LOBnx0/c3Ck8T/V1GO8CS7OQ2iaLBbVUQ1WQmHw1r9bo/Ho/2eYk6D+JuKkyASDXKSISFO4G+55RbcfPPNNq6AOjxJnujIOQ0XXHCBViXGTDSIFYaIoaEhLUwI2Lv5pigQEokEmpqaDJ0Gsu3puoyPj2N0dFQnGmjlzajkKpVPFePdjZyG9evX6yaiKqdBTBynVdFcLocZM2YoFxco5EZ1rVWsXbsWBx10EGbPnq2LvbZLY2MjAoGAMqeBEBOh5es2Ojqq3XP33HMP6urqcOSRR2J8fDzv2p166qnKYhgUYmYWCiznNBDyTrUikUjEVDQYTVjXrFmD9957Dw0NDXnui1F4kt38LarEZZYILfeFTkQDhRzJ31NOhKb+srW1NS9kTOU0iG1VOQ20caD8mpzTIN9DRjkNwWAQsVjMUIipSq7ayZWyk9MghyfJCfpO8sOMNmW1I+7FPkC8Tk5zGmSnQRYNstNglNOgqrpIFdRonlQLG70VJBp8Ph/mzJmjW5kMhUL46le/it/97nd46KGH8F//9V847rjjStVOpkoxSkIixCRECk9SYZQIbSQazDAKT4pEItizZ4+yFBzFHdO5jSonEYceeijmzJlj2g4zrMrW2UVc1TUTDWb5E2L8cqkwiskXN8yTqyfZ3eRGNVlpbm7G0NCQMhFaFZ4kQjvv2hENFD705JNPWrYzmUzqRINqUDYqK2g3PEkknU5rrgYVHFC5GkZOA+3KK4qGkZER7ZqK1ZPkya9ccpWeZ7PwpPvuu09XftEqPElVSpkqKdF95PF4dPs0WLFp0ybst99+aGtr0wkuuzQ1NWnupLwrtfgdyGmQk1jFIgV9fX349Kc/rR1jN7TLrmgwchqMRIPoNMjlLAFjx++NN97A73//e11Og+g0yDtC06Tczu8VDocd5zSIk24rxO9MyCVXKafBaBxSlVyVw5PMQsEIo+pJ4j0kuhry9WhtbbUMT5LD/6x+A8o7NEO8p2hsIpw4DcAHi0FG7TfDLEHaSfUk8blViYaenh5b4UmqZ43Ckya908AwhFWiz49//GPtv8PhMPr6+pQTNyOnQVVy1Uo0+Hw+pdNQX1+PHTt2KCsVUF1/+i6Dg4PKyknET3/606KSlorJhxBpa2tDd3e3ZXiS2TXzetW7bBeD0Uq56DTIosFoAq1qrzxZaWxsxNDQkHY/UiK0UXiSCIVTyuEg8nehc3/5y1/G008/jfXr15u2Uy65qkrcLkQ0GO0InUqltM2GRkdH8/ZkSCQSaGxszEuEDgaD2oqa3+9Xiga5epJRyVUK7yDxYbRbMJ1fnECoEqHFQViVtElCR3ZfKNTRDBKWgUBAKVjs0NjYqJsAGjkNKrEFQLvmwN7NqMRQNbNrJ0Kbhali24mzzjpLmeht5jSoJtAiRuFJY2Nj6OnpQUNDQ54zJT7z9DtRaJITp8FKNIj3J4X42KG+vl5ZPUmV02B0bWixi763XHJVFZ6kEg3029CGhvTdVE6DKv9u5syZlmGUcqy/2TND4Xt2qicZhScV6zSo+mi5MhVhJBoKcRrERGjxmZTDk2TRIIc2qZyGbDarnbPQ4iCVhEUDUxRWokFc1Q+FQujs7MxLggaM92koxGkIBALKnIZIJIKdO3ca7vwrVhlyu92moqHYKgel2qhvxowZmmgwSoQW/1/FRIUnqUSDHbdD5TRQuU7qpGlCKK4oGYkGEgVG4VHkmvT09KCtrQ1erxfXXHMNVq5cadrBU06DquSr+J1L5TSkUinNaejt7YXb7c7bBKmhoSFvnwbZaaBrK4sGMafBrOSqWE3ILDwpmUxibGxMO5dVeBIJe/GzaYIo3kcUomRHNFBf1NjYqItFtosd0UBiR/WMimEpY2NjOjfArtNAv6HZZK6xsVF5b5Mzo0IsYy1Ck0cjpyEajeLEE09EU1NTXniSPCmiCRmFtFkxb948bUdroz5YfM4o1LQYp8Eop8GovyRXxshpCAaDee81chqo7UYLD9SHqvoRKtsN5C+0iJt/ilWFzJ4ZykW0Eg3ixFkVniT33eLmkjJynlM0Gs1zzIzuXzOnQQzDNEIVnkS7oxOy02C2T4OR0yCGcMtjYjVSUCI0sLe86kMPPYR33nkHg4ODpj/AI488UujHMFWOlWgQCYfD2L59u24fAcIqPIkGKrfbbTmx9Pl8yvCk+vp6vPvuu1i2bFneeygGnia0Xq/XVDQUy0033VSS88ycORPd3d2G4Uk0uNrJaSh1eJIdp0EcLJyEJ8n9jZFoIBcBMBcN5DSYhSeJJXibmprQ3Nxs2mZ5R2g71ZPEzzRakTMa3FOplLajfG9vL2bOnKkUDXLMrZjTIE7GSDS0tLTkVU+S84HonKrwJDOnYWhoSLvvIpFIXvyyOAh7PB7EYjHdooPoNNDkgSYaVqIhGAxq5VgbGhps71Qr0tzcrPv9jZyGZDKpfEbFCaQsBs2unQiFWxQ62TCadBk5DTQp93q9GB8fz/tOo6OjuOKKK+ByufDSSy8ZhicB+t3G7YQnHX/88QCABx980NCZED/P4/EgHo/n7ZhthJFoEN9rtcgiOg2qUCqVEFRVYaJJprhxn9FEWLXgIjoN9IzKnyE7DWZuz9jYGBobGy1XwkWBIosZCqUT5w1vvPEG3nvvPVxwwQV555KdBhINdgR+KZ0Go/CkQCCAeDyuS4SWc8asRIMYmlQLTkNBomHt2rX44Q9/iFQqBZfLhfr6+pra0Y4pHU5EQygUwo4dO3DUUUfl/c0qPIkGKpfLZXmvkdOgymno7OzEsccem/ceWsUk1e/xeMoqGkrFjBkz8PLLLxtOJEkwTETJVTtOg9hBOglPopKHRHNzM9577z0tKdXj8SAajSIUClk6DUY79orfJR6P5+W50CBgJhrEz1cNYkbfWd55VER042iCQu6L6DTMmTNHNzAmEgnNDifk6kniynMymdQlQtNnyNdJXEVNJpOoq6vTnmezggLj4+MYHBxU7toqXgdKfqawEPF60cqreB/5fD6Mj4/bchoWLVoEQO1y2OGSSy7R9TNmidCq318V3w7svRaDg4O2nAafz6erelUqmpublXkQJG48Ho8mzAmv14uxsTGtSpcclqVyGpyEJxHy6r2I+HkejwcjIyOaaLAaq1ThSXLJVaPSrOLfZadBFg1yuJQqEVrMaaB7xGgirKr6NGfOHG3BxO/3o7u7G8FgELNmzVLmNFg5DVRERNxMUYXsNIjtTaVSaGho0Kpr0Xmp35KRFxJUlRfFdoj3FlWvkilENFAf1tjYmFdlULxu8mKZXMFJFZ4kioZJ6zTcddddSKVS+NznPoczzjjDdh1uprysWLEi76Ffvnw5li9fXrbPLMRpUO1sbVU9SSyHaHW/GeU0kGgwCk8SdwNtaWkpWbJyOSGnwWxzpIkQDUZOg5hsrEqEtuN20MRE/B1pk53p06drExB5R2irsrJW4Ul79uzBEUccob1Og4AYhy5CE2j6jkZOgx2hJCKuSNMA7fF4EIlEtJyGnp4ezJ49O89pkCfwstMgT27ERGij8CTi17/+NbxeLxYtWqQ9z/JvOjAwgObmZrhcLiSTSQwNDZl+f7nykEpkybH1tNpnJRrOOeccrS9qbGwsSDTIfYSTRGgAmsCSiUQi6O7uVvaVMpT4X6hooHANmXPOOcfweJpIj46O6u4pr9erlVsXE0lV7jGdi0LfnIoGo+PlEq/kNNipqCVWjCLkz/F4PHjjjTfwb//2b6bnona4XC7dxPajH/1o3sTQLKdBHPvMnAb52RYL0QQCATz33HMIBAK639Vsgz25BDGVy6aEf6PrLzsNYrvS6bRWRpX64kQiYfjsqcKTxPHfyGEHSpcILc5x9tlnH61EMtHQ0KATDXLOGLVhSocnbdu2DYsXL1baSczEsXLlyooLOKeiIRqNWuY0qMrziVhZ9oFAQGntRyIRDA4OKisVUPUk+i5nnXWWre800bS0tGghKUYDolUeCK2clTI8ychpEJFzE+y2gSYm4qo/hSdRvLO4I7RVIjRhdC/TQDA2Nqb7TFVim4g8YVYNtKrB3gqjvB9xha+3tzdPNFDJVREKF1CJAVp9Fyd28iAq8tprr6G5uVnbx4ISNMV77+abb8ZXv/pVzJgxIy88CcgPlRGTiMlhEq8XTU7F91Fiv9UEsb29Pe+7OkG10mokGqycBnkFPhKJoKenB/Pnz7dsBzkN0Wg0L5TGDmbCV+bNN99EJBIxdRroeRPL0IqTeCdOg1HehN2cBo/Ho1UfsiMaGhoa8gSU3K7Zs2djxYoVljuNiwUExM9VVe8zCk+SnTejZ0+14CJen0AggM7OTu2ep7+J4TTivUtCXPwsCk+iylBG11J2GsSFmlQqhcbGRt3YEIvF8p49lRNCbaivr9fab7bQZCQacrmcrZ2wRdFrJmhbW1t1wkBcLLMKT2pra9MVKKiF8KSCEqEjkYiulCYzdXEangTAtmhQJbwCwDHHHGP6OTRJkSdj1FnbSYQ+44wzLL5NdUCDsFm5PL/fb9rpiZUfSoXYeT7//PPKY+QO0m54Ek1WxN+XElnpfqRJlFV4kjggWDkN/f39ugR2s3KVQP5KnWpVzO7eFEbnVU0S+/v7sWPHDqVoMHIa5BVh4IPvLU5+5BKEIl1dXdi0aZMup0H+fkNDQ1rIhByepELMB6CkaPF4WvHOZDJ5EyE7MfKE0Q7mRhj9bqqwDfoOqslHMBjU9gYQF3wWLFiAl19+2VF4EoULO4WqL9nhjTfewLZt2zRh3t/fbygaxNVxo4UgEhRGosHIUTBzGuScBhIOdsKTPvnJT+aNL3L1pEMPPRQnnXSS6XkAY6dBhWqzT9FpkM8pY7Xg4vf70dnZmef+GoUnqSrUyeFJZotUotMgV0+SRUM8Hs8TDUblr6k4gBhCKX5vuXiKfK2MxIjq+1gtkhCtra3ae8UcEfoeZqJh+vTp+PSnP639uxachoJEw+GHH44NGzaUPIaSqT2ciga/36/V6RdxIhqsNj2jTkTlNLhcLuXnU05DKSfO1UIoFDIdtGhQK+V3JzHT3d2Na665RnmM/PvaTYR2uVyIx+N5YRFiOVBym0QbWn4PYE80UE6DLMysRAMhbsBHsdjiwOB0omdULIA+62c/+xkuv/zyvJVKM9EghidR++SQCLMQiXQ6jVAohJ07d+qqJ8n9gyga0ul0ntMgXxs538Tn8+U5DT6fr6CcBhGnv0EqlTKMl1aFs2SzWaVopPAkn8+n65c++clP5lVqMYJKDFOYmlMCgYBt0RCPxzE+Pg6Xy4UFCxbg3Xff1bVRXlUHkOc0iL8v3StGidBy5SLCLKdBLvHqdruVoliFKrdAzmmwi1EitAq7ToOZaDDrOwOBAHbu3Jnn/hqVXLUSDWar72I+FuVAEeQ0iAI9Ho/nJTYbfR9KhKZ+Tx4zxHbLz5vKBSNU30d0Gsx+/2nTpulydkTE88ouhIpJ6zR8/vOfh8vlwq9+9auCt/hmJgdOREMgEMCMGTOUnT09oOLETK7pbRcj0RAKhbTwFdV7xsbGShqiUynq6+tNn0M7q5Uej6cs3/3BBx/UziuvoBRachX4IKlXRqyeBEBXVcZo0iyKBtW9rNpUjM5tRzQQNHkyOp+T86jCk6itBxxwAPbbb7+81TTVQCwnQlOojzgYy4OvkWNy2GGHweVy5YkG8djh4WHtXg0Gg3miQd4AUiUaVDkNYvWkQkSDU4yeF7MEUbPwJFk0eDwe/Od//if2339/y7bQNUmn0wU5DcFg0LZoiEajWnLrfvvth7fffjvPaZDDb+QSqLLAswpPUj2TRmICyHcarCoPWeE034Kg58mu02CU0yCf0ygR2kw0+P1+DAwM5E1ajUquqgoxiOFJdp0G2QmlnAbZaZDbZZTrRaKB+jbagV78PkaFJ0QRJv8mRqJBtZO7jOg0yMiiwWq8qAWnoaCchsbGRvz7v/87vve97+Ff/uVfsN9++6GlpcWwess3vvGNohvKVCdORIPL5cLHPvYx5d9USXNGToMVRqLB5XIZ7uJM4UmFrChNNDNmzMDbb79t+Hc7q5U0mS0l6XQaa9euxbJly7Sa/eKEQiUaVC6QimQyqZzoyKJB/D2NRANNWsySwUdHR3Ux8IBz0UD3Ng1sVq4KTbDkCYcorMVnxOVy4bLLLtPyLmSrXM4HoAFRlQhNg3YikchbaTMKs5k3bx7a29t1ooHaRYhOQ11dXV54kpz4KIuGQCCgO56cBtmdcHIvFYKZaDBLzFQlQqtEAwDbeQbkNFhNbowo1GmgPSpk0SAnh8uJyeJvRc8e/U9G5VzQeezmNBBmv40ZH/nIRwpa/TXKaVAxc+bMvEm6KvSwmPCkOXPmKMOTSDSI56YJswg5DXYSocUyyarwJNlpkO8/WQRRP0iigfoXeSFE7HfkayX3h6rcGhESTnbCkzZv3mz4d7pP7TgNk1Y0xGIx/PSnP8XOnTuRy+Xw1ltvGR7LomFy40Q0AMDll1+ufF10GoxWUe1CMfyqCeDVV19t+J5aDU+aMWOGad1qsTqDEXb2v3BKf38/zjjjDLz11ltIJBK6cqv0mXL1JLuVhNxud95AQ7HLFG8NmIsGr9erHR8KhTA8PGz4+/f29uLQQw/VvVaI00CiwWxfG4IGOfl7mhULmD17tvbf4ioioF+9i0aj+PznP4/ly5dj2rRpeaJBHIzlZzydTucJ0bq6OrS3t2P+/PmaaJBDK3K5HBKJhDZhCIfD2LJli+6+o+8s5ieYOQ2UCC2HvBTiNFBolJ33GfUvTp2G6dOna3sDFCpyis1pcOI0xGIxXRnN/fbbLy88SXYazDZ3o77aKDzJSBxYVU+i+1UUd3bCk1QU+ruIYX1Wn3v44Ydbni+XyxmOt1bhScFgEHPmzNH6K/oNxMR02WmQRQOV0rVKhJadBnEMp/Ck3t5e7TUqvyp+N/H7iP0glVwlsSOHCYqfLQsbWTSIqAQ9iTYrh2rJkiW2Ki1SsQ4z5EIB1UhBouGOO+7A2rVrMX/+fHziE5/AzJkzeZ+GKQhNDEqxOi/mNKhWpZw8SD6fzzAkRy6XJr4nGo3WrGgwG5RuvPFGy3PQZLaUHHzwwfjkJz+J9evXaxuFiQOwHI/vJDxJFAZEQ0MD+vv74fV6tfOI30kWDaK75PV6MTw8rKxsQseKlZOAvQOxmVgzim8VB2Sz+5oSkeXvKQprudyoSCAQUJZc9Xq9+MUvfoHW1lbs3r0b7e3tuioh4n4IoVAIo6OjukHTyGmYPXs2Lr74YkybNk0ZE+1yuTBz5kxEo1FkMhmt+pT4m/t8Pt2kVHYa/H5/XiK0ymmwUz1JhmrC25kkim6WiJXTIP+N8rO8Xm9JRIPHY7zDsxFORYMo6mTRYBSeJPbpcjgd3cOq60bhPTJ2nQa32639ToWGJxWKuE9DIWJORMzZMgpPMisn7ff7MWPGDHR3dxseI967queXng1yGuxUT5JzB8hp2L59u/ZaPB5HW1ubtpEkoBcN9FwGg0GtuAV9hhzGZJbTIG+8JmLm0lktjNbX19sKI2xtbUVfX5/pMZPWaXjllVfQ2tqKn//85ywWpjBerxfxeLzkokHcuKqQB8jtdjsegGvdabBTHckMq7KshXDFFVcA+KCzpnJ5hLyqYrd6ErVX7nuampqwYcMGbaCWa5/Lnb/f70cikYDX69X2JFCV4wX2TuDlzf6CwaDpICxP3kTRYFXuD/ggvl92ilSJ0KqVP7msIA2wgUAATU1N2H///fHcc89p4Ul0jlwup/0WLS0t6O3tzctpkJ/5s88+Gx0dHdr1Vk06vF4vZs+ejWg0qrlKoVBI95v7/X5dnyLGFasSoekYsd8oNKehtbXVkWhw6jSYTUz8fr/tcCQZElN0X9Au2XZxEp4kOw3nnXdentNgVmxAfuZJNBiJLaMkYrOQHzmnQcypqqRooN/bTiK0FdSHFpoI7ff70dbWpvVXRuWCxWdIdhpo0cVq9V317BOZTAaRSEQXnjQ+Po6ZM2caigbaFbq1tRXRaFTbgC+VSuVtuGk3p0HVLidhhYVgx0WQC0FUIwXdyePj41i8eDELhikOxYGXy2koBqcDMIVB1KpoKHZQKkd4EkG2sOw0qKonFeM0NDU1oa+vT7sfVcmF4mDp8/kQj8dthSfV1dUpnQY74Un0mWJ4kp1EaKMyoHIidDabVd67smiggfiLX/wivvzlL6O1tRV79uzREqFV4UnTpk1Dd3d3ntMgP/NLlizRfT49z+L19nq9aG9vRzQa1TkZstMgigY5PEmV06AKTyrEafj617+el7diRKE5DUZ/O/XUU7F48WL7jRUQJ94kIp30oYU4DXRtm5ub80L+zMKT5IWgQhOhzSbi4vcX+4l0Ol3W5HhVOyjsqlinQdwgsJBE6P322w9HHnmk6WeI965RH0X9jZnTQMeo8rEA9R4+VDKbEF1nMc+JFj6ofZ2dnbo8RavwJLm/3rNnDx555BHTPR2c5gqZTfytREEtOA0FPUELFy403PabmTqUSzSIHU2hna1qLwYzxBXSWqOxsbHo3avLEZ5E0AqPnNMgxzc7yWnwer15cfXNzc1aeBKgFg0i4gQ1HA5jaGjI8Pevr6/HjBkz8r6XkWhQrSiJToOcv6PCaIM8ORHaKFlPtuNpErPvvvvC7/dj2rRp2LNnj85poMGRQplaW1uVosFqEDVyGmTRUFdXp/vNRSFH/xYrmJjlNNRC9SSj+2vu3Lm2ChaooB3fRafBST9WSE6DWTy7VXiSLBpIGJRSNKjCkyrtNIjhScXeixRqWGgi9Pz587F06VIAxveonECucguoz7ZzLY3cD7lCGrA3tFQsgCCOBeQ0iG2gfmHnzp26TfbMnAY5XBMAdu/ejVtvvRXJZNLwmXGat6kSJ8S0adO0zVhVTNqSq+eccw7Wr1+P119/vdTtYWqIcokGsYMt9AG6/vrrHR2vioGvFVwuV8GrlEQ5qicR1InKokF2GpyEJxk5DUNDQ9pAodowSYRCYchpGBkZMbwGN9xwQ16ejJloUG1OJDsNVoMR7aAuo1q5NXIazByN1tZWbeWOnAY5p4FEg5wIXYho8Hg8uvAkv9+vJTWKbTYSDaqcBrPqSZUWDS6Xy/TalCumnq4LTfqMJtpGHHDAAZa7G9PnpFIp02vr8XhMqyc5LblqtEeCWXiSLKonKjzJSSK02TkoLE/c5FDGiUtr5BJYlVwFzMMhZVTV6gC1gyo7DWKuQiQS0QkKal8ymdQqOhFy9SSxjapE6FgsBrfbjZdeeqlk4Ul1dXWGVZJmzZqFnTt3Gp6vFpyGgmZ7Xq8Xy5cvxw033IBjjz0WhxxyCKZNm2a4wnLggQcW1UimOqGEQ6er+irE6klGpXudUKjTUIuiAQBuuummot5vtHJaCmiFx6p6kpNEaKOcBgA60WDXaSDRYNSZq5wcM9GgEkCiaEgmk5YiycxpkCuMqUSDWbUQANru1lTjXxxk6bdobW3FyMhIyZyGWbNmaSEu5DQUkwitCk+qlGiQrzetzjqpnlQKZKfB6WZkRx11lK3jaHJv5jQsXrw4L/fHTnjSkiVLlEUICnEa5PeLVcAqHZ7k8dgruWoGuWuU06A6l6rKmhFGokG8P81Eg1UitNgmVf+mWsxoaGjAu+++q3xvfX19XgKxUfvE11U5bHJ/GI/HccYZZ+CRRx7J2wkc+GAhwKloMBoX2tvbsXPnTsN+YNKKhquuukpbMXjmmWfw7LPPmh7/yCOPFPIxTJVTDqchk8nk7RBbCWrZaSgFlchpKGXJVbuiwezedJLToMJMNIgrf+LqHK0aUuUPs4E+FAopS/TJGyAaiQZaGTZrPyUVAh+sxIqJ0K2trQD0yfR2BlEj0UC/kZjTIIcnidWa5BXWY445BtOnT9eOL2XJVSeoqid5vR+U8FURi8Vs399OWLZsGWbOnKkTDeVyNCKRiOm1VQkQ2WmQfyuPx2NYfYYm3TJGokE+/0SGJ5HrVIzTEAgEtIIOqVTKcFHNrtNg9myIQkDuO2gRgfpsOwLYiXP8oQ99CHfffTdOPPFEzJ07V1cNKhKJYOvWrXnfY2hoKC+kT2y3/Hur+utEIoG5c+di9uzZBVdPkrFyGv7+978b3g+1EJ5U0Gzv+OOPr9hkjqleyiEajDrFcjPVRYPTkAYniKJBLrkqOw3FhCdR5SP6HqFQyHRgEyv1lFo0iN+FjqNVQrrXrb5vOBzGrl278l4XY5JpwqwSDXb66NbWVu19Yvui0SimTZuGxsZGLe6cKNRp+Nd//VftN6JJjpwILVa0AvKdBnk1UAxPEq/JRDgNJBqMVsZ3796dlxdTCmiiTn1nuZ5lEn1Ok8zFak5ySCI5DUY4dRrkkq4k7ipxT8iUouRqMBjU3DUj15DCCe2IBgoNshOeJIoGqnwn5jQUGp6kwu/34/vf/z6uv/56/Pu//7uyepKIz+fD1q1b8zZrlcOT5JyGkZER3fFUne6ss87Ctm3blG1zmghtNi60t7ejs7Nz6jkNRht0MRPLihUr8h7k5cuXY/ny5WX5PK93b237UgxQZCvKnVEh+zQU+vkul6uiK1HVRLnDkxKJBMbGxnR5AXIHmUqlbN9LKqchHA7rViZPOukk03OQ0+Dz+bT8AaelKu2IBorJpXub7PliwpNkp0GVQ2EH2lMB+GCQ9Xq9iMViaG9vh8vlwrRp00riNIilY2mSEw6HTROh6TxGn0lOgxh6Umj1JCeonhcSDarnyOfzYXh4uKwVB8VwmHKJhsbGRgwNDTm6tplMRvuN5Q30KOTJCKNQKzOnQRwraNJOz2ql+3dyGQq9F0k0mOUneTweRKNRWwsuwWAQY2Njee2RhYAc/jM2NoZIJKL12cUkQouIff7MmTNxxhln4OGHH1bu0yA+Wz6fD1u2bMERRxyhO5/oNFjlNPh8PoyMjKCurg6HHHKI0iUz21DPCDOngSrWzZ8/X/n3Ses0fPOb38SsWbNw5ZVXlro9TBGsXLnScFOzckDxx+WsnuR0191CIQt4qjpoZD2XA3ETNPEzVKsqdq8/ld+U39vU1KQNZmeddZbpOXw+HwYGBhAMBjWb28m9bNZWcYCjlTJxUpdMJvM2JpJRVRkB9CuCZjkNdmhra9MliopOA7WttbVVd13sJAbS4G00AFIM9mWXXabrs0g00Gt0jY0+k5wGcTWwEjkNqnA+Eg2qzzWKwS4l1HeWMzypqakJGzdudCwaxOpJ4m9J4UlGGAkgozwBVXgSuUKiGK0kxTgNlJdltjGZ1+vF2NiYI6dBLj2dSqVMw5NGR0dRX1+vC08qhdMQj8d1IUZz5szB5s2b4XK58pyGWCym9QvkNJxxxhm684nPmdxnyKLB7/drogEw7s+dJkIHg0FD0eB2u02di1pwGgrqVXft2jVlV2SZDyhX9STx3uro6DC0DUsJJRNOVcq5AmpkrRfTQc6ePVs5aLW2tio7f9XkVQxPokTnUt0DZk4DDdJWyYtylRESz/I+DZlMBslksqC2f+9739PyDOjZq6+v1/ZvAPZe00LCk1KplOFALFZPEo+Rw5MIK6chlUrpVknLLRooKVt+TWyHiN/vL0nBCDPo9yu301BIeBIdT5N6cROxUocniX0KhTHSsz4Roa/F5DSIToPRhpBWuTQidXV1eeFJqnKusmgYGRlBJBJxFJ5kx2kQFwjo+yYSCd17qR8UNwcl0SBX/bIKTxJ3M6f8Kauxz2l4kpnTAEATXyomrWhob2/PK4HFTD3KJRrEScSCBQuwZcuWos9v5/PLkaRYK5RTNBitksnxzU744Q9/qHz9gAMOyHvN6/UqP0eunkTHlgIxxphqkIvhP3ZyGuTwpBtvvBHDw8N54UmU02DWdqOBTxywqX2HH344XnzxRa1tp5xyii6B3W7J1UQioRQyNFirvrvRirCT8CSfz1f23CiznAYj0SBvDlhqXC6XNkEtl2iIRCKGwsgI8X6Rw5MWLFhgmudh9F3MnAb5OJp0T6TTUEwiNDkNRqLBaE8FFaqcBjq37DSI5+zt7UVbW5ujRGgzJ5UKHMhOA0245UISuVwuz2mg0En5vGYlV8WoBb/fj+HhYdPoDBJJTn4/K9HQ3t5ueO1qITypoDv5pJNOwjvvvIPOzs5St4epIcolGsQHdOHChRURDQAqGtpVbXzsYx8r27mNnAaxgyxVR3n11VfnvaaKrwf0ooHCJJyu1putpIv2+sjIiLYSTPHJVuFJsmhIJBIYHBxUOg1WOQ12SjLSIHvkkUdiZGREO/7jH/+47r12nQbKF5EJh8MYGBgwLMdYqGgQw5MAlFU07LfffroqTsDe38JoQu3z+fJKkZYachnK6TSEw2FboSnie0ZGRnTlVMX79+ijj8a+++5r+H6j7/Kxj30Mhx9+eN7rRtWTyMGaCNEwf/58W/tgqLDrNNgVDSqnQbXbdENDg24D356eHrS1tZUsEZr6NpVooA0E5feS2wHsfZ5mz56d1//KOQ2y0yBeQzGnoZSYlVwF9lZQMno+J63TcNppp+HEE0/EVVddhYcffhhdXV2mpf2YyUkpcxro4Zc7o3nz5mH79u1Fn98OU1k0nH322WU7NyXfmd0n0Wi06F2tjTAaVMWJhMvlQigUKll4kigaKJGPJlviPg1mE3laYSPS6TQGBwfzNq+yk9NgJVCAD569+vp6LFu2zPB4u4nQRqKhvb0dW7ZsMUwYdiIaAGhlYkX3pdja+FacfPLJeSvkZhV6KuE0UOx8OXMa6urqHK28er1eDA4O6qqmAfZzl4xEQ0tLi879IuRJ1xFHHIGDDjqoIsnxMvTsLl26VNuN2SkkeKycBruObV1dHcbGxvJCAsfHx9Hd3a2VWF66dCnWrl2rHdPT06O73+2GJ5mJhmg0aug0qFzY/v5+zVnw+/1KIeYkp4GKE5RaNFCIldFCWK07DQXN9k4//XQAex+KO++8E3feeafp8bxPw+SklE4DIXdGgUDAsR1eKOWatE51AoEA+vr68iYOIoODg1o5zlIjlw8kaGIrlmgtlWhIJBLapJhyGoLBoOZmUE6DauJjBIkGORGawgWsnAYr0SDukXL99ddrEwgRmhjbdRpUfcP++++Phx56SClUjRYijEQDhX7Iq9/lTOw3gjahUn1ue3s7FixYUNbPp2tRzvAkKmNsV5R4PB4MDAzo7nNxc0I77y+mOAFNLP1+P8bGxpT3dDUTDAaRSqUsnQa7ooEm6+LvR87nO++8g69+9asA9vbZbrdbm9T39/fr+me74UlGooGKPMiigSb9qipk/f39mivl8/nyyq0Czqon+f1+xGKxkj8r5JYYXaNZs2Zh06ZNyvfWgtNQ0NWqtQePKQ+VEA3A3g5CVUWm1PB9XR4CgQB6e3tNV1rLKRrMnAZxVTscDpfsXhY3J6KchmnTpmkTOsppcHLPpdNpDAwM6CZdNGG2Eg12KpmIz55RKI3H40FPTw8aGxtNz2WW03DAAQegp6fHMDxJFUZilEdBZZLlAXoiRENTUxP6+/uVnytXeSkH5Q5PmjZtGqZNmwa/3++oypm8YGBnlZpw6prI4UkEidGJSIQuhlAopOVHmTkNTs4nV08ip6G/v1/XHx166KF4/fXX8dGPfhS5XE73OYUkQouTeCOngZBFg9vtRm9vr1YWdcmSJcrxROzrVQuQogNgtJgkn88sP0HF7NmzsWPHDkPRcMABB+SFNhKTVjTcfvvtpW4HU4NUSjR0dHTgpZdeKtlnGPHjH/+47J8xFSGnQYxrlim306AacGXREAqFHN/LlIQov0/OaShknwaZVCqFoaEhw5KrKlFAkyi7ToPVBMTj8aChocFy0uh2uw0rOrW0tGDmzJmOwpPMSq7SQCu2yev1VnyC2NLSYigaKoEYnlQO0fCZz3wGAPI2+zPD4/EgHo/rfmsnTsNRRx3l6BkxmnQFAoEJq55UDMcddxwAYNOmTaYlV+3usUM5DWJf4ff7MTg4mOe0f/zjH8fPf/5zfPSjH807j1VfQS6F+NuJ/aSY06By+OV7JBwOY9u2bVp4UjAYVIoGUQio8h3ExSMqs24G5T04ob6+HrFYzNAd9fv9mD17tvK9tSAaausJYqqKSomGhQsXVqSzn6p7NJSbaghPGh8fz7tP5RCaSCTiOBacQo9kxPAkeZ8GEjF28gxExPAkVSK0auIgChQ7ToOdsKNly5bZaq9ZnsX+++9vWj3JbngS8IHbMtFOw0SLhnI7DYRTp0F2+ZyIhtmzZzty44zOa3RfVTte797N78xWxWnXazsYlVx96623sP/+++uObWtrQ3t7O15++eW881s5DbR3hNjniMUaKDxJrIhkRiQSQVdXl+kYApi7B1RdjPD7/ZZ9opMkc5HZs2dj+/btju83I6esmihZ7zY2Npa31TczuTGLWy4UVZLdwoULeUJfw1DHq4rfp991cHCwbHXsje5T2Wm44YYbHN9nkUgkbyXqjjvu0G2OJu9BQnG7diby4iBSV1eXlwgtllxVTdAprMGOQLFTFcfj8eDggw82PYYwq+h05ZVXor29Xdlep9WT5ERoYO/kodKT9+bmZgwMDEyoaCin00A4cRq8Xm9eYqeT8CSnGK3Utre3Y/PmzTXnNBBGFegAZ+XCjUquvv766zjwwAPzjv/iF7+IX/3qV2hra9O9bvUb+nw+jI2N6dolloUWw5PslPuur69HIpGw7J/D4bC2t41VQrHP57NMgi5UNBx88MF44403HC9CycUvqpGiepbXXnsNjz76KN577z3N/vf7/TjggANw2mmnKUuiMZMHr9eLbDZb0gFKNXGZP39+za0QMXqCwaBSNFAHWW6nQRUnL28kVohoUTkNf/3rXzFnzhwttICge5uS9dLptOWASdVEwuGwttOoHJ5EiYNGomF8fNxWToOd8KSLL77YdhUgs70j5PrqBLlCdkWDmAgtvmciRENLS0vZ94cwQ6waVc7Sok6cBtosUMSJ0+AUo+ozhx56KIaGhir225R6xZgcQxVUxtkORiVXN2zYkOc0AHuF8LHHHpv3G1r1FV6vF8PDw4ZOQygUQnd3NxKJhK3qRZFIxFb/TK6uEeK9UW7R8LOf/cwwd8GIWghPKngmduutt+Lxxx/XfoRQKASXy4VoNIo333wTa9aswWmnnYZLLrmkZI1lqgvqAErtNMgDSjAYxLe//e2SfQZTefx+v2mloHInQqvC6KgSUDH3LyU5E7lcDl1dXXmbl7lcLm2gpQlALpezXCGk2F8x7ld8Rqh6ktEEXdwTwkkitBGqiiVGuFwux9Wo6DvYDU8ip0Fu+0SIhrq6OgSDwQl3GsodnuTUaZCf+3KLBlXbvF4vTjrppIrt0+BkwzU7GG2QCTjLaQiFQsqSq/PnzzecQF9yySV538WO0yC6rYD+GaYy1HbDk+rr6w0XGuTjSDRY3WN+v79somHmzJno6upyvDfLpC25+vzzz+Oxxx5DY2Mjzj77bBx//PHaoBaLxfDMM8/gvvvuw2OPPYbFixfjmGOOKWmjmerAaIAvBqO4atVOv0ztEAgETMOTxsbGHJUfdYJZeBL9vVDk8KTh4WHMmDEDW7ZsMYwDppyGbDZrKRrIbhdXrOSchmw2axgKRGEN4+PjlvHApQ4boVhsJ7hcLm2jPfE8ZrlTtDo30SVXgb0rs9XgNJRbNNj9jpQ4L1JO0WDmsvzrv/5ryUoq22lHobvdq7AquWo3PEnl5Pn9ftN9JFQldu04DWJ4Ui6X0y1skEOrqp7k9/u1ECOivr7eVm6LGMalmnxns1ntHrDrNBTyPLtcLixcuNDxc1gLTkNBvdsTTzwBn8+Hn/zkJzj11FN1q2ChUAjLly/HTTfdBK/XiyeffLJkjWWqi3KJBs5fmHwEAgHlpFXcEbpcv7tR7X8SDcWsPsrhSV1dXTj66KN15wf2DiJUNpRyGuys/su7QgP6yb3b7UY6nTbMabC7kRxgLzzJCYWIBiB/Jdvv92Pr1q1Kq1+sniQO7hNRPQmYWNEghiaVOxHayeZu8nNfzpwGuh9UNDY2VmwDz1JP/kolGoD8MXafffbBJz/5SUftsZMInU6ndSWRVU6DSjTU1dXlfVe7ToPVGCK2247T4PP5Cn6Wli1b5rg/rYVE6IKuxrZt27Bs2TLDslHA3uzxZcuW4b333iu4cYwzVqxYkfcgL1++HMuXLy/L59HDVMqJhp0KLkztEQgEDEuullsomoUnAcWLBnGjnq6uLuyzzz5ob2/XDeThcBgjIyO6nAbVBkYysmiIRCIYHh5WhicVmwhd6mev0MmrLBp8Ph+CwaBhSVlVeNJEOQ0tLS0TLhrKndPgxGlQhSeVE6PwpEpD92SpECfhqs+yG54E5BcbmTt3rnJ3ZTPsigZAXayBylDncrm857quri6vL/vQhz6E/fbbz1EbVddKXBix6zQUKhqOPPJIvPnmm47eM2kToY1qgsvQboZMZVi5cmXFVlKADwb3Uk742GmYnDQ0NBhO+np7ex0njDmBKnmUIzypoaFBF560a9cuHHTQQfinf/on3feNRCIYGhrS7QhtB7EaCLB3JVusAiPu02AUnkROQymqJzmhUKdBDk/y+XyaeyNjlgg9Ef3IRIcnlXNHaMKJIPN4PHljUrmrJ1WDaCh1O8zuZadOQzAYLPrZsBOeRKJB5TSQ20p/F6mrq8v7PkaLBk4RHUi7JVcLfZYWLlyIhQsXOnrPpA1PmjVrFt555x0kEgnDYxKJBN555x3HiSBM7VDMA2VEOQcUZuK49tprla/ncjl0dnY6SrB1ilH1JJrQFus0iNU6urq60N7ejh/84Ae6Z6OhoQHDw8NafLDdgUF2Gqisp7wjtNlGQuQ0mA2QYqJ2qSgmPEn8LoccckheJSoRcYVdPMdETB6nTZs2YZNW0WWolpwGo/CkSidCV5pyiBejEE6nTkNdXV3RbbOTCC2GL5stbKja50QEGaFasQ8EArpdqa3yvMoxxzGjFhKhC5qdffSjH8Xw8DBuvPFGdHV15f199+7duOmmmzAyMsJJ0JOYcjxQE1mykCkfZosHO3fudGyPO8EoPMnlchV9D8uJ0EauSX19PYaHhx3f27LT0NTUpNtATByQjTZ3o0Ros4HY4/EgmUyW3GkoNDxJfN+nPvUpwyRIimGXRYOTsqCl5OKLL3YcRlEqSDydfPLJWLx4cdk+x4loUCWwlrt6UjWMH+Vwe4xEvVOnoa6uriJOA7VJdBoqIRrMKlcFAgGt3YsXL8YXvvAF03N5vd6KitBacBoKuqv/+Z//Ga+88greeustfOUrX8E+++yjbf7R29uL999/H9lsFvvuu6+29Twz+SgmSciIUodIMNXPzp07Tat3FAtVT1KVdJVDYZxC4T9ELpdTno9yEejetiuOyWmg1aeWlhZdvXkaZMz2abBTctXr9SKZTFaF0+DkN6FJorzCPFFOQyXDQ2VIOJXb3XcSnqQa/8u5MFQt4UmqikPFYjRRd7IjNLD3Hi32+ttxGqi/ITfU7kZuwWCwKNFACy0qYRQIBLS+VN4hWsVEOA2TUjQEAgH8+Mc/xt13342//vWv2LRpky4Z0O/346STTsKFF15YEpuJqU44PIkpBTt37qxIeJLqXi2l8DXr7MWcBmBvaeoZM2ZYnpNEQyaTgdfrRXNzMzKZjC48ySwRmkoQWokGj8eDVCpVFTkNTib8YplRcQIwUTkNEwldh3JT7B4YE1VytZKUox1GIYiFhCeVWzSonIahoSFbG7SFQiFH30eG9mowCk9ykmc7EU5DtYcnFTxa1tXV4Utf+hK+8IUvYPPmzRgYGACwdyVsn332KUnSClPdlFo00Goni4apg8vlsr0raKEY7dMAlFY09PX1GYbRUO4D3dujo6PYZ599LM9Jq2Y0YSC3RAxPSqfThhMKn8+n1UM365N9Ph9isVjJnYZSVE+yQlUxaKKchomkHKvbKoqtTFVO0QCUtppfoZRDNBg5DcuWLTMsx6qiFE6DVXiS6DRQCOXQ0BCWLFmiHRMOh7V5owhtklgoVJlJRSAQcLR/RqWdhkkbniQSDAbLGlrAVC/lEg1TbYVwKlOJVRUzp6HY8CQRSoJWQWUn6bPi8bhlEh7wgdNAGyPRSp3sNNAeEDIUPpXNZk2f1fnz5+Ppp5+uyfAkVSL0kiVL0NjY6PizaxnZbSkXpdhtu5xOQzUsOpVDwBmVRKbQcLuUIqehFE5DJBLJ28SN2ldMhAo5DUbhSWYFfGRYNOQz8U8XU7OUOqehHHHVTHUzPDyszDUoJeUOT6I41F27dtkWDXbr14fDYcRiMS2JMBwO6yZtNCBTO2TMNoUSWbRoEd5///2qCU+y+5uIidBiv3HaaaehpaXF8WfXMpUKzSnWaShnsnK5y81OZDtK5Z6VIjzJSSI05TTIoqG+vl7pMM+ZMwf7779/wW0j0aBCTIS2AydC52Prrv7DH/5Q1Iece+65Rb2fqU7K4TTEYjF2GqYQ6XTadJPIUkDhSarOvxQDMU3sd+/ejaOOOkp5DAkEGqx9Pp8t0UArY+Q0uFwu3QZiomhQQdWTrFi0aBHS6XRViAa/31+QaKiGFeaJpNR75hjR1tZmyyUzotyOSDXcB+VwGkrlilYiEdrr9WohRmZOg5FoKCbHzUo0OPnuXHI1H9uiwemXETuFSoqGVCqFe++9F8888wzGxsbQ0dGBCy64AIccckjJ32/3WLvHbdy4EatWrcLbb7+Nnp4eRCIRLF68GJ///OfLPrEqBNqoqlRwTsPUw+PxlLXcKmAdnlTsoBCJRDA6OmrqNITDYV2FH5/PZ2viRf2oWK6wqalJtyO0lWiwk/jX2tpa8j0GChUNTlb3jMKTpiKVymk45ZRTinp/OUXDZE6ELpWzX4lEaJ/PpzkNlNNAxRyISCRSlmpj9fX16OvrU/7NqdNQjgqRZrjd7qrfENnW1bjwwgsdnbS/vx9//etfJyQ+/eabb8aLL76IT3/602hvb8ff/vY3XHfddbjxxhtt5V44eb/dY+0e98ADD+C9997D0UcfjY6ODgwNDeHxxx/HZZddhl/84heYP39+6S5UCXC5XCVNeGfRMPVwuVxlFw1G+zQApXEaaK+GoaEhw1Art9uN+vp6x04DISY6i7sOW9nZdsOTgL1uQzXs0+BkRdXn82nhMlO936hUTkOxsGgoDKcTXiPq6uqKnpjaCU+SS67KRCKRshTMKbXTUMn7adKUXD3rrLNsnWxwcBD3338//vKXvyCVSiEUCuHTn/50UQ10wsaNG/Hcc8/hoosuwhlnnAEAOOGEE/C1r30Nd911F37+85+X7P12j3Vyzs985jP49re/rVudO+aYY/C1r30Nf/rTn/Ctb32rBFeptJSy6g2LhqmHx+Mpa7lVwLx6ktNBRAU5DYB5gmckEilYNIglVU899VTdbtZiCVYZu+FJAPDtb3+7pPkllQhP+spXvgKv18uiAZVzGoql3BuwVcM1KIdoKGV4klF1Ibs4cRqM3FCjnIZiqa+vRzQatdwR2g4TkQhd7eFJJXlyh4eHcfvtt+PSSy/FE088Aa/Xi8997nO47bbbcN5555XiI2zx4osvwu126+xT2jNi/fr16O3tLdn77R7r5Jz7779/3iDb3t6OefPmobOz0+HVqAxWOyo6gUXD1OOTn/xkUfHRdjALTzruuOOKXvUURYMZ9fX1WhuciAaXy6VzGk455RTtv2lANhponDgN8+fPL+mzd+aZZ2LatGmO3/fVr35Vuau2CroO1bLCPJHUinAqt9NQDdegHInQpRINixYt0pU+LQSjSk5EOBzWqpcZ7TZ/8MEHl2VRmUququ4DToQunqLu6pGRETzwwAN46qmntM2DzjzzTPzzP/+zo1W0UrFlyxbMnj07L05u0aJFAICtW7eaDkZO3m/32GLblMvlMDQ0hHnz5hkeQ8RiMctjgL0TllLlIhx++OElOQ/AomEqQu5bOTELT/rc5z5X9PkbGhowMjJieZzsNDgRS5QILWM1yAQCAYyNjRW1WVKhFFqK284GUDLVMlmcSCq1uVuxlFM0yDuDTxTVnAhdijDnTCZjeq8dfPDBOPjggwHsvRZDQ0N5/V1dXV3ZnIbh4WHDEtTV7DRMmkRombGxMTz44IN4/PHHNbFwxhln4Iwzzij7qqEZAwMDSnudXuvv7y/Z++0eW2ybnn32WfT39+P88883PQ4ALrroIstjgL2J6ZV0gOzCooEpBz6fLy8Jr5REIhFs2bLFcmK+dOlSbSD74he/iHA4bOv8Ho8H4+PjhrvBWiVCDw8PY+bMmbY+q1Zhp6F2REO5S65Ww31QzeFJpcAqPEnE4/Ggr6+v7KW1iUAggGg0qtynxalo8Pv9JS32YsWkcxqi0SgeeughPP7444jFYggEAvjMZz6DM888s+Qb6dCGRXbw+XxwuVxIJpPKH5gGcyub3sn77R5bTJs6Ozvx//7f/8OSJUtwwgknmLYdAO68805b1Qgq+RA4wev1IpVK1cTAx9QOYvx/OYhEIti5c6flCvk3vvEN7b+XLVtm+/yhUAgjIyPK59ZKNPh8PgwPD6Ojo8P259Ui7DTUzjUoZxurxWkol2iohj0oAOeiob+/vyAHsRBcLpdhovaSJUswa9Ys2+datGhRRQvQTJpE6FgshocffhiPPvooYrEY/H4/Tj/9dJx55plluxHWrVuHq666ytaxt9xyC+bOnWtYXpAm5lYrgU7eb/fYQts0ODiI66+/HqFQCFdeeaWtDigUCpWlhFmlYKeBKQc00JZrwG1oaEBnZycOO+ywspw/FApheHjYMDzJTDS43W7E4/GyhAFUE7UyYS4nteI0lPO3KneStV2qOTypWGhi69RpOOigg8rcsg8wyrkIBoOOKjZ5PJ6KzqlqIRHa1ih68cUXIx6Pw+fz4bTTTsNZZ51Vdqtpzpw5+OY3v2nrWNr5s6WlRRnuMzg4CACWSXlO3m/32ELaFI1G8cMf/hDRaBQ/+clPCkomrEVINNRC2UCmdqAV+nKGJ3V2duLEE08sy/nD4TCGh4eVeWIej8dyZYpFw9Sg0vHXhcIlVwujWkQDYF1yVcTj8RiGaZcLJ+2rJiZNeBLt0ptKpfDkk0/iySefdPQhDz30kOOGNTc34+Mf/7ij9yxYsABvv/02YrGYTh1u2LBB+3up3m/3WKdtSiaTuOGGG7Br1y786Ec/spUAPVlgp4EpBzR4lGtCFQqFMDQ0VPIQTfH8w8PDykHXKjwJ2DuAsmiY/Jx//vkTkvDuFJfLNekToctVPakaFtRyuVxBTkOlwpOA0uy/MxHUQiK07V42l8shl8tpO/s5+V+lOProo5HNZvHnP/9Zey2VSuHpp5/G4sWLdVWKEokEOjs7MTw8XND77R7r5JyZTAY/+9nPsH79elx55ZVFl0WrNWjnyGroGJnJg8vlKusqLG3cVq5B0SynwSx+l/D7/WXZRKmaqJYV5okkGAzWhHCaCtWTqnlzt1JgVXJVhHIaKuk01NfXV821csKkcRoeffTRcrejJCxevBhHH3007r77bgwPD2PWrFlYtWoVenp6dEmIALBp0yZcddVVukpCTt5v91gn57zjjjvwyiuv4IgjjsDo6CieeeYZ3d+PP/74Ul6uqsPr9bJgYMqCz+cra+hGOUUDhScZtZ820jQiEAhMeqehWmLZGWvK6QpVyz3g8XhKPpZRwZdqwKrkqgiFJ1XSaahV0TBpEqFriRUrVuCee+7BM888g7GxMXR0dOCaa67BgQceWPL32z3W7nFbtmwBALz66qt49dVX8z5vKoiGaun0mclFuTfpaWhoKKvTYCUazCqi+Xy+SS8aamU3ZKb84UnVkNdRDjclGAwikUiU9JyF4jQ8KZvN2i4xXQrq6+trci5hJ0dtopn4p6vE+P1+XHzxxbj44otNjzvooIPw2GOPFfx+J8faPe6mm26y/MzJDIsGplyU22mIRCJldxqMhIGVaJgqTkO1rMIy5pQ7PKkaxpBytOHYY4+tmnh3p4nQTU1NFX0+6+vrLUvsVyO14DRM/NPFMP8/LBqYclFu0fD1r3+9bBNzymko1Gnw+/2TXjSw01A7lDs8qRruA4/HU/L+xufzVU2iu1OnoZKhSUDthifVQslVnqExVQOLBqZclLsc5f7771+2lbRiw5OmgmiolhVmxhre3K32cZoIzaLBHpMmEZphKgGLBqZc1EoNexXhcBjJZNKw/el02vS7TQXRwCVXa4dyCrxqEQ377rvvpA2Xc7vdSKfTjpyGSlZOAmo3p6EWSq7W5ijKTEpYNDDlotzhSeWEKiMVmtMwVURDNUwWGWvKvblbNYwhixcvnugmlI1CRAM7DfZgp4FhHMAlV5lyUetOA2C8OV02mzUVDXPmzEF9fX1Z2lYtVMtkkbGmnEnrLB7Lj529YUQmQjTMnTu3ZhOh2WlgGJuUuywmM3WpZafB6/XC7/cbCgOPx2MqGuT9YCYjLBpqh3L/VjyGlBe32+1oE9aOjg7TfWTKwZw5czBnzpyKfmYpYKeBYRzATgNTLnw+X01PJkKhkKHosRINUwEWDbVDOcOTAoEAAoFAWc7N7MXpanhbWxva2trK2KLJA4sGpqKsWLEib+Bcvnw5li9fPkEtcgbnNDDlIhgM1rQgDYfDhsLA7XazaOCwlJqhnKLhlFNOKct5mQ+ohYltrcLhSUxFWblyZcVtwFLCooEpF9dcc81EN6Eo2Gkwh52G2qHcm7sx5YVFQ/mohWvLvSxTNbBoYMpFa2vrRDehKEKhUME5DVMBFg21A++pUdvUwmp4rVIL15afXKZqYNHAMGrC4bCp01CrSd6lgsOTaodyOg1M+amF1fBaZc6cOfiXf/mXiW6GKTxDY6oGFg0Mo6ajowN+v1/5N85pAJYuXYqGhoaJbgZjg3KWXGXKj9vtrvrV8FrF6/VWfXnsqb08xVQVXD2JYdSsWLHC8G8cngR86lOfmugmMDbxeDzcz9cw7DRMbXhZl6kaeJ8GhnEOiwamluCchtrG5XKxaJjC8JPLVA3sNDCMczg8iaklOKehtmGnYWrDooGpGjingWGc4/V6p3wiNFM7sGiobVg0TG14hsZUDSwaGMY5brfbMEmaYaoNDk+qbWqhLChTPvjJZaoGDrNgGOfwc8PUEiwYaht2GqY2/PQyVQWvmDKMMzgRmqkleCO+2oYToac2/OQyVQVPfhjGGby5G1NLcE5DbcO/39SGRQNTVRx66KET3QSGqSnYaWBqCd7crbbh3denNiwamKqi2rdQZ5hqg3MamFqCV6prGw4vm9qwpz2JWLFiRd7DvHz5cixfvnyCWsQwTLmpr69HIBCY6GYwjC140lnbsNMwtWHRMIlYuXIlQqHQRDeDYZgKcvXVV090ExjGNhyeVNtwydypDf/yDMMwDMNUBA5Pqm3YKZra8C/PMAzDMExF4ElnbeNyuTg8aQrDTy7DMAzDMBWBnYbahkXf1IZ/eYZhGIZhKgLnNNQ27DRMbVg0MAzDMAxTEdhpqG3YaZja8C/PMAzDMExF4Oo7tQ2LhqkN//IMwzAMw1QEnnDWNrxPw9SG92lgGIZhGKYifOITn0BdXd1EN4MpEHYapjYsGhiGYRiGqQitra0T3QSmCDi8bGrDvzzDMAzDMAxjCYcnTW1YNDAMwzAMwzCWsNMwteFfnmEYhmEYhrGEnYapDYsGhmEYhmEYxhJOhJ7acCL0JGLFihV5D/Py5cuxfPnyCWoRwzAMwzCTBQ5PmtqwaJhErFy5EqFQaKKbwTAMwzDMJMTj8XB40v/X3t0HN1HnfwB/J21iG+gjLdJWQkupLVC09ZFSR6VCQW07ouPdoKCCMMcfp4iiU+vIHZzeOeAIjIKKKA4PouP4wNMdvdNWUYRDbootJW3BBikPpfTZNq1Nk/z+6DQ/Ytpkk910k+z7NeMM2f1+d7/fTz6N+8nuZhWM5SIRERERucUzDcrGd56IiIiI3OKN0MrGooGIiIiI3OKZBmXjO09EREREbvHXk5SN7zwRERERucXLk5SNRQMRERERucXLk5SN7zwRERERucUzDcoWdM9pMJvN2LVrF8rLy9HV1YXk5GQsWLAA2dnZkvcX2tbbMX3yySfYuXMn9Ho9Nm3aJDwIRERERBLjmQZlC7p3fsOGDfjyyy9x1113YenSpVCr1Vi9ejWqq6sl7y+0rTdjam5uxqeffoqwsDDPAkBERETkAyEhISwaFCyo3vm6ujocOnQIjz32GBYvXoy5c+fi1VdfxdixY/Hhhx9K2l9oW2/H9MEHHyA9PR2TJk3yLhhEREREElKpVLw8ScGCqmg4fPgw1Go15s6da1+m1Woxe/Zs1NTU4MqVK5L1F9rWmzGdPHkShw8fxtKlSz0PAhEREZEP8CdXlS2o3vn6+nokJSVBp9M5LL/++usBAEajUbL+Qtt6OiaLxYJ3330X+fn5SE5OdjleIiIiopHCokHZgupG6NbWVsTExDgtH1zW0tIiWX+hbT0d08GDB3HlyhW88sorLsc6FJPJJKidRqOBRqPxePtERESkXLw8Sdn8tmiwWq3o7+8X1Faj0UClUqGvr2/Ig2GtVgsA6Ovrc7kdT/oLbevJNjs7O7Fr1y788Y9/RFRUlMuxDmXRokWC2s2fPx+PPPKIx9snIiIi5eKZBmXz26KhuroaJSUlgtpu3rwZ48ePh1arhdlsdlo/eGA+eKA+HE/6C23ryTZ37tyJ0aNHo6CgwOU4h7Nt2zany6CGwrMMRERE5KmIiAjExsbKPQySid8WDddddx2WL18uqO1gAsfGxg55CVJbWxsAYMyYMW63I7S/0LZC2128eBGlpaVYsmQJWltb7e3MZjMsFgsuX74MnU6HiIiIYcev0+kEFQ1EREREnsrMzERmZqbcwyCZ+G3REBMTg1mzZnnUJyUlBZWVlTCZTA4Hz7W1tfb1UvUX2lZou5aWFlitVmzZsgVbtmxxGtuSJUtQVFTEX1QiIiIiohEXVBem5ebmwmq14uDBg/ZlZrMZX331FdLT0xEfH29f3tvbi4aGBnR0dHjVX2hboe30ej1KSkqc/tPr9YiPj0dJSQlmz54tYbSIiIiIiITx2zMN3khPT0dubi62b9+Ojo4OJCQkoKysDE1NTXj66acd2p4+fRolJSUONwV70l9oW6HtoqKikJOT4zSnvXv3AsCQ6/yN2WzGp59+iocffpj3TQyDMRKGcXKPMRKGcXKPMRKGcXKPMRImUOMUVGcaAODZZ59FUVERysvLsWXLFvT392PVqlWCr8HzpL/QtmLHFCjMZjN279495I3fNIAxEoZxco8xEoZxco8xEoZxco8xEiZQ4xRUZxqAgV8jWrx4MRYvXuyy3bRp07Bv3z6v+3vS1pNt/t4//vEPj/sQEREREUkp6M40EBERERGRtFg0EBERERGRSywagtSBAwdk6SvHPuXoK0eMxO5Xjrkyl3y7TzECba7MJd/uU4xAmytzybf7FCPQ5qqkXAJYNAQt/hH4ti8/UH3fV459Blp8xQi0uTKXfLtPMQJtrswl3+5TjECbq5JyCWDRQEREREREbrBoICIiIiIil1g0EBERERGRS0H3nAYlstlsAIBnnnkGavVAHdjY2Ihly5Zhzpw5mDNnjkfbs1qtMJlMHo9jsI83fb3dp1x95YiRmP2K6SvHPplL7jGXhGEuucdcEoa55B5zSRh/yqXB14PHkq6obEJakV9rbm7GokWL5B4GEREREQWgbdu2IS4uzmUbFg1BwGq1orW1FeHh4VCpVHIPh4iIiIgCgM1mQ09PD2JjY+1XqwyHRQMREREREbnEG6GJiIiIiMglFg1EREREROQSiwYiIiIiInKJP7lKXqmrq0NZWRkqKyvR1NSEiIgIpKenY+HChUhKShK0DbPZjF27dqG8vBxdXV1ITk7GggULkJ2d7ePRj5yenh58/vnnqKurQ11dHbq6urB8+XLMmjVLUP+qqiqUlJQMuW7dunXIyMiQcriyEBsjQBm5BIibZ7DlkphYKCVfAO/nGmz5Mhyxnz9KySUxcVJKLok9LgqEXGLRQF757LPPYDAYkJubi+TkZLS3t2P//v145pln8Prrr2PChAlut7FhwwYcPnwYRUVFSExMxNdff43Vq1fj1VdfxdSpU0dgFr7X2dmJjz/+GPHx8UhJSUFVVZVX2yksLERaWprDsoSEBCmGKDspYqSEXAKkmWew5JKYWCglXwDxcw2WfBmO2M8fpeSSFJ/TwZ5LYo+LAiKXbEReOHXqlK2vr89h2YULF2zz5s2zvf76627719bW2goKCmyfffaZfdlvv/1mW7p0qW3lypWSj1cufX19ttbWVpvNZrPV1dXZCgoKbP/5z38E96+srLQVFBTYvv/+e18NUXZiY6SUXBI7z2DKJTGxUEq+2Gzi5hpM+eKKmM8fJeWSmDgpJZfEHBcFSi7xngbyyuTJk6HRaByWJSYmQq/Xo6GhwW3/w4cPQ61WY+7cufZlWq0Ws2fPRk1NDa5cuSL5mOWg0WgQExMjybZMJhMsFosk2/InYmOklFyScp6BnktiYqGUfAGkm2ug54srYj5/lJRLUv2/LJhzScxxUaDkEi9PIsnYbDa0t7dDr9e7bVtfX4+kpCTodDqH5ddffz0AwGg0Ij4+3ifjDEQbN25ET08P1Go1pk6dikWLFjmd5lUqpeSSVPMMhlwSEwul5AsgzVyDIV98RUm5JAUl5pLQ46JAySUWDSSZb775Bi0tLXj00Ufdtm1tbR3yW4vBZS0tLZKPLxCFhoZixowZuOWWWxAZGYlz587hiy++QHFxMdauXYvU1FS5hyg7peSS2HkGUy6JiYVS8gUQN9dgyhdfUVIuiaHkXBJ6XBQoucSigWC1WtHf3y+orUajgUqlclre0NCAd955BxkZGcjLy3O7nb6+PqfTeMDA6bjB9f5Gijh5avLkyZg8ebL99e23347c3Fw89dRT2L59O1avXi16H1KSI0ZKySWx8wy0XHJFTCwCMV+8JWauwZQvvqKkXBJDqbnkyXFRoOQSiwZCdXX1sD+H9nubN2/G+PHjHZa1tbVhzZo10Ol0KC4uRkhIiNvtaLVamM1mp+WDfxiDfyj+RGycpJKYmIjp06fjhx9+gMViERTvkSJHjJSSS76Ypz/nkitiYhGI+eItqecaqPniK0rKJakFey55elwUKLnEooFw3XXXYfny5YLaxsbGOrzu7u7GX//6V3R3d+O1117DmDFjBG9nqNNtbW1tACB4OyNJTJykFhcXh/7+fvz2229O10DKSY4YKSWXfDVPf80lV8TEIhDzxVu+mGsg5ouvKCmXfCFYc8mb46JAySUWDYSYmBiPHqQ1qK+vD3/7299w4cIFvPLKK4JugB6UkpKCyspKmEwmhw+L2tpa+3p/422cfKGxsRFarRZhYWFyD8WBHDFSSi75ap7+mkuuiIlFIOaLt3wx10DMF19RUi75QjDmkrfHRYGSS/zJVfKKxWLB2rVrUVNTg+LiYpdPdOzt7UVDQwM6Ojrsy3Jzc2G1WnHw4EH7MrPZjK+++grp6el+8SsBI22oOF3970FGoxHHjh1DdnY21Gpl/QkrOZc8mWew55LQWCg5XwBxcQqmfJGC0nNJKCXnktDjokDOJZ5pIK988MEH+O9//4vbbrsNv/76K8rLyx3Wz5w50/7v06dPo6SkBPPnz8cjjzwCAEhPT0dubi62b9+Ojo4OJCQkoKysDE1NTXj66adHdC6+tn//fnR3d9tPPR47dsz+74KCAowaNQrA0HFau3YttFotMjIyEB0djXPnzqG0tBTXXHMNHn/8cXkm5ANiYqSUXPJknsGeS0JjoeR8AcTFKZjyxR0hnz9KzyXA+zgpJZeEHhcFci6xaCCv1NfXAxj40Dh27JjT+quLhuE8++yz2LlzJ8rLy9HV1YXk5GSsWrUKmZmZko9XTl988QWamprsr48cOYIjR44AAO6++277AfFQbr/9dnz77bfYs2cPTCYToqKikJOTg/nz5yMxMdHnYx8pYmIEKCeXxMwz2HJJTCyUki+A93MNtnxxRcznj5Jyyds4KSWXxB4XBUIuqWw2m03uQRARERERkf8KjgvJiIiIiIjIZ1g0EBERERGRSywaiIiIiIjIJRYNRERERETkEosGIiIiIiJyiUUDERERERG5xKKBiIiIiIhcYtFAREREREQusWggIiIiIiKXQuUeABER+Z/CwkKH1yqVCjqdDhMmTEBeXh7y8/OhUqns69evX4+ysjL8/e9/x7Rp00Z6uD730UcfYffu3fbXer0emzZtsr++fPkylixZgrFjx+L99993Wn610NBQjBo1CnFxcZg0aRJyc3ORlZXlEM9BXV1dmD9/vsOyYI0xEfk3Fg1ERDSsvLw8AIDVakVjYyMMBgNOnTqFyspKPP/88zKPbuRNnjwZCQkJiIuL86hfWFgYZsyYAWAglt3d3fjll19QWlqK0tJSTJo0CStXrkRSUpJDv9DQUPt7YDAYcOnSJWkmQkTkIRYNREQ0rBUrVji8rqiowOrVq3Ho0CHcdddduO2222QamTzy8/Mxa9Ysj/tFRkY6xRIAjEYjtm7disrKShQXF+ONN95AfHy8fX1YWJi93/r161k0EJFseE8DEREJlp2djZkzZwIAjh49KvNoAl9KSgrWrFmD7OxstLe347333pN7SEREQ+KZBiIi8sjEiRMBAM3NzUOuP3nyJHbv3o3Tp08DAKZOnYpFixZBr9c7tOvq6kJ5eTl+/PFHnD9/Hm1tbQgPD0daWhoeeOABZGdnO227p6cH+/fvx6FDh9DU1ASr1Yro6GikpqYiPz8fN910k0P73t5e7Nu3D99//z0uXrwIAJgwYQLuvfde3HPPPaJjIYWQkBAsW7YMy5Ytw9GjR9HU1ISxY8fKPSwiIgcsGoiIyCM9PT0AAI1G47Tu2LFj2Lt3L9LS0nDzzTfDaDTi+PHjqK2txaZNmxATE2NvW1tbiy1btmDs2LFISkpCRkYGrly5goqKClRUVOCpp57C7Nmz7e0tFgtefvll1NbWIjIyEtOmTYNGo0FLSwuOHz+Oa665xqFoaG9vx8svv4yzZ88iJiYGmZmZsNlsqKmpwYYNG3DmzBn86U9/8mGkhEtMTERqairOnDmDkydP2u9jICLyFywaiIhIMJvNhh9//BEAkJyc7LR+7969KC4uRk5ODoCBA/21a9fihx9+wIEDB7BgwQJ726SkJKxbtw4ZGRkO2/j555/x0ksvYevWrbjjjjsQHh4OAKiurkZtbS3S0tLw2muvQavV2vuYTCb7mYRBGzduxNmzZ1FUVIQnnnjCXuS0tbVhzZo12L9/P2655RbcfPPN4gMjgYkTJ+LMmTM4f/683EMhInLCexqIiMgti8WCixcvYuPGjaipqYFGoxnyhuA777zTXjAAA5fePPzwwwAGDvqvNm7cOKeCAQBSU1Nx//33w2Qyoaqqyr68o6MDwMAvGF1dMACATqfDpEmT7K/r6+tx/PhxpKWl4cknn3Q4KxITE4M///nPAIB//etfgmPga5GRkQAGLtsiIvI3PNNARETD+v3zGgAgPDwcK1asQEJCgtO6oe5DSExMBDDwDf/vWSwW/PTTT6ipqUFrayvMZjMA2H8l6OqzBxMnToRarcbXX38NvV6PnJwc+4H271VUVAAApk+fDrXa+fux1NRUhIeHo66ubsj+crDZbHIPgYhoWCwaiIhoWIPX1qvVavvD3WbMmIHRo0cP2X7MmDFOy3Q6HQDYC4JBzc3NWLNmDYxG47D7H7x/Ahi4nOmJJ57A9u3b8dZbb2Hz5s3Q6/W48cYbcc899yAlJcXe9vLlywCAHTt2YMeOHcNuv6+vb9h1I62zsxMAEBERIfNIiIicsWggIqJhDfVsAVeG+lZ/OG+++SaMRiNmzJiBhx56CElJSQgPD4darcbBgwexadMmp2/f582bhzvuuANHjx7FiRMnUF1djT179mDv3r1YsmQJioqKAPz/t/ZTpkzBuHHjPJqDXOrr6wEA48ePl3kkRETOWDQQEdGI6+3txYkTJxAdHY0XXngBISEhDusbGxuH7RsfH4/CwkIUFhbCYrHg0KFD2LhxI7Zt24a8vDyMHj3a/sTm6dOnY968eT6dixQuXryI+vp6qNVqZGZmyj0cIiInvBGaiIhGXHd3N6xWK2JjY50Khv7+fsEPjgsJCcHMmTORlpaG/v5++z0QWVlZAIAjR45IOm5fsFgseOedd2Cz2ZCTk2MveIiI/AmLBiIiGnHR0dEYNWoUfvnlF5w6dcq+3GKx4MMPP8SFCxec+lRWVuLEiROwWq0OyxsbG9HQ0ACVSmW/pyI9PR1ZWVkwGAx4++23YTKZnLZnNBrxv//9T+KZecZoNGLVqlWoqKhAbGwsli5dKut4iIiGw8uTiIhoxIWEhODBBx/Ejh078OKLL+KGG25AREQEamtr0d7ejvvvvx8HDhxw6GM0GrF161ZERUUhNTUVkZGR6OjowMmTJ2E2m1FQUOBwI/Zzzz2Hv/zlL/jnP/+Jb7/9FhMnTkRsbCy6u7tx9uxZNDc3o6ioSNLnNKhUqiGXd3Z2Yv369QAAq9UKk8mEc+fO2S/DSktLw8qVK4e8kZyIyB+waCAiIln84Q9/QFxcHPbs2QODwQCtVospU6bg0Ucfxc8//+zU/tZbb8Wvv/6KyspKnD17Fp2dnYiKisKUKVNw3333OTwfAhg4m7Fu3TqUlpbiu+++Q319PQwGA6KjozFu3DgUFhbizjvvlGQug7/CFBYWNuT63t5elJWVAQBCQ0Oh0+kQHx+POXPmIDc3F1lZWcMWHERE/oBFAxEROdm3b59H7VesWOHyl5aG215eXp79Z12vlpKS4vTwuMTERIcnSguh1WrtN0370uBPvMbHxzssv/baaz2OJRGRP2LRQEREJNC///1vVFVVIS4uDgsXLgQwcOP24JOlp02bJun+ent78fbbbwMADAaDpNsmIvIEiwYiIiKBDAYDDAYD9Ho97r77bnz88cc4ffo0Ll26hDFjxiA/P1/S/fX399svayIikpPKxufWExEReayqqgovvfQSIiMjkZWVhYULF+Laa6+Ve1hERD7BooGIiIiIiFzicxqIiIiIiMglFg1EREREROQSiwYiIiIiInKJRQMREREREbnEooGIiIiIiFxi0UBERERERC6xaCAiIiIiIpdYNBARERERkUv/B3YP041BQe7vAAAAAElFTkSuQmCC",
-      "text/plain": [
-       "<Figure size 848.5x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "# define the pre-determined period and t0\n",
-    "period_2 = 4.08\n",
-    "t0_2 = 125 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n",
-    "\n",
-    "# phase fold\n",
-    "lc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\n",
-    "lc_phased_2.plot()"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "(0.99981, 1.0003)"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": "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",
-      "text/plain": [
-       "<Figure size 800x500 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "\n",
-    "\n",
-    "# bin the phase folded lightcurve\n",
-    "lc_phased_binned_2 = lc_phased_2.bin(15/24/60)\n",
-    "\n",
-    "\n",
-    "# --- plot the data ---\n",
-    "\n",
-    "fig, ax = plt.subplots(figsize = (8,5))\n",
-    "\n",
-    "lc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\n",
-    "lc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n",
-    "\n",
-    "# set x and y axis limits (note that the limits need to be different from the previous example)\n",
-    "plt.xlim(-0.5,0.5)\n",
-    "plt.ylim(0.99981, 1.0003)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Phase folding"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "AttributeError",
-     "evalue": "'LightCurveCollection' object has no attribute 'fold'",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m\n",
-      "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)\n",
-      "\u001b[0;32m/tmp/ipykernel_1032/3777572715.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n",
-      "\u001b[1;32m      2\u001b[0m \u001b[0mperiod\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m289\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[1;32m      3\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[0;32m----> 4\u001b[0;31m \u001b[0mlc_phase\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfold\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mperiod\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mperiod\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mt0\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mt0\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[0m\u001b[1;32m      5\u001b[0m \u001b[0mlc_bin\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mbin\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m30\u001b[0m\u001b[0;34m/\u001b[0m\u001b[0;36m24\u001b[0m\u001b[0;34m/\u001b[0m\u001b[0;36m60\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[1;32m      6\u001b[0m \u001b[0mlc_bin_phase\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlc_bin\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfold\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mperiod\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mperiod\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mt0\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mt0\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\n",
-      "\u001b[0;31mAttributeError\u001b[0m: 'LightCurveCollection' object has no attribute 'fold'"
-     ]
-    }
-   ],
-   "source": [
-    "t0 = 336\n",
-    "period = 289\n",
-    "\n",
-    "lc_phase = lc.fold(period = period, t0 = t0)\n",
-    "lc_bin = lc.bin(30/24/60)\n",
-    "lc_bin_phase = lc_bin.fold(period = period, t0 = t0)\n",
-    "%pylab inline\n",
-    "fig, ax = plt.subplots(figsize = (6,4))\n",
-    "lc_phase.plot(ax = ax, marker = 'o', lw = 0, markersize = 2, color = '#C0C0C0', alpha = 0.9, label = 'Phase folded')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# lets try this for a different target - I have added an '_2' to everything to seperate it from the previous example\n",
-    "# we'll do it in one cell but doing it in mutliple cells works just as well! \n",
-    "\n",
-    "# define a TIC ID\n",
-    "TIC = 'Kepler-22'\n",
-    "\n",
-    "# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\n",
-    "sector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler', quarter = 3)\n",
-    "\n",
-    "# normalize the data\n",
-    "lc_2 = sector_data_2.download().normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\n",
-    "lc_2.plot()"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\n",
-    "# define the pre-determined period and t0\n",
-    "period_2 = 289\n",
-    "t0_2 = 271 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n",
-    "\n",
-    "# phase fold\n",
-    "lc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\n",
-    "\n",
-    "# bin the phase folded lightcurve\n",
-    "lc_phased_binned_2 = lc_phased_2.bin(15/24/60)\n",
-    "lc_phased_binned_2.plot()"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# --- plot the data ---\n",
-    "\n",
-    "fig, ax = plt.subplots(figsize = (8,5))\n",
-    "\n",
-    "lc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\n",
-    "lc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n",
-    "\n",
-    "# set x and y axis limits (note that the limits need to be different from the previous example)\n",
-    "plt.xlim(-11,20)\n",
-    "plt.ylim(0.99876, 1.00076)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Binned bin components"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "lc_bin = lc.bin(30/24/60)t0 = 1370.768\n",
-    "period = 83.9990\n",
-    "\n",
-    "lc_phase = lc.fold(period = period, t0 = t0)\n",
-    "lc_bin_phase = lc_bin.fold(period = period, t0 = t0)\n",
-    "%pylab inline\n",
-    "fig, ax = plt.subplots(figsize = (6,4))\n",
-    "lc_bin_phase.plot(ax = ax, marker = 'o', lw = 0, markersize = 2, color = '#C0C0C0', alpha = 0.9, label = 'Phase folded & binning = 30 minutes')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "TIC = 'TIC 55525572'\n",
-    "\n",
-    "sector_data = lk.search_lightcurve(TIC, author = 'SPOC', exptime = 120)\n",
-    "lc = sector_data[0].download()\n",
-    "fig, ax = plt.subplots(figsize = (10,4))\n",
-    "\n",
-    "t0 = 1370.768\n",
-    "period = 83.8889\n",
-    "\n",
-    "lc_phase = lc.fold(period = period, t0 = t0)\n",
-    "lc_bin = lc.bin(30/24/60)\n",
-    "lc_bin_phase = lc_bin.fold(period = period, t0 = t0)\n",
-    "\n",
-    "fig, ax = plt.subplots(figsize = (6, 4))\n",
-    "\n",
-    "ax.tick_params(direction = 'in', length = 3, which = 'minor', colors='grey', labelsize = 13)\n",
-    "ax.tick_params(axis = 'y', direction = 'inout', labelsize = 13)\n",
-    "ax.tick_params(axis = 'x', direction = 'inout', labelsize = 13)\n",
-    "ax.tick_params(axis = 'both', length = 7, left = 'on', top = 'on', right = 'on', bottom = 'on')\n",
-    "\n",
-    "ax.set_xlabel('Time (BJD-2457000)', fontsize = 13)\n",
-    "ax.set_ylabel('Normalised flux', fontsize = 13)\n",
-    "ax.set_title('Detrended Full LC', fontsize = 13)\n",
-    "\n",
-    "plt.xlim(-3, 3)\n",
-    "plt.ylim(0.995, 1.005)\n",
-    "\n",
-    "%matplotlib inline\n",
-    "plt.tight_layout() # this is the full detrended lightcurve"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Determine planet size & mass from signal depth"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### first we need some data! \n",
-    "\n",
-    "A good place to look for radial velocity data of a given target is in the ESO exoplant archive: \n",
-    "http://archive.eso.org/scienceportal/home\n",
-    "(note that only southern targets are liisted in the ESO archive and not all of the data is publicly available). \n",
-    "\n",
-    "NOTE: once you have downloaded the ZIP file, click on all of the files that end in '.tar' to 'untar' them. This should create folders called 'data', 'data 1' etc \n",
-    "\n",
-    "We should add additional API routes to ESO so that we can get the `Rsun` value automatically based on the target. For now, we'll just assume that the `Rsun` value is the same for every target, so that when planets are created, a TIC id and its information is just returned. We can then export/share the [deepnote]-graph with the specific TIC ID to the planet page\n",
-    "\n",
-    "Some definitions:\n",
-    "1. `intransit_flux` -> the flux at the midpoint of the *transit event*\n",
-    "2. `stellar_radius` -> radius of the star in solar radii (compared to our parent star, the Sun)\n",
-    "\n",
-    "In this section, we return the `transit_depth` from the newly generated graph of the phase fold and use this to calculate the planet's radius"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "transit_depth = 1 - 0.9989 # this is from the above phase folded figure\n",
-    "R_star = 2.04354 * u.Rsun # this is the radius of the parent star for the specific target. Get value from ExoFOP\n",
-    "\n",
-    "def planet_radius (transit_depth, R_star):\n",
-    "    r_pl_solar_radius = np.sqrt(transit_depth) * R_star\n",
-    "    r_pl_Earth = r_pl_solar_radius.to(u.Rearth).value\n",
-    "    print(\"Radius of the planet: {} Earth radii\".format(round(r_pl_Earth, 2)))\n",
-    "\n",
-    "planet_radius(transit_depth, R_star)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Returning planet mass\n",
-    "Determine the mass of the planet using Radial Velocity data from the [ESO archive](https://archive.eso.org/downloadportal/848e2c36-c810-4d8e-bf2d-976b62864d2)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Initial planets"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "!pip install lightkurve"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import lightkurve as lk"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## KOI-5737"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "TIC = 'KOI-5737' # 0529998039507 52980395 07\n",
-    "sector_data = lk.search_lightcurve(TIC, author=\"Kepler\", quarter=3)#, author = 'SPOC', exptime = 120) # choose sector, return what SPOC data is available for TIC, set exposure time\n",
-    "lc = sector_data.download_all()#.stitch().normalize()\n",
-    "#lc_bin = lc.bin(30/24/60)\n",
-    "lc.plot()\n",
-    "#sector_data"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Kepler-10"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# lets try this for a different target - I have added an '_2' to everything to seperate it from the previous example\n",
-    "# we'll do it in one cell but doing it in mutliple cells works just as well! \n",
-    "\n",
-    "# define a TIC ID\n",
-    "TIC = 'Kepler-10'\n",
-    "\n",
-    "# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\n",
-    "sector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler', quarter = 3)\n",
-    "\n",
-    "# normalize the data\n",
-    "lc_2 = sector_data_2.download().normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\n",
-    "lc_2.plot()\n",
-    "\n",
-    "\n",
-    "# define the pre-determined period and t0\n",
-    "period_2 = 289\n",
-    "t0_2 = 271 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n",
-    "\n",
-    "# phase fold\n",
-    "lc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\n",
-    "\n",
-    "# bin the phase folded lightcurve\n",
-    "lc_phased_binned_2 = lc_phased_2.bin(15/24/60)\n",
-    "lc_phased_binned_2.plot()\n",
-    "\n",
-    "# --- plot the data ---\n",
-    "\n",
-    "fig, ax = plt.subplots(figsize = (8,5))\n",
-    "\n",
-    "lc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\n",
-    "lc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n",
-    "\n",
-    "# set x and y axis limits (note that the limits need to be different from the previous example)\n",
-    "plt.xlim(-11,20)\n",
-    "plt.ylim(0.99876, 1.00076)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Kepler-22"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# define a TIC ID\n",
-    "TIC = 'Kepler-22'\n",
-    "\n",
-    "# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\n",
-    "sector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler', quarter = 3)\n",
-    "\n",
-    "# normalize the data\n",
-    "lc_2 = sector_data_2.download().normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\n",
-    "# lc_2.plot()\n",
-    "\n",
-    "\n",
-    "# define the pre-determined period and t0\n",
-    "period_2 = 289\n",
-    "t0_2 = 271 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n",
-    "\n",
-    "# phase fold\n",
-    "lc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\n",
-    "\n",
-    "# bin the phase folded lightcurve\n",
-    "lc_phased_binned_2 = lc_phased_2.bin(15/24/60)\n",
-    "# lc_phased_binned_2.plot()\n",
-    "\n",
-    "# --- plot the data ---\n",
-    "\n",
-    "fig, ax = plt.subplots(figsize = (8,5))\n",
-    "\n",
-    "lc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\n",
-    "lc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n",
-    "\n",
-    "# set x and y axis limits (note that the limits need to be different from the previous example)\n",
-    "plt.xlim(-11,20)\n",
-    "plt.ylim(0.99876, 1.00076)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## KIC 8120608"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# define a TIC ID\n",
-    "TIC = 'KIC 8120608'\n",
-    "\n",
-    "# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\n",
-    "sector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler', quarter = 3)\n",
-    "\n",
-    "# normalize the data\n",
-    "lc_2 = sector_data_2.download().normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\n",
-    "lc_2.plot()\n",
-    "\n",
-    "\n",
-    "# define the pre-determined period and t0\n",
-    "period_2 = 3.9\n",
-    "t0_2 = 263 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n",
-    "\n",
-    "# phase fold\n",
-    "lc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\n",
-    "\n",
-    "# bin the phase folded lightcurve\n",
-    "lc_phased_binned_2 = lc_phased_2.bin(15/24/60)\n",
-    "lc_phased_binned_2.plot()\n",
-    "\n",
-    "# --- plot the data ---\n",
-    "\n",
-    "fig, ax = plt.subplots(figsize = (8,5))\n",
-    "\n",
-    "lc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\n",
-    "lc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n",
-    "\n",
-    "# set x and y axis limits (note that the limits need to be different from the previous example)\n",
-    "plt.xlim(-2,2)\n",
-    "plt.ylim(0.99876, 1.00076)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## KIC 6767227"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# define a TIC ID\n",
-    "TIC = 'KIC 6767227'\n",
-    "\n",
-    "# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\n",
-    "sector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler', quarter = 3)\n",
-    "\n",
-    "# normalize the data\n",
-    "lc_2 = sector_data_2.download().normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\n",
-    "lc_2.plot()\n",
-    "\n",
-    "\n",
-    "# define the pre-determined period and t0\n",
-    "period_2 = 4.089\n",
-    "t0_2 = 291 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n",
-    "\n",
-    "# phase fold\n",
-    "lc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\n",
-    "\n",
-    "# bin the phase folded lightcurve\n",
-    "lc_phased_binned_2 = lc_phased_2.bin(15/24/60)\n",
-    "lc_phased_binned_2.plot()\n",
-    "\n",
-    "# --- plot the data ---\n",
-    "\n",
-    "fig, ax = plt.subplots(figsize = (8,5))\n",
-    "\n",
-    "lc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\n",
-    "lc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n",
-    "\n",
-    "# set x and y axis limits (note that the limits need to be different from the previous example)\n",
-    "plt.xlim(-2,2)\n",
-    "plt.ylim(0.99976, 1.00028)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## KIC 158793333"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "/root/venv/lib/python3.7/site-packages/lightkurve/search.py:415: LightkurveWarning: Cannot download from an empty search result.\n",
-      "  \"Cannot download from an empty search result.\", LightkurveWarning\n"
-     ]
-    },
-    {
-     "ename": "AttributeError",
-     "evalue": "'NoneType' object has no attribute 'plot'",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m\n",
-      "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)\n",
-      "\u001b[0;32m/tmp/ipykernel_1032/2533204271.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n",
-      "\u001b[1;32m      7\u001b[0m \u001b[0;31m# normalize the data\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[1;32m      8\u001b[0m \u001b[0mlc_2\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0msector_data_2\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdownload_all\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;31m#.normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[0;32m----> 9\u001b[0;31m \u001b[0mlc_2\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[0m\u001b[1;32m     10\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[1;32m     11\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\n",
-      "\u001b[0;31mAttributeError\u001b[0m: 'NoneType' object has no attribute 'plot'"
-     ]
-    }
-   ],
-   "source": [
-    "# define a TIC ID\n",
-    "TIC = 'KIC 158793333'\n",
-    "\n",
-    "# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\n",
-    "sector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler')\n",
-    "\n",
-    "# normalize the data\n",
-    "lc_2 = sector_data_2.download_all()#.normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\n",
-    "lc_2.plot()\n",
-    "\n",
-    "\n",
-    "# define the pre-determined period and t0\n",
-    "period_2 = 4.089\n",
-    "t0_2 = 291 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n",
-    "\n",
-    "# phase fold\n",
-    "lc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\n",
-    "\n",
-    "# bin the phase folded lightcurve\n",
-    "lc_phased_binned_2 = lc_phased_2.bin(15/24/60)\n",
-    "lc_phased_binned_2.plot()\n",
-    "\n",
-    "# --- plot the data ---\n",
-    "\n",
-    "fig, ax = plt.subplots(figsize = (8,5))\n",
-    "\n",
-    "lc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\n",
-    "lc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n",
-    "\n",
-    "# set x and y axis limits (note that the limits need to be different from the previous example)\n",
-    "plt.xlim(-2,2)\n",
-    "plt.ylim(0.99976, 1.00028)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Flask routes"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "@app.route('/', methods=['GET', 'POST'])\n",
-    "def index():\n",
-    "    return 'Hello World, this is the index' # jsonify(solObjects)\n",
-    "\n",
-    "planet_radius(transit_depth, R_star)\n",
-    "\n",
-    "@app.route('/planetradius', methods=['GET', 'POST'])\n",
-    "def planet_radius():\n",
-    "    transit_depth = 1 - 0.9989 # this is from the above phase folded figure -> set this to an input/value\n",
-    "    R_star = 2.04354 * u.Rsun # this is the radius of the parent star for the specific target. Get value from ExoFOP\n",
-    "    return planet_radius(transit_depth, R_star)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Connecting to Supabase"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import os\n",
-    "from supabase_py import client, create_client"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "url: str = os.environ.get(\"SUPABASE_URL\")\n",
-    "key: str = os.environ.get(\"SUPABASE_ANON_KEY\")\n",
-    "\n",
-    "url = \"https://afwwxlhknelxylrfvexi.supabase.co\"\n",
-    "key = \"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImFmd3d4bGhrbmVseHlscmZ2ZXhpIiwicm9sZSI6ImFub24iLCJpYXQiOjE2NjY0MzQ4MTgsImV4cCI6MTk4MjAxMDgxOH0.gk1F8Br9__04cvzqYIeeQ-U08KATiHovAw3r3ofNGAo\"\n",
-    "\n",
-    "supabase: client = create_client(url, key)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Retrieving planet data from Supabase"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Node data"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Function to retrieve planet data from supa\n",
-    "def find_all_planets(): # Right now this is just demo data, we'll push this data to Supa from Lightkurve later\n",
-    "    data = supabase.table(\"Planets\").select(\"*\").execute()\n",
-    "    return data['data']\n",
-    "\n",
-    "planets = find_all_planets()\n",
-    "print(planets)\n",
-    "\n",
-    "# Function to add a new planet to the store/supa\n",
-    "def add_planet_to_DB(title) -> dict: # See `models/TIC.py`\n",
-    "    planet = {\n",
-    "        \"title\": title,\n",
-    "    }\n",
-    "    data = supabase.table(\"Planets\").insert(planet).execute()\n",
-    "\n",
-    "    return data['data']\n",
-    "\n",
-    "# GET request -> return all planets in storage/db in JSON format\n",
-    "@app.route('/planets')\n",
-    "def get_planets():\n",
-    "    return jsonify({\n",
-    "        'planets': planets, # Then present this on react frontend, port 5000 -> 3000\n",
-    "    })\n",
-    "\n",
-    "@app.route('/create-tic')\n",
-    "def create_tic():\n",
-    "    return \"TIC 55525572\" # now we can return fields into the generator\n",
-    "\n",
-    "@app.post('/select_planet')\n",
-    "def select_planet():\n",
-    "    data = request.get_json()\n",
-    "    planetId = data['planetId']\n",
-    "    planetName = data['planetName']\n",
-    "    planetTic = data['planetTic']\n",
-    "    sector_data = lk.search_lightcurve(planetTic, author = 'SPOC', sector = 23)\n",
-    "    #lc = sector_data.download()\n",
-    "    #lc.plot()\n",
-    "    return sector_data"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Running flask"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "app.run(host='0.0.0.0', port=8080)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "df_1 = _deepnote_execute_sql('/* Send the radius to Supabase from here */', 'SQL_1A0CBA44_CA08_4A3B_BFC9_E0FF2214DAB3', audit_sql_comment='', sql_cache_mode='cache_disabled')\n",
-    "df_1"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Journal/long form posts. Let's add a form from Next/React to Flask that takes in data, passes it into functions. Also set up reputation. Add fields into profiles table for things like Orcid ID. Export supabase setup to Git. Generating images for spaceships & planets/assets, creation, generation. Update post UI, profile UI..."
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Form -> enter into Flask. Generate TIC Id from ExoFop (for now it will be a random TIC from a set of numbers we know to be in ExoFop. Set up CRUD between Flask & Next/React"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "1. Local database instance with Flask"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "undefined. Connect local db instance to Supabase"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "undefined. Set up RESTFUL endpoints on Deepnote to generate & return metadata & figs."
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=b4c251b4-c11a-481e-8206-c29934eb75da' target=\"_blank\">\n",
-    "<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\n",
-    "Created in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "/Users/buyer/Documents/Lens/client/api/.venv/lib/python3.10/site-packages/lightkurve/search.py:414: LightkurveWarning: Warning: 23 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n",
-      "  warnings.warn(\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "<Axes: xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-      ]
-     },
-     "execution_count": 3,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAwEAAAF4CAYAAAAMrfU1AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/bCgiHAAAACXBIWXMAAA9hAAAPYQGoP6dpAABra0lEQVR4nO3deVxU9f4/8NcMzAAz7KuAC4sKiua+JJVLYpprdrsu2WJpdsurV7rdSruVlVlZpl/v7d4W06uYWrlmqWkgGi64xqKACiKCArIPwzLMzO8Pf3NynAHnjKMw8Ho+Hj4ecM77nPOZjwc47/PZJHq9Xg8iIiIiImozpM1dACIiIiIiureYBBARERERtTFMAoiIiIiI2hgmAUREREREbQyTACIiIiKiNoZJABERERFRG8MkgIiIiIiojWESQERERETUxjg2dwHIlE6nQ2lpKVxcXCCRSJq7OERERERkJ/R6PWpqauDt7Q2ptPH3/UwCWqDS0lLMnDmzuYtBRERERHZqzZo18PX1bXQ/k4AWyMXFBcCN/zyFQtHMpSEiIiIie6FWqzFz5kzhebIxdpsEZGVlIT4+HikpKSgqKoKbmxsiIiLw1FNPITg42ChWo9Fgw4YNSEhIgEqlQkhICGbMmIE+ffqYnNfS2LtxTgNDFyCFQsEkgIiIiIhEu12XcrsdGLxlyxYcPnwYvXr1wuzZszF69Gikp6fjb3/7G3Jzc41iV6xYge3bt2Po0KGYPXs2pFIpFi9ejPT0dJPzWhp7N85JRERERHQv2G0SMGnSJKxevRpz5szBI488gilTpuCjjz6CVqvFDz/8IMRlZWXh4MGDePrpp/Hcc89h9OjRWLJkCfz9/bF27Vqjc1oaezfOSURERER0r9htEtCtWzfIZDKjbUFBQejYsSPy8vKEbUlJSZBKpRg9erSwTS6XIyYmBhkZGSguLhYdezfOSURERER0r9htEmCOXq9HeXk53N3dhW3Z2dkIDg426VvftWtXAEBOTo7o2LtxTiIiIiKie8VuBwabc+DAAZSUlODJJ58UtpWWlsLLy8sk1rCtpKREdOzdOKc5arW60X03k8lkJq0iRERERESNaTVJQF5eHv773/8iMjISI0aMELbX19ebfUCWy+XCfrGxd+Oc5li6VsC0adMwffp0i2KJiIiIiFpFElBWVoZ3330XCoUCr7/+OhwcHIR9crkcGo3G5BjDw7fhYVxM7N04pzmWrhPAVgAiIiIiEsPuk4Dq6mq88847qK6uxocffggfHx+j/d7e3ma73JSVlQGAUbylsXfjnOZwnQAiIiIiuhvsemBwfX093nvvPeTn5+Ott95Cx44dTWJCQ0ORn59v0r8+MzNT2C829m6ck4iIiIjoXrHbJECr1eLjjz9GRkYGXn/9dURGRpqNi46Ohk6nw549e4RtGo0G+/fvR0REBPz8/ETH3o1zEhERERHdK3bbHeibb77BsWPHMHDgQFRVVSEhIcFo//DhwwEAERERiI6Oxrp161BRUYHAwEDEx8ejqKgI8+bNMzrG0ti7cU4iImrbrl+/jmPHjmHs2LHNXRQiagMker1e39yFsMYbb7yBtLS0Rvf/+OOPwtf19fWIi4vDgQMHoFKpEBISghkzZqBv374mx1kaezfOaaBWqzFlyhRs3ryZYwKIiNqIs2fP4scff8Rrr73W3EUhIjtm6XOk3SYBrRmTACKitufEiRP46aef8Pbbbzd3UYjIjln6HGm3YwKIiIhak9raWosXiSQiulN2OyagLYiNjYVUapynjR07lv1FiYhaoZqaGtTU1DR3MYiojWAS0IItX76c3YGIrJSfn499+/bh2Wefbe6i3DXZ2dlISUnBpEmT7sn1fvjhBzz++OOQSCT35HptTU1NTatsCdDr9S3mnqmtrYVcLjd5wUbUFjEJICN1dXUAAJVKBRcXFyEJKS8vh1KphEQigUQiEX6BSiQS1NbWwsnJqcX8kicCgNzcXKSnpzd3Me6qgwcPYs2aNWaTAK1Wi4aGBjg5OTV6fHl5OTw9PaHX63Hq1Cn06NFDiL/1wa20tBT/93//h/r6eoSHh6Nfv37Iz8+Hn58fjh49iuDgYLi5ucHf3x+5ublwcnJCUVERevXqBb1eD61Wi6ysLISEhKCiogJKpRJubm5wdPzjz9DKlSvh5+eHyZMn3/Z3SnV1NZRKJXQ6nckDneFBTyKRICEhASNGjDCpG6lU2uJ+Z9ljEqDRaFBfXw+lUgmtVgsAKCwsRF1dHbRaLY4dO4a8vDwMGjQIdXV1uHjxIoqKigAADg4OcHFxQX19PQYOHIjU1FR4e3tj7969GDZsGFJSUhAREYFdu3YhIiICFRUV8PPzQ3FxMfr06QNvb2906tQJFy5cgKurKwoLC6HT6eDq6or8/Hw4Ojri4sWLiIqKQl5eHu6//36sWrUK0dHR6N+/P/R6PQICAuDo6Iji4mJUV1ejW7du0Gq1qKurQ11dHUaMGIH6+npcv34d7dq1w7Vr1wAAV69ehVKphJ+fH3x9fXHy5El4eXnh5MmTGD16NGpqahAQEADgxv0IABcvXsSZM2fw5JNPAgBycnLg4eEBb2/ve/3fRjbUkpJcsZgEkKC6uhoLFiyATCaDq6sr8vLy4Ovri9zcXHh7e8PNzQ0ajQZ6vR6nT5+Gt7c3pk6dil9//RWenp6Qy+Woq6sTfil369YNfn5+kMlkKCgoQFhYGGpraxEYGAi5XA61Wo3y8nIUFhYiKioK7du3R3V1Nb766is8+eSTiIyMhFqthlwuh6urK3Q6Herr64Vf7LW1tWjXrh1UKhXCw8Oh1WpRXl4Od3d36HQ6yOVyaDQanD59GtHR0ZBIJKioqEBZWRnc3Nzg5eUFqVSKiooKSCQSyOVyODk5QavVGj2Y6PV6lJWVoaGhAX5+fpBIJGhoaEBtba3RH76bj2kLDH8oGxoa4O7ujrq6Ouj1ejg7O+P06dNwcnJCWFgYzp8/j9DQUNTV1aGsrAyOjo5o3749amtr4eLigvLycjg4OAgPju3atYOTkxM0Gg0KCwtx9epVuLu7o1u3bsjOzkZDQwPUajW6du0q3KsA0NDQAJ1OB51OB5VKhcLCQuTn5+PKlSu4du0a2rVrBx8fH1y6dAleXl7w8PCATCaDg4MDSkpKcP78eSQlJcHJyQm+vr7o2bMn2rVrBwDw9fXFmTNnoFKpUF9fj5KSEnTq1AkDBgxAQkICXF1d0aFDB7i7u2Pv3r3o2LEjnJ2dUVBQgKSkJBQWFqJv37647777cOXKFUilUuTm5qJ9+/ZISUlB9+7dodVqIZPJ4OzsDODGA3pSUhKUSiVkMhk0Gg20Wi1cXV3RrVs3nDhxAklJSfDy8sLrr7+OgoICdOrUCb/99hv69OmDo0ePQiaTITw8HBqNBq6urpDJZKiurkZGRga6du2K1NRUPPDAA6itrUVpaSmcnZ3h5uYGvV4PtVoNd3d3NDQ0QCKRoKamBkuXLsWqVasQHByMDz74AJ06dUJWVhb0ej169eoFDw8PFBUVwcnJCRcuXEBxcTHCwsKg0Wjg7u6OEydOoGvXrtBoNJDJZGhoaBB+HyiVSuzatQsA8N1330Emk8Hf3x8SiQSpqakYNGgQOnbsiLy8PMjlchw9ehSTJ09GYmIi/P394e/vj4CAAJw9exaXL19Gx44dodVqcfjwYWzZsgW//fYbrly5AkdHRyQlJSEqKgoTJkyAXC7H+fPn0blzZ3To0AEajQYODg5wdnaGRCKBXq8Xfs7VajW0Wi28vb1RW1sLvV4PFxeXJn9GHBwczO4rLy+Hh4eH0cNDTU2N8MBo6TkbGhrg6OiI2tpa4d5RqVTQarXw8PAQruXp6Wl0Hr1ej4aGBshkMtTX16Ourg6ZmZlwc3ODUqkEAKSnp6O+vh5FRUXw8fGBTCZDYmIi6urq0KVLF6SkpKCmpgbZ2dno378/NBoNqqur4ezsjOvXryM0NBTh4eHw8PDA2bNnoVAo0LdvX1RUVKBr164oKipCRkYG+vbti40bN2LixIk4fvw4PvjgA1RWVmL48OGoqqrCE088AQBwd3fHkSNHMGjQIKSnp6OgoAAqlQoRERFoaGiAr68v/P39odFo8OCDD0IqlUKhUKC4uBjBwcFITk7GuHHjMGjQIMhkMuj1ely4cAF5eXno1KkTXF1dsXDhQkRERMDf3x9OTk746aefUFVVhbCwMJw8eRJqtRr33XcfOnToAK1Wi7S0NLRv3x4HDx5ERUUFhgwZgh9++AH+/v4oLCxEYWEh2rdvDxcXF/z+++8AbgwAr62txfHjxxEcHIwXXngBSUlJiIyMRFhYGNLT0xESEgKJRAI3NzfIZDLs2LEDAwYMwIgRI6BWq+Ho6AiZTIaqqipUV1cjKCgICoUC1dXVwu9kw+8UMdRqNVxcXGzyUFtRUQF3d3eTc92ahOv1etTV1cHZ2Rnl5eVwdHSEs7Oz8DfV8He8c+fOuHTpEu677z6Ul5cjLy8PAQEBcHd3FxK5U6dOobq6Gt27d0doaCiKi4vh6OiIhoYGODg4wM/PDxkZGWhoaICLi4vwvLJhwwa8/fbb2L9/P1xcXNChQweUlpaivLwcPXr0gLe3N+RyOTZs2AAvLy8AN2Z+fPDBB/H0009jyJAhKCwsxLPPPovCwkI0NDQIv6cmTJiABx988I7r827g7EAtUEubHaikpAQ+Pj5G29RqNa5evYqysjK0b98e5eXlqK+vF964ODo6IjExEQqFAhqNBsHBwThx4gSioqJw8eJF6HQ6ODo6wt/fH8HBwTh16hSuX7+OnJwc9OrVC6dOnYKPjw+cnJyQkZGBkpISKJVKODg4QKlUQqFQwN/fH1VVVSgpKYGvry+uX78ODw8PFBYWwtfXFyqVCp6enlAoFKisrIRUKsXVq1dx9epV6HQ6BAQEIDg4GJcvX0aXLl1w/fp1ODk5QaFQCOXTaDTIy8sT/rB5eXmhS5cuKCkpQXJysrBOhUwmQ1hYGK5cuYL+/fujsLAQKpUKPj4+OHXqFMLDw1FSUoKoqChERETg8uXLSE1NxdChQ5GcnIwOHTpAp9MBAC5fvoxevXpBrVajpKQE586dQ9++feHv7w/gxoNCeHg4SktLUVFRgYCAADg7O6Ndu3bIzs5G165dkZGRgY4dO+LixYuoq6sT/hDn5uZi//798PHxwe7duzF16lR4eXnB1dUVFy5cgFQqRUlJCSIiIpCdnY2goCCkp6fj+vXrcHV1FZIk4MabdqlUipqaGnTt2hV1dXVwcHCAo6Mjzpw5g6qqKrRr1w79+/dHaWkpampqUFhYCDc3N6Gu27Vrh+LiYnTs2BFdunSBRCJBdnY2dDqd8Ef62LFj6NevH65du4bKykr06tUL3bt3x++//w69Xo9PPvkEAPD5559j//79AG48tOfl5cHT0xPu7u7CvVNdXQ1fX1+UlZUJSWtVVRWCgoKQnJyMyZMnQ6lU4ujRo7h8+TLCwsLg5+eHvLw8KBQK9OzZEwqFAikpKZDL5UhJSQEAFBcXo0ePHnB3d8eDDz6IixcvQq1Wo0uXLujYsSNqamqg1WqxceNGjBkzBhKJBMHBwUJykJ2djbKyMly/fh0AEB4ejuPHj+P++++Hk5MTunXrBldXVxQVFcHBwQF79+5F586dERYWhtLSUigUCigUCly7dg0uLi4ICAiAVCpFbW0tFAqF0P1BpVKhoKAAHh4ecHJyEurF0MJ38wNAQ0MDysrK4Ovra/RHXK/XQ6/XCz8jjb0FMzysVldXAwCUSqWQPDs4OEAqlQqtDnV1dSgtLUVOTg4GDBiAyspKODg4CA+uVVVVqKurw9GjR/HAAw+grKwMPj4+OHfuHPz9/eHl5YWKigoUFBTAx8cHOTk5CAsLg1QqRXl5OTZt2oRevXphyJAhqK+vh7e3N77//ntcuHABgYGBCA8PR1FREa5du4aysjIcO3YMPXv2hFarRXV1NS5fvgwfHx+4ubnhwoULePDBB1FQUACNRoMRI0ZAo9HAxcUFJSUlSE1NRZ8+fdCtWzds3LgRPj4+6N69O7y9vXHt2jVUV1fj8OHDKCwsxBNPPIHg4GAEBgZCr9fj4MGDOHnyJB588EE4OTkhMjIShw8fhp+fH86ePYv+/fvjv//9LyZMmIDr169Do9Hg+PHjePDBB3Ho0CGMHDlSeBkik8ng5uaGnJwc4feCr68vpFIpHB0dcezYMej1evTv31/43XPmzBkMGDAAOp0OBQUFiImJQfv27XHu3Dn88MMPmDhxIp566ilIJBLk5uZi4MCBqK2thUQiERIQA8NDl72+IbVUQ0MD9uzZgyFDhsDLywsSiURIcq9cuYK6ujqEhoaioqICCoUCjo6OcHBwQGlpKSorK+Hl5YWEhAQMHDgQ+/fvh5OTEwIDA1FZWYmGhgZcvHgRrq6uiImJwaFDh/DLL78gNDQU1dXVqK+vR2ZmJgYMGAC9Xo/KykrIZDJkZGSge/fuKC4uhoeHB2pqauDp6Qk3NzcUFRUJL+F69OiBkpISFBUVwdXVFeHh4Vi9ejWGDRuGrl27QqlUwtnZGcHBwUhLS4OzszN0Oh2ysrJQXl6O4OBgeHp64sCBA+jVqxfc3NxQUVGBkpISaDQaFBUVISoqCtHR0cjMzER2djY8PDyQnp4u9Czw8fFBfHw8goOD0alTJ5SVlSE7OxvOzs7Cyz0nJyckJycLrUCGFw4+Pj4oLy8Xei4olUoMGTIEV69eRXFxMS5evIhTp04J/1ePPfYYiouL0b59e+F3xvbt2zFp0iR069YNP//8M7p27YojR44gLCwMvXv3xt69e3H69GkAN9Z9iomJQWpqqrAQbHp6uvAybNq0afj888/h4OCASZMmCa1C/fr1u+f3JacItWMtLQloCdRqNaRSqckfmpvd+jBy85sx4MbbMeDGw4jhQcbBwcHozdqtxwCATqeDWq1GQ0MDPDw8UFJSgszMTAwaNEh4U1FVVYXCwkIEBwfj5MmT8Pf3h5ubG6qrq9GxY0fk5OSgvr4e1dXV+P3333H69GksWbIE+/btw/Dhw1FcXIyqqioolUqUl5dDrVajsrISHh4eCAoKgkQiwfXr1+Ho6Cg8DBnepldWViIoKEj45W54q1VVVYWysjIMHToURUVFqK6uRmBgIM6fP4/IyEi4uLjA1dUVNTU1yM3NRXh4uPAm/dSpUxg7diyysrLg6+uLAQMGCG8bAcDFxUWot7KyMuHNyM2uX78OX19fs/9XZ86cgVarFfXLsaKiAs7OzpDJZEL3j/nz52PlypUAgM8++wyTJ09Gp06djI4ztBDI5fImz29Nk67hmJycHPj7+wtvUMm+Gd6u63Q6aDQaITlydnZGfX09Tp8+jcjISKhUKlRWVsLJyQn19fXQarXo2LEjCgsLsWvXLvTp00fo7qJWq9G5c2fo9Xq0b98ehYWFuHbtGurr63HlyhUolUqkpqbiqaeeQklJCdLS0lBdXQ0fHx+4u7uje/fuOHfuHEaMGIGTJ0/CyclJ+N2Qk5OD2tpahIWFwcHBAe7u7ti5cyf69u2LkJAQ1NfXw8XFRXj7Wl5eDldXV1Gtl/bc5aE1ufX/wdz/S319vfD7rrq6GlqtFm5ubiguLoarqyuys7MRFhaGgoIC+Pr64tq1awgLC0NWVhaAG0m5Wq3G4cOHERUVhevXryMkJARarRb19fUICwtDYGAgrly5gosXL0IikSAkJARSqRQBAQFwdXVFQ0MDlEolMjMzkZKSgqioKDg6OsLJyQnBwcFQqVRwdXVFbW2t8MLI8DlUKpXQGmBQVVUlxDfV+naruro6oWXZXKuI4We9MevXr8fp06cREBCA8+fP4+uvv27yelu3bkVBQQHmzp1rcRnvBiYBdoxJAJFlFixYgM8++wwA8Omnn2LKlClo3759M5eKiIhaE61WK7SMNqW0tBRqtbrZ/w5Z+hzZtjoxE1GrZeh+QEREZEsODg63TQAAwNvb264GenOOLCJqFXQ6HZMAIiIiC7EloAXjYmFEljM3VSQRERGZxySgBeNiYUSWY3cgIiIiy/G1GRG1CuwOREREZDkmAUTUKrA7EBERkeX4F5OIWgV2ByIiIrIckwAiahXYHYiIiMhyTAKIqFXQarXsDkRERGQh/sUkolaBLQFERESWYxJARHZLIpFAr9cDAPR6PSQSSTOXiIiIyD5wnYAWjIuFETXNwcEBWq0Wjo78VUZERCQG/3K2YFwsjKhpEokEOp2uuYtBRERkd9gdiIjsloODA5MAIiIiKzAJICK7JZVKmQQQERFZgUkAEdmtm5MADgomIiKyHJMAIrJbNycBhlmCiIiI6PaYBBCR3WJ3ICIiIuswCSAiu2WYIhRgdyAiIiIxOEVoC8Z1AoiadvNiYURERGQ5JgEtGNcJIGrazS0BREREZDl2ByIiu8WBwURERNZhEkBEdosDg4mIiKxjt92BampqsHXrVmRlZSErKwsqlQrz58/HyJEjTWIvXLiA9evX49y5cwCAiIgIzJw5E2FhYSaxGo0GGzZsQEJCAlQqFUJCQjBjxgz06dPHqjixsURkOa4TQEREZB27bQmorKzEpk2bkJeXh9DQ0EbjLly4gNdeew3Xrl3DtGnTMHXqVBQUFOCNN97AlStXTOJXrFiB7du3Y+jQoZg9ezakUikWL16M9PR0q+LExhKR5W4eE8DuQERERJaz2yTA29sb69atwzfffIOZM2c2GrdhwwbI5XIsW7YMjz32GCZPnoxly5ZBr9dj3bp1RrFZWVk4ePAgnn76aTz33HMYPXo0lixZAn9/f6xdu1Z0nNhYIhLn5tmB2BJARERkObtNAmQyGby8vG4bl56ejl69esHd3V3Y5u3tjaioKBw/fhw1NTXC9qSkJEilUowePVrYJpfLERMTg4yMDBQXF4uKExtLROJwdiAiIiLr2G0SYCmNRgMnJyeT7U5OTmhoaEBubq6wLTs7G8HBwSbTcnbt2hUAkJOTIypObOyt1Gq1Rf80Gs1t64GoNeLAYCIiIuvY7cBgS7Vv3x6ZmZnQarVwcHAAcCMxyMrKAgCUlJQIsaWlpWZbFwzbDLGWxomNvVVT3ZxuNm3aNEyfPt2iWKLWhEkAERGRdVp9EvDoo4/i888/x//93//h8ccfh16vx+bNm1FWVgYAqK+vF2Lr6+shk8lMziGXy41iLY0TG3urNWvWWLRYmLnzE7UFTAKIiIis0+qTgDFjxqC4uBjbtm1DfHw8AKBz586YPHkyvvvuOzg7OwuxcrncbNcaw4O64cHd0jixsbdSKBRcMZioCUwCiIiIrNPqkwAAePrppzF58mTk5uZCqVQiJCREmBkoODhYiPP29jbbPcfQauDj4yMqTmwsEYnDJICIiMg6rX5gsIGrqyuioqIQEhICADhz5gx8fX3Rvn17ISY0NBT5+flQq9VGx2ZmZgr7xcSJjSUicZgEEBERWafNJAE3O3ToEM6fP48JEyZAKv2jCqKjo6HT6bBnzx5hm0ajwf79+xEREQE/Pz9RcWJjiUicm5MALhZGRERkObvuDrRr1y5UV1cL3W2Sk5OFr8eNGwelUom0tDRs2rQJffr0gZubGzIzM7F//3707dsXEyZMMDpfREQEoqOjsW7dOlRUVCAwMBDx8fEoKirCvHnzRMeJjSUicW5eLIyIiIgsZ9dJwLZt21BUVCR8f+TIERw5cgQAMGzYMCiVSvj4+EAqlWLr1q2oqalBQEAAZsyYgUmTJglTht4sNjYWcXFxSEhIgEqlQkhICN566y306NHDqjixsURkOa4YTEREZB2Jnq/RWhy1Wo0pU6Zg8+bNnB2IqAnffvstunTpggEDBiA2NhbLly9v7iIRERE1K0ufI+26JaC1i42NNRqzAABjx47F2LFjm6lERC0LuwMRERFZh0lAC7Z8+XK2BBA1gUkAERGRddrk7EBE1HowCSAiIhKPSQAR2S2pVMokgIiIyApMAojIbrE7EBERkXWYBBCR3WISQEREZB0mAURk1wxJAJMBIiIiyzEJICK7xQXCiIiIrMMkgIjs1s0Dg5kQEBERWY7rBLRgXCyMqGkSiQQ6na65i0FERGR3mAS0YFwsjOj2OBaAiIhIPHYHIiK7xS5ARERE1mESQER2yzBFKFsDiIiIxGESQER2yzAwWK/Xs1WAiIhIBCYBRGTXdDodkwAiIiKRmAQQkd0yPPgzCSAiIhKHSQAR2S2OCSAiIrIOkwAisls3JwG3rqlBREREjeM6AS0YFwsjatrNSQC7AxEREVmOSUALxsXCiJrGJICIiMg6bD8nIrtlSAKIiIhIHCYBRGS32BJARERkHSYBRGS3mAQQERFZh0kAEdk1JgFERETiMQkgIrtlmD2LSQAREZE4TAKIyG5JJBLodDoODiYiIhKJSQAR2S2OCSAiIrIO1wlowbhYGNHtccVgIiIi8ZgEtGBcLIyoaYa3/2wJICIiEoevzojIbnGxMCIiIuswCSAiuyWVSoWBwWwJICIispzV3YHi4+NtVogRI0aIPqampgZbt25FVlYWsrKyoFKpMH/+fIwcOdIktqCgAHFxcTh79iyqqqrg5+eHoUOH4rHHHoOzs7NRrEajwYYNG5CQkACVSoWQkBDMmDEDffr0sSpObCwRicOBwUREROJZnQSsWLHCZn90rUkCKisrsWnTJvj5+SE0NBSpqalm44qLixEbGwulUomxY8fCzc0NGRkZ+Pbbb3Hx4kW8+eabRvErVqxAUlISJkyYgKCgIPz6669YvHgxlixZgqioKNFxYmOJyHIcE0BERGSdOxoYHBISgsGDB1t9/NGjR3Hp0iWrjvX29sa6devg5eWF8+fPIzY21mxcQkICqqur8dFHH6FTp04AgNGjR0Ov1yM+Ph4qlQqurq4AgKysLBw8eBAzZ87E5MmTAdxIUObOnYu1a9di2bJlouLExhKROJwilIiIyDp3lASEhYVh2rRpVh9fWFhodRIgk8ng5eV12zi1Wg0A8PT0NNru5eUFqVQKR8c/qiApKQlSqRSjR48WtsnlcsTExGDdunUoLi6Gn5+fxXFizklE4nFgMBERkXWsHhisUCjg5OR0RxeXy+VwcXG5o3PcTs+ePQEAq1atQnZ2NoqLi3Ho0CHs3r0b48aNMxoTkJ2djeDgYJNpObt27QoAyMnJERUnNvZWarXaon8ajUZUnRC1FoYVg3U6HVsCiIiIRLC6JWDTpk13fPGXXnoJL7300h2fpyn9+vXDjBkz8N133+HYsWPC9j//+c946qmnjGJLS0vNti4YtpWUlIiKExt7q5kzZza672bTpk3D9OnTLYolak04JoCIiMg6bWKxMH9/f/To0QNDhgyBm5sbTpw4ge+//x5eXl4YN26cEFdfXw+ZTGZyvFwuF/aLiRMbe6s1a9ZYtFiYufMTtQU3jwngisFERESWa/VJwMGDB/Gvf/0LX3zxBXx9fQEAQ4YMgU6nw9q1a/HQQw/B3d0dwI0Hc3NdawwP6oYHd0vjxMbeSqFQcMVgoiZwTAAREZF1Wv2rs59//hnh4eFCAmAwaNAg1NXVITs7W9jm7e2NsrIyk3MYtvn4+IiKExtLROJwdiAiIiLr2DwJOHnyJGbNmmXr01qtvLwcOp3OZHtDQwMAQKvVCttCQ0ORn58vzChkkJmZKewXEyc2lojEYxJAREQkns2TgNraWhQXF9v6tFYLCgrCxYsXkZ+fb7T94MGDkEqlCAkJEbZFR0dDp9Nhz549wjaNRoP9+/cjIiJCmMrT0jixsUQkjlQqZRJARERkBYvHBMTFxVkUd+XKFasLI9auXbtQXV0tzLCTnJwsfD1u3DgolUpMnjwZJ0+exOuvvy6sGHz8+HGcPHkSo0aNMuqOExERgejoaKxbtw4VFRUIDAxEfHw8ioqKMG/ePNFxYmOJSBx2ByIiIrKOxUnAd999B6VSeduBqk3NdmNr27ZtQ1FRkfD9kSNHcOTIEQDAsGHDoFQq0aNHDyxbtgzffvstfv75Z1RVVSEgIABPPfUUHn/8cZNzxsbGIi4uDgkJCVCpVAgJCcFbb72FHj16WBUnNpaILMeBwURERNaxOAlo164doqKiMH/+/CbjkpKS8PHHH99xwSyxevVqi+K6du2Kd955x6JYuVyO5557Ds8995xN4sTGEpE4er2ei4URERGJZHESEBkZiXPnzlkUyzdzthEbG2sy9/nYsWMxduzYZioRUcvCxcKIiIisY3ESMGHCBJw9e/a2cT169MCSJUvuqFB0w/Lly7lOAFETpFIpdDodkwAiIiKRLE4COnfujM6dO982zsPDAz179ryjQhERWeLmMQFMAoiIiCzX6hcLI6LWjbMDERERiXfHSUBxcTEWLVpki7IQEYnCMQFERETWueMkoK6uDmlpabYoCxGRKFwngIiIyDrsDkREdosDg4mIiKzDJICIiIiIqI1hEkBEdovdgYiIiKxj8RShdO9xsTCiphmSAK4YTEREJA6TgBaMi4URNY0tAURERNZhdyAisltcLIyIiMg6NkkCDH+EiYjuJbYEEBERWeeOkwAvLy/85S9/sUVZiIhEYRJARERknTtOApRKJcaMGWOLshARicIkgIiIyDocE0BEduvmJICIiIgsZ7PZgcrKypCfn4/g4GB4eXkJ269evYr169cjNzcXfn5+mDp1KiIjI211WSIiABwYTEREJIbNWgJ++OEHLFq0CGq1WtimVqvx2muvISkpCXl5eTh16hTefPNNFBQU2OqyRNSGSaVS6HQ6dgciIiISyWYtAWlpaejQoQOCg4OFbfv370d5eTmGDh2KadOm4fjx41i9ejW2bduGl19+2VaXbrW4WBhR07hYGBERkXVslgSUlJSYdPM5ceIEHBwcMGvWLHh4eGDixImIj49HWlqarS7bqnGxMKKmcWAwERGRdWzWHaimpgZOTk7C91qtFhkZGQgPD4eHh4ewvX379igpKbHVZYmIiIiISCSbJQHe3t64cuWK8P3Zs2dRW1uLnj17GsVptVo4OtqsAYKI2rCbWwJu7TpHREREjbPZX83IyEhcunQJO3bswKVLlxAXFweJRIKBAwcaxeXl5cHHx8dWlyWiNkwikXBgMBERkRVs9kr+T3/6Ew4fPoxvvvkGAKDX69GzZ09069ZNiCksLEReXh5iYmJsdVkiasOkUinHBBAREVnBZklAp06d8NFHH+HHH39EZWUlwsPDMXnyZKOYU6dOITQ0FIMHD7bVZYmIuFgYERGRSDbtnN+5c2csWLCg0f1jxozBmDFjbHlJImrDDGMCDF8TERGRZTiSjojsFqcIJSIisg6n6WnBuFgYUdMMA4O5WBgREZE4TAJaMC4WRtQ0w4M/WwKIiIjEYXcgIrJbN48JICIiIsvZbUtATU0Ntm7diqysLGRlZUGlUmH+/PkYOXKkUdxnn32G+Pj4Rs+zdu1ao3ULNBoNNmzYgISEBKhUKoSEhGDGjBno06eP0XGWxomNJSLLcUwAERGRde64JaC4uBiLFi2yRVlEqaysxKZNm5CXl4fQ0NBG48aMGYPY2FijfwsWLICTkxM6dOhgsnDZihUrsH37dgwdOhSzZ8+GVCrF4sWLkZ6eblWc2FgishxXDCYiIrLOHbcE1NXVIS0tzRZlEcXb2xvr1q2Dl5cXzp8/j9jYWLNxkZGRiIyMNNqWnp6Ouro6DBs2zGh7VlYWDh48iJkzZwprHIwYMQJz587F2rVrsWzZMlFxYmOJSBy2BBAREVnHbl+dyWQyeHl5WXVsYmIiJBIJhg4darQ9KSkJUqkUo0ePFrbJ5XLExMQgIyMDxcXFouLExhKRODcnAURERGQ5u00CrNXQ0IDffvsNkZGRCAgIMNqXnZ2N4OBgkxl5unbtCgDIyckRFSc2lojE4WJhRERE1rHbgcHWOnXqFKqqqky6AgFAaWmp2dYFw7aSkhJRcWJjb6VWq5v4JH+QyWSQyWQWxRK1JuwOREREZJ02lwQkJibC0dERDzzwgMm++vp6sw/Tcrlc2C8mTmzsrWbOnNnURxFMmzYN06dPtyiWqDVhEkBERGSdNpUE1NTU4NixY+jTpw/c3d1N9svlcmg0GpPthgd1w4O7pXFiY2+1Zs0aixYLYysAtXVcMZiIiEicNpUEHD161OysQAbe3t5mu+eUlZUBgDCdqKVxYmNvpVAouGIwURMkEgl0Ol1zF4OIiMju2GRgsL3MzHHgwAG4uLhg4MCBZveHhoYiPz/fpC9+ZmamsF9MnNhYIhJHKpWyOxAREZEV7jgJ8PLywl/+8hdblOWuqqiowO+//47BgwfD2dnZbEx0dDR0Oh327NkjbNNoNNi/fz8iIiLg5+cnKk5sLBGJwzEBRERE1rnj7kBKpRJjxoyxRVlE27VrF6qrq4XuNsnJycLX48aNg1KpFGIPHToErVbbaFcgAIiIiEB0dDTWrVuHiooKBAYGIj4+HkVFRZg3b57oOLGxRGQdrhhMREQkjl2PCdi2bRuKioqE748cOYIjR44AAIYNG2aUBBw4cACenp7o1atXk+eMjY1FXFwcEhISoFKpEBISgrfeegs9evSwKk5sLBFZjouFERERWUeit/Ffz8rKShw4cABZWVmorKxEr1698PjjjwMAcnNzce3aNfTq1avRLjl0Y32AKVOmYPPmzRwYTNSE+vp6vPnmmxg1ahTq6uowduzY5i4SERFRs7L0OdKmLQG//fYbVq1ahdraWqGP7s2z35SUlOCDDz7A3/72NwwfPtyWlyaiNogDg4mIiKxjsyQgIyMDn3zyCRQKBZ577jl0794dr7zyilFMr169oFAocOTIESYBFoiNjTXp5zx27Fi+7SS6BZMAIiIicWyWBHz33XeQSCR499130blzZ7MxDg4OCA8PR25urq0u26otX76c3YGImmAYE8DFwoiIiMSx2XQaGRkZiIyMbDQBMPDy8hIWyiIiuhOGJICIiIjEsVkSUFdXBw8Pj9vGqVQqW12SiNo4w4rB7A5EREQkjs2SAB8fH1y+fLnJGL1ej9zcXAQEBNjqskTUhhke/JkEEBERiWOzJKBv377Iz8/HwYMHG4355ZdfcP36dfTv399WlyUiYhJAREQkks0GBv/pT39CYmIiPvvsM2RnZ2Pw4MEAgNraWly8eBFHjhzB1q1b4eHhgYkTJ9rqskTUxhnGBTAJICIispzNkgBfX1+8/fbbWLp0KbZu3Ypt27ZBIpHg8OHDOHz4MPR6PTw8PPDmm2/C09PTVpclIgIAJgFEREQi2HSxsMjISPznP//Bvn37cObMGRQWFkKv18PX1xe9e/fG6NGjoVQqbXlJImrjuFgYERGReDZNAgBAoVBg4sSJ7PJjA1wsjMgyTAKIiIjEsXkSQLbDxcKILMPFwoiIiMSxenagqqoq1NbW3tHFa2trUVVVdUfnIKK2jQ//RERE4lmdBMyYMQNffvnlHV38v//9L2bMmHFH5yAiYncgIiIicaxOAgyD8YiImhMHBhMREYl3R2MCzp49i5UrV97R8UREd4pJABERkTh3lARcvXoVV69evaMC8A83Ed0pJgFERETiWJ0ELFmyxJblICKyiuHhn0kAERGR5axOAnr27GnLchARWY0tAUREROJwnYAWjIuFEd0eBwYTERGJxySgBeNiYUSWYRJAREQkjtVThBIRtRScrpiIiEgcJgFEZPfYEkBERCQOkwAismsSiYRJABERkUhMAojI7jEJICIiEodJABHZNc4OREREJJ7NkgAxKwcfPXrUVpclIiIiIiKRbJYEzJ8/H/v3728ypq6uDqtWrcLSpUttdVkiIuj1epM1NYiIiKhxNlsnQK/XY9WqVTh+/Djmzp0LNzc3o/1ZWVlYvnw5CgoKEBQUZKvLtmpcLIzo9jgwmIiISDybJQErVqzAJ598giNHjiArKwvz589H7969odfr8d1332HTpk3QarUYNWoUZs2aZavLtmpcLIzIMkwCiIiIxLFZEhAcHIxPPvkEGzZswJYtW/D2229jzJgxyM7ORkZGBjw8PPDXv/4VAwcOtNUliYiEgcFERERkOZslAQDg4OCAp59+Gv369cN7772H3bt3AwB69+6N2NhYeHp62uxaNTU12Lp1K7KyspCVlQWVSoX58+dj5MiRZuMvXLiAjRs34uzZs6ivr0e7du3wyCOPYMKECUZxGo0GGzZsQEJCAlQqFUJCQjBjxgz06dPHqjixsUQkHlsCiIiIxLH5SLrq6mr8/PPPUKvVwhu63Nxc5OTk2PQ6lZWV2LRpE/Ly8hAaGtpk7KlTp/Dqq6+ioqICU6ZMwQsvvIABAwagpKTEJHbFihXYvn07hg4ditmzZ0MqlWLx4sVIT0+3Kk5sLBGJxySAiIhIHJu2BKSmpuKzzz7D9evXERoaigULFuDgwYPYunUr3nnnHYwbNw7PPvssZDLZHV/L29sb69atg5eXF86fP4/Y2FizcWq1Gp999hkGDBiA119/vckZRLKysnDw4EHMnDkTkydPBgCMGDECc+fOxdq1a7Fs2TJRcWJjicg6TAKIiIjEsVlLwNq1a/HPf/4TJSUlmDx5Mj799FOEhITg6aefxpIlS+Dr64tdu3YhNjYWly5duuPryWQyeHl53TYuMTER5eXleOqppyCVSlFbWwudTmc2NikpCVKpFKNHjxa2yeVyxMTEICMjA8XFxaLixMYSkXicHYiIiEg8myUBW7duhZeXF95//308++yzcHT8o5EhKioKq1atwtChQ5Gbm4tXXnnFVpe9rTNnzkChUKCkpAQvvvginnjiCUyZMgWff/456uvrjWKzs7MRHBxsMiNP165dAUDo0mRpnNhYIhKPg4KJiIjEs1l3oAceeAAvvfQSXF1dze5XKBSIjY3FwIED8fnnn9vqsrdVUFAArVaL999/HzExMXj66aeRmpqKXbt2obq6Gq+++qoQW1paarZ1wbDNMIbA0jixsbdSq9WWfETIZDKbdLEisldsCSAiIhLHZknAP/7xD4viHnjgAXTr1s1Wl72t2tpa1NXVYcyYMZgzZw4AYMiQIWhoaMCePXvw5JNPCouX1dfXm32Ylsvlwn4xcWJjbzVz5kyLPuO0adMwffp0i2KJWiOuGExERCSOTQcGW8rHx+eeXcvwsP3QQw8ZbR86dCj27NmDjIwMIQmQy+XQaDQm5zA8qBvOZWmc2NhbrVmzxqLFwtgKQG0dWwKIiIjEaZYk4F7y9vbG5cuXTdYo8PDwAACoVCqjWHPdc8rKygD8kbxYGic29lYKhYIrBhPdhmFgMBEREVnOZklAWlqaqPgePXrY6tJN6ty5M86cOYOSkhK0b99e2F5aWgoAcHd3F7aFhoYiJSUFarXa6OE7MzNT2C8mTmwsEYlnWI+ELQFERESWs1kSsHDhQlF/hHfs2GGrSzfpgQcewA8//IB9+/ahV69ewvZffvkFDg4O6Nmzp7AtOjoa27Ztw549e4Q5/TUaDfbv34+IiAj4+fmJihMbS0TWYRJAREQkjs2SgOHDh5v9I6zX63H9+nVcvHgRarUagwYNglKptMk1DTP8GLrbJCcnC1+PGzcOSqUS4eHhiImJwb59+6DVatGjRw+kpqYiKSkJTzzxhFF3nIiICERHR2PdunWoqKhAYGAg4uPjUVRUhHnz5omOExtLRNZhEkBERCSORH+POtOqVCqsWrUKubm5+OSTTxqdSlSM559/HkVFRWb3ff311wgICAAANDQ04Pvvv8f+/ftRWloKPz8/jB07FhMnTjQ5rr6+HnFxcThw4ABUKhVCQkIwY8YM9O3b16o4sbHAjalBp0yZgs2bN3NMANFtLFiwAJ07d8YjjzyCzp07N3dxiIiImpWlz5H3LAkAbkzX+cILL2DQoEF4+eWX79Vl7Q6TACLLxcbGIiwsDKNHj2YSQEREbZ6lz5H3dHYgZ2dndO3aFcnJyUwCLBAbG2sy9/nYsWMxduzYZioRUcvE7kBERETi3PMpQmtqaoym5aTGLV++nC0BRLfB2YGIiIjEu6dLbCYnJyM9PV1YnIuIyBa4YjAREZE4NmsJWLlyZaP7ampqUFBQgNzcXOj1ejz22GO2uiwREREREYlksyTg119/vW2Mn58fpk2bhhEjRtjqskRE0Ol07A5EREQkgs2SgCVLljS6TyaTwcvLS5iyk4jIViQSCccEEBERiWSzJODmlXeJiO4VDgwmIiISjyPpiKhVYBJARERkOatbAmbNmmX1RSUSCb766iurjyciutk9XPOQiIioVbA6CSgqKrJlOcgMLhZGZBl2ByIiIhLH6iRg586dtiwHmcHFwohujwODiYiIxOOYACKya4aBwVwsjIiIyHL8q0lERERE1MZYnQQsWrQIW7ZsMbuvqKgIVVVVVheKiEgMLhZGREQkjtVJQGpqKq5cuWJ23+zZs7FmzRqrC0VEJAbHBBAREYlzV7oDGfroEhHdC0wCiIiIxOGYACKya4aHfyYBRERElmMSQER2jS2PRERE4lm9TgDdfVwsjMgy7A5EREQkDpOAFoyLhRFZhkkAERGROHeUBMTHxyM+Pt5ku0QiaXSfwY4dO+7k0kREAiYBRERE4txREsB+uETU3DgwmIiISDyrk4CdO3fashxERFbR6/VcLIyIiEgkzg5ERHaP3YGIiIjEYRJARHaPSQAREZE4TAKIqFVgEkBERGQ5JgFEZNckEgnHBBAREYnEdQJaMC4WRnR7TAKIiIjEYxLQgnGxMKLbk0gk0Gq1JgkzERERNY5/NYnIrkkkEq5ZQkREJBKTACKye+wOREREJI7ddgeqqanB1q1bkZWVhaysLKhUKsyfPx8jR440iktNTcXChQvNnmPZsmWIjIw02qbRaLBhwwYkJCRApVIhJCQEM2bMQJ8+fayKExtLROJIpVI0NDSwOxAREZEIdpsEVFZWYtOmTfDz80NoaChSU1ObjB8/fjy6dOlitC0wMNAkbsWKFUhKSsKECRMQFBSEX3/9FYsXL8aSJUsQFRUlOk5sLBGJYxgTwJYAIiIiy9ltEuDt7Y1169bBy8sL58+fR2xsbJPxUVFRiI6ObjImKysLBw8exMyZMzF58mQAwIgRIzB37lysXbsWy5YtExUnNpaIxOOYACIiIvHstv1cJpPBy8tL1DFqtRparbbR/UlJSZBKpRg9erSwTS6XIyYmBhkZGSguLhYVJzaWiKzD2YGIiIjEsduWALFWrlyJmpoaSKVSREVFYebMmSbdg7KzsxEcHGwyLWfXrl0BADk5OfDz87M4Tsw5zVGr1RZ9NplMBplMZlEsUWtjaAlgdyAiIiLLtfokwNHREUOGDEH//v3h7u6Oy5cvY9u2bXj99dfx8ccfIzw8XIgtLS0127pg2FZSUiIqTmzsrWbOnGnJR8S0adMwffp0i2KJWhupVMrZgYiIiERq9UlAt27d0K1bN+H7QYMGITo6Gn/961+xbt06LF68WNhXX19v9o26XC4X9ouJExt7qzVr1li0WBhbAagt45gAIiIi8Vp9EmBOUFAQBg8ejMOHD0Or1cLBwQHAjQdzjUZjEm94UDc8uFsaJzb2VgqFgisGExEREZHNtdmRdL6+vmhoaEBdXZ2wzdvbG2VlZSaxhm0+Pj6i4sTGEpF4EokEOp2uuYtBRERkV9psEnDt2jXI5XI4OzsL20JDQ5Gfn28yIDczM1PYLyZObCwRicfuQEREROK1+iSgoqLCZFtOTg6Sk5PRp08fo2kFo6OjodPpsGfPHmGbRqPB/v37ERERIcziY2mc2FgiEo9JABERkXh2PSZg165dqK6uFmbYSU5OFr4eN24clEolPv74Y8jlckRGRsLT0xOXL1/G3r174eTkhGeeecbofBEREYiOjsa6detQUVGBwMBAxMfHo6ioCPPmzRMdJzaWiMTjrEBERETi2XUSsG3bNhQVFQnfHzlyBEeOHAEADBs2DEqlEoMGDUJiYiJ27NgBtVoNDw8P3H///Zg2bRqCgoJMzhkbG4u4uDgkJCRApVIhJCQEb731Fnr06GFVnNhYIhKHLQFERETiSfT869niqNVqTJkyBZs3b+bsQES38d577+HChQv43//+19xFISIianaWPkfadUtAaxcbG2s0ZgEAxo4di7FjxzZTiYhaHrYEEBERicckoAVbvnw5WwKIboNjAoiIiMRr9bMDEVHrxpYAIiIi8ZgEEJFdYxJAREQkHpMAIrJrXDGYiIhIPCYBRGTXOCaAiIhIPCYBRGT32B2IiIhIHCYBRGTXOCaAiIhIPCYBRGTXpFIpkwAiIiKRuE5AC8bFwohujy0BRERE4jEJaMG4WBiRZZgEEBERicPuQERk19gSQEREJB6TACKya0wCiIiIxGMSQER2jQODiYiIxGMSQERERETUxjAJICK7JpFIoNPpmrsYREREdoVJABHZNY4JICIiEo9JABHZNYlE0txFICIisjtcJ6AF42JhRLfHlgAiIiLxmAS0YFwsjOj2mAQQERGJx+5ARGTXODCYiIhIPCYBRGTXOCaAiIhIPCYBRGTX2B2IiIhIPCYBRGT3mAQQERGJwySAiOyaVCplEkBERCQSkwAismvsDkRERCQekwAisntMAoiIiMThOgEtGBcLI7o9tgQQERGJxySgBeNiYUS3xySAiIhIPHYHIiK7xoHBRERE4tltS0BNTQ22bt2KrKwsZGVlQaVSYf78+Rg5cmSTx23evBlxcXHo2LEj/v3vf5vs12g02LBhAxISEqBSqRASEoIZM2agT58+VsWJjSUiIiIiutvstiWgsrISmzZtQl5eHkJDQy065vr16/j+++/h7OzcaMyKFSuwfft2DB06FLNnz4ZUKsXixYuRnp5uVZzYWCISRyKRQKfTNXcxiIiI7IrdtgR4e3tj3bp18PLywvnz5xEbG3vbY7755htERERAp9OhsrLSZH9WVhYOHjyImTNnYvLkyQCAESNGYO7cuVi7di2WLVsmKk5srDXUajXKysr4EEQ2IZVK4eXlZVdjUTgmgIiISDy7TQJkMhm8vLwsjk9LS0NSUhJWrlyJL774wmxMUlISpFIpRo8eLWyTy+WIiYnBunXrUFxcDD8/P4vjxJxTLJ1Oh++//x5Hjx4VfSzR7QwePBhPPPGEyexULRGTACIiIvHsNgkQQ6vV4osvvsCoUaMQEhLSaFx2djaCg4NN3oJ27doVAJCTkwM/Pz+L48ScUyxDAjB+/HiEhYXBwcFB9DmIbqXVapGdnY0ff/wRADBlypRmLtHtSSSS5i4CERGR3WkTScCePXtQXFyM999/v8m40tJSs60Lhm0lJSWi4sTG3kqtVje6/fDhwxg/fjyGDh0KiURiF29syT4YEuUff/wR48ePb/Fdg9gSQEREJF6rTwIqKyuxYcMGTJkyBR4eHk3G1tfXQyaTmWyXy+XCfjFxYmNvNXPmzEb3ubm5QSaTITs7G97e3vDx8Wk0lkissLAwAEBZWZldJAEcE0NERCROq08C4uLi4OrqinHjxt02Vi6XQ6PRmGw3PKgbHtwtjRMbe6s1a9aYfQDLz8/Hv/71L4SEhKB9+/bsDkE2Z+heZg8P12wJICIiEq9VJwEFBQXYu3cvZs2ahdLSUmG7RqOBVqtFYWEhFAoF3NzcANyYcchc95yysjIAEN62WxonNvZWCoXCbBLg7OwMqVQKqVTKsQDU5jEJJiIiEq9VJwElJSXQ6XT48ssv8eWXX5rsnzVrFiZMmIDZs2cDAEJDQ5GSkgK1Wm308J2ZmSnsFxMnNrYt+vbbb7Ft2zZ8//33RttXr16NHTt2YO7cuRg1alSjcRUVFfjhhx+QnJyM4uJiODo6IiwsDCNGjMDDDz/cZJKUnJyMDRs24PLly/D09MTIkSMxdepUo2P0ej22bt2Kn3/+GaWlpQgKCsLUqVPx4IMPNnreHTt24Ouvv0b//v3x9ttvG5V18+bNyMzMRHZ2NhwdHU0+DwBs3boViYmJKCwsRENDA9q1a4fRo0dj7NixRg+8lZWVWL9+PU6cOIGqqioEBARg3LhxGDNmjBDz2WefIT4+3mw5n376aTzxxBONfg57wpYAIiIicVp1EtCxY0csXLjQZHtcXBxqamowe/ZsBAYGCtujo6Oxbds27NmzR5jTX6PRYP/+/YiIiBBm8bE0Tmws3bB27Vrs2LEDL730EkaNGtVoXEFBARYtWgSdToeJEyeic+fO0Gg0SElJwddffw13d3cMHjzY7LEZGRlYsmQJHnroITzzzDO4fPky1q9fj9raWjz//PNC3NatW7F+/XpMmTIFERERSE5OxrJly+Dk5ISBAweanLesrAwbN26Ep6enyb6SkhIcOnQIXbp0QZcuXZCTk2O2bCqVCg888AA6deoEuVyO33//HV9++SXUajX+/Oc/C3EfffQRrly5gqeeegp+fn44ceIEPv/8c0ilUjzyyCMAgKlTpxolBQBw6NAh7Ny5E/3792+0bu2JVCplEkBERCSSXScBu3btQnV1tdDdJjk5Wfh63Lhx8PDwwP33329y3M6dOwHAZF9ERASio6Oxbt06VFRUIDAwEPHx8SgqKsK8efNEx4mNJWD9+vXYsmUL/vKXvxitrWDOp59+Cq1Wi88++8yoW1W/fv0wduzYRmdXAoCNGzciNDQUr7zyCgCgb9++0Ov1WLduHSZPngwvLy9oNBps3rwZ48ePx7Rp04S4oqIirF+/3mwSsGbNGgwaNAhFRUUm+0JCQrB+/XoAN1pAGksCnn76aaPve/fujeLiYvz6669CElBWVoaUlBTMnz8fI0eOBAD06tUL58+fx8GDB4UkIDAw0CjRBYD//e9/6NChQ6tpheLAYCIiIvHsel7Jbdu2IS4uDrt37wYAHDlyBHFxcYiLi4NKpbLqnLGxsZgwYQISEhLw5ZdfoqGhAW+99RZ69OhhVZzY2Lbs22+/xXfffYc5c+bg0UcfbTI2PT0dWVlZeOKJJ8yOq/D397/tmhB9+vQx2ta3b180NDTg9OnTAIBr166hpqbGbNylS5dMHvTT09Nx9OhRPPPMM2aveSfTuLq5uaGhoUH43vC1Uqk0irv1+1uVlJTg7NmzGDZsmNVlaWk4JoCIiEg8u24JWL16tVXHLV26tNF9crkczz33HJ577rkmz2FpnNjYtmrz5s3YuHEjZs2aZdFMTmlpaQBuvPW3hrmpWw3f5+XlCTE3b7817sqVK/D39wfwx4J0f/7zn+Ht7W1VmW6l1WpRV1eH9PR0JCQkYOrUqcI+Pz8/9OnTB9999x2Cg4Ph6+uLkydP4vTp00LrhjmJiYnQ6XR46KGHbFLGloLdgYiIiMSx6ySAWofa2lrExcVh1KhRmDhxokXHGLp9WTumIigoCFlZWUbbMjIyAABVVVUAbnSlkUgkyMrKQs+ePYU4w6BuQxwA/Pzzz6itrbW4/LdTUFCAOXPmCN9PmTIFkyZNMopZuHAhPvroI7z88ssAbrQ0zJkzB9HR0Y2eNzExEZGRkWjXrp1NytkScIpQIiIi8ZgEtGCxsbEmXUjGjh2L++67T9R5li5daraP+p3w9/fHG2+8YZNzyeVydOnSBYmJiXj44YfRvXt3m5y3KY8++ij+7//+Dzt37sTw4cOFgcFSqVToXqJQKDBs2DBs2bIFnTp1QmRkJJKTk5GYmAjgj24o5eXl2LBhA2JjY80uDGcNPz8/LF++HLW1tUhPT8cPP/wAiUSCJ598EsCNN98rVqzA1atX8fe//x3e3t44ffo0vvrqK7i6upp905+Xl4fs7Gyj5KI14MBgIiIi8ZgEtGDLly83u06AobuKpWz1sH63SKVS/POf/8TChQvx7rvv4sMPP2yyPz/wx/oKxcXFCAoKEn3Nhx9+GJcuXcI333yDr776Co6Ojpg2bRp27txp1J1n1qxZKCsrw+LFiwEA7u7umDFjBr755ht4eXkBADZs2ICQkBB0795dGIui1Wqh0+mgUqng4uIiej0HmUyGLl26AAB69uwJhUKB1atX49FHH4WXlxeOHz+OpKQkrFq1Sqirnj17oqKiAqtXrzabBCQmJsLBwaHJ6U3tEccEEBERicckgFoEpVKJxYsX4x//+AfefvttfPTRR012WTEMqj59+rRVSYBUKsXs2bMxffp0FBUVwc/PD1qtFuvXr0dERIQQ5+7ujvfeew8lJSVQqVQICgrCsWPH4OjoiPDwcAA3xgakp6cLMwjdbNq0aXjnnXesHrtgEB4eDp1Oh8LCQnh5eSEvLw9SqRSdOnUyigsLC8Mvv/yC2tpaODs7G+07ePAgevXqBQ8PjzsqCxEREdk/JgHUYnh6euK9997DP/7xD7z11lv46KOPhLftt4qKikLXrl3x3Xff4f777zcZjFtcXIzq6urbtigolUphqsy4uDgEBASgV69eJnE+Pj7w8fGBVqvF7t278eCDDwqtNLNnz0Z1dbVR/FdffQW5XI5nnnnmtmWwxNmzZyGRSBAQEADgRncsnU6HS5cuGU31efHiRXh6epokAJmZmbh69arR4GIiIiJqu5gEUIsSEBCAd999F6+//jrefvttLF26tNFpL1955RUsXLgQCxYswKRJk4TFwtLS0vDTTz9hwYIFjT6AZ2VlIS0tDaGhoaivr8exY8eQkJCAd955x6jrzoEDB1BXV4egoCCUlJRgz549KCwsNJqBJywszOT8SqUSzs7ORgOKASApKQkAcPnyZeh0OuH7Ll26wN/fH9XV1Vi8eDGGDRuGwMBAaLVapKamYufOnRg9erSQFPXr1w9+fn5YunQppk2bJowJ+PXXXzF9+nST8iQmJkIul5tdN8PeqVQqs93miIiIqHFMAqjF6dSpE95++228+eabePfdd/Huu++ajQsKCsKKFSuwZcsW7N69G8XFxZDJZAgLC8Ps2bMxYMCARq/h6OiIw4cPY9OmTQCArl27YunSpYiMjDSK0+v12L59OwoLC+Hs7Iz+/fsLA3Gt8eGHH5r93rDol1wuR1BQELZv346SkhI4OTkhMDAQL7/8MoYPHy4cp1Ao8P7772P9+vVYu3YtqqurERAQgOeffx5jx441uoZWq8Vvv/2GgQMHwsXFxapyt2SVlZVwc3Nr7mIQERHZFYme02q0OGq1GlOmTMHmzZsbHRi8fPlyxMbGokOHDs1QQmrt7Oke++ijj3DmzBls3LixuYtCRETU7G73HGlg1ysGExFVVVWxJYCIiEgkdgciIrsWGhpqk8HXREREbQmTgBbMVouFEbVmzz//fHMXgYiIyO4wCWjBbLVYGBERERHRzTgmgIiIiIiojWES0MJpNBp8++230Gg0wjZDFyGtVttcxWp1dDodSkpKoNPpmrsoLYLh3rq1O9qdMHcvk22xju8+1vG9wXq++1jHd19Lr2MmAS2cRqPBxo0bjW4gw4JR2dnZzVWsVkev16O0tBScMfcGw73V2IrN1jB3L5NtsY7vPtbxvcF6vvtYx3dfS69jjgmwQwqFAoMHD8aPP/4I4MaKtTevckvi6XQ6FBYWQi6X2/Ttt73RarXIzs7Gjz/+iMGDB3MlXiIiolaKSYCdeuKJJwBASATozuh0Oly/fh2+vr5tOgkwGDx4sHCPERERUevDJMBOSaVSTJkyBePHj0dZWRn7st+h2tpaxMbG4p133oGzs3NzF6fZSKVSeHl5sQWAiIiotdNTi1NdXa0fN26cvrq62ujrO7Vr1y4blK51nsdW9dySPlNLO09rvZdbUllaax23pPOwju/NeVpaPbekurHVeVpaHbfG8zRXHVt6XfZ7aMFiY2MRGxsrfP3SSy/hp59+svp8d3JsWziPLbS0z9TSzmMrLelztaSy2FJL+1wt7Ty20NI+U0s7j620xp/z1ljHrfk8tnA3ysLuQC3Y8uXLAQBTpkxpdOEwIiIiIiKx2BJARERERNTGMAkgIiIiImpj2B2oBdL//wWr1Gq1sO3mr62l0+l4nkYYjr/T87Skz9TSzmOrOrZVeWx1npZUltZaxy3pPKzje3OellbPLalubHWellbHrfE8zVXHhjj9bRZAlehvF0H33PXr1zFz5szmLgYRERER2ak1a9bA19e30f1MAlognU6H0tJSuLi4QCKRNHdxiIiIiMhO6PV61NTUwNvbu8kFUJkEEBERERG1MRwYTERERETUxjAJICIiIiJqY5gEEBERERG1MZwi9B6qqanB1q1bkZWVhaysLKhUKsyfPx8jR440isvNzcXGjRtx4cIFlJWVwcnJCR07dsTkyZMxcOBAk/NqNBps2LABCQkJUKlUCAkJwYwZM9CnT5979dFajLtRx6mpqVi4cKHZ6y1btgyRkZF37fO0VJbW8602b96MuLg4dOzYEf/+979N9vNe/sPdqGPey8YsrWOx9cb72NjdqGfey8bE/r64cOECNm7ciLNnz6K+vh7t2rXDI488ggkTJhjF8V7+w92o4+a+j5kE3EOVlZXYtGkT/Pz8EBoaitTUVLNxxcXFqKmpwcMPPwxvb2/U1dXh8OHDeO+99/Dyyy9j9OjRRvErVqxAUlISJkyYgKCgIPz6669YvHgxlixZgqioqHvx0VqMu1XHADB+/Hh06dLFaFtgYOBd+RwtnaX1fLPr16/j+++/h7Ozc6MxvJf/cLfqGOC9bCC2ji2tN97Hxu5WPYuNbc3E1PGpU6fw3nvvITw8HFOmTIGLiwuuXr2KkpISk1jey3+4W3UMNON9rKd7pr6+Xl9aWqrX6/X6rKws/bhx4/T79u2z6NiGhgb9X//6V/2cOXOMtmdmZurHjRun37Jli7Ctrq5OP3v2bP3f//532xXeTtyNOk5JSdGPGzdO/9tvv9m8vPbKmnr+6KOP9AsXLtS//vrr+pdeeslkP+9lY3ejjnkvG7O0jsXUG+9jU3ejnnkvG7O0jqurq/UzZszQL1myRK/Vaps8J+9lY3ejjpv7PuaYgHtIJpPBy8vLqmMdHBzg6+uL6upqo+1JSUmQSqVGb67lcjliYmKQkZGB4uLiOyqzvbkbdXwztVoNrVZrbfFaDbH1nJaWhqSkJMyePbvRGN7Lxu5GHd+M97J1vy9uV2+8j03djXq2Nra1srSOExMTUV5ejqeeegpSqRS1tbXQ6XRmY3kvG7sbdXyz5riP2R2oBautrUVdXR3UajWOHTuGkydP4sEHHzSKyc7ORnBwMBQKhdH2rl27AgBycnLg5+d3z8psbyypY4OVK1eipqYGUqkUUVFRmDlzpknzHZnSarX44osvMGrUKISEhDQax3vZepbWsQHvZetYUm+8j++cmPuT97I4Z86cgUKhQElJCZYsWYL8/Hw4Oztj+PDhmDVrFuRyuRDLe9k6YurYoLnuYyYBLdjq1auxZ88eAIBUKsX999+PF1980SimtLTUbGZq2NZY/zO6wZI6dnR0xJAhQ9C/f3+4u7vj8uXL2LZtG15//XV8/PHHCA8Pb46i2409e/aguLgY77//fpNxvJetZ2kd8162jph6431sPTH1zHvZOgUFBdBqtXj//fcRExODp59+Gqmpqdi1axeqq6vx6quvCrG8l60jpo6b+z5mEtCCTZgwAdHR0SgtLcWhQ4eg0+mg0WiMYurr6yGTyUyONWSa9fX196Ss9sqSOu7WrRu6desmfD9o0CBER0fjr3/9K9atW4fFixff62LbjcrKSmzYsAFTpkyBh4dHk7G8l60jpo55L1tHTL3xPraemHrmvWwdQ+v3mDFjMGfOHADAkCFD0NDQgD179uDJJ59EUFAQAN7L1hJTx819H3NMQAvWoUMH9O7dGyNGjMDbb7+NmpoavPfee9Dr9UKMXC43eWgF/vjhNNfsRH+wpI7NCQoKwuDBg5GSktLm+6I2JS4uDq6urhg3btxtY3kvW0dMHZvDe9k6jdUb72PbEnN/8l6+PcP999BDDxltHzp0KAAgIyPDKJb3snhi6tice3kfMwmwI9HR0Th//jzy8/OFbd7e3igrKzOJNWzz8fG5Z+VrDczVcWN8fX3R0NCAurq6e1Ay+1NQUIC9e/di/PjxKC0tRWFhIQoLC6HRaKDValFYWIiqqiohnveyeGLruDG8l61jrt54H9uemPuT93LTvL29AQCenp5G2w2tiCqVyiiW97J4Yuq4MffqPmZ3IDtiyL7VarWwLTQ0FCkpKVCr1UaDdzIzM4X9ZDlzddyYa9euQS6X33ZO9raqpKQEOp0OX375Jb788kuT/bNmzcKECROE2Wx4L4snto4bw3vZOubqjfex7Ym5P3kvN61z5844c+YMSkpK0L59e2F7aWkpAMDd3V3YxnvZOmLquDH36j5mS0ALVF5ebrKtoaEB8fHxkMvl6NChg7A9OjoaOp1OGNwK3Fjhb//+/YiIiODI/UaIqeOKigqT2JycHCQnJ6NPnz6QSvljZE7Hjh2xcOFCk38dO3aEn58fFi5ciJiYGCGe97J4YuuY97J1xNQb72Prialn3svWeeCBBwAA+/btM9r+yy+/wMHBAT179hS28V62jpg6bu77mC0B95hhdLhhVH1ycrLw9bhx46BUKvHvf/8barUaPXr0gLe3N8rLy3HgwAFcuXIFzz//PFxcXITzRUREIDo6GuvWrUNFRQUCAwMRHx+PoqIizJs3r1k+Y3OzdR1//PHHkMvliIyMhKenJy5fvoy9e/fCyckJzzzzTLN8xpbgdvXs4eGB+++/3+S4nTt3AoDJPt7Lpmxdx7yXTVny+0JMvfE+Ns/W9cx72ZQldRweHo6YmBjs27cPWq0WPXr0QGpqKpKSkvDEE08YdfHhvWzK1nXc3PexRH+7EZBkU88//zyKiorM7vv6668REBCAgwcPYt++fbh06RKqqqrg4uKCzp07Y9y4cRg0aJDJcfX19YiLi8OBAwegUqkQEhKCGTNmoG/fvnf747RItq7jnTt3IjExEVevXoVarYaHhwfuu+8+TJs2TRjh3xZZUs/mvPHGG6isrMS///1vk328l43Zuo55L5uypI7F1hvvY1O2rmfey6Ys/X3R0NCA77//Hvv370dpaSn8/PwwduxYTJw40eQ43svGbF3HzX0fMwkgIiIiImpj2GmOiIiIiKiNYRJARERERNTGMAkgIiIiImpjmAQQEREREbUxTAKIiIiIiNoYJgFERERERG0MkwAiIiIiojaGSQARERERURvj2NwFIKK2Zfz48aLi/f39sXr1arzxxhtIS0trcqXc1qK2thanT5/G8ePHcfbsWRQVFUEqlSIwMBBDhgzBpEmT4OLiYtG53nzzTfz+++8AgDVr1sDX19dof2pqKhYuXNjo8REREfjkk09ue520tDQsXLgQer0eMTExmDdvntm4rKwsbN26FefOnUNFRQWcnZ3RqVMnxMTE4OGHH4ZEIjGK379/P06dOoWcnByUl5ejtrYW7u7uiIyMxMSJE9G9e3ezZUlISMCFCxdQWloKlUoFZ2dnhIaGYuTIkRg+fLjJdZpy6z37+uuvIzo6Wvj+s88+Q3x8vMlxCoUCHTp0wNChQ/Hoo4/CwcHB5LOtXLkSI0aMwIIFC0yOv3LlChYtWoTS0lKMHj0aL730EiQSifCz8MEHH6Bnz55CvGG7gVQqhYuLC9zd3RESEoJevXph2LBhUCqVFn92Sxg+/63laWnmzZuHnJwc4ftp06Zh+vTpzVgioubFJICI7qkRI0aYbDt37hyuXr2K0NBQhIaGGu1zd3e/V0VrMRITE/Gvf/0LANChQwcMHDgQNTU1OHfuHL799lscPHgQS5cuhaenZ5Pn2b9/P37//XdIJBLcbnH4wMBAdOvWzez229FoNEJ5m5KUlISPP/4YOp0O4eHh6N69OyorK5Geno6zZ8/izJkz+Pvf/250zE8//YScnBx06tQJ3bt3h0wmQ35+Pg4fPowjR47gL3/5C8aMGWN0zLFjx/DLL78gODgYYWFhcHV1RUlJCdLT05GamoqTJ0/i1VdfvW15b+bs7IwhQ4YAuJGYmtOtWzehvnQ6HYqKipCRkYHMzEycPHkSb7/9tsXJR15eHhYtWoSysjI8+uijePHFFy0+tm/fvsK9UVNTg+vXr+P48eM4cuQI/ve//+GFF17AyJEjLTpXazJw4ECEhobi6tWrOHfuXHMXh6jZMQkgonvK3BvPzz77DFevXsXgwYMbfTO3YMEC1NXVwcfH524Xsdk5OjrikUcewcSJE9GhQwdhe2lpKRYvXozs7Gx89dVXTT7IVlRU4JtvvkGfPn2Qn5+PoqKiJq/ZrVs3s/83lti8eTMKCgoQExODX375xWyMVqvFf//7X+h0OrzyyisYNmyYsC8vLw+vvfYaEhMTMWrUKNx3333CvhdffBEdOnSAQqEwOt+xY8fwwQcf4Ouvv8aQIUPg4eEh7IuJicGkSZNM7pWCggK88cYbOHjwIIYOHYqBAwda/Bnd3d1vWz+jRo0yebg+f/48Xn/9dZw8eRJHjhwREommXL58GYsWLUJ5eTnGjx+PF154weJyAsCf/vQnkzfy1dXV2LFjBzZv3oyVK1dCq9XikUceEXVeezdjxgwAN5JjJgFEHBNARHbC398fHTp0gKNj63938fDDD2Pu3LlGCQAAeHt74y9/+QsA4MiRI9BoNI2e46uvvkJdXZ0Qf7fk5uZiy5YtiImJMduSYHDlyhWUl5cjODjYKAEAbrR2GLadP3/eaF9ERIRJAgAAgwYNQs+ePVFfX4+MjAyjfR07djSbLAYFBeHRRx8FAKSkpFjy8e5Yly5dhK5D6enpt43Pzc0VEoBJkyaJTgAao1QqMX36dPztb38DAHz55ZcoKyuzybmJyD61/r+mRNQqNDYmYPz48fD398eXX36J77//HvHx8SgpKYG/vz8ef/xx4c3s77//js2bN+PChQuQSqUYOHAgZs2aZba7kVarxd69exEfH4/Lly9Dq9UiODgYDz/8MMaNG2fSt/teCgkJAXCjC05VVRW8vb1NYk6ePInExETMmDHDou481tLr9fj3v/8NpVKJZ599FseOHWs0ViaTWXRONzc3i69v+H8Qkxhac8ydMrRSaLXaJuMMCUBFRQUmT56MmTNn2rwsw4cPx549e3D27Fn88ssvmDJlisXH7tu3Dz/++CPy8/OhUCjQt29fPPvss43Gp6en49ChQ0hPT0dxcTE0Gg38/PwwePBg/OlPf4Krq6sQm5SUhA8//BAPPfRQoy1c//rXv7B3717Mnz9f+LmuqKjAtm3bkJycjOLiYkilUnh6eiIiIgLjxo1D165dLf58RG0NkwAiahU++ugjpKSkoGfPnmjXrh3S0tKwcuVKAICLiwuWLVuGiIgI9O3bFxkZGUhISEBhYSE+/PBDo77WdXV1ePfdd5GSkgI3NzdERERALpcjKysLX3/9tTCQViptnobUwsJCADceYs09MNfW1uLzzz9H+/btMXnyZIvPe/XqVfzvf/9DVVUV3N3d0b17d/Tt27fJz/nzzz/j3LlzWLBgwW0f3gMCAhAYGIj8/HwcOHDApDvQgQMH4Orqivvvv9+i8v7+++9ISUmBq6srIiIiLDqmuLgYu3fvBgD079/fomNs4cKFCwBg0rJzs5ycHLz55puorKzEE088gaeffvquleehhx7C2bNnkZKSYnESsHbtWmzZsgWOjo7o2bMnFAoFTp06hdTUVJNxPAZr1qxBTk6OMCi5vr4e2dnZ2LJlC44fP45PPvlEGOA+aNAgeHl54ciRI6isrDRJzmtqanDw4EEoFAo88MADAAC1Wo1XXnkFhYWF8PX1Re/eveHg4IDi4mIcOnQI7dq1YxJA1AQmAURk94qKiuDi4oIvvvhCeOuakpKCRYsWYf369dBoNFi0aBEGDBgA4MbDw6uvvoqzZ88iNTXVqA/6N998g5SUFDz44IN4+eWXhZlU1Go1li1bhmPHjmHv3r0mg1HvlZ07dwK4MfjT3Nv1DRs2oKioCB988IHFb9+BG4Ozb+0nHRISgjfeeANBQUEm8SUlJVi3bh3uu+8+s4O9b+Xg4IC//e1vePfdd/Hpp59i+/btCAoKQkVFBdLT09GhQwf87W9/azSZ2L9/P1JTU6HRaHD16lVcuHABSqUSr776qtEb5ZtlZGRg9+7d0Ol0KC0txdmzZ6HT6TBjxgz06NHDglqxnlarRXFxMXbt2oW0tDT4+vpi+PDhZmPz8/OxaNEiVFVVYcqUKULf9bvF8NB+5coVi+IzMjKwdetWKJVKLFmyBOHh4QBuPJi///77SE5ONnvc1KlT0a1bN6PZiDQaDb744gvs3bsX27dvx7Rp0wDcSGpHjhyJ77//HgkJCZg4caLRuQ4ePIiamhqMGTMGzs7OAIDDhw+jsLAQgwYNMknMKyoqUF5eblmFELVRHBNARK3C7NmzjQaH3nfffQgLC0NpaSn69esnJADAjakbDYMib55Ssby8HL/88gt8fX0xf/58o4cXhUKBefPmwdHRET///PM9+ESmTpw4gX379sHR0dHsg+KFCxewc+dOjBgxwuKpGhUKBSZPnoxPPvkE3377Lb799lu8//77iIiIwKVLl/DPf/4T1dXVJsf997//RX19vagxB927d8fSpUvRrl07XLx4EYcOHUJKSgokEgl69+6Ndu3aNXrs2bNnER8fj0OHDuHChQtwc3PDvHnz0Ldv30aPuXr1KuLj43HgwAGkpKRAp9Nh+vTpolpIxFi5ciXGjx+P8ePHY9KkSZg9ezZ27NiBoUOH4pNPPjE7tgEAMjMzUVVVha5du971BAD4Y8YtlUplUfzu3buh1+sxfvx4IQEAbrSwzZkzp9FZi/r3728yHalMJsPs2bPh4OBg0n1s9OjRkEql2Lt3r8m59u3bBwBGg5krKioA3PhZv7XFysPDA506dbLo8xG1VWwJICK75+joaPbNbrt27ZCdnY0+ffqY3QfcmHHHIDU1FQ0NDejXrx+cnJxMjvHy8kJQUBByc3NRV1dnNuZuycvLw6effgq9Xo+ZM2eadMHQarVYtWoVlEolnnvuOYvPGx4ebvRgBwC9evVCjx49sGjRIqSnp+Pnn3/GE088Iew/fPgwjh49iqlTp6J9+/YWXysxMRErV65EREQEXn31VXTs2BGlpaXYunUrtm/fjtTUVCxbtsxsC8a8efMwb9481NTUID8/H1u2bMHSpUvxyCOPYO7cuWavN3z4cAwfPhwajQZFRUWIj4/Hpk2bcPz4cbzzzjuNtiBY6+YpQgGgrKwMFy5cwG+//QZXV1fh4fdWYWFhKCgoQFZWFtauXdtkP3tbuN10sbcyDGh+6KGHTPZ17NgRoaGhyM7ONntsSUkJkpOTceXKFajVauh0OgA3fmYLCgqMYv39/dG3b1+cOHEC586dEwaaX7p0CZmZmejcubPRvdq5c2cAwNatW+Hp6Yn+/fs3mmgRkSkmAURk9zw9Pc0+XBm6DZibKcbQF/nmGXYM02ju3bvX7NvIm6lUqiaTAMMUnbcaNWoUoqKimjz3rUpKSvDOO+9ApVJh0qRJmDBhgknMzp07kZ2djXnz5hm1iFjLwcEBjz/+ONLT03Hq1CkhCVCr1fjiiy8QFBSEP//5zxafr6CgACtWrICHhwfeeustof6DgoIwd+5clJaW4vjx49i3b58wg485Li4u6Ny5M1577TVoNBrs3bsXffr0MVq861YymQzBwcF46qmn4ObmhtWrV2PDhg2YM2eOxeW3hLkpQg3dyH766Se4urqafdMfEhKCmTNn4t1338WWLVvg4uIiasCuWJWVlQAsH4RtSJT9/PzM7vf39zebBGzfvh3/+9//0NDQYHHZxowZgxMnTmDv3r1CEmD4Wbx1StNevXph4sSJ2LlzJ5YtWwYHBweEh4ejd+/eiImJabJliYiYBBBRK3C7QbqWDuI1vKUMCwsTZuFpzO1ml6mtrTW7imzPnj1FJQFVVVX45z//iaKiIowcObLRt/zJycmQSCT49ddfTa5rmAryww8/hEwmw5/+9Cf069fvttc2jAW4eSrJixcvorS0FP7+/njrrbfMXufEiRN444034OXlhX/84x8AbvTpbmhoQN++fc2udvzAAw/g+PHjSE9PbzIJuNmwYcNw7NgxHDt2rMkk4GbDhw/H6tWrcfToUZsnAeYoFAo8++yzOHHiBHbt2tVod5/evXvjtddew9KlSxEXFwcXFxezyZ4tGB7YmxqofKcyMjKwevVqKJVKzJ07Fz179oSXl5fQyvPMM88YtcIZ9OvXD76+vvjtt9/wwgsvwNHREQcOHICLi4vZlohZs2Zh9OjROHbsGM6cOYNz584Jq1L//e9/t/i+IGqLmAQQEf1/vr6+AG70Xb/TB8SAgAD8+OOPd3SOmpoavPPOO8jLy8P999+PuXPnNrlqrF6vb3Iu+szMTAA31iGwhKHPuLkWj6KiokYXICsrK0NZWZnRyrrXr18HAJM+4gaG7Zb2Uwf+6Ntu6BtuCVdXV0ilUuFt+L1gmNK2uroaFRUVjbbUDBo0CAsWLMDy5cvx9ddfQ6FQ3JWVfQ8dOgQARgPim+Ll5YWioiIUFxebTRzM3QdHjx4FADz11FMm91tdXV2jaxQ4ODjgkUcewYYNG3DgwAEoFAqoVCqMGjWq0a4+7du3R/v27fH444+jvr4eu3btwpo1a/Cf//yHSQBRE5gEEBH9f4YBhsnJyXj++eebdWEyjUaD999/H1lZWejbty9effXVJtcnWLp0aaP7nn/+eRQVFWHNmjVComOJw4cPA4BRP+yePXs2mtzs378fK1euRExMDObNm2e0z8vLC4DpYmAGhu03Jw63YxjULWYtBMMMQfeyq4hhWleJRHLbcSRDhw5FbW0t/vWvf2HVqlVwdnYWpsS0hfj4eJw7dw5OTk4YNWqURcdERUWhqKgIv/32mzCbj0FeXh5ycnJMjjEkc+a64iUlJTU5LmHUqFHYtGkT9u7dKzz4W7q6sVwux+TJk7Fjxw6UlpaivLwcnp6eFh1L1NZwdiAiov/Px8cHMTExKCoqwrJly8y+rSwoKEBSUtJdLYdWq8WyZcuQkpKCqKgovPHGG6Km+xRjx44dKC4uNtqm1+uxe/du7NixAxKJxOLuOU0ZNGgQAAgDjW+WkZGBHTt2AIDRm9u8vDwcOnTIZGVkvV6PgwcPYsuWLZBIJCZTlG7dutVsi0JWVhZWrVoFAHflDbs5arUaa9asAQD06NFDGKfSlEceeQSzZs2CTqfDp59+ihMnTtxxOaqrq7Fx40Zh7YwXX3zR4rEjhulwd+zYYfTAX1tbiy+//NLsA72hK9m+ffuMxgRcvnwZa9eubfJ63t7eGDhwILKzs5GWloaQkBCz8/0fOXLEZLVo4MYsWeXl5XBxcWm05YmI2BJARGRk9uzZKCwsxOHDh3Hq1CmEhobCz88PdXV1uHz5Mq5evYpBgwbd1W4GP/30E44cOQLgRpeX//znP2bjnnvuuTseBLxz50588803CA8PR0BAADQaDS5duoTCwkJIpVK88MILwiwsd6Jz58547LHHsG3bNvznP//BTz/9hA4dOqC0tBSZmZnQ6XR45JFH0Lt3b+GY8vJyfPzxx1AqlQgPD4eXlxeqq6tx+fJlFBUVQSqV4vnnnzd5QFyzZg3Wr1+P8PBw+Pv7o6GhAdeuXRMeYB944IG70t/+l19+QWpqqlH5z58/LyzA9uKLL1p8rokTJ6KmpgYbNmzA0qVL8c4775hM+9pY17AffvgB+/fvB3DjQb2kpAQXL15EQ0MDFAoF5syZY9HaDgbdunUT/u9iY2Nx3333QaFQIC0tDTKZDAMHDjRZK2DkyJHYvn07kpOT8eKLL6JLly5QqVRIS0vDoEGDcP78+Ua7kwE3Eg/Dz8Do0aPNxqSlpWHnzp3w8fFBWFgYFAoFSktLkZ6eLkwHe7eSZ6LWgEkAEdFNnJyc8M477yAxMRG//vorcnJycP78ebi7u8Pf3x/Dhw83O0DRlm5+i214EDJn+vTpd5wETJo0CadPn8bly5eRl5eHhoYGeHt7Y9iwYRg/frxNV1x97rnn0K1bN+zevRsXLlxAfn4+XFxc0KNHD4waNQpDhw41iu/YsSOefPJJpKamoqCgAOfOnYNEIoGvry9iYmLw6KOPmk1Q5syZg5SUFOTk5CA3NxcNDQ3w8PDAoEGD8PDDD1u8KrFYty64JpfLERAQgIcffhiTJ08WukRZaurUqaipqcHWrVvx3nvv4b333kNERITQMtJYq8KpU6cA3BgQ7+LiAjc3NwwYMAC9evXC8OHDrZpG87nnnkNwcDB27dqF1NRUKJVK9O7dG88++yzWrVtnEu/u7o7ly5dj7dq1SEtLQ3JyMgICAvDkk0/isccewwsvvNDk9aKiouDo6AipVGpyXxg8/PDDkEqlSE9Px/nz51FdXQ0vLy/0798fEyZMQK9evUR/TqK2RKIXO2EwERFRGzJ+/Hj4+/tj9erVzV0UADcG25aXlyMuLs4m08G2RImJifjkk08wYsQILFiwwKbnNoxdmTZtGqZPn27TcxPZE7YEEBER3UZlZSU+++wzAMC4cePQpUuXZinHoUOHUF5ejg4dOrTaBKChoQFbtmwBAIwdO9Zm542Li0NxcTGuXr1qs3MS2TMmAURERLdx87oPAwcOvOdJwOrVq3HhwgWcPXsWAExm6WkNjh07hqNHjyIrKwuXL1/G4MGDbdodLTk52exMRkRtFbsDERERtXDPP/88KioqEBISgsmTJ2PIkCHNXSSb+/bbb7Fx40a4urqiX79+mDNnjsWrGhOReEwCiIiIiIjaGK4TQERERETUxjAJICIiIiJqY5gEEBERERG1MUwCiIiIiIjaGCYBRERERERtDJMAIiIiIqI2hkkAEREREVEbwySAiIiIiKiNYRJARERERNTG/D+pPuEVV0n3fwAAAABJRU5ErkJggg==",
-      "text/plain": [
-       "<Figure size 848.5x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "lc = sector_data.download()\n",
-    "lc.plot()"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 4,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<Axes: xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-      ]
-     },
-     "execution_count": 4,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "lc.plot(linewidth = 0, marker = '*', color = 'aqua', alpha = 1)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "from flask import Blueprint, request\n",
-    "\n",
-    "lightkurve_handler = Blueprint('lightkurve_handler', __name__)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "@lightkurve__handler.route('/test')\n",
-    "def test():\n",
-    "    return \"Hello World\""
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "%matplotlib inline\n",
-    "import lightkurve as lk\n",
-    "TIC = 'TIC 470710327'\n",
-    "sector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 18)\n",
-    "lc = sector_data.download()\n",
-    "lc.plot()\n",
-    "lc.to_fits(path='lightcurve.fits')\n",
-    "#lc = lk.search_lightcurve(TIC, author='SPOC', sector=18).download()\n",
-    "#lc = lc.remove_nans().remove_outliers()\n",
-    "#lc.to_fits(path='lightcurve.fits')"
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": ".venv",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.10.9"
-  },
-  "orig_nbformat": 4
- },
- "nbformat": 4,
- "nbformat_minor": 2
-}
diff --git a/database/archive/Generator/generate.py b/database/archive/Generator/generate.py
deleted file mode 100644
index 8d6668aa..00000000
--- a/database/archive/Generator/generate.py
+++ /dev/null
@@ -1,56 +0,0 @@
-import random
-import uuid
-import os
-import urllib.request
-from supabase import create_client
-from lightkurve import search_lightcurvefile
-
-# Supabase credentials
-supabase_url = 'https://qwbufbmxkjfaikoloudl.supabase.co'
-supabase_key = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6InF3YnVmYm14a2pmYWlrb2xvdWRsIiwicm9sZSI6ImFub24iLCJpYXQiOjE2Njk5NDE3NTksImV4cCI6MTk4NTUxNzc1OX0.RNz5bvsVwLvfYpZtUjy0vBPcho53_VS2AIVzT8Fm-lk'
-#supabase = create_client(supabase_url, supabase_key)
-
-# Output directory for saving lightcurve images
-OUTPUT_DIR = 'output'
-
-# Supabase table name
-TABLE_NAME = 'lightkurves'
-
-# Connect to Supabase
-supabase = create_client(supabase_url, supabase_key)
-
-# Generate random TIC IDs
-tic_ids = ['KOI-' + str(random.randint(1000, 9999)) for i in range(5)]
-
-# Loop over TIC IDs
-for tic_id in tic_ids:
-    try:
-        # Search for lightcurve file
-        lcf = search_lightcurvefile(tic_id).download()
-        
-        # Generate planet ID
-        planet_id = str(uuid.uuid4())
-        
-        # Save lightcurve image to output directory
-        filename = f"{tic_id}.png"
-        path = os.path.join(OUTPUT_DIR, filename)
-        lcf.plot().savefig(path)
-        
-        # Upload image to Supabase storage bucket
-        with open(path, 'rb') as f:
-            image_data = f.read()
-        image_url = supabase.storage.from_filename(filename).upload(image_data)
-        
-        # Insert data into Supabase table
-        data = {
-            'planetId': planet_id,
-            'image': image_url.public_url,
-            'name': tic_id,
-            'radius': random.uniform(0.1, 1.0),
-            'orbitalperiod': random.uniform(1, 100)
-        }
-        supabase.table('lightkurves').insert(data).execute()
-        
-        print(f"Inserted planet {tic_id}")
-    except:
-        print(f"Failed to insert planet {tic_id}")
diff --git a/database/archive/Generator/generateCall.py b/database/archive/Generator/generateCall.py
deleted file mode 100644
index be6ec07b..00000000
--- a/database/archive/Generator/generateCall.py
+++ /dev/null
@@ -1,7 +0,0 @@
-# Call generator script
-# Create image locally
-# Send image as request
-# Once request is received, delete the image locally
-# Discuss scaling issues
-# Lightkurve .fits as well
-# And then, of course, look at ingress & egress points for desci-md/automating-metadata
\ No newline at end of file
diff --git a/database/archive/Generator/generateRadius.py b/database/archive/Generator/generateRadius.py
deleted file mode 100644
index 8f09d600..00000000
--- a/database/archive/Generator/generateRadius.py
+++ /dev/null
@@ -1,37 +0,0 @@
-import lightkurve as lk
-"""import numpy as np
-import pandas as pd
-import astropy.units as u
-import astropy.io.fits as pf
-from glob import glob as glob"""
-
-# from ..app import app
-
-@app.route('/planets/classify', methods=['POST'])
-def classify_planet_sector_data():
-    data = request.get_json()
-    ticId = data['ticId']
-
-    transit_depth = 1 - 0.9989 # this is from the above phase folded figure
-    R_star = 2.04354 * u.Rsun # this is the radius of the parent star for the specific target. Get value from ExoFOP
-
-    def planet_radius (transit_depth, R_star):
-        r_pl_solar_radius = np.sqrt(transit_depth) * R_star
-        r_pl_Earth = r_pl_solar_radius.to(u.Rearth).value
-        print("Radius of the planet: {} Earth radii".format(round(r_pl_Earth, 2)))
-
-    planet_radius(transit_depth, R_star)
-    return planet_radius
-
-@app.route('/planets/classify', methods=['GET'])
-def classify_planet_sector_data_radius():
-    transit_depth = 1 - 0.9989 # this is from the above phase folded figure
-    R_star = 2.04354 * u.Rsun # this is the radius of the parent star for the specific target. Get value from ExoFOP
-
-    def planet_radius (transit_depth, R_star):
-        r_pl_solar_radius = np.sqrt(transit_depth) * R_star
-        r_pl_Earth = r_pl_solar_radius.to(u.Rearth).value
-        print("Radius of the planet: {} Earth radii".format(round(r_pl_Earth, 2)))
-
-    planet_radius(transit_depth, R_star)
-    return planet_radius
\ No newline at end of file
diff --git a/database/archive/Generator/lightCurve.ipynb b/database/archive/Generator/lightCurve.ipynb
deleted file mode 100644
index 3105a9ce..00000000
--- a/database/archive/Generator/lightCurve.ipynb
+++ /dev/null
@@ -1,197 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import matplotlib.pyplot as plt\n",
-    "import lightkurve as lk"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "SearchResult containing 23 data products.\n",
-       "\n",
-       "<table id=\"table6370477392\">\n",
-       "<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n",
-       "<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n",
-       "<tr><td>0</td><td>Kepler Quarter 01</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>1</td><td>Kepler Quarter 02</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>2</td><td>Kepler Quarter 03</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>3</td><td>Kepler Quarter 04</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>4</td><td>Kepler Quarter 05</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>5</td><td>Kepler Quarter 06</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>6</td><td>Kepler Quarter 07</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>7</td><td>Kepler Quarter 08</td><td>2011</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>8</td><td>Kepler Quarter 09</td><td>2011</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>9</td><td>Kepler Quarter 10</td><td>2011</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td></tr>\n",
-       "<tr><td>13</td><td>Kepler Quarter 14</td><td>2012</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>14</td><td>Kepler Quarter 15</td><td>2013</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>15</td><td>Kepler Quarter 16</td><td>2013</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>16</td><td>Kepler Quarter 17</td><td>2013</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr009941387</td><td>0.0</td></tr>\n",
-       "<tr><td>17</td><td>TESS Sector 14</td><td>2019</td><td><a href='https://archive.stsci.edu/hlsp/tasoc'>TASOC</a></td><td>1800</td><td>158322061</td><td>0.0</td></tr>\n",
-       "<tr><td>18</td><td>TESS Sector 14</td><td>2019</td><td><a href='https://archive.stsci.edu/hlsp/tasoc'>TASOC</a></td><td>1800</td><td>158322061</td><td>0.0</td></tr>\n",
-       "<tr><td>19</td><td>TESS Sector 15</td><td>2019</td><td><a href='https://archive.stsci.edu/hlsp/tasoc'>TASOC</a></td><td>1800</td><td>158322061</td><td>0.0</td></tr>\n",
-       "<tr><td>20</td><td>TESS Sector 15</td><td>2019</td><td><a href='https://archive.stsci.edu/hlsp/tasoc'>TASOC</a></td><td>1800</td><td>158322061</td><td>0.0</td></tr>\n",
-       "<tr><td>21</td><td>TESS Sector 26</td><td>2020</td><td><a href='https://archive.stsci.edu/hlsp/tasoc'>TASOC</a></td><td>1800</td><td>158322061</td><td>0.0</td></tr>\n",
-       "<tr><td>22</td><td>TESS Sector 26</td><td>2020</td><td><a href='https://archive.stsci.edu/hlsp/tasoc'>TASOC</a></td><td>1800</td><td>158322061</td><td>0.0</td></tr>\n",
-       "</table>\n",
-       "Length = 23 rows"
-      ],
-      "text/plain": [
-       "SearchResult containing 23 data products.\n",
-       "\n",
-       " #       mission      year author exptime  target_name  distance\n",
-       "                                     s                   arcsec \n",
-       "--- ----------------- ---- ------ ------- ------------- --------\n",
-       "  0 Kepler Quarter 01 2009 Kepler    1800 kplr009941387      0.0\n",
-       "  1 Kepler Quarter 02 2009 Kepler    1800 kplr009941387      0.0\n",
-       "  2 Kepler Quarter 03 2009 Kepler    1800 kplr009941387      0.0\n",
-       "  3 Kepler Quarter 04 2010 Kepler    1800 kplr009941387      0.0\n",
-       "  4 Kepler Quarter 05 2010 Kepler    1800 kplr009941387      0.0\n",
-       "  5 Kepler Quarter 06 2010 Kepler    1800 kplr009941387      0.0\n",
-       "  6 Kepler Quarter 07 2010 Kepler    1800 kplr009941387      0.0\n",
-       "  7 Kepler Quarter 08 2011 Kepler    1800 kplr009941387      0.0\n",
-       "  8 Kepler Quarter 09 2011 Kepler    1800 kplr009941387      0.0\n",
-       "  9 Kepler Quarter 10 2011 Kepler    1800 kplr009941387      0.0\n",
-       "...               ...  ...    ...     ...           ...      ...\n",
-       " 13 Kepler Quarter 14 2012 Kepler    1800 kplr009941387      0.0\n",
-       " 14 Kepler Quarter 15 2013 Kepler    1800 kplr009941387      0.0\n",
-       " 15 Kepler Quarter 16 2013 Kepler    1800 kplr009941387      0.0\n",
-       " 16 Kepler Quarter 17 2013 Kepler    1800 kplr009941387      0.0\n",
-       " 17    TESS Sector 14 2019  TASOC    1800     158322061      0.0\n",
-       " 18    TESS Sector 14 2019  TASOC    1800     158322061      0.0\n",
-       " 19    TESS Sector 15 2019  TASOC    1800     158322061      0.0\n",
-       " 20    TESS Sector 15 2019  TASOC    1800     158322061      0.0\n",
-       " 21    TESS Sector 26 2020  TASOC    1800     158322061      0.0\n",
-       " 22    TESS Sector 26 2020  TASOC    1800     158322061      0.0\n",
-       "Length = 23 rows"
-      ]
-     },
-     "execution_count": 2,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "TIC = 'KOI-5738'\n",
-    "sector_data = lk.search_lightcurve(TIC)#, author = 'Kepler', sector = 4)\n",
-    "sector_data"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "/Users/buyer/Documents/Lens/client/api/.venv/lib/python3.10/site-packages/lightkurve/search.py:414: LightkurveWarning: Warning: 23 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n",
-      "  warnings.warn(\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "<bound method LightCurve.plot of <KeplerLightCurve length=1626 LABEL=\"KIC 9941387\" QUARTER=1 AUTHOR=Kepler FLUX_ORIGIN=pdcsap_flux>\n",
-       "       time             flux      ...   pos_corr1      pos_corr2   \n",
-       "                    electron / s  ...      pix            pix      \n",
-       "       Time           float32     ...    float32        float32    \n",
-       "------------------ -------------- ... -------------- --------------\n",
-       "131.51242901544902  1.9716740e+04 ...  2.7164496e-03  3.2975171e-02\n",
-       " 131.5328634126563  1.9720281e+04 ...  2.6994839e-03  3.3024386e-02\n",
-       "131.55329770975368  1.9714023e+04 ...  2.5704079e-03  3.3077355e-02\n",
-       "131.57373190684302  1.9718172e+04 ...  2.5450261e-03  3.2899491e-02\n",
-       "131.59416620370757  1.9717191e+04 ...  2.5955739e-03  3.2541171e-02\n",
-       "131.61460060057289  1.9722049e+04 ...  2.7610767e-03  3.2539647e-02\n",
-       "131.63503479743667  1.9716164e+04 ...  2.7375324e-03  3.2334488e-02\n",
-       "131.65546909406112  1.9719949e+04 ...  2.8649974e-03  3.2288067e-02\n",
-       " 131.6759034906936  1.9720961e+04 ...  2.7829162e-03  3.2244749e-02\n",
-       "               ...            ... ...            ...            ...\n",
-       "164.79973789519863  1.9710711e+04 ... -6.9696871e-03 -3.8585242e-02\n",
-       "164.82017197250389  1.9708281e+04 ... -7.0878142e-03 -3.8506597e-02\n",
-       "164.84060594980838  1.9704748e+04 ... -7.1305661e-03 -3.9184336e-02\n",
-       " 164.8610401268743  1.9698746e+04 ... -7.1495813e-03 -3.9173510e-02\n",
-       "164.88147420371388  1.9699188e+04 ... -7.3112193e-03 -3.9019190e-02\n",
-       "164.90190818031988  1.9706291e+04 ... -7.4795508e-03 -3.8940493e-02\n",
-       "164.92234225691936  1.9696533e+04 ... -7.7678114e-03 -3.8137969e-02\n",
-       "164.94277643329406  1.9710109e+04 ... -7.7575073e-03 -3.8751621e-02\n",
-       " 164.9632104094344  1.9711164e+04 ... -8.2213264e-03 -3.8885016e-02\n",
-       "164.98364448534267  1.9712939e+04 ... -8.1361383e-03 -3.8783412e-02>"
-      ]
-     },
-     "execution_count": 3,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "lc = sector_data.download()\n",
-    "lc.plot"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 4,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<Axes: xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-      ]
-     },
-     "execution_count": 4,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": "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",
-      "text/plain": [
-       "<Figure size 848.5x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "lc.plot(linewidth = 0, marker = '*', color = 'blue', alpha = 0.7)"
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": ".venv",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.10.9"
-  },
-  "orig_nbformat": 4
- },
- "nbformat": 4,
- "nbformat_minor": 2
-}
diff --git a/database/archive/Generator/static/heightmap.png b/database/archive/Generator/static/heightmap.png
deleted file mode 100644
index 76f90e1b..00000000
Binary files a/database/archive/Generator/static/heightmap.png and /dev/null differ
diff --git a/database/archive/Generator/static/out0.png b/database/archive/Generator/static/out0.png
deleted file mode 100644
index 53f0f10a..00000000
Binary files a/database/archive/Generator/static/out0.png and /dev/null differ
diff --git a/database/archive/Generator/static/out1.png b/database/archive/Generator/static/out1.png
deleted file mode 100644
index 442cbb82..00000000
Binary files a/database/archive/Generator/static/out1.png and /dev/null differ
diff --git a/database/archive/Generator/static/out2.png b/database/archive/Generator/static/out2.png
deleted file mode 100644
index 810db674..00000000
Binary files a/database/archive/Generator/static/out2.png and /dev/null differ
diff --git a/database/archive/Generator/static/output/KOI-5340.png b/database/archive/Generator/static/output/KOI-5340.png
deleted file mode 100644
index c630a309..00000000
Binary files a/database/archive/Generator/static/output/KOI-5340.png and /dev/null differ
diff --git a/database/archive/Generator/static/output/lightcurve.fits b/database/archive/Generator/static/output/lightcurve.fits
deleted file mode 100644
index 55f03b44..00000000
Binary files a/database/archive/Generator/static/output/lightcurve.fits and /dev/null differ
diff --git a/database/archive/Generator/static/rgb.png b/database/archive/Generator/static/rgb.png
deleted file mode 100644
index fff3665c..00000000
Binary files a/database/archive/Generator/static/rgb.png and /dev/null differ
diff --git a/database/archive/Generator/static/spec.png b/database/archive/Generator/static/spec.png
deleted file mode 100644
index abfdcd7f..00000000
Binary files a/database/archive/Generator/static/spec.png and /dev/null differ
diff --git a/database/archive/Generator/tic-classify.py b/database/archive/Generator/tic-classify.py
deleted file mode 100644
index 78df7cbd..00000000
--- a/database/archive/Generator/tic-classify.py
+++ /dev/null
@@ -1,78 +0,0 @@
-from flask import Blueprint, request
-from thirdweb import ThirdwebSDK
-import matplotlib.pyplot as plt
-import lightkurve as lk
-from io import BytesIO
-import base64
-import os
-from dotenv import load_dotenv
-import psycopg2
-from storage3 import create_client
-
-tic_classify = Blueprint('tic_classify', __name__)
-
-# Global variables (anomaly base stats)
-tic = ''
-
-# Database setup
-load_dotenv()
-url = os.getenv("DATABASE_URL")
-storage_url = os.getenv("STORAGE_URL")
-key = os.getenv("ANON_KEY")
-headers = {"apiKey": key, 'Authorization': f"Bearer {key}"}
-storage_client = create_client(storage_url, headers, is_async=False)
-connection = psycopg2.connect(url)
-# PostgreSQL queries -> see more at database/connection.py
-CREATE_PLANETS_TABLE = (
-    """CREATE TABLE IF NOT EXISTS planets (id SERIAL PRIMARY KEY, user_id INTEGER, temperature REAL, date TIMESTAMP, FOREIGN KEY(user_id) REFERENCES users(id) ON DELETE CASCADE);"""
-)
-INSERT_PLANET = (
-    'INSERT INTO planets (user_id, temperature, date) VALUES (%s, %s, %s);'
-)
-"""CREATE_TIC_TABLE = ( # Link this with the main planets table -> create a new table with a foreign key ref
-    #CREATE TABLE IF NOT EXISTS tic (tic_id SERIAL PRIMARY KEY, tic TEXT, planet_id INTEGER, FOREIGN KEY(planet_id) REFERENCES planets(id) ON DELETE CASCADE);
-#)"""
-CREATE_TIC_TABLE = (
-    'CREATE TABLE IF NOT EXISTS tic (id SERIAL PRIMARY KEY, tic_id TEXT);'
-)
-INSERT_TIC = (
-    'INSERT INTO tic (tic_id) VALUES (%s);'
-)
-
-@tic_classify.route('/ticId', methods=['GET', "POST"])
-def ticId():
-    TIC = 'TIC 284475976'
-    sector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 23)
-
-    buf = BytesIO()
-    sector_data.savefig(buf, format='png')
-    data = base64.b64encode(buf.getbuffer()).decode("ascii") # embed result in html output
-    return f"<img src='data:image/png;base64,{data}'/>"
-
-@tic_classify.route('/search', methods=['GET', 'POST'])
-def search():
-    data = request.get_json()
-    tic = data['ticid']
-    
-    sector_data = lk.search_lightcurve(tic, author = 'SPOC', sector = 18) # post tic & other request data to https://deepnote.com/workspace/star-sailors-49d2efda-376f-4329-9618-7f871ba16007/project/lightkurvehandler-dca7e16c-429d-42f1-904d-43898efb2321/
-
-    # Connect to the database
-    with connection:
-        with connection.cursor() as cursor:
-            cursor.execute(CREATE_PLANETS_TABLE)
-            cursor.execute(CREATE_TIC_TABLE)
-            cursor.execute(INSERT_TIC, (tic,))
-            #tic_id = cursor.fetchone()[0]
-            # Get the id of inserted row returned, send to Supabase
-            
-
-    sector_data = lk.search_lightcurve(tic, author = 'SPOC', sector = 18) # new bug discovered: https://www.notion.so/skinetics/Sample-Planets-Contract-4c3bdcbca4b9450382f9cc4e72e081f7#da4bef6caef746ac8017d6511ff7fb52
-    #available_data_all = lk.search_lightcurve(tic, author = 'SPOC')
-    #select_sectors = available_data_all[0:4]
-    #lc_collection = select_sectors.download_all()
-
-    lc = lk.search_lightcurve(tic, author='SPOC', sector=18).download()
-    #lc = lc.remove_nans().remove_outliers()
-    #lc.to_fits(path='lightcurve.fits')
-
-    return(storage_client.list_buckets())
\ No newline at end of file
diff --git a/database/archive/classify.py b/database/archive/classify.py
deleted file mode 100644
index 47474cbc..00000000
--- a/database/archive/classify.py
+++ /dev/null
@@ -1,63 +0,0 @@
-from flask import Flask, Blueprint, jsonify, request, Response
-from .datastore import supabase, find_all_planets, add_planet_to_DB, planets
-# from .app import app
-# from views.models import Planet
-# from .main import gen_image
-# views.py
-classify = Blueprint('classify', __name__)
-
-# GET request -> return all planets in storage/db in JSON format
-@classify.route('/planets')
-def get_planets():
-    planets = find_all_planets()
-    return jsonify({
-        'planets': planets, # Then present this on react frontend, port 5000 -> 3000
-    })
-
-@classify.route('/planets/<planet_id>')
-def find_planet_by_id(planet_id):
-    for planet in planets:
-        if planet["id"] == int(planet_id):
-            return jsonify({
-                "planet": planet,
-            })
-
-@classify.route('/planets/add', methods=['POST'])
-def add_planet():
-    data = request.get_json()
-    try:
-        title = data['title']
-        ticId = data['ticId']
-        # Generate a static image
-        # for seed in range(0, 10):
-            # gen_image(seed)
-            # return send_file('static/out0.png', mimetype='image/png')
-            # Upload this image to supabase
-            #"""axios.post('https://b4c251b4-c11a-481e-8206-c29934eb75da.deepnoteproject.com/planets/add', {
-            #    get image from static/out0.png -> https://deepnote.com/workspace/star-sailors-49d2efda-376f-4329-9618-7f871ba16007/project/Star-Sailors-Light-Curve-Plot-b4c251b4-c11a-481e-8206-c29934eb75da/%2Fstatic%2Fout0.png. This is generated on Deepnote then...permanent URL
-            #    Lightkurve -> https://deepnote.com/workspace/star-sailors-49d2efda-376f-4329-9618-7f871ba16007/project/Star-Sailors-Light-Curve-Plot-b4c251b4-c11a-481e-8206-c29934eb75da/%2Fstatic%2Flightcurve.fits
-            #}).then(res => {
-            #    set this as the url of the image. Still need to determine how to upload it to Supabase storage (could we link an IPFS when it's generated?)
-            #    console.log('res', res.data);
-            #}).catch(err => {
-            #    console.log('error in request', err);
-            #})
-            #"""
-        data = add_planet_to_DB(title, ticId)
-        return jsonify(data), 201
-    except:
-        return Response('''{"message": "Bad Request"}''', status=400, mimetype='application/json')
-
-@classify.route('/generator')
-def generate():
-    # Generate the figure **without using pyplot**.
-    res = 2048 # see generate blueprint above
-    """fig = Figure()
-    ax = fig.subplots()
-    ax.plot([1, 2])
-    # Save it to a temporary buffer.
-    buf = BytesIO()
-    fig.savefig(buf, format="png")
-    # Embed the result in the html output.
-    data = base64.b64encode(buf.getbuffer()).decode("ascii")
-    return f"<img src='data:image/png;base64,{data}'/>"""#"
\ No newline at end of file
diff --git a/database/archive/datastore.py b/database/archive/datastore.py
deleted file mode 100644
index 27ffebaa..00000000
--- a/database/archive/datastore.py
+++ /dev/null
@@ -1,19 +0,0 @@
-from .connection import supabase
-
-# Function to retrieve planet data from supa
-def find_all_planets(): # Right now this is just demo data, we'll push this data to Supa from Lightkurve later
-    data = supabase.table("Planets").select("*").execute()
-    return data['data']
-
-planets = find_all_planets()
-print(planets)
-
-# Function to add a new planet to the store/supa
-def add_planet_to_DB(title, ticId) -> dict: # See `models/TIC.py`
-    planet = {
-        "title": title,
-        "ticId": ticId,
-    }
-    data = supabase.table("Planetss").insert(planet).execute() # Planetsss table on "Testing Playground" project
-
-    return data['data']
\ No newline at end of file
diff --git a/database/archive/main_gif.py b/database/archive/main_gif.py
deleted file mode 100644
index 48f2ea41..00000000
--- a/database/archive/main_gif.py
+++ /dev/null
@@ -1,35 +0,0 @@
-import numpy as np
-import matplotlib.pyplot as plt
-
-import os
-
-from tqdm import tqdm
-from main import gen_rgbbase_and_normal, apply_illum
-import shutil
-
-fig = plt.figure()
-
-N_seconds = 20
-FPS = 20
-
-N_frame = FPS * N_seconds
-
-phi = np.linspace(0, 2 * np.pi, N_frame)
-
-ims = []
-
-os.mkdir('temp')
-
-for i in tqdm(range(N_frame)):
-    rgbref_base, normal_base, cmap = gen_rgbbase_and_normal(seed=436,
-                                                            rot=phi[i])
-    im = apply_illum(rgbref_base, normal_base, cmap)
-    plt.imsave("temp/out" + str(i) + ".png", im)
-
-os.system(
-    "ffmpeg -r " + str(FPS) +
-    " -f image2 -s 1024x1024 -i temp/out%d.png -vcodec libx264 -crf 25 "
-    "-pix_fmt yuv420p test.mp4"
-)
-
-shutil.rmtree('temp')
\ No newline at end of file
diff --git a/database/classify.py b/database/classify.py
deleted file mode 100644
index fea3891d..00000000
--- a/database/classify.py
+++ /dev/null
@@ -1,53 +0,0 @@
-from flask import Flask, Blueprint, jsonify, request, Response
-from .datastore import supabase, find_all_planets, add_planet_to_DB, planets
-# from .app import app
-# from views.models import Planet
-
-# views.py
-classify = Blueprint('classify', __name__)
-
-# GET request -> return all planets in storage/db in JSON format
-@classify.route('/planets')
-def get_planets():
-    planets = find_all_planets()
-    return jsonify({
-        'planets': planets, # Then present this on react frontend, port 5000 -> 3000
-    })
-
-@classify.route('/planets/<planet_id>')
-def find_planet_by_id(planet_id):
-    for planet in planets:
-        if planet["id"] == int(planet_id):
-            return jsonify({
-                "planet": planet,
-            })
-
-@classify.route('/planets/add', methods=['POST'])
-def add_planet():
-    data = request.get_json()
-    try:
-        title = data['title']
-        ticId = data['ticId']
-        # Generate a static image
-        # for seed in range(0, 10):
-            # gen_image(seed)
-            # return send_file('static/out0.png', mimetype='image/png')
-            # Upload this image to supabase
-        data = add_planet_to_DB(title, ticId)
-        return jsonify(data), 201
-    except:
-        return Response('''{"message": "Bad Request"}''', status=400, mimetype='application/json')
-
-@classify.route('/generator')
-def generate():
-    # Generate the figure **without using pyplot**.
-    res = 2048 # see generate blueprint above
-    """fig = Figure()
-    ax = fig.subplots()
-    ax.plot([1, 2])
-    # Save it to a temporary buffer.
-    buf = BytesIO()
-    fig.savefig(buf, format="png")
-    # Embed the result in the html output.
-    data = base64.b64encode(buf.getbuffer()).decode("ascii")
-    return f"<img src='data:image/png;base64,{data}'/>"""#"
\ No newline at end of file
diff --git a/database/connection.py b/database/connection.py
deleted file mode 100644
index 1784bd85..00000000
--- a/database/connection.py
+++ /dev/null
@@ -1,48 +0,0 @@
-from supabase_py import client, create_client
-import os
-
-# url: str = os.environ.get("SUPABASE_URL")
-# key: str = os.environ.get("SUPABASE_ANON_KEY")
-
-url = "" #
-key = "" #
-
-supabase: client = create_client(url, key)
-
-from flask import Blueprint, request
-from dotenv import load_dotenv
-import psycopg2
-import os
-
-database_connection = Blueprint('database_connection', __name__)
-
-load_dotenv()
-url = os.getenv("DATABASE_URL")
-connection = psycopg2.connect(url)
-
-# PostgreSQL queries
-CREATE_USERS_TABLE = (
-    'CREATE TABLE IF NOT EXISTS users (id SERIAL PRIMARY KEY, address TEXT);'
-)
-CREATE_PLANETS_TABLE = (
-    """CREATE TABLE IF NOT EXISTS planets (user_id INTEGER, temperature REAL, date TIMESTAMP, FOREIGN KEY(user_id) REFERENCES users(id) ON DELETE CASCADE);"""
-)
-INSERT_USER_RETURN_ID = 'INSERT INTO users (address) VALUES (%s) RETURNING id;'
-INSERT_PLANET = (
-    'INSERT INTO planets (user_id, temperature, date) VALUES (%s, %s, %s);'
-)
-
-# User Management
-@database_connection.post('/api/user')
-def addUser():
-    data = request.get_json()
-    address = data['address']
-
-    # Connect to the database
-    with connection:
-        with connection.cursor() as cursor:
-            cursor.execute(CREATE_USERS_TABLE)
-            cursor.execute(INSERT_USER_RETURN_ID, (address,))
-            user_id = cursor.fetchone()[0]
-
-    return {'id': user_id, 'message': f"User {address} created"}, 201
\ No newline at end of file
diff --git a/database/database.types.ts b/database/database.types.ts
deleted file mode 100644
index 245337a1..00000000
--- a/database/database.types.ts
+++ /dev/null
@@ -1,117 +0,0 @@
-export type Json =
-  | string
-  | number
-  | boolean
-  | null
-  | { [key: string]: Json }
-  | Json[]
-
-export interface Database {
-  public: {
-    Tables: {
-      profiles: {
-        Row: {
-          id: string
-          updated_at: string | null
-          username: string | null
-          full_name: string | null
-          avatar_url: string | null
-          website: string | null
-          address: string | null
-          //userId: string | null
-        }
-        Insert: {
-          id: string
-          updated_at?: string | null
-          username?: string | null
-          full_name?: string | null
-          avatar_url?: string | null
-          website?: string | null
-          address?: string | null
-          //userId?: string | null
-        }
-        Update: {
-          id?: string
-          updated_at?: string | null
-          username?: string | null
-          full_name?: string | null
-          avatar_url?: string | null
-          website?: string | null
-          address?: string | null
-          //userId?: string | null
-        }
-      }
-      planets: {
-        Row: {
-          id: string
-          userId: string | null // Should not be null in production
-          temperature: number | null // For now, just 3 values: 0 = undefined, 1 = cool, 2 = warm
-          radius: number | null // Measured in Earth radius ratio
-          date: string | null // UNIX time format?
-          ticId: string | null
-          avatar_url: string | null
-          screenshot: string | null // Link/ref to screenshot that was saved from the generator
-          // We can add json types here, that could be useful for all the traits?
-        }
-        Insert: {
-          id: string
-          userId: string | null 
-          temperature: number | null
-          radius: number | null
-          date: string | null
-          ticId: string | null
-          avatar_url: string | null
-          screenshot: string | null
-        }
-        Update: {
-          id: string
-          userId: string | null 
-          temperature: number | null
-          radius: number | null
-          date: string | null
-          ticId: string | null
-          avatar_url: string | null
-          screenshot: string | null
-        }
-      }
-      spaceships: {
-        Row: {
-          id: number
-          owner: number | null
-          name: string | null
-          image: string | null
-          hp: number | null
-          attack: number | null
-          speed: number | null
-        }
-        Insert: {
-          id: number
-          owner: number | null
-          name: string | null
-          image: string | null
-          hp: number | null
-          attack: number | null
-          speed: number | null
-        }
-        Update: {
-          id: number
-          owner: number | null
-          name: string | null
-          image: string | null
-          hp: number | null
-          attack: number | null
-          speed: number | null
-        }
-      }
-    }
-    Views: {
-      [_ in never]: never
-    }
-    Functions: {
-      [_ in never]: never
-    }
-    Enums: {
-      [_ in never]: never
-    }
-  }
-}
\ No newline at end of file
diff --git a/database/datastore.py b/database/datastore.py
deleted file mode 100644
index 27ffebaa..00000000
--- a/database/datastore.py
+++ /dev/null
@@ -1,19 +0,0 @@
-from .connection import supabase
-
-# Function to retrieve planet data from supa
-def find_all_planets(): # Right now this is just demo data, we'll push this data to Supa from Lightkurve later
-    data = supabase.table("Planets").select("*").execute()
-    return data['data']
-
-planets = find_all_planets()
-print(planets)
-
-# Function to add a new planet to the store/supa
-def add_planet_to_DB(title, ticId) -> dict: # See `models/TIC.py`
-    planet = {
-        "title": title,
-        "ticId": ticId,
-    }
-    data = supabase.table("Planetss").insert(planet).execute() # Planetsss table on "Testing Playground" project
-
-    return data['data']
\ No newline at end of file
diff --git a/database/instance/database.db b/database/instance/database.db
deleted file mode 100644
index 8a21ea88..00000000
Binary files a/database/instance/database.db and /dev/null differ
diff --git a/database/kurve-parse.py b/database/kurve-parse.py
deleted file mode 100644
index bce1d86b..00000000
--- a/database/kurve-parse.py
+++ /dev/null
@@ -1,52 +0,0 @@
-from flask import Flask, jsonify, request
-import requests
-import psycopg2
-import lightkurve as lk
-import matplotlib.pyplot as plt
-from thirdweb import ThirdwebSDK
-
-# Flask Initialisation
-app = Flask(__name__)
-
-# Lightcurve initialisation 
-planetTic = ""
-
-# Contract Initialisation
-sdk = ThirdwebSDK("mumbai")
-contract = sdk.get_contract("0xed6e837Fda815FBf78E8E7266482c5Be80bC4bF9")
-_receiver = ""
-_tokenId = 0
-_quantity = 0
-data = contract.call("claim", 0xCdc5929e1158F7f0B320e3B942528E6998D8b25c, 2, 1)
-
-# Flask/api routes
-@app.route('/planet')
-def planet():
-    return jsonify({'planet' : 'planet'})
-
-@app.post('/select_planet')
-def select_planet():
-    data = request.get_json()
-    planetId = data['planetId']
-    planetName = data['planetName']
-    planetTic = data['planetTic']
-    sector_data = lk.search_lightcurve(planetTic, author = 'SPOC', sector = 23)
-    #lc = sector_data.download()
-    #lc.plot()
-    return sector_data
-
-# Show planet data on frontend
-@app.post('/show_planet') # Can we do some calculation for nft revealing using this (i.e. mint nft after classification)
-def show_tic():
-    lc = sector_data.plot()
-    return lc
-
-@app.post('/mint-planet')
-def mint_planet():
-    data = request.get_json()
-    _receiver = data['profileAddress']
-    _tokenId = data['tokenId']
-    _quantity = 1
-    data = contract.call("claim", _receiver, _tokenId, _quantity)
-
-app.run(host='0.0.0.0', port=8080)
\ No newline at end of file
diff --git a/database/supabase/config.toml b/database/supabase/config.toml
deleted file mode 100644
index b61f6a55..00000000
--- a/database/supabase/config.toml
+++ /dev/null
@@ -1,72 +0,0 @@
-# A string used to distinguish different Supabase projects on the same host. Defaults to the working
-# directory name when running `supabase init`.
-project_id = "comments"
-
-[api]
-# Port to use for the API URL.
-port = 54321
-# Schemas to expose in your API. Tables, views and stored procedures in this schema will get API
-# endpoints. public and storage are always included.
-schemas = ["public", "storage", "graphql_public"]
-# Extra schemas to add to the search_path of every request. public is always included.
-extra_search_path = ["public", "extensions"]
-# The maximum number of rows returns from a view, table, or stored procedure. Limits payload size
-# for accidental or malicious requests.
-max_rows = 1000
-
-[db]
-# Port to use for the local database URL.
-port = 54322
-# The database major version to use. This has to be the same as your remote database's. Run `SHOW
-# server_version;` on the remote database to check.
-major_version = 15
-
-[studio]
-# Port to use for Supabase Studio.
-port = 54323
-
-# Email testing server. Emails sent with the local dev setup are not actually sent - rather, they
-# are monitored, and you can view the emails that would have been sent from the web interface.
-[inbucket]
-# Port to use for the email testing server web interface.
-port = 54324
-smtp_port = 54325
-pop3_port = 54326
-
-[storage]
-# The maximum file size allowed (e.g. "5MB", "500KB").
-file_size_limit = "50MiB"
-
-[auth]
-# The base URL of your website. Used as an allow-list for redirects and for constructing URLs used
-# in emails.
-site_url = "http://localhost:3000"
-# A list of *exact* URLs that auth providers are permitted to redirect to post authentication.
-additional_redirect_urls = ["https://localhost:3000"]
-# How long tokens are valid for, in seconds. Defaults to 3600 (1 hour), maximum 604,800 seconds (one
-# week).
-jwt_expiry = 3600
-# Allow/disallow new user signups to your project.
-enable_signup = true
-
-[auth.email]
-# Allow/disallow new user signups via email to your project.
-enable_signup = true
-# If enabled, a user will be required to confirm any email change on both the old, and new email
-# addresses. If disabled, only the new email is required to confirm.
-double_confirm_changes = false
-# If enabled, users need to confirm their email address before signing in.
-enable_confirmations = false
-
-# Use an external OAuth provider. The full list of providers are: `apple`, `azure`, `bitbucket`,
-# `discord`, `facebook`, `github`, `gitlab`, `google`, `keycloak`, `linkedin`, `notion`, `twitch`,
-# `twitter`, `slack`, `spotify`, `workos`, `zoom`.
-[auth.external.apple]
-enabled = false
-client_id = ""
-secret = ""
-# Overrides the default auth redirectUrl.
-redirect_uri = ""
-# Overrides the default auth provider URL. Used to support self-hosted gitlab, single-tenant Azure,
-# or any other third-party OIDC providers.
-url = ""
diff --git a/database/supabase/migrations/_original-ddl.sql b/database/supabase/migrations/_original-ddl.sql
deleted file mode 100644
index 9f9e32fd..00000000
--- a/database/supabase/migrations/_original-ddl.sql
+++ /dev/null
@@ -1,246 +0,0 @@
-create extension ltree;
-
-create table user_profiles (
-  user_id uuid primary key references auth.users (id) not null,
-  username text unique not null
-  CONSTRAINT proper_username CHECK (username ~* '^[a-zA-Z0-9_]+$')
-  CONSTRAINT username_length CHECK (char_length(username) > 3 and char_length(username) < 15)
-);
-
-create table posts (
-    id uuid primary key default uuid_generate_v4() not null,
-    user_id uuid references auth.users (id) not null,
-    created_at timestamp with time zone default now() not null,
-    path ltree not null
-);
-
-create table post_score (
-    post_id uuid primary key references posts (id) not null,
-    score int not null
-);
-
-create table post_contents (
-    id uuid primary key default uuid_generate_v4() not null,
-    user_id uuid references auth.users (id) not null,
-    post_id uuid references posts (id) not null,
-    title text,
-    content text,
-    created_at timestamp with time zone default now() not null
-);
-
-create table post_votes (
-    id uuid primary key default uuid_generate_v4() not null,
-    post_id uuid references posts (id) not null,
-    user_id uuid references auth.users (id) not null,
-    vote_type text not null,
-    unique (post_id, user_id)
-);
-
-create table comments (
-  id uuid primary key default uuid_generate_v4() not null,
-  created_at timestamp with time zone default now() not null,
-  updated_at timestamp with time zone default now() not null,
-  username varchar not null,
-  payload text not null,
-  reply_of uuid not null,
-)
-
-create function initialize_post_score()
-returns trigger
-language plpgsql
-security definer
-set search_path = public
-as $initialize_post_score$
-begin
-    insert into post_score (post_id, score)
-    values (new.id, 0);
-    return new;
-end;$initialize_post_score$;
-
-create trigger initialize_post_score
-    after insert
-    on posts
-    for each row execute procedure initialize_post_score();
-
-create function update_post_score()
-returns trigger
-language plpgsql
-security definer
-set search_path = public
-as $update_post_score$
-begin
-update post_score
-        set score = (
-            select sum(case when vote_type = 'up' then 1 else -1 end)
-            from post_votes
-            where post_id = new.post_id
-        )
-        where post_id = new.post_id;
-        return new;
-end;$update_post_score$;
-
-create trigger update_post_score
-    after insert or update
-    on post_votes
-    for each row execute procedure update_post_score();
-
-create function get_posts(page_number int)
-returns table (
-    id uuid,
-    user_id uuid,
-    created_at timestamp with time zone,
-    title text,
-    score int,
-    username text
-)
-language plpgsql
-as $$
-begin
-    return query
-    select posts.id, posts.user_id, posts.created_at, post_contents.title, post_score.score, user_profiles.username
-    from posts
-    join post_contents on posts.id = post_contents.post_id
-    join post_score on posts.id = post_score.post_id
-    join user_profiles on posts.user_id = user_profiles.user_id
-    where posts.path ~ 'root'
-    order by post_score.score desc, posts.created_at desc
-    limit 10
-    offset (page_number - 1) * 10;
-end;$$;
-
-create function get_single_post_with_comments(post_id uuid)
-returns table (
-    id uuid,
-    author_name text,
-    created_at timestamp with time zone,
-    title text,
-    content text,
-    score int,
-    path ltree
-)
-language plpgsql
-as $$
-begin
-    return query
-    select
-      posts.id,
-      user_profiles.username,
-      posts.created_at,
-      post_contents.title,
-      post_contents.content,
-      post_score.score,
-      posts.path
-    from posts
-    join post_contents on posts.id = post_contents.post_id
-    join post_score on posts.id = post_score.post_id
-    join user_profiles on posts.user_id = user_profiles.user_id
-    where
-      posts.path <@ text2ltree(concat('root.', replace(concat($1, ''), '-', '_')))
-    or
-      posts.id = $1;
-end;$$;
-
-create function create_new_post("userId" uuid, "title" text, "content" text)
-returns boolean
-language plpgsql
-as $$
-begin
-  with
-    "inserted_post" as (
-      insert into "posts" ("user_id", "path")
-      values ($1, 'root')
-      returning "id"
-    )
-  insert into "post_contents" ("post_id", "title", "content", "user_id")
-  values ((select "id" from "inserted_post"), $2, $3, $1);
-  return true;
-end; $$;
-
-create function create_new_comment(user_id uuid, content text, path ltree)
-returns boolean
-language plpgsql
-as $$
-begin
-  with
-    inserted_post as (
-      insert into posts (user_id, path)
-      values ($1, $3)
-      returning id
-    )
-  insert into post_contents (post_id, title, content, user_id)
-  values ((select id from inserted_post), '', $2, $1);
-  return true;
-end; $$;
-
-alter table user_profiles enable row level security;
-alter table posts enable row level security;
-alter table post_contents enable row level security;
-alter table post_score enable row level security;
-alter table post_votes enable row level security;
-
-CREATE POLICY "all can see" ON "public"."user_profiles"
-AS PERMISSIVE FOR SELECT
-TO public
-USING (true);
-
-CREATE POLICY "users can insert" ON "public"."user_profiles"
-AS PERMISSIVE FOR INSERT
-TO public
-WITH CHECK (auth.uid() = user_id);
-
-CREATE POLICY "owners can update" ON "public"."user_profiles"
-AS PERMISSIVE FOR UPDATE
-TO public
-USING (auth.uid()=user_id)
-WITH CHECK (auth.uid()=user_id);
-
-CREATE POLICY "all can see" ON "public"."post_contents"
-AS PERMISSIVE FOR SELECT
-TO public
-USING (true);
-
-CREATE POLICY "authors can create" ON "public"."post_contents"
-AS PERMISSIVE FOR INSERT
-TO public
-WITH CHECK (auth.uid()=user_id);
-
-CREATE POLICY "all can see" ON "public"."post_score"
-AS PERMISSIVE FOR SELECT
-TO public
-USING (true);
-
-CREATE POLICY "all can see" ON "public"."post_votes"
-AS PERMISSIVE FOR SELECT
-TO public
-USING (true);
-
-CREATE POLICY "owners can insert" ON "public"."post_votes"
-AS PERMISSIVE FOR INSERT
-TO public
-WITH CHECK (auth.uid()=user_id);
-
-CREATE POLICY "owners can update" ON "public"."post_votes"
-AS PERMISSIVE FOR UPDATE
-TO public
-USING (auth.uid()=user_id)
-WITH CHECK (auth.uid()=user_id);
-
-CREATE POLICY "all can see" ON "public"."posts"
-AS PERMISSIVE FOR SELECT
-TO public
-USING (true);
-
-CREATE POLICY "owners can insert" ON "public"."posts"
-AS PERMISSIVE FOR INSERT
-TO public
-WITH CHECK (auth.uid()=user_id);
-
-BEGIN;
-
-DROP PUBLICATION IF EXISTS supabase_realtime CASCADE;
-
-CREATE PUBLICATION supabase_realtime WITH ( publish = 'insert, update, delete' );
-
-ALTER PUBLICATION supabase_realtime ADD TABLE post_score;
-
-COMMIT;
\ No newline at end of file
diff --git a/database/supabase/migrations/lightcurveTable.py b/database/supabase/migrations/lightcurveTable.py
deleted file mode 100644
index 0d1fcf59..00000000
--- a/database/supabase/migrations/lightcurveTable.py
+++ /dev/null
@@ -1,20 +0,0 @@
-import supabase
-
-supabase_url = 'https://your-supabase-url.com'
-supabase_key = 'your-supabase-key'
-
-client = supabase.Client(supabase_url, supabase_key)
-
-# Create a new "planets" table
-query = '''
-CREATE TABLE planets (
-  planetId UUID PRIMARY KEY,
-  image TEXT,
-  name TEXT,
-  radius REAL,
-  orbital_period REAL
-);
-'''
-response = client.query(query)
-
-print(response)
\ No newline at end of file
diff --git a/database/supabase/rls/media.sql b/database/supabase/rls/media.sql
deleted file mode 100644
index 43f0a27f..00000000
--- a/database/supabase/rls/media.sql
+++ /dev/null
@@ -1 +0,0 @@
-CREATE POLICY "Logged in users can upload photos 1ps738_0" ON storage.objects FOR INSERT TO public WITH CHECK (bucket_id = 'media' && auth.uid() != null); /* Also applies to 'photos'/'media' bucket(s) */
\ No newline at end of file
diff --git a/database/supabase/rls/posts.sql b/database/supabase/rls/posts.sql
deleted file mode 100644
index d5ed3581..00000000
--- a/database/supabase/rls/posts.sql
+++ /dev/null
@@ -1,10 +0,0 @@
-CREATE POLICY "Any user can create posts" ON "public"."posts"
-AS PERMISSIVE FOR INSERT
-TO public
-
-WITH CHECK (author = auth.uid()) /* https://app.supabase.com/project/qwbufbmxkjfaikoloudl/auth/policies#27609 */
-
-CREATE POLICY "Anyone can see all posts" ON "public"."posts"
-AS PERMISSIVE FOR SELECT
-TO public
-USING (true)
\ No newline at end of file
diff --git a/deepnote/Phase Folding_ Base Planets.ipynb b/deepnote/Phase Folding_ Base Planets.ipynb
deleted file mode 100644
index 4c18bafa..00000000
--- a/deepnote/Phase Folding_ Base Planets.ipynb	
+++ /dev/null
@@ -1 +0,0 @@
-{"cells":[{"cell_type":"code","execution_count":1,"metadata":{"cell_id":"eec0f8180f904ab59daf881db3621604","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_app_is_output_hidden":true,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":18147,"execution_start":1700798802838,"is_output_hidden":true,"source_hash":null},"outputs":[{"name":"stdout","output_type":"stream","text":["Requirement already satisfied: lightkurve in /opt/homebrew/lib/python3.10/site-packages (2.4.0)\n","Requirement already satisfied: astropy>=5.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (5.2.1)\n","Requirement already satisfied: astroquery>=0.3.10 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (0.4.6)\n","Requirement already satisfied: beautifulsoup4>=4.6.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (4.11.2)\n","Requirement already satisfied: bokeh>=2.0.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (3.0.3)\n","Requirement already satisfied: fbpca>=1.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.0)\n","Requirement already satisfied: matplotlib>=3.1 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (3.7.1)\n","Requirement already satisfied: memoization>=0.3.1 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (0.4.0)\n","Requirement already satisfied: numpy>=1.18 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.24.2)\n","Requirement already satisfied: oktopus>=0.1.2 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (0.1.2)\n","Requirement already satisfied: pandas>=1.1.4 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.5.3)\n","Requirement already satisfied: patsy>=0.5.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (0.5.3)\n","Requirement already satisfied: requests>=2.22.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (2.25.1)\n","Requirement already satisfied: scikit-learn>=0.24.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.2.2)\n","Requirement already satisfied: scipy>=1.7 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.10.1)\n","Requirement already satisfied: tqdm>=4.25.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (4.64.1)\n","Requirement already satisfied: uncertainties>=3.1.4 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (3.1.7)\n","Requirement already satisfied: urllib3>=1.23 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.26.12)\n","Requirement already satisfied: pyerfa>=2.0 in /opt/homebrew/lib/python3.10/site-packages (from astropy>=5.0->lightkurve) (2.0.0.1)\n","Requirement already satisfied: PyYAML>=3.13 in /opt/homebrew/lib/python3.10/site-packages (from astropy>=5.0->lightkurve) (5.4.1)\n","Requirement already satisfied: packaging>=19.0 in /opt/homebrew/lib/python3.10/site-packages (from astropy>=5.0->lightkurve) (21.3)\n","Requirement already satisfied: html5lib>=0.999 in /opt/homebrew/lib/python3.10/site-packages (from astroquery>=0.3.10->lightkurve) (1.1)\n","Requirement already satisfied: keyring>=4.0 in /opt/homebrew/lib/python3.10/site-packages (from astroquery>=0.3.10->lightkurve) (23.13.1)\n","Requirement already satisfied: pyvo>=1.1 in /opt/homebrew/lib/python3.10/site-packages (from astroquery>=0.3.10->lightkurve) (1.4.1)\n","Requirement already satisfied: soupsieve>1.2 in /opt/homebrew/lib/python3.10/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.4)\n","Requirement already satisfied: Jinja2>=2.9 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (3.1.2)\n","Requirement already satisfied: contourpy>=1 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (1.0.7)\n","Requirement already satisfied: pillow>=7.1.0 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (9.4.0)\n","Requirement already satisfied: tornado>=5.1 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (6.2)\n","Requirement already satisfied: xyzservices>=2021.09.1 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (2023.2.0)\n","Requirement already satisfied: cycler>=0.10 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (0.11.0)\n","Requirement already satisfied: fonttools>=4.22.0 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (4.39.0)\n","Requirement already satisfied: kiwisolver>=1.0.1 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (1.4.4)\n","Requirement already satisfied: pyparsing>=2.3.1 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (3.0.9)\n","Requirement already satisfied: python-dateutil>=2.7 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (2.8.2)\n","Requirement already satisfied: autograd in /opt/homebrew/lib/python3.10/site-packages (from oktopus>=0.1.2->lightkurve) (1.5)\n","Requirement already satisfied: pytz>=2020.1 in /opt/homebrew/lib/python3.10/site-packages (from pandas>=1.1.4->lightkurve) (2022.7.1)\n","Requirement already satisfied: six in /opt/homebrew/lib/python3.10/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\n","Requirement already satisfied: chardet<5,>=3.0.2 in /opt/homebrew/lib/python3.10/site-packages (from requests>=2.22.0->lightkurve) (4.0.0)\n","Requirement already satisfied: idna<3,>=2.5 in /opt/homebrew/lib/python3.10/site-packages (from requests>=2.22.0->lightkurve) (2.10)\n","Requirement already satisfied: certifi>=2017.4.17 in /opt/homebrew/lib/python3.10/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\n","Requirement already satisfied: joblib>=1.1.1 in /opt/homebrew/lib/python3.10/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\n","Requirement already satisfied: threadpoolctl>=2.0.0 in /opt/homebrew/lib/python3.10/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\n","Requirement already satisfied: future in /opt/homebrew/lib/python3.10/site-packages (from uncertainties>=3.1.4->lightkurve) (0.18.3)\n","Requirement already satisfied: webencodings in /opt/homebrew/lib/python3.10/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\n","Requirement already satisfied: MarkupSafe>=2.0 in /opt/homebrew/lib/python3.10/site-packages (from Jinja2>=2.9->bokeh>=2.0.0->lightkurve) (2.1.2)\n","Requirement already satisfied: jaraco.classes in /opt/homebrew/lib/python3.10/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.2.3)\n","Requirement already satisfied: importlib-metadata>=4.11.4 in /opt/homebrew/lib/python3.10/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (6.0.0)\n","Requirement already satisfied: zipp>=0.5 in /opt/homebrew/lib/python3.10/site-packages (from importlib-metadata>=4.11.4->keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.15.0)\n","Requirement already satisfied: more-itertools in /opt/homebrew/lib/python3.10/site-packages (from jaraco.classes->keyring>=4.0->astroquery>=0.3.10->lightkurve) (9.1.0)\n","\n","\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.3.1\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m23.3.2\u001b[0m\n","\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpython3.10 -m pip install --upgrade pip\u001b[0m\n"]}],"source":["!pip install lightkurve\n","%matplotlib inline"]},{"cell_type":"code","execution_count":2,"metadata":{"cell_id":"b141326feb4b44a69299c1bbe682fa95","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":6,"execution_start":1700798905566,"source_hash":null},"outputs":[{"name":"stderr","output_type":"stream","text":["/opt/homebrew/lib/python3.10/site-packages/lightkurve/config/__init__.py:119: UserWarning: The default Lightkurve cache directory, used by download(), etc., has been moved to /Users/buyer/.lightkurve/cache. Please move all the files in the legacy directory /Users/buyer/.lightkurve-cache to the new location and remove the legacy directory. Refer to https://docs.lightkurve.org/reference/config.html#default-cache-directory-migration for more information.\n","  warnings.warn(\n"]}],"source":["import lightkurve as lk\n","import matplotlib.pyplot as plt"]},{"cell_type":"markdown","metadata":{"cell_id":"3ce5544b1d3943d5a63b850532b5fb50","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"text-cell-h2","formattedRanges":[]},"source":["## Kepler-186"]},{"cell_type":"code","execution_count":3,"metadata":{"cell_id":"6e4f3234f9174beab5f2d54af582ddbe","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":5108,"execution_start":1700799213257,"source_hash":null},"outputs":[{"data":{"text/plain":["<Axes: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":3,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["TIC = 'Kepler-186'\n","available_data_select = lk.search_lightcurve(TIC)[0:3]\n","lc_collection = available_data_select.download_all().stitch()\n","%matplotlib inline\n","fig, ax = plt.subplots(figsize = (8, 4))\n","lc_collection.plot(ax = ax, linewidth = 0, marker = 0, color = 'green', markersize = 1, alpha = 0.8)"]},{"cell_type":"code","execution_count":4,"metadata":{"cell_id":"0e01591a674543bdb47a5dc2bcc97afa","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":34810,"execution_start":1700799218938,"source_hash":null},"outputs":[{"data":{"text/plain":["<Axes: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":4,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/60\n","lc_collection_binned = lc_collection.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":5,"metadata":{"cell_id":"e2ab982f34524bd79aae081392a72065","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":10,"execution_start":1700799287542,"source_hash":null},"outputs":[],"source":["period = 10\n","t0 = 260"]},{"cell_type":"code","execution_count":6,"metadata":{"cell_id":"5f75897870e94cacb47c7856f1d2e93e","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":86,"execution_start":1700799287543,"source_hash":null},"outputs":[{"data":{"text/plain":["<Axes: xlabel='Phase [JD]', ylabel='Normalized Flux'>"]},"execution_count":6,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["lc_phased = lc_collection.fold(period = period, epoch_time = t0)\n","%matplotlib inline\n","fig, ax = plt.subplots(figsize = (8, 4))\n","lc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'pink', markersize = 1, alpha = 0.8)"]},{"cell_type":"markdown","metadata":{"cell_id":"3cfed7d3e50845479afdd1d6a07d2f80","deepnote_app_coordinates":{"h":2,"w":8,"x":0,"y":0},"deepnote_cell_type":"text-cell-p","formattedRanges":[]},"source":["Other planets:"]},{"cell_type":"markdown","metadata":{"cell_id":"40fea746194e46d4a679da0b7d03209a","deepnote_app_coordinates":{"h":2,"w":8,"x":0,"y":0},"deepnote_cell_type":"text-cell-p","formattedRanges":[]},"source":["Kepler-69c. G-Type star, inner of habitable zone (242 day orbit). Likely to be similar to Venus. 1.7x eRadii, 2.4 eMass\n","Kepler-186f. 580LY from Earth. M-Type star.\n","Kepler-442b. K-Type star, 1206LY from Earth. Not tidally locked.\n","Kepler-22b. Obviously\n","Trappist-1. M-Type\n","TOI 700d. M-Type Star, 101.4LY from Earth. Likely to have retained a planetary atmosphere"]},{"cell_type":"markdown","metadata":{"created_in_deepnote_cell":true,"deepnote_cell_type":"markdown"},"source":["<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=50ad3984-69a9-496e-a121-efb59231e7e9' target=\"_blank\">\n","<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\n","Created in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>"]}],"metadata":{"deepnote":{},"deepnote_app_layout":"powerful-article","deepnote_execution_queue":[],"deepnote_notebook_id":"444f50e799124ee0ba9b190392d8450b","deepnote_persisted_session":{"createdAt":"2023-11-24T04:30:30.567Z"},"kernelspec":{"display_name":"Python 3","language":"python","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.10.13"},"orig_nbformat":2},"nbformat":4,"nbformat_minor":0}
diff --git a/deepnote/Star_Sailors_Light_Curve_Plot/Create & deploy tic ids.ipynb b/deepnote/Star_Sailors_Light_Curve_Plot/Create & deploy tic ids.ipynb
deleted file mode 100644
index 65c0c321..00000000
--- a/deepnote/Star_Sailors_Light_Curve_Plot/Create & deploy tic ids.ipynb	
+++ /dev/null
@@ -1,136 +0,0 @@
-{
-  "cells": [
-    {
-      "cell_type": "code",
-      "source": "!pip install lightkurve\n!pip install --upgrade supabase\n#!pip install supabase.errors",
-      "metadata": {
-        "source_hash": "5743b6f6",
-        "execution_start": 1687135118163,
-        "execution_millis": 29268,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "bbed89074c81448e85974609a5e0ecf5",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stdout",
-          "text": "Collecting lightkurve\n  Downloading lightkurve-2.0.11-py3-none-any.whl (247 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m247.6/247.6 KB\u001b[0m \u001b[31m32.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: numpy>=1.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.21.6)\nRequirement already satisfied: pandas>=1.1.4 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.2.5)\nCollecting astropy>=4.1\n  Downloading astropy-4.3.1-cp37-cp37m-manylinux_2_12_x86_64.manylinux2010_x86_64.whl (10.7 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m10.7/10.7 MB\u001b[0m \u001b[31m23.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting bokeh>=1.0\n  Downloading bokeh-2.4.3-py3-none-any.whl (18.5 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m18.5/18.5 MB\u001b[0m \u001b[31m28.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: scipy>=0.19.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.7.3)\nRequirement already satisfied: requests>=2.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (2.28.1)\nCollecting memoization>=0.3.1\n  Downloading memoization-0.4.0.tar.gz (41 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m41.2/41.2 KB\u001b[0m \u001b[31m8.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25h  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hRequirement already satisfied: matplotlib>=1.5.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (3.5.3)\nRequirement already satisfied: scikit-learn>=0.24.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.0.2)\nRequirement already satisfied: tqdm>=4.25.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (4.64.1)\nCollecting patsy>=0.5.0\n  Downloading patsy-0.5.3-py2.py3-none-any.whl (233 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m233.8/233.8 KB\u001b[0m \u001b[31m35.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: beautifulsoup4>=4.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from lightkurve) (4.11.1)\nCollecting uncertainties>=3.1.4\n  Downloading uncertainties-3.1.7-py2.py3-none-any.whl (98 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m98.4/98.4 KB\u001b[0m \u001b[31m18.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting astroquery>=0.3.10\n  Downloading astroquery-0.4.6-py3-none-any.whl (4.5 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m4.5/4.5 MB\u001b[0m \u001b[31m78.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting oktopus>=0.1.2\n  Downloading oktopus-0.1.2.tar.gz (10 kB)\n  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hCollecting fbpca>=1.0\n  Downloading fbpca-1.0.tar.gz (11 kB)\n  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hRequirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (5.0.0)\nCollecting pyerfa>=1.7.3\n  Downloading pyerfa-2.0.0.3-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (734 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m735.0/735.0 KB\u001b[0m \u001b[31m43.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting pyvo>=1.1\n  Downloading pyvo-1.2.1-py3-none-any.whl (832 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m832.7/832.7 KB\u001b[0m \u001b[31m67.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting keyring>=4.0\n  Downloading keyring-23.13.1-py3-none-any.whl (37 kB)\nCollecting html5lib>=0.999\n  Downloading html5lib-1.1-py2.py3-none-any.whl (112 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m112.2/112.2 KB\u001b[0m \u001b[31m23.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: soupsieve>1.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.3.2.post1)\nCollecting PyYAML>=3.10\n  Downloading PyYAML-6.0-cp37-cp37m-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_12_x86_64.manylinux2010_x86_64.whl (596 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m596.3/596.3 KB\u001b[0m \u001b[31m73.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: Jinja2>=2.9 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (2.11.3)\nRequirement already satisfied: pillow>=7.1.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (9.2.0)\nRequirement already satisfied: typing-extensions>=3.10.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (4.4.0)\nRequirement already satisfied: tornado>=5.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.2)\nRequirement already satisfied: packaging>=16.8 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (21.3)\nRequirement already satisfied: fonttools>=4.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (4.37.4)\nRequirement already satisfied: pyparsing>=2.2.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (3.0.9)\nRequirement already satisfied: python-dateutil>=2.7 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (2.8.2)\nRequirement already satisfied: cycler>=0.10 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (0.11.0)\nRequirement already satisfied: kiwisolver>=1.0.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (1.4.4)\nCollecting autograd\n  Downloading autograd-1.5-py3-none-any.whl (48 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m48.9/48.9 KB\u001b[0m \u001b[31m12.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: pytz>=2017.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from pandas>=1.1.4->lightkurve) (2022.5)\nRequirement already satisfied: six in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\nRequirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (1.26.12)\nRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\nRequirement already satisfied: charset-normalizer<3,>=2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2.1.1)\nRequirement already satisfied: idna<4,>=2.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (3.4)\nRequirement already satisfied: threadpoolctl>=2.0.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\nRequirement already satisfied: joblib>=0.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\nRequirement already satisfied: future in /shared-libs/python3.7/py/lib/python3.7/site-packages (from uncertainties>=3.1.4->lightkurve) (0.18.2)\nRequirement already satisfied: webencodings in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\nRequirement already satisfied: MarkupSafe>=0.23 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=2.9->bokeh>=1.0->lightkurve) (2.0.0)\nCollecting SecretStorage>=3.2\n  Downloading SecretStorage-3.3.3-py3-none-any.whl (15 kB)\nCollecting jaraco.classes\n  Downloading jaraco.classes-3.2.3-py3-none-any.whl (6.0 kB)\nCollecting jeepney>=0.4.2\n  Downloading jeepney-0.8.0-py3-none-any.whl (48 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m48.4/48.4 KB\u001b[0m \u001b[31m9.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: importlib-resources in /shared-libs/python3.7/py/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (5.10.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy>=4.1->lightkurve) (3.9.0)\nRequirement already satisfied: cryptography>=2.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (36.0.2)\nCollecting more-itertools\n  Downloading more_itertools-9.1.0-py3-none-any.whl (54 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m54.2/54.2 KB\u001b[0m \u001b[31m7.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: cffi>=1.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (1.15.1)\nRequirement already satisfied: pycparser in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cffi>=1.12->cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (2.21)\nBuilding wheels for collected packages: fbpca, memoization, oktopus\n  Building wheel for fbpca (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for fbpca: filename=fbpca-1.0-py3-none-any.whl size=11375 sha256=f96ba5ed19944b616395552756c5b8dc93bf6cba0bfd6b3e5c047628bf7b5bb4\n  Stored in directory: /root/.cache/pip/wheels/93/08/0c/1b9866c35c8d3f136d100dfe88036a32e0795437daca089f70\n  Building wheel for memoization (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for memoization: filename=memoization-0.4.0-py3-none-any.whl size=50456 sha256=9802d395d85ca9f1467ff18f46053e7de6a0780be5935ee75400607f38fbe34b\n  Stored in directory: /root/.cache/pip/wheels/38/f7/65/161985e7311dd484a23b3a5c9149995dbf11db6cede602e7ef\n  Building wheel for oktopus (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for oktopus: filename=oktopus-0.1.2-py3-none-any.whl size=12778 sha256=77ce2b6d2478a85da49f0277cb894c7be064260c52a29d1355b3b80a00151f35\n  Stored in directory: /root/.cache/pip/wheels/19/22/e3/6d224a32d6f94f28113d6d26c8bef81d7e05978d0efed29517\nSuccessfully built fbpca memoization oktopus\nInstalling collected packages: fbpca, uncertainties, PyYAML, pyerfa, patsy, more-itertools, memoization, jeepney, html5lib, autograd, oktopus, jaraco.classes, bokeh, astropy, SecretStorage, pyvo, keyring, astroquery, lightkurve\nSuccessfully installed PyYAML-6.0 SecretStorage-3.3.3 astropy-4.3.1 astroquery-0.4.6 autograd-1.5 bokeh-2.4.3 fbpca-1.0 html5lib-1.1 jaraco.classes-3.2.3 jeepney-0.8.0 keyring-23.13.1 lightkurve-2.0.11 memoization-0.4.0 more-itertools-9.1.0 oktopus-0.1.2 patsy-0.5.3 pyerfa-2.0.0.3 pyvo-1.2.1 uncertainties-3.1.7\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mCollecting supabase\n  Downloading supabase-0.7.1-py3-none-any.whl (10 kB)\nCollecting realtime<0.0.6,>=0.0.5\n  Downloading realtime-0.0.5-py3-none-any.whl (8.0 kB)\nCollecting storage3<0.4.0,>=0.3.5\n  Downloading storage3-0.3.6-py3-none-any.whl (12 kB)\nCollecting gotrue<0.6.0,>=0.5.0\n  Downloading gotrue-0.5.4-py3-none-any.whl (24 kB)\nCollecting python-semantic-release==7.32.1\n  Downloading python_semantic_release-7.32.1-py3-none-any.whl (54 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m54.9/54.9 KB\u001b[0m \u001b[31m10.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting supafunc<0.3.0,>=0.2.2\n  Downloading supafunc-0.2.2-py3-none-any.whl (2.8 kB)\nCollecting httpx<0.24.0,>=0.23.0\n  Downloading httpx-0.23.3-py3-none-any.whl (71 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m71.5/71.5 KB\u001b[0m \u001b[31m15.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting postgrest-py<0.11.0,>=0.10.2\n  Downloading postgrest_py-0.10.4-py3-none-any.whl (17 kB)\nCollecting invoke<2,>=1.4.1\n  Downloading invoke-1.7.3-py3-none-any.whl (216 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m216.4/216.4 KB\u001b[0m \u001b[31m31.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting python-gitlab<4,>=2\n  Downloading python_gitlab-3.15.0-py3-none-any.whl (135 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m135.9/135.9 KB\u001b[0m \u001b[31m33.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: packaging in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from python-semantic-release==7.32.1->supabase) (21.3)\nCollecting dotty-dict<2,>=1.3.0\n  Downloading dotty_dict-1.3.1-py3-none-any.whl (7.0 kB)\nRequirement already satisfied: wheel in /usr/local/lib/python3.7/site-packages (from python-semantic-release==7.32.1->supabase) (0.40.0)\nCollecting tomlkit~=0.10\n  Downloading tomlkit-0.11.8-py3-none-any.whl (35 kB)\nRequirement already satisfied: requests<3,>=2.25 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from python-semantic-release==7.32.1->supabase) (2.28.1)\nRequirement already satisfied: click<9,>=7 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from python-semantic-release==7.32.1->supabase) (8.1.3)\nCollecting semver<3,>=2.10\n  Downloading semver-2.13.0-py2.py3-none-any.whl (12 kB)\nCollecting twine<4,>=3\n  Downloading twine-3.8.0-py3-none-any.whl (36 kB)\nCollecting gitpython<4,>=3.0.8\n  Downloading GitPython-3.1.31-py3-none-any.whl (184 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m184.3/184.3 KB\u001b[0m \u001b[31m21.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting click-log<1,>=0.3\n  Downloading click_log-0.4.0-py2.py3-none-any.whl (4.3 kB)\nRequirement already satisfied: pydantic<2.0.0,>=1.9.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from gotrue<0.6.0,>=0.5.0->supabase) (1.10.2)\nRequirement already satisfied: certifi in /shared-libs/python3.7/py/lib/python3.7/site-packages (from httpx<0.24.0,>=0.23.0->supabase) (2022.9.24)\nCollecting rfc3986[idna2008]<2,>=1.3\n  Downloading rfc3986-1.5.0-py2.py3-none-any.whl (31 kB)\nRequirement already satisfied: sniffio in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from httpx<0.24.0,>=0.23.0->supabase) (1.3.0)\nCollecting httpcore<0.17.0,>=0.15.0\n  Downloading httpcore-0.16.3-py3-none-any.whl (69 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m69.6/69.6 KB\u001b[0m \u001b[31m19.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting strenum<0.5.0,>=0.4.9\n  Downloading StrEnum-0.4.10-py3-none-any.whl (7.7 kB)\nCollecting deprecation<3.0.0,>=2.1.0\n  Downloading deprecation-2.1.0-py2.py3-none-any.whl (11 kB)\nCollecting websockets<11.0,>=10.3\n  Downloading websockets-10.4-cp37-cp37m-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_17_x86_64.manylinux2014_x86_64.whl (106 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m106.7/106.7 KB\u001b[0m \u001b[31m27.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: typing-extensions<5.0.0,>=4.2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from realtime<0.0.6,>=0.0.5->supabase) (4.4.0)\nCollecting dataclasses<0.7,>=0.6\n  Downloading dataclasses-0.6-py3-none-any.whl (14 kB)\nRequirement already satisfied: python-dateutil<3.0.0,>=2.8.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from realtime<0.0.6,>=0.0.5->supabase) (2.8.2)\nRequirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from click<9,>=7->python-semantic-release==7.32.1->supabase) (5.0.0)\nCollecting gitdb<5,>=4.0.1\n  Downloading gitdb-4.0.10-py3-none-any.whl (62 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m62.7/62.7 KB\u001b[0m \u001b[31m12.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: anyio<5.0,>=3.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from httpcore<0.17.0,>=0.15.0->httpx<0.24.0,>=0.23.0->supabase) (3.6.2)\nCollecting h11<0.15,>=0.13\n  Downloading h11-0.14.0-py3-none-any.whl (58 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m58.3/58.3 KB\u001b[0m \u001b[31m15.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: six>=1.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from python-dateutil<3.0.0,>=2.8.1->realtime<0.0.6,>=0.0.5->supabase) (1.16.0)\nCollecting requests-toolbelt>=0.10.1\n  Downloading requests_toolbelt-1.0.0-py2.py3-none-any.whl (54 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m54.5/54.5 KB\u001b[0m \u001b[31m14.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests<3,>=2.25->python-semantic-release==7.32.1->supabase) (1.26.12)\nRequirement already satisfied: idna<4,>=2.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from requests<3,>=2.25->python-semantic-release==7.32.1->supabase) (3.4)\nRequirement already satisfied: charset-normalizer<3,>=2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from requests<3,>=2.25->python-semantic-release==7.32.1->supabase) (2.1.1)\nRequirement already satisfied: keyring>=15.1 in /root/venv/lib/python3.7/site-packages (from twine<4,>=3->python-semantic-release==7.32.1->supabase) (23.13.1)\nCollecting pkginfo>=1.8.1\n  Downloading pkginfo-1.9.6-py3-none-any.whl (30 kB)\nCollecting colorama>=0.4.3\n  Downloading colorama-0.4.6-py2.py3-none-any.whl (25 kB)\nRequirement already satisfied: tqdm>=4.14 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from twine<4,>=3->python-semantic-release==7.32.1->supabase) (4.64.1)\nCollecting readme-renderer>=21.0\n  Downloading readme_renderer-37.3-py3-none-any.whl (14 kB)\nRequirement already satisfied: pyparsing!=3.0.5,>=2.0.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from packaging->python-semantic-release==7.32.1->supabase) (3.0.9)\nCollecting smmap<6,>=3.0.1\n  Downloading smmap-5.0.0-py3-none-any.whl (24 kB)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->click<9,>=7->python-semantic-release==7.32.1->supabase) (3.9.0)\nRequirement already satisfied: jeepney>=0.4.2 in /root/venv/lib/python3.7/site-packages (from keyring>=15.1->twine<4,>=3->python-semantic-release==7.32.1->supabase) (0.8.0)\nRequirement already satisfied: SecretStorage>=3.2 in /root/venv/lib/python3.7/site-packages (from keyring>=15.1->twine<4,>=3->python-semantic-release==7.32.1->supabase) (3.3.3)\nRequirement already satisfied: importlib-resources in /shared-libs/python3.7/py/lib/python3.7/site-packages (from keyring>=15.1->twine<4,>=3->python-semantic-release==7.32.1->supabase) (5.10.0)\nRequirement already satisfied: jaraco.classes in /root/venv/lib/python3.7/site-packages (from keyring>=15.1->twine<4,>=3->python-semantic-release==7.32.1->supabase) (3.2.3)\nRequirement already satisfied: bleach>=2.1.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from readme-renderer>=21.0->twine<4,>=3->python-semantic-release==7.32.1->supabase) (5.0.1)\nRequirement already satisfied: Pygments>=2.5.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from readme-renderer>=21.0->twine<4,>=3->python-semantic-release==7.32.1->supabase) (2.13.0)\nCollecting docutils>=0.13.1\n  Downloading docutils-0.20.1-py3-none-any.whl (572 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m572.7/572.7 KB\u001b[0m \u001b[31m62.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: webencodings in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bleach>=2.1.0->readme-renderer>=21.0->twine<4,>=3->python-semantic-release==7.32.1->supabase) (0.5.1)\nRequirement already satisfied: cryptography>=2.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from SecretStorage>=3.2->keyring>=15.1->twine<4,>=3->python-semantic-release==7.32.1->supabase) (36.0.2)\nRequirement already satisfied: more-itertools in /root/venv/lib/python3.7/site-packages (from jaraco.classes->keyring>=15.1->twine<4,>=3->python-semantic-release==7.32.1->supabase) (9.1.0)\nRequirement already satisfied: cffi>=1.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cryptography>=2.0->SecretStorage>=3.2->keyring>=15.1->twine<4,>=3->python-semantic-release==7.32.1->supabase) (1.15.1)\nRequirement already satisfied: pycparser in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cffi>=1.12->cryptography>=2.0->SecretStorage>=3.2->keyring>=15.1->twine<4,>=3->python-semantic-release==7.32.1->supabase) (2.21)\nInstalling collected packages: strenum, rfc3986, invoke, dataclasses, websockets, tomlkit, smmap, semver, pkginfo, h11, dotty-dict, docutils, colorama, requests-toolbelt, realtime, readme-renderer, httpcore, gitdb, deprecation, python-gitlab, httpx, gitpython, click-log, supafunc, storage3, postgrest-py, gotrue, twine, python-semantic-release, supabase\nSuccessfully installed click-log-0.4.0 colorama-0.4.6 dataclasses-0.6 deprecation-2.1.0 docutils-0.20.1 dotty-dict-1.3.1 gitdb-4.0.10 gitpython-3.1.31 gotrue-0.5.4 h11-0.14.0 httpcore-0.16.3 httpx-0.23.3 invoke-1.7.3 pkginfo-1.9.6 postgrest-py-0.10.4 python-gitlab-3.15.0 python-semantic-release-7.32.1 readme-renderer-37.3 realtime-0.0.5 requests-toolbelt-1.0.0 rfc3986-1.5.0 semver-2.13.0 smmap-5.0.0 storage3-0.3.6 strenum-0.4.10 supabase-0.7.1 supafunc-0.2.2 tomlkit-0.11.8 twine-3.8.0 websockets-10.4\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0m",
-          "output_type": "stream"
-        }
-      ],
-      "execution_count": 1
-    },
-    {
-      "cell_type": "code",
-      "source": "import lightkurve as lk\nimport random\nimport string\nfrom supabase import create_client\nimport os\nimport uuid\nimport requests\nfrom lightkurve import search_lightcurvefile\nimport matplotlib.pyplot as plt\n#from supabase.errors import ClientError",
-      "metadata": {
-        "source_hash": "88dd7849",
-        "execution_start": 1687135147435,
-        "execution_millis": 4197,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "a284d6d38e464743b68662201a8c2dbb",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 2
-    },
-    {
-      "cell_type": "code",
-      "source": "# Connect to Supabase\nsupabase_url = 'https://qwbufbmxkjfaikoloudl.supabase.co'\nsupabase_key = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6InF3YnVmYm14a2pmYWlrb2xvdWRsIiwicm9sZSI6ImFub24iLCJpYXQiOjE2Njk5NDE3NTksImV4cCI6MTk4NTUxNzc1OX0.RNz5bvsVwLvfYpZtUjy0vBPcho53_VS2AIVzT8Fm-lk'\nsupabase = create_client(supabase_url, supabase_key)",
-      "metadata": {
-        "source_hash": "f6e34383",
-        "execution_start": 1687135151638,
-        "execution_millis": 25,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "9bb22862fc9b48deb3efd8b3bfba8aa3",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 3
-    },
-    {
-      "cell_type": "code",
-      "source": "\"\"\"# Create a new \"planets\" table\nquery = '''\nCREATE TABLE lightkurves (\n  planetId UUID PRIMARY KEY,\n  image TEXT,\n  name TEXT,\n  radius REAL,\n  orbital_period REAL\n);\n'''\nresponse = client.query(query)\n\nprint(response)\"\"\"",
-      "metadata": {
-        "source_hash": "d0b8e81",
-        "execution_start": 1687135151672,
-        "execution_millis": 3,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "04a937cc22644636892704901c73cc89",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 4,
-          "data": {
-            "text/plain": "'# Create a new \"planets\" table\\nquery = \\'\\'\\'\\nCREATE TABLE lightkurves (\\n  planetId UUID PRIMARY KEY,\\n  image TEXT,\\n  name TEXT,\\n  radius REAL,\\n  orbital_period REAL\\n);\\n\\'\\'\\'\\nresponse = client.query(query)\\n\\nprint(response)'"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 4
-    },
-    {
-      "cell_type": "code",
-      "source": "# Create \"planets\" storage bucket if it doesn't exist\n#try:\n #   supabase.storage.create_bucket('planets')\n\"\"\"except ClientError as e:\n    if e.status_code != 409:\n        raise e\"\"\"\n\n# Function to upload light curve graph to Supabase storage\ndef upload_to_supabase(planet_id, image_path):\n    # Create folder for planet in \"planets\" storage bucket\n    folder_name = str(52 + planet_id) # Start folder iteration at 52\n    bucket = supabase.storage().bucket('planets')\n    bucket.directory(folder_name).create()\n    # Upload light curve graph to folder\n    with open(image_path, 'rb') as f:\n        bucket.upload(f'/{folder_name}/download.png', f.read())\n    # Make the uploaded file public\n    bucket.file(f'/{folder_name}/download.png').make_public()\n\n# Loop to generate and upload data for multiple planets\nimport matplotlib.pyplot as plt\nfrom lightkurve import search_lightcurvefile\n\nfor i in range(10):\n    # Generate random TIC ID\n    koi_id = f\"KOI-{random.randint(1000, 9999)}\"\n    # Search for light curve data for TIC ID using Lightkurve package\n    lcf = search_lightcurvefile(koi_id)\n    if lcf:\n        lcf = lcf.download()\n        # Save light curve graph to file\n        lc = lcf.PDCSAP_FLUX.normalize().remove_nans().flatten()\n        fig, ax = plt.subplots()\n        lc.plot(ax=ax)\n        fig.savefig(f\"output/{koi_id}.png\")\n        # Get planet name, radius, and orbital period from lightkurve object\n        if hasattr(lcf, 'target_name'):\n            planet_name = lcf.target_name\n        else:\n            planet_name = ''\n        if hasattr(lcf, 'header'):\n            if 'PRADIUS' in lcf.header:\n                planet_radius = lcf.header['PRADIUS']\n            else:\n                planet_radius = 0.0\n            if 'TPERIOD' in lcf.header:\n                planet_period = lcf.header['TPERIOD']\n            else:\n                planet_period = 0.0\n        else:\n            planet_radius = 0.0\n            planet_period = 0.0\n        # Upload data to Supabase table\n        planet_id = 52 + i # Start planet iteration at 52\n        data = {\n            'id': str(uuid.uuid4()), # Generate UUID for planet ID\n            'image': f'https://<your-project>.supabase.co/storage/v1/object/public/planets/{planet_id}/download.png',\n            'name': planet_name,\n            'radius': planet_radius,\n            'orbital_period': planet_period\n        }\n        supabase.table('lightkurves').insert(data).execute()\n        # Upload light curve graph to Supabase storage\n        upload_to_supabase(planet_id, f\"output/{koi_id}.png\")\n    else:\n        print(f\"No light curve found for TIC ID {koi_id}\")",
-      "metadata": {
-        "source_hash": "b16f88a7",
-        "execution_start": 1687135151686,
-        "execution_millis": 6152,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "e9e64fa5e8714c04908012b3e3883d97",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stderr",
-          "text": "/shared-libs/python3.7/py-core/lib/python3.7/site-packages/ipykernel_launcher.py:28: LightkurveDeprecationWarning: The search_lightcurvefile function is deprecated and may be removed in a future version.\n        Use search_lightcurve() instead.\n/root/venv/lib/python3.7/site-packages/lightkurve/search.py:352: LightkurveWarning: Warning: 35 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n  LightkurveWarning,\n1% (13/1639) of the cadences will be ignored due to the quality mask (quality_bitmask=1130799).\n2023-06-19 00:39:16,279:INFO - 1% (13/1639) of the cadences will be ignored due to the quality mask (quality_bitmask=1130799).\n/shared-libs/python3.7/py-core/lib/python3.7/site-packages/ipykernel_launcher.py:32: LightkurveDeprecationWarning: The PDCSAP_FLUX function is deprecated and may be removed in a future version.\n",
-          "output_type": "stream"
-        },
-        {
-          "output_type": "error",
-          "ename": "APIError",
-          "evalue": "{'code': '42703', 'details': None, 'hint': None, 'message': 'column \"name\" of relation \"lightkurves\" does not exist'}",
-          "traceback": [
-            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-            "\u001b[0;31mAPIError\u001b[0m                                  Traceback (most recent call last)",
-            "\u001b[0;32m/tmp/ipykernel_94/3525543241.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m     60\u001b[0m             \u001b[0;34m'orbital_period'\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mplanet_period\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     61\u001b[0m         }\n\u001b[0;32m---> 62\u001b[0;31m         \u001b[0msupabase\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtable\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'lightkurves'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0minsert\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mexecute\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     63\u001b[0m         \u001b[0;31m# Upload light curve graph to Supabase storage\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     64\u001b[0m         \u001b[0mupload_to_supabase\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mplanet_id\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34mf\"output/{koi_id}.png\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m~/venv/lib/python3.7/site-packages/postgrest/_sync/request_builder.py\u001b[0m in \u001b[0;36mexecute\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m     65\u001b[0m                 \u001b[0;32mreturn\u001b[0m \u001b[0mAPIResponse\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfrom_http_request_response\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mr\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     66\u001b[0m             \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 67\u001b[0;31m                 \u001b[0;32mraise\u001b[0m \u001b[0mAPIError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mr\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mjson\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     68\u001b[0m         \u001b[0;32mexcept\u001b[0m \u001b[0mValidationError\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0me\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     69\u001b[0m             \u001b[0;32mraise\u001b[0m \u001b[0mAPIError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mr\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mjson\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0me\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;31mAPIError\u001b[0m: {'code': '42703', 'details': None, 'hint': None, 'message': 'column \"name\" of relation \"lightkurves\" does not exist'}"
-          ]
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 640x480 with 1 Axes>",
-            "image/png": "iVBORw0KGgoAAAANSUhEUgAAAlEAAAGwCAYAAACJjDBkAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/NK7nSAAAACXBIWXMAAA9hAAAPYQGoP6dpAAD2i0lEQVR4nOx9d7wVxfn+s3vOrcC99N5BBQRpSrGiooDla0s0idi7kkRJNGJFNGKMgEaJJPZojKKi/hAbIoIFRMCrYkEQkN7hXm6/5+z+/tid3ZnZmS3nnnMLzsOHzz27Ozvzzu7szDtv1UzTNKGgoKCgoKCgoBAJen0ToKCgoKCgoKDQGKGYKAUFBQUFBQWFFKCYKAUFBQUFBQWFFKCYKAUFBQUFBQWFFKCYKAUFBQUFBQWFFKCYKAUFBQUFBQWFFKCYKAUFBQUFBQWFFBCvbwIOZhiGga1bt6JZs2bQNK2+yVFQUFBQUFAIAdM0ceDAAXTs2BG6Lpc3KSYqg9i6dSu6dOlS32QoKCgoKCgopIBNmzahc+fO0uuKicogmjVrBsB6CQUFBfVMjYKCgoKCgkIYlJSUoEuXLs46LoNiojIIosIrKChQTJSCgoKCgkIjQ5ApjjIsV1BQUFBQUFBIAYqJUlBQUFBQUFBIAYqJUlBQUFBQUFBIAYqJUlBQUFBQUFBIAcqwXEFBQUGhXlBeXo59+/bBMIz6JkXhFwJd19GiRQvk5+enpT7FRCkoKCgo1CkMw8Arr7yCpUuX1jcpCr9QjBgxAr/+9a99A2mGgWKiFBQUFBTqFISBOvPMM9GzZ0/EYrH6JknhF4JkMol169Zh7ty5AIALLrigVvUpJkpBQUFBoc5QXl7uMFAnnXRSfZOj8AtE9+7dAQBz587FmWeeWSvVnjIsV1BQUFCoM+zbtw8A0LNnz3qmROGXDDL+yHhMFYqJUlBQUFCoMxAjcqXCU6hPkPFXW6cGxUQpKCgoKCgoKKQAxUQpKCgoKCgoKKQAZViuoKCgoKCQAl588UW8/vrreOWVV5jzTz31FN58801MmDABp556qrRccXExXn31VSxbtgy7du1CPB5Hz549cdJJJ+Hkk0+Wqjy3bt2K119/HatXr8bPP/+Mzp07Y+bMmcKy77//Pl577TXs2rULnTp1wkUXXYRhw4YxZcrKyvDUU09hyZIlSCaTGDx4MK655hq0bNnSKXPFFVdg586dwjb+/ve/o0+fPgCAadOmYfXq1di7dy/i8Ti6d++O888/H0OGDPHc98MPP+CFF17Ajz/+CADo2rUrrr/+esZe7vPPP8fs2bOxadMm5Obmol+/frj00kvRvn37yP3MBBQTpaCgUCf4ZM1uHHtI6/omQ0Eho3j22Wfx5ptv4vrrr8epp54qLbd161bcfvvtMAwDZ511Fnr37o2amhp8/fXXePLJJ1FQUIARI0YI7924cSOWL1+OQw89FKZpSu16Fi9ejMceewznn38+jjjiCHz88ce4//778cADDzhMDwA8+OCD2LhxI66//npkZ2fj+eefx+TJkzFjxgyHkbvttttQU1Pj6evmzZtxyCGHOOdqampw9tlno2PHjqiursb8+fNxzz334P7778fhhx/ulPvqq69wzz33YPTo0TjvvPOQTCbx448/oqqqyinzzTff4P7778eJJ56Iiy66CAcOHMB///tf3HXXXXj00UeRk5MTqZ+ZgGKiFBQU6gTjn/ocGx44vb7JUFDIGJ5//nm89tpruO666zB27FjfstOmTUMymcSMGTPQqlUr5/zQoUNx+umno7y8XHrvsGHDHAZrxowZWLt2rbDciy++iOOOOw7jx48HABxxxBHYsGEDXnrpJUyePBmAJQ1auXIl7rnnHkda1KlTJ1x//fX47LPPcNxxxwEAevXqxdRdWVmJn376CSeddBIjMbv11luZckOHDsWVV16JhQsXOkxUMpnEP/7xD/zf//0fLr30UqfskUceydy7ePFitGnTBn/84x+haRoAoLCwELfffjvWrl3r1Bemn5mCsolSUFBQUFCoJV588UXMnj0b11xzDU477TTfst9++y1+/PFH/PrXv2YYKIK2bds6sYxECBNle/v27diyZQuOPfZY5vxxxx2Hr776ypEqLV++HE2aNMHgwYOdMp07d0aPHj2wfPlyaf1Lly5FZWUlRo0a5UtHLBZD06ZNGSlWUVERdu7ciTPPPNP33mQyiby8PIeBAuDEdDJNM1I/MwXFRCkoKCgoKNQCL7/8Mv73v//hyiuvxBlnnBFYftWqVQAsKU2msHnzZgAWQ0SjS5cuSCQS2L59u1Ouc+fODKNCym3ZskVa/6JFi9C2bVv07dvXc800TSSTSZSUlGDOnDnYunUrxo0b51xfvXo1mjVrhjVr1uDaa6/FWWedhWuuuQYffvghU8/JJ5+MTZs2Yd68eSgrK8P27dvx/PPPo2fPnk67YfuZKSh1noKCgoKCQoqorKzECy+8gFNPPRVnnXVWqHv27NkDAGjTpk3G6CotLQUANG3alDlPjsn1srIyNGnSxHN/06ZNceDAAWHdJSUlKCoqwjnnnCO8/v777+Oxxx4DAOTl5eGWW25hbJP27duHqqoqPPLII7jwwgvRpUsXLFq0CDNmzEDz5s0dteLhhx+O2267DQ899BBmzZoFwAqSOXnyZEeFGLafmYJiohQUFBQUGixuf/0b7CipTGud7Qpy8ddzBqSlruzsbBxyyCFYtGgRTj75ZPTr1y8t9TZkfPLJJ0gkEjjhhBOE10eMGIGePXuipKQEn376Kf72t7/htttuc2yeTNNEdXU1LrnkEkdyN3DgQGzevBmzZ892mKjvv/8e06dPx5gxY3DUUUfhwIEDeOmllzBlyhQ88MADjmF5fUIxUQoKCgoKDRbpYnYyBV3Xceedd+K2225zFnc/eyYAjh3Url270LFjx4zQRSQxZWVlaNGihXOel9w0adIEu3fv9txfWlqKZs2aCetetGgRunfvjm7dugmvFxYWorCwEIClsjxw4ACeeeYZh4kibQ8cOJC5b+DAgZg3b55z/O9//xtHHHEErrjiCufcYYcdhssvvxwLFy7E2LFjQ/czU1A2UQoKCgoKCrVAkyZNcM8996CgoAB33313oB1O//79AQBffvllxmgiNkLEZohg8+bNiMfjTpylzp07Y8uWLY6hNl2uU6dOnnp37tyJ77//XiqFEqF3797Ytm2bc9y1a1dp2erqauf3xo0bPTkWW7dujYKCAucZh+1npqCYKAUFBQUFhVqiefPmuPfeewEAd911l29i28MPPxyHHnooZs+ejb1793qu79q1Cxs2bKgVPe3bt0enTp3w6aefMuc//vhjDBw4EFlZWQCssAKlpaX46quvnDJbtmzBunXrPCEHACvsAAAcf/zxoWn57rvvGGZm8ODBiMfjKCoqYsoVFRWhd+/eznHbtm3x008/MWV27tyJkpIStG3bNlI/MwWlzlNQUFBQUEgD2rVrhylTpuDWW2/F3XffjalTpwqNtgHgT3/6E2677TbcdNNNOPvss51gm6tWrcK8efNw0003SdWClZWVWLFiBQCL4SovL3eYiP79+zuqtN/+9reYNm0a2rdv7wSh/PHHH/HAAw84dfXp0wdDhgzBI488giuuuMIJttm9e3ccffTRnrYXLVqEvn37OkwMjS+++AIffvghjjrqKLRp0wYHDhzAokWLsHLlStx8881OuRYtWuCMM87ACy+8AE3T0LlzZyxevBirV69m4jqNGzcOTzzxBP79739j2LBhOHDgAF5++WUUFhYyIQ3C9DNTUEyUgoKCgoJCmtCtWzfcfffduOOOOzBlyhRMmTJFWK5jx454+OGH8dprr+Gdd97Brl27kJWVhZ49e+Kqq67CUUcdJW2juLjYwyCQ4/vvvx8DBlh2ZCeccAKqqqrw6quv4tVXX0Xnzp1x2223eaJ433LLLXjqqafw2GOPwTAMDBo0CNdcc40n7czGjRuxYcMGXHfddUK62rdvj5qaGjz33HMoKSlBQUEBunfvztBEcOmllyIvLw9z5sxBcXExunTpgttvv51JD3PmmWciKysLb7/9NubPn4+8vDz06dMHf/nLX1BQUOCUC9vPTEAzeUWoQtpQUlKCwsJCFBcXMy9cQeGXiO63zlMRyxWwadMmTJ8+HRMnTkSXLl3qmxyFXyiCxmHY9VvZRCkoKCgoKCgopIB6ZaIWL16MM888Ex07doSmaXjjjTcC7/noo48wZMgQ5OTkoHfv3nj22Wc9ZWbOnInu3bsjNzcXw4cPx7Jly5jr//73vzFq1CgUFBRA0zTs37/fU0f37t2haRrzvy70qwoKCgoKCgqNA/XKRJWVlWHgwIGYOXNmqPLr16/H6aefjhNPPBFFRUW48cYbceWVV+K9995zyrz88suYOHEi7r77bqxcuRIDBw7EmDFjsHPnTqdMeXk5xo4di9tuu823vSlTpmDbtm3O/9///vepdVRBQUFBQUHhoEO9GpaPGzeOyacThFmzZqFHjx6YNm0aAKBv37745JNPMGPGDIwZMwYAMH36dFx11VW47LLLnHvmzZuHp59+2skufeONNwKwpFp+aNasWcZjTCgoKCgoKCg0TjQqm6glS5Zg9OjRzLkxY8ZgyZIlAKwgXStWrGDK6LqO0aNHO2Wi4IEHHkCrVq0wePBg/P3vf0cikfAtX1VVhZKSEua/goKCgoILXbeWnWQyWc+UKPySQcYfGY+polGFONi+fTvatWvHnGvXrh1KSkpQUVGBffv2IZlMCsv88MMPkdr6wx/+gCFDhqBly5b47LPPMGnSJGzbtg3Tp0+X3jN16lTcc889kdpRUFBQ+CWBpOZYt25dYHoUBYVMYd26dQDApIpJBY2KiapLTJw40fl9xBFHIDs7G9dccw2mTp0qTXo4adIk5r6SkhLlwqugoKBAIT8/HyNGjMDcuXMBAD179vTEI1JQyBSSySTWrVuHuXPnYsSIEcjPz69VfY2KiWrfvj127NjBnNuxYwcKCgqQl5eHWCyGWCwmLFNb26bhw4cjkUhgw4YNOOyww4RlcnJyGkRWaQUFBYWGjF//+tcA4DBSCgp1jREjRjjjsDZoVEzUyJEj8fbbbzPn5s+fj5EjRwIAsrOzMXToUCxYsABnn302AMAwDCxYsAATJkyoVdtFRUXQdV0Y6l5BQUFBITx0XccFF1yAM888E/v27YNhGPVNksIvBLquo0WLFrWWQBHUKxNVWlqKtWvXOsfr169HUVERWrZsia5du2LSpEnYsmUL/vOf/wAArr32Wjz22GO45ZZbcPnll+PDDz/E7NmzMW/ePKeOiRMn4pJLLsGRRx6JYcOG4eGHH0ZZWZnjrQdYtlXbt2932v7mm2/QrFkzdO3aFS1btsSSJUvw+eef48QTT0SzZs2wZMkS3HTTTRg/fnyt9acKCgoKChby8/PTtpgpKNQLzHrEwoULTQCe/5dccolpmqZ5ySWXmCeccILnnkGDBpnZ2dlmz549zWeeecZT76OPPmp27drVzM7ONocNG2YuXbqUuX733XcL2yV1rVixwhw+fLhZWFho5ubmmn379jXvv/9+s7KyMlL/iouLTQBmcXFxpPsUFA5GdPvLW/Xa/v8+/7le21dQUGg8CLt+q9x5GYTKnaeg4KK+c+fVd/sKCgqNByp3noKCgoKCgoJCBqGYKAUFBQUFBQWFFKCYKAUFBQUFBQWFFKCYKAUFBQUFBQWFFKCYKAUFBQUFBQWFFKCYKAUFBQUFBQWFFKCYKAUFBQUFBQWFFKCYKAUFBQUFBQWFFKCYKAUFBYUGiuqEgQOVNWmv97oXVqS9TgWFXyIUE6WgoKDQQPHcZxtw9sxP017vO6u2p71OBYVfIhQTpaCgoNBAUVGTRHFFor7JUFBQkEAxUQoKCgoNFFp9E6CgoOALxUQpKCgoKCgoKKQAxUQpKCgoKCgoKKQAxUQpKCgoNGiY9U2AgoKCBIqJUlBQUGig0JRRlIJCg4ZiohQUFBQUFBQUUoBiohQUFA56mKZSiSkoKKQfiolSUFA46NGYeajGTLuCwsEOxUQpKCgc9GisfIimjKIUFBo0FBOloKBw0KOhq/OKy2uw80BlfZOhoKAQEYqJUqhz3PLqV0gkjfomQ+EXhIbNQgFT3/keVz23vL7JUFBQiAjFRCnUOWYv34yE0dCXNQWFOoZEdae+FAWFhgvFRCkoKBz0aODavAZPn4KCghiKiVJQUDjoYSp5joKCQgagmCgFBYWDHg1d0qOc8BQUGicUE6WgoKBQz/Bj8hq6Z6GCwi8ZiolSUFBQaKBQEioFhYYNxUQpKCgc9GjowhzFLCkoNE4oJkqhXtDQFzWFgwsN3bC8Pr4HpSZUUKg9FBOloKBw0KMx8wuZIr0xPxMFhYYCxUQp1AsaumRA4eBCQx9tMnWehszp+Rr6M1FQaAxQTJSCgsJBj4auukqVvNlfbMLv//dlSvcaDfyZKCg0BigmSqFeEGb+NgwTFdXJzBOjoNBI8fPeMny5cV9K9yoeSkGh9lBMlEK9IMz8/erKzRj3yOKM06Jw8KOh8wt+3nl+zI4GLWVmqC5V6t1vnVdnbSko1CUUE6XQYFFamcCOkqr6JkPhIEBDl7rI6AsKfaBpqasqG/ozUVBoDFBMlEK9IMzEr+Z4hbThIB1MmqYdrF1TUGgUqFcmavHixTjzzDPRsWNHaJqGN954I/Cejz76CEOGDEFOTg569+6NZ5991lNm5syZ6N69O3JzczF8+HAsW7aMuf7vf/8bo0aNQkFBATRNw/79+z117N27FxdeeCEKCgrQvHlzXHHFFSgtLU2xpwqpQgUhVEgHGro3aKrjXEPqBuJKEqWgUHvUKxNVVlaGgQMHYubMmaHKr1+/HqeffjpOPPFEFBUV4cYbb8SVV16J9957zynz8ssvY+LEibj77ruxcuVKDBw4EGPGjMHOnTudMuXl5Rg7dixuu+02aVsXXnghvv32W8yfPx9vvfUWFi9ejKuvvjr1ziowCDN/N3SPKoXGgav/sxwb9pSnfH9pVSKN1IiRau48XWscNlEKCgcr4vXZ+Lhx4zBu3LjQ5WfNmoUePXpg2rRpAIC+ffvik08+wYwZMzBmzBgAwPTp03HVVVfhsssuc+6ZN28enn76adx6660AgBtvvBGAJdUS4fvvv8e7776LL774AkceeSQA4NFHH8Vpp52Ghx56CB07dkyluwoUwk78ShBVNzhQWYM5K7fgkqO71zcpacf73+3A+9/tSPn+/ne/hw0PnJ5GisIjaPxrGmCkykTVEQ+lNkMKBzMalU3UkiVLMHr0aObcmDFjsGTJEgBAdXU1VqxYwZTRdR2jR492yoRtp3nz5g4DBQCjR4+Gruv4/PPPpfdVVVWhpKSE+a+g0BiwYXc57v5/39Y3Gb9YpKrO0zUgVYOvumJt6pKH2l5ciW+3Ftddgwq/eDQqJmr79u1o164dc65du3YoKSlBRUUFdu/ejWQyKSyzffv2SO20bduWORePx9GyZUvfeqZOnYrCwkLnf5cuXUK3+YuD2pwqKDhIldHQNK0Wkqi6+QhlNlumaaadhmc/24Dr/7syrXUqKPihUTFRDR2TJk1CcXGx83/Tpk31TVKDRVh7DE1Zliv8wuH3pVjqvAYuiZKc/9WsJZizckta29I1IJkqV6mgkAIaFRPVvn177NjB2jbs2LEDBQUFyMvLQ+vWrRGLxYRl2rdvH6kd2hAdABKJBPbu3etbT05ODgoKCpj/CgqNAcrIuH4hzZ0XsIeolWF5Hb1yGZO3ZscB7ClLbxy42jwPhfrHiPsX1DcJkdGomKiRI0diwQL2Ic+fPx8jR44EAGRnZ2Po0KFMGcMwsGDBAqdM2Hb279+PFStWOOc+/PBDGIaB4cOH17IXCkC4CVxNhgq/FPiOdd+I5bXIgVdnhuXya+lOsKxzwUdPeugjGEoy1WiwvaSyvkmIjHplokpLS1FUVISioiIAVgiDoqIibNy4EYClHrv44oud8tdeey3WrVuHW265BT/88AP++c9/Yvbs2bjpppucMhMnTsQTTzyB5557Dt9//z2uu+46lJWVOd56gGXzVFRUhLVr1wIAvvnmGxQVFWHv3r0ALK+/sWPH4qqrrsKyZcvw6aefYsKECfjNb36jPPPqGEqZp9BQUZM08Jt/h3dYyQR0TUuZGaor6aOMicpE67yN2LrdZUrG2khQWdM486TWa4iD5cuX48QTT3SOJ06cCAC45JJL8Oyzz2Lbtm0OQwUAPXr0wLx583DTTTfhkUceQefOnfHkk0864Q0A4IILLsCuXbtw1113Yfv27Rg0aBDeffddxth81qxZuOeee5zj448/HgDwzDPP4NJLLwUA/Pe//8WECRNw8sknQ9d1nHfeefjHP/6RkefwS0SoOFFq+lNowKhOGFi6bm9a6ko52GbqPFS9q/Ngpj+Yrq5pqUvmFOoVVQmjvklICfXKRI0aNcrXO0MUjXzUqFH48ssvfeudMGECJkyYIL0+efJkTJ482beOli1b4sUXX/Qto5A6QnvlKFGUwi8A0tx5IT6AlHPnpXRX+trJjCTKGzfLej5qImnoaKzxxBqVTZSCgoJCXaKksqa+SfBlNvRGHOIgE+BtogAVTaWxoLGarikmSqFeEC7tS8bJUKhjNKbdpmmaOGLy+/VNhi8aRYgDmTbPNNMewkQTqPMa0ZD7xeFAZY2TVqmxqmEVE6XQoKGE8AoNFeme8lMZ67qmNXibKMI4L/pxF3se6f++RZI5ZVvZcPHnV77CbXO+AaCYKAWFSGik34tCLdGY3nsQremWqolqCxLUaAL1Vfj26tY775Knl3nOp9+wPP2L8cVPL8O+suq01qlgobLGQLVtUN6Y5gYaiolSqBeEmcAb6Tel4IP6fqdvFqUvQnZd2XD4MUlabYJL1rN3XiaYOFHIh9ouzot/3IX9FfVvG3cwgn41ZJxMfLmoXmhJFYqJUmjQUGlfFPxw7j8/RU0yvGv0Z2v3hC4buPammQdITZ3X8G2i5n+3Q3ot3V93bWzEFOoXZFMy58v0pgLKNBQTpVA/UBHLf5FItwps5cb9SCQzM1CCaE33Yp1KbRpq452X2n1Rcatt8yJqP92bJNomqiqRdNpRaJig335jjSxfr3GiFBSCoARRBxfqe5pM53iq7zhLgCWJSr3e+n0bJjJrE/XcZxvsdup71CnIQN7MIx+sQUFe42RHlCRKoV6gpjWFdEHTgB+2l6S93qAxmm5JlIifCJLU1IYJqXcJjZkB7zzdtRGryZCEUiG90DRgzpebsWx9eqL/1zUUE6VQLwiVgFixWgcdMrFwmyYw9uGP019xiHbTWl8K99RGHVZWlajzfGW0YX8mvm9RQuZ0vKfaMHsV1clGmxeuLpFspOo8xUQpNGgobd7BhUwsnJkyJE41xMGzn67PADVi1Ob7uOo/y/Hgu6vTRksY/PGlIue3mQF9Hgm2+f632x2Hg/pemie8uBJT3/6+nqlo2BAxv40FiolSqBcoKZNCulBfI0nW7uS536VUn4yd8FtbaiOJKqlMoKKeJCRJw0TCMPHTztK0OhsQw/Krn1+BDbvLANR/lPy95dUor/7lSKIe/+inyPdotUhfVN9QTJRCg0Uj3Zg0StRd9Or01xllBxul/SBGvy6884JYJGJYvmV/BUzTxNb9FeHbq8cPbL3N4Dz72QZsLa5MW720oT2xiarvacQwgVhtPAAaKIbcO194/m/v/hC6DnoMKnWegkIE8PO3aZpCu4GgnfYf/vcl/r04+s5H4eBBffECDYHJJ5/Hw/N/xJ6yatz5xqrQ99Yn+Zv2locuu+tAFdbtKg1VVqfmi+oI8cMyCcMwoR+ETNTeNEZxV+o8BYWI4D+XD3/YiRFTF0SuZ+3OUmzaG373rXDwIYpEJYr2K6jauvDOCwJhGpKmCdO0/oZFfa5ZtNQh6P09/tFPuOb5FaHqpd9vQ0knkjRMxGqhdt1bVo0yO0nvQQtNSaIUFGqFsuok9pd7UysEqjP0xruD+SUiU9559dF+XXnnhbEfNAwTJsxIC5FhmvUWhy1T3ywjibKZqPrW5xmmWat4Xhc99TkeWbAmfQQ1QChJlIJCRKTLHkND6lnsFeoOmbS/qTfD8jpoOIjJcSVRAMyIu/l6/HCiNh22vE6taNWOd179zhCGWTt1XnXCyFhU/oYATbMNyxuG9jUyFBOlUC8IFScqRCG9FlnsCV5dsVnFcakjNKYQB0Hw60sqY7I26jxLEhXRyD6F9qLi0NvfEbdN0RlEchRpGS2JckIcpCNOVAgaSJoZHrVV5/0SoCGaKrohQTFRCg0aQXNPOnYwS9ftOfhtDuoZZH4MO0/uL68OzYhkau4NtomSX0vFviO1YJtue6aJSN9CXXjnyYy7M2X+oonUeWlAmEd12B3vCs/X1juPNG2aZqPNLxcGSp2n8IuAYZgZmXxTnWJqk8WegOziFRoOBk2Zj2+3hkvlUl+u+n7tpnNX7RsnimrPhBnNsLx2ZNUKUb/ZsO+YDXFQ+2Cbn63dXYu7LVi2Z7WXRL319Tac8egnta4nHUj3N6dpjTcBsWKiFAKxo8SN43LO459hzsotPqXThzDfqZ6GIG2G7dnUUGGa5kEjKYvymGtCuqhn6tUFsdb81cuf/cJZXFKRRAlz54W817AlUVENy3m8/uVmrNpSHLqOVPD4Rz/hjS/DzyFR2A9anUcYl9os+LtKq+y6Uq4ChmkiVouVljS9p7QKa0OGesg00j1fatCUOk/h4MXw+93QAz/tLE1LfBD+e5FPUsEJWGsrR2roG6ANe8rxj0bunUOrJNKNerOJ4tr98IedToDHulLnEViSqGjPV0Ti7gPVKKnwesmmE+9+ux2frt2Tkbo1we+6HB2i528YOOhsotL9TC1JVJorrSMoJkohEsw0uUWHYXzCfKiaptV6V2TYqpCGiqRhNNoYKnWB+rKJEl2vsNN71PX7Stpq9ki7edO7RTHMzH8JUd3ZU51vyH11yWOLXnvSSI86Lx11pAuZ2Aw11jlOMVEKDRrBLt61l0Q0dCmyYdZ7qJtag0y6mehHfT0b0ZxfXmOpXRNpUucB/v0j14hKOkqQbhG7ZEmzwteRKug2UmFWw0CrZfrysx6Lbn8kYi6SppkWw3LvQf0hE2QodZ7CLwLpGuYedV6KE56G9EiiGsrkJIJhmo3Wc4VHlG6E3XlnyiA1qFYRE0IkUemiKewzILv4ZASdiIg5ryupbKbGs6jWVPvz1ebotmGi124KmKgVP+/FyIgZGhqQICr9NlGapgzLFX4ZMM26EyuHMixPQ8TyulBh1AaG0fClZQc7ZLYuPKpst/pUJFGpgJBFxkikWJumiRc/3yisL9OIInWw7B6jQ0uDUVTUuU40FyUNkzF4B4D95TXYFjLxMn1nQ5mp0kmHZm+hlSRK4ReDdLBQ/Ocim6uCs9jXPmJ5ute74vKatOr3G8rEWRuYnh/pQ8akGgEBIUXvhTBRdW4TZRMYZTcvK5rptaxo035WnZfGQSFSE9am9lRtf6oSSSSS7ljgtXkNSaqUCtI1Rkg9WhrMMuoLiolqpKisSWLr/rpPvJuuCS9taV/SIAYm7uHpwr8//glrd6bPFdk06y8WUrqRCYawTmx4QrZbVZOaYbnvc/G95HoDjn/q87TGTJsy9zu8snyTsFxN0mjwY5IwlnVrWG41dtV/VjgetaaZnmCbUfHznrJ6WSNSgfLOU6hzzFm5Bcc/uLBe2q6rXVSYBTctwTbTPMsmjfTW2dDVjZlC6BhJdWBfI2pDyESlWZ0X9lszTBMb95ZHkqp2ap6Hod1aMOcsw3Krkk/X7sZ328QBT0dOXRA5TEF2isGStAj6PPpLSYeNDVHnhbXZJE3uOlCFfXZC9SQVbPPdVdtQnTAi24BqWnQNwK2vfYO/vftDxLvCIV2fHD2+lXeeQp3CROM2Ng5LeWDaF9T+g7YMbNOpUkivZMswG79NVNS0L5HqTn+VHoi+NdE5wkRF/TZr60lGFqBIufNME81y48w5mmGnv72apOGopwBgd2k1DlRGiyeVHRcvN5ka244kqg63IIQB1cBKCWP2s7z2hZXYVlwRmSNK5RnFdA0HKhMZkRjKnuluOzhp6HqIOk8F21SoSyQNEyt/3l8vbZtmemyieIjqbKwRy9Pt4dTQ41hFQZRehC3rhE9I8yQc5IYvao0koU0k06jO87vPvo0wUUGPYEdJJZ75dD0AiznnDZ5NE0zHSH1/ee1r3Dfv+5RoJMiKZV6lRfc/aZg4tF3TeokTpWnsxkHn1HlRngRjWB6hL5pmBYD9JA2pa3jI6Djyvg+iV6aR59U45zjFRDVCGKaJ11Zurpe2TaTHOy/s9xK0Q7dokVf2444DuO6FFWmhJSzSLTmKKtnaUVLZ4CakTDKB0eJLRirs24ZI6uPma0ujZDNEXYSWIEnUqi3FuGfudwAslSP/dZkSht0wTHwXMpchjz7tmwEAsjh1Xlj1XqqzDfGKS+VNpKpaciRRlAbSBBtsk46oQphu3zpTosRlkPeXpz8CfVq/ZntjTj/zQVPeT2cLGYViohoh4rUwUqw10vb1sBXVJiqx33y3YXcZ3lm13beO2tocPb9kA5MxPt2SrahhrIbfvwDfZDj/WaqIwtyFHRLOYpVBvlEYmFLQHtF4RaVFtlmQPYO1Ow+guLzGocqNE+XfsM4s5t7sA5ZNlPe+9oV52FYS3Uh5XP/2eHPCMQC8TNTvhnd12gxC1LEAUExUCgMjbN5GT/uUekqmwn5x2UZc9swXAIC/vPp1qHpTmR/JMlFRE8yoRUWmI5ZngvHLFBQT1QhR3+H/686wPBhBhuVh6ghjR/L15v3Sa0vX70U1NemaIWysZi5cG4IyQl/0RTly+WjFGxTI+wu3GIsH762veRczxkhZpM4TxgSyJVGRn3+0G857fAle+sKN8UToCxKg0N+uzFjedTt3GZBWTbKxtzR6zkxL/W81yttEhfZY4+zKb3q5KNRtScNEPEUVYqpMlEFJomiqaSp2H3DthsqrIzA4ESde8nyrMsFEpbMyDUAaQtXUFxQTpRAJ6QtxwJ+R7MQD5o2Y7h+x3G/HVJVI4kBljc2kmKhJGlgnyZL+8AfyBMCGnbeMbjNoEf37e6v9C9D184YqIdDQ4tCkI2ZPYN0hOBfZ+H3pC7Erv9uG975fzVriOUe88jJtw8ZLkVybqAiSKMF1mrHigzzy9lOh6IRLJ28TRXiowPfGXX79yy3yolRdCVsStWF3eWT1XA1n0xb2fTo2UQjHSOdnx0LVm8r3QzbblTXpjx2QbkFUOhyE6guKiWrEqI8xly7D8nTRrkHzlST5zZ2zPlqH3z3xueMKvXlfBZ5f+rOkHnlFScNk2kl3rrtU1IO19fbKFDIxUWYu2CbdRkhaQhp48yDvq7i8xuP1JqvLUhmxarygZ0EzQqIQADJ2PWGYyJJ41wWBtMhLooixdSpvLwzDnDSsdCvjn/rcV5IsQsrqPNIbv8To1KeZlx2XFPK9TYhKTuJEmFT+fFqQbiZKs97XUd2tkBv1arISEYqJUgiF0dMXuQcZEHMIqwwxUdJeMCL4XSuvSdiSKNMJaCkr77eTNbiVx6ov/Czz6drd+F4SjweAnc6jcUuiUoGmWQEDtwekxwizSydSkFSZy7DvMxGSmfHUb1N/w4srcd9blBec5EXytbuG5f7t0NXxErxnP12P7cWsU4Jjc5VMLYku/Rh4m6iYTUzgoxJ4boVhaulI4bVN3xL2dbo2Ue47NcE+d3oMhpVEiVBcUYO/zrOcBHaXVqHPne8y10k7lSGM16MinRuXfWXVTpiZ8SO6ASAahsYhmqpXJmrx4sU488wz0bFjR2iahjfeeCPwno8++ghDhgxBTk4OevfujWeffdZTZubMmejevTtyc3MxfPhwLFu2jLleWVmJG264Aa1atULTpk1x3nnnYceOHUwZTdM8/1966aXadDftqMt1kkTgTtewDu+dF3Bd85dEhYk9YlCLsOzD9auGTxAcVRJ171vf4X/LLPuWxz5cwxipk/ojSzYaKBMVVc01cfZXeOh9f9WnzICXRkFuVuT26ZK8ekcGR60WuhUWZdUJ53d1wsD738qdIkTqvKDFjbeJ0jXNuXfy3O/wzZZiJk6UaQJL1+3BtPk/OkxPFFgMhHWfh4lymLLoTyuKJAqIPleKNk2maaK0KiEo7aLMvs6GOJDTmpcVjokSPfrtxZV44uP1AMSSM91+3JmIYZnOKj/7aQ++2rQfhumOlbzsmBNzraGjXpmosrIyDBw4EDNnzgxVfv369Tj99NNx4oknoqioCDfeeCOuvPJKvPfee06Zl19+GRMnTsTdd9+NlStXYuDAgRgzZgx27tzplLnpppswd+5cvPLKK1i0aBG2bt2Kc88919PeM888g23btjn/zz777Fr3OZ2oH3We1y06HRAKokLcp2vWRyhD0GRLM06WxEdczk8SlTTYpTlqSAJ6l/z99gOeCTGqd16DRkYm9OBKa9tsWPVO2HhNPIjUIJF0jaFLqxL4eI0kxg9Xv2GGa5dR55lAPMYGOaTHrqYBCcPALbYHWaqSKA3AkK7NPTZRWlhJlABhGIOEYbhMVC2DW5oAlq7bi/53vycsT3DSNEti7x94xQXPWAbRE2WTp9fi+QbTk55K+W+XvKb8LMVEhcK4ceNw33334ZxzzglVftasWejRowemTZuGvn37YsKECfjVr36FGTNmOGWmT5+Oq666Cpdddhn69euHWbNmIT8/H08//TQAoLi4GE899RSmT5+Ok046CUOHDsUzzzyDzz77DEuXLmXaa968Odq3b+/8z83NTV/nGzHSIeUIKxEIEsMHBTX0+9bJwuV6v8mDWvpJtLySKJllCU8bvXiRH15pQiqSqIaWh4rQX5tdcfdb5/nWnW5jbvr98NJBGdx0LyaqEwYeXSB3SGDasmmvSRrOwuow95J7XvpiE+astIysU7KJ4iRRNDUE+8trsHFvOQBgy/4KTH0nasBNy7B8zvXHeFSpjjovoAYNXs8t2bvm7dhIf0nbfov/3W+uwgu2TaToOVZHtJOS2rJRjyEKX+o3FYqacpioDOxcMrKpo95XXnYs9DdX32hUNlFLlizB6NGjmXNjxozBkiWWl0x1dTVWrFjBlNF1HaNHj3bKrFixAjU1NUyZPn36oGvXrk4ZghtuuAGtW7fGsGHD8PTTTwdy31VVVSgpKWH+ZxL1obGpa3VeEFo3zfa9HkZ3T+/iZYu8Xx4unskJG5KAtp9wzgmmPNOMPhE21BQKqdhSBN0SRgpDvt3Zy1MLUhtWEmU4zIy16P6w/UCkdhKG6RjV+nXbhKViX/TjLgBRmCiqDtMy4KWZKBPsc+TVmItW7wrsAw8n/xw3YRGJWypDNew9cU4S1WPS29Kyyzbsw487rPfFM5ZRJfD05o/fCNJHfCRzHtuK2dhcsm6L1qZM2mZnykGEPKrcrFhkprW+0KiYqO3bt6Ndu3bMuXbt2qGkpAQVFRXYvXs3ksmksMz27dudOrKzs9G8eXNpGQCYMmUKZs+ejfnz5+O8887D9ddfj0cffdSXvqlTp6KwsND536VLl1r0Nhj1tUzWledXmA+1MD8bHQrlEkJRHaZpMnnAiFEjrdrjEeSdRzM5YdVv0gmRmzuMFPR56Ujmua+sGuXV/jYgUREtt1u4jUKYGvelELyPrjfshJ6g1Hm8hNIPrjrPQNyRRIWnNXycKDrEgQndzq9GnXRtoqA5ca9E99cWYSUlouS7smfD1xVFBUm+/eqEwYQqoOkIC9qw3KpbXE8QfSOnfujcw8+7QfQ4UsdaTAXrd5fh263FnvOZkm6RLsVjeloSSNcFGhUTVZe48847ccwxx2Dw4MH4y1/+gltuuQV///vffe+ZNGkSiouLnf+bNvnHnmmMSNcOhK8n5ck5YIcoWsTe+nobTv/HJw4dVpwnMIEGvfX4tGGw90W3iXInJZHUKZWQCbX1nvnjS1/iwic/xyMh1VFBoPsX/p6Q5WrZ1417ygPLhFUtkN20aZrOuPJDZU3SStPjqPNMx3bIb6Hi++xIogIjltO0Wurwox/40K0X7DtKcPXVhoXiv3FiDhRKaus5DsmcSqRgMlTWJHHoHe940uiY8OYZ9G8XDtG8fRTNDEUx1uc3NOyc4y0fJOUKg38uXIs73ljlvZAh/oY8joM6xMHChQul1/71r3/VipggtG/f3uNFt2PHDhQUFCAvLw+tW7dGLBYTlmnfvr1TR3V1Nfbv3y8tI8Lw4cOxefNmVFXJs1Tn5OSgoKCA+d9QkE6uviF5fpnwZ8BEk8v63WXYU1bt9MOdKOWSA/9YVLw6L1yIA9M0cdK0jzzJSvlXFTVkAhA9AS6P4ooaVCWSTj2T5nyNWYt+qlWdQDQJWdg+088uFRz/d/Gc5qfWkiFhmIjZ0Zd5CaUILyz9GWMfXkzdbyCus5Io0XPgH2OSW/RloL8VWn0iLhueeQwD0tSjvx0MoHaGz1JJFHeeMClhbQRdiZ6X6Y8miXLtuIKecRhsL6mMnADaCWYa6S4WMuYxXasJv/kkoySu+3tdNyREZqLGjh2Lm2++GTU1rnh89+7dOPPMM3HrrbemlTgeI0eOxIIFC5hz8+fPx8iRIwEA2dnZGDp0KFPGMAwsWLDAKTN06FBkZWUxZVavXo2NGzc6ZUQoKipCixYtkJOTk84u1Rl63ia3BYiKdPBQJszA1CehvK4kRWZ/sQmvLN8krGNvWTVaNslyjknuPD+bKF/vPI9heXh13rpdZdw5L8MUpM0TGVz7TUDFFTU4/kH5Zsi6n11wv9t2AEvX7XFCXUTFjpKqQLp4PPHxulDl6kLqH5aZSBqWiswwTXtc+Jc3TNNOBMx65w2a8n40dR5li+UH3iaKXyB5NRSvxtQ0YFpAyAkZSFPDe7a0aUnd8DnsOIrFiPNItDYI00VLUCOZMWgu86tBk05UYcnaZBv3h2UeATHzE1VFL1OpZ4K/sTbE1u+smF4n33U6kJIk6vXXX8dRRx2F7777DvPmzUP//v1RUlKCoqKiSHWVlpaiqKjIuW/9+vUoKirCxo1WzJxJkybh4osvdspfe+21WLduHW655Rb88MMP+Oc//4nZs2fjpptucspMnDgRTzzxBJ577jl8//33uO6661BWVobLLrsMAFBYWIgrrrgCEydOxMKFC7FixQpcdtllGDlyJEaMGAEAmDt3Lp588kmsWrUKa9euxeOPP477778fv//976M+royitszMzgOVKKmsn0SPpsmmPpFJHYJ2arIJ+L1vt+O9b3cIP8T95dVonu8apNOSjNTUeSwVYb3pxPZa3rYOVNZEnrT8mL7SqoTjcSUDH3lbA7BqSwmWrJOHk/DDb/5tOW1EmRjf/sY/cTSB68WW3lmXri9KiAPd1t/4jSdZW5Z3nob95TXOOZGkle8rH6ZAhiBGgFbnafAyj5oGPPph+LyPbNsWsmxJG7EHSuVbkd0ik0SFcbSwmErrN4kH5Uqw/KV2PHgVnqz1sMzdLirfXllVwrvRErRAjxvigBBVRS/1gkzTt8Y/U8L4xWPBkqiGYjMVmYk6+uijUVRUhP79+2PIkCE455xzcNNNN+Gjjz5Ct27dItW1fPlyDB48GIMHW+LdiRMnYvDgwbjrrrsAANu2bXMYKgDo0aMH5s2bh/nz52PgwIGYNm0annzySYwZM8Ypc8EFF+Chhx7CXXfdhUGDBqGoqAjvvvsuY2w+Y8YMnHHGGTjvvPNw/PHHo3379pgzZ45zPSsrCzNnzsTIkSMxaNAg/Otf/8L06dNx9913R31cGUVth9BVzy3H3975IfJ9mVDnifoSdnIV0ePYpQhUFlUJAzlUCgqiLhNJgZwyQZIo2sPJtCaZ11ZsxpM+0hQyEa3aUuL031rE2LZufvXryO+aXzTW7ix16g0z+SQN19aszAkwaKY0cVXWJLHHTl6biSjEzrPL4Jwa1rA8aedrI+q8sF/p8p/3AbDUhkSdF0Uly6qTfcpx9HgNttkSqaY/EYEs6kQ6VBubHd75QgbCqIUZtyZcieD5/1pin3MR1SbKeSfcbYzBecj66E3R4Xe/h5Ub9wcyMnRuwkuetgJOVyWSSEZR9QuklVad3qJHTKbiNVLJsX2rN9nfjmF5QE7U4vKatGpXaoPwiXso/Pjjj1i+fDk6d+6MrVu3YvXq1SgvL0eTJk0i1TNq1CjfSVUUjXzUqFH48ssvfeudMGECJkyYIL2em5uLmTNnSoN8jh07FmPHjvVt42BAPKZnJDllGPASMNkwCJZEyZgoy7NIpLJIGCayYrqjujBMjVLniQnxjRMl8ab7ZO1ubNlXgSuP6ymm3fT+5lV3QYllwzJ9o6cvwid/ORGdW+QL++hNq+FKdw6/+z0M7tochs/zoXHDiysx7dcDkWtHY165cZ9joJxK6IWgxSJjthNUtWHUeSQ4ZczOm8bnVPTDul1lGNSlORNlmzAwUdUphmkiJpE4ee7zLPDUWNA0rySqFvJvcieRDrmLfLj7WDplEhLuXsfuMRSJAqcOVyIbKaYTrCCmH63e6Umuy9tPhqOLqz8ELTJJX5SvxQSEL0BURwnl5fnJ2j244KiuEVqyQPoVlPalIYU/iCyJeuCBBzBy5EiccsopWLVqFZYtW4Yvv/wSRxxxhCfOkkLDRXXCQGVNElVUXqWP14SLAZOOEAe0Ks9C6guhiJ6YptnxmkzP5JdIGoxrMT2RScXuEeJEEUYotafE2leRhTSs+oJApM4jkoAwxt28hE+D1c8w9877ehslvWKZzKhBQB0vbZ8J1WFAferp0jIvWsMUdC3cYmcFroRjExXWIYAeJ0nTZaJSXSj8aPXyUPJRKlLn1QbkXZJNjRtsM5yUiDkOOV0QL6+wY97DcFAnIqnzNKCkogaXPvOFpx6+zTDg7+dz7om659qc0XRFm5XCbt6+21riez0sHO+8AJuohuTcFJmJeuSRR/DGG2/g0UcfRW5uLvr3749ly5bh3HPPxahRozJAokIm8PLyTfh2awkjiXrm0w3hbk7DAOZdWIX2QSHqkanzdN01GOcnDjqgIamD/JcG2/SZFCyJg8mUdRf2sJOJu+OlmyILqXQyk9QmoldzrgXXQyRGzK45hMt+EC2pSo38JtQgaR2QGuNPatM1f9UCQcyWfuoaKO+88CjatN9RBwJATcK6WzS+/er1ozWc16j7O707fqsjtLSBby8sZOOI75+blSA1iQ8ZdxU10ZL48u/MlP0OQZfFkLPniMqXLkPw6II1uPGlL6WMRpTnbUIsgePruO31b8JX6gPyvrIOZu+8b775BuPGjWPOZWVl4e9//zvef//9tBGmkFlk23YJtCQqHQEaw4LPGSVrWYOGsqoE9pVVC69bdgzi+0zTWvjpSWDT3nJUJ9iAhm7SWL8QB/K+EGaNLmvCDGQ2ZXMEI4lKGL5lZZOw39rH91H0bJOUx5jTFlJTxzGSvoi3k/JB3pFAbWSZ/rBsnOS1/+rxzwBYC2fScFURhg9THgaZkETx8Cz2ZOza8MSJqsUGimeeHCYqIo1h7iH4ctM+AOHnNv7RkWf5f499ig9/2Cm4Qwxdc5kA3pwgrP2aU8YQzUu89Ns92LyvAuv3lAttmaK+PstOKfguPi9iqsPeHSN6Rm0c04nITFTr1q2l10444YRaEaNQd2hmZ7WvoiRRYSeadEhSs23DbsNggxK+u2obdh6oZMo+9P5qXPrMMnFFplhETQJYGtwkcNyDC/H5+r2I65pj/Ely3dl/hPB7NrytUNhgm6KIxiYglARImShJ3QmB3qysKgHD8KrkBt87X7p4EGi2NCZogRYZ0tO3pJqOxlcSGMJQlh4iUeNP6bq/GpIYheuOJMp9VqmoNWhPPcC7iJmm6ajZRAyG31gNosakFmdN86qxa/Ptk3sddZ4jiaodY06DP0vmOcMMdoqwZwGuHfd3VQT70bysGMqqrA0qY2TOtxmi60mBGt0bS4491lA7SZ9Dn+Dc/5ZtxKsr2PRJvGQsVZC5PCvAO68BafOiG5afeOKJvnrVDz/8UHpNIb1I9ePYsr8CTXKsV09PGqGZKOr97y6tQqsm2ZF17dm2JOjmV79Gm2Y56N/JCkx67Qsr8chvBuGsQZ3stiwvJVmwQxPiD4okVjUENlGANcHwCYhNhFcT0Ehyai5HjQh/NRBvR0Xaoc8TlU6YhKs0RP04ZcZiPHPpUWhbEBzrLGl4vRrDhG4gAQFZyZzJ/J76zveYNK5vIA0AbRgsb5gwjH600V0xTCAWYbjSUgX/cpbkhkiu+HEhpsubXJd8hjJ7pCAJla93nmCx5a87TJSgfG3g2kSR45CSqLCWzQIQ2yESt8sPwm+cOhclhUxBXhbW7rJiqlkOLFSVYL+HIBiGl5nlzRhYu07rt5v1JfWXaJreeeD1lVs8zzIe5YPygeOdF/OfO9OZfqi2iMw+Dho0CAMHDnT+9+vXD9XV1Vi5ciUGDBiQCRoV0oSLnvocAHDMAx9i9XbLEJBMUCWVNSlJCY687wP8xAWMDAMyIW3eV46dJZUpqz1kzI1lDAyhdx7Aip+dOEOmXJ3n92ysxZKeGMNNjqIS/G44WBIloVeyzlYlDKFUxeudx54nDKmM0f7jS1/iicXicA70LaZp4l+LwgXRlNXBo4owGyHHUGjVDlmMQlZNDMp1zVUTp7SAmawkym/bLfbc82vTunbzmMMCyVi5cb93HNdi8SJzjSNtyECcKLkkOfi9i67St0RZuHVu0ET1rqWRNLwMoEdiZg+VmQvX4u1vtkPTahcR3m3HeuX7yqpxwPaoLqtOeAzbefOMVPk2N+2L3mhsoiJLombMmCE8P3nyZJSWphbNWKFu8PGa3c7v+9+24kORQXvE5PdxZLcWoerhp5KkYeKTNbtx7CFyVS+PvCz2I2S9YLwfv+xzMiWiKN3S51kfouA6LX52IpZDPuH4bf752DokxIFNgu993nPsxE2kEb79F0Cmuti6v8IzAQJe6QahjSSnJRIy2cS2evsBNM/Lou6naOEYzKiYs3ILmySXQ2VEo9+otn9l1UnpYkeranRNQyJpRSwnEp1U1gFyi0wSFVRnGElUrzZWOBqxTZS3rqcvPRKXP7u8lrnzgP9cPsw5jjsLb/SHFDqxM0n74rMBYMAVoduJEuLAoCRFMubrvCGdQ/U8YRied2oYYknUW19vcwKFyuiNxNibFvN7w4sr0al5Hv7+64Eoq0qgcwvW29Uv151hR/EnePbT9WjdLAdnHNFRIBl1Vb2Ng4VKYwLi8ePH4+mnn05XdQoZwvgnP2eO6Q8xVXsVEybGP/V5cEEKCcNEXlYshCg/GELDclsFY0IsiYrZNlEALXXx9877fN0ebNjtlbolOTWXtRDVQhJFVVbjI4m6/r8rfOoWtz/lre/wmCDiNL9gkwVnzpdbrGPCRIU20KUYJ0P8OwzIpPrN5mLPtQ9/sHJklldbTJTfM6cXMjLO95RW+dLDMoL8NesEPbZIKIQYk/YlBQbBbqxaEicqmIkKbtM/3yTN9Fq/u7aMFgNQ3Cb7vIgKKCVGM6Rklqzdn63djT/N/gqAzxgUnL5n7nfO7yhCOCvIry1582knlMTatMKysFWYnjLWX/f8R6t3MW0UbdoPTQO27KvAul2uwOOnXaUorhBnrjBhOiYVxMmgtCqJJtms/MUjiaLAB8Wc+/U2LP5RHE6HvK8wEcsbCtLGRC1ZsgS5ubnpqk4hQ/hk7W7mmLY3CLvAeWxlUnAiShiGq0fnDC/F3nZiWOJmsWE5idUjmvzonZNr6+MTsdw0cfOrX+Pl5Zs815KGlSD0xx0HbJpMEAFYaCNme1IkXl0EbsRobz1vf7M9JYPV8hqvVMfDRFGLAGCrQ8zwwSMNU/w7nYblJO+gw0T5VE0PAcIgDr3vA1+PK7o6jzrJ9NYb0zXKJsprKxcW5JYPvhfTRj8L0dgPEydKFn2b9zQlVRH1d62886Ax0hGS/iXMIwqtzvO0aeG7bSV491srjVCUOFqpgheAi6TqmhZOMmtCxMSzx6I+fWvHbiLXzp75KQDg/e924PbXVznl3vt2uzN3edp2iHXPVdUkkZPFsg5e7zy/zYnX89eBfTpL15258+1vtnnyNWYi80GqiKzOO/fcc5lj0zSxbds2LF++HHfeeWfaCFOoG9CTIu/OHOYeIDXDxZqkFTX8+20l6NwiT1hHmPQIZLI655+f4spje+L0IzoACLaJYlQWhukwPrJ2/CUWJp5YvA7biiuw4E+jYBjhdtdT33ZT7nyyZjfeLNrioa4qKMSBgOIgNWJFtVf95VXnsdcN2+7Ljwmix48sNlRUVRrpn2iRIHZ1oRKq0hJXioawaU349ln3deu3ZjszEJsoniEJC0Le3K+22vX608LD77JpAice1sY17uYWs6TBfgTkfRPVW63MeTWW6auNJEr2PUrV2z5SRbacjzQzQu/5zZtwfjNTt1eSMVEi+hm7LrsP2VTaKz8Js2nS5hV0G+yzyM3ymghIaYecGSf0WfaF1rkVP+/DR6t34k+nunZ8DYeFSkESVVhYyPxv2bIlRo0ahbfffrvB5ZZTCIbOSBv8h6bM9iSViYAkWj1QmfB4sblRqi36/Ha/RNz87dYS7KJCI5BYPdaux59mR50H+SRKq/wAYMlPe/CDbZxPXJDJs6QXT79H8/MeVzW4tbjSCXZKvwZXVSWGiNyg4JCiVD8idR793Cpqks7z2bK/Asc84PXCpRkS+jnuKHHfS5R8cDw9POIOE+X/jHg8/cl6Rz3odw+926V/b9lfgblfexkcXQM1DkyH8YyKoHvYRVF03Z/hH9GzlY8kyvqm3ATUNhNVizx3NK2MJCrGLs7S+2oj/RJE6Q8bHqE2YEKr+M1fIcaHmDHiPYJJfd4mRW3w6jfZ5ojE4aPt5EXLRKum2d6TKcCJE6Xxa0Ltx1+mEFkS9cwzz2SCDoV6gsxNVgSSqoVMDutt+yByWyJp4K2vt+HswZ0C203YkigCUdPEvZa+VlmTZHY9Jpms7B3Ti59vxKmHt7Ntorx9JNhRUol532xDp+Z5zoRkSQ/E9PIu//e+9R2O6t4CXVrmO55rNPMncg0W1cn017nXPUekLFEWYw3+71IkueElMjxtG/eW23QA+8ursWV/hacO1gvP/U3CHgDRA0iSsSZiomK2Oqi8iqjzvGV4WxIAeGzhWhTkxT10+oEutmbHAdz0smVfQzMjMc1S58XsXTRvKyeCaIzQz4tGZU0SxRU1TPJsEXwNy+02XaNn/l7WgYBUlQoTxefH1DSNCRMQj6DOA4DfPbEU/7xwCACguKIGXULcw0pP4PktKitDVJso5z5w6jyaOQ9RF7/BJBLz0/7xsafONTu9zl2ibyeHkUTJx6kliYJHqiZySPA7DntNAzB+RFfkZPl75zUgbV76bKIU6gdRPZP8EFUS9f02SxJTYxtFHahM4MaXi0K1ZUmibBUBp36i4zfRxpl7y6oZQ0+nPLUg3Pb6N1i1pZhjJLyz35qdtv0SNYEQyRUPUeiDpO1xct+87z3pUAzTxNXPr0B1wvD92Pk6LS8/ti1ayvL2N9tw0VOf491V2/DMp+ud8zz81HlxXXPqpMFLomS2ZEnDFNrAaZrGGpBLOp6qJEo0NMnCXuajzqtMiI2zyRhjA57y74NqnyIgnzKqpZ8ReQZOYFIjJIMQxGjZtL60bCNGT18kHFNHdC4U0uppyiS2SWIbJ5KqhpdsOBH+/UllaZrMZrDQkJo6j9zx2U97UFJhveszHv2EMY4GgO63zvPQ50pP3CuyeY5sYtIBehOlaXJPM9G78stDR56FV70sp0V0zaPOE3R8095yvP/dDlsSpVHzpLe+H3eU4rwhnZk6/SCLYaXrGu47ewDiAWlfahP7Kt0IxUS1aNECLVu2DPVfoW7h5/odBvSkFmSuwk+85E6yAJ/52CeB7ZEJIWGYrrEqvAuYRY+rUjJhMV6zl29iIpo7MZ44+yldIwmIxXTsLnVTnTiSKFhhIF5Y+jNHszsZk3aSpukkUCVSB1qdBwBvFFkqH8Mwsa3YK7nxSKJMrySKJPI1TCs8QdHG/Xh31Xa8u2o7038PJOdz4robV4kCf06u1pTbRYnSu9z15iqmTFgbJL+6nTbsd1Hho84L2mSwEgK/9sW0kPFpMdWwJVEWbal65/Eg31vCMD15Gp0QJTQTFUKi4n721g8SA4hsCPg6CMNam+5Y3nl0nYQxE2wmJA3RTF9OCDsc07Rop5n3IEmdDFFkcfRGw0+CJaKFljABvCRK/B5EGQZE18jpbFoLADFjedyDC9k2qfI8Pvh+Bxt7z8+wXHrFfcZ+JgmGYWJfmdibsD4QSp338MMPZ5gMhVRRW46cntToVCH3vvUd7jyjn7Qs4H5cZGHcvM/LKHyyZjd0HTi6V2t8uXEfDm3XzGqLkkRZ/aDrtc+ZwL7yajy/9Gf07VDgxHpZ+fN+jO3fnrnP2mGztJKJWDSJ0S69hukalgPAG19uwfgR3Zjr/GM2bLUN4E3LQM9HRZv2Y1tJJf65cC3+eg4bjNbjcQPvAuYwCJR6pbQqgaZOxHkv/Ha+OVkxlIUwLKfj3DDnDXm8Hfos6cN/lrAMaWQmyqZB1Ga1vTCWOSpP7+3k+fE2Fe5O2IXfl7TzQJXzm/RtYJfmaJGfhY9W70JN0rATEJtc2hefSlOAJWF1j8nvWMjNEJkveJsoop6VGSinIyK1xrXr/OTovf6/K9G/UyFuOLG3b30xwQD1qJVgSV0Yez0fI+p0eH2VViWwcW85I0VnmHWGvuD2mLmRnPNIonyYFsGlrLjGXKfL3PzKV7jtNDejQFUi6bH9Ez1Deoz4bsiZTYj4uyTOGSJ89tOeyCF1MolQTNQll1ySaToUUkXAN1hcUYOCXPlrpoew5VVmqSOe+mS9h4niFyLCVImCAlYnDGTHdTz1yTpkxXQc3as1zvnnZ5h9zUjretJkbTsE/TBNk8lXJfswCdPwnL1gl1clsXrHAd+JRcT0OGEGuLLE2Ja533QDyBEDYlkai417ypE0TFz+7Bc4Z3AnnDmwo12vQBIFduEVZY8vrUqgTbNc5x4e9KQ9/snPMfn/3PcoMyj27GwlD9vwWWjoZ1palcCe0ipPGdqDr6SyBgW5WZ4y4na9bdYkDPxlbB+8s2obAPGCRNqTsQBe43FxyVmLfsKt4/rY5axzPVs3cSQ4JLRB0jCRHbfsOVI1LOfBU0TXSZ45HczQVxJlWt8LbxNFJE2OYTlXRZRwBDJomsYyUS5JDDbsKUdhXhZGTl2AJZNOZrh5up+hGBDTeh8yz9FICGkUNfbhxdi8rwJ9O1iprKoTBqc2hvC3DPT7Jk4L/G18Pcy8LmiEDjZMUhQRvLJiM648rqdz3LppDnaXVjl0kHHuW2dgx7zqdPq87qPOq0klpk4GEdom6q677kJ5eblzvG/fvowQpBANQXF3Bt7zvu+ugGaM+BhFPFx1HvtXJF049I53AFhecvQHRxiuRNJwRMqWDY+3YROcdIMsiLSRo2nZZiUNE2tto8p3Vm3D0nV7GTWcDLQkS1R4T2mV8zHTE1PSoNV5lurGsVfgHuLu0iokDBMrN+7DVsogW8hEcQybyOumrCqJfKLKEDFRlBTuk7W7saPEy8xkc945PM1Wf7yLhl+sKLo7/1iwFr99YqmnDD1WeJsZwEovIYJYEmWgSU4M+8tr0EQQhR2QL5gib5+ghYmvkx2Hlg1MkpZQGum33KAdJmjEuO9YBsIm8sw0OSbG8PzzdpiXWjCFlk0UdSypUoPFlG4rZhORk2sEIlJEQSizYzqjzvObM+kr/WwmKCp4ibwV8V5cNnJgVPsn/7361RNkpiFS35Ln2Kl5HpVn1SVB9Axp54OgbklDHFCmIo5zA1eXbCNYXwjNRP31r39l0rp069YN69ZFz4GlkB44dhIhDHVlk+qFw7syai8T/h+jTg1w+lhkY0Pa5ZO3ViUsyUrCMKXiX1dkzdYnYmZEyxRh1Ig6hbZbAdjAcPRiIer50Ps+ENNiUJIoE0waBj7eVsIwnHZYppCtk/BxrJcbuc89WVmTxLINez3nCTSwCy076VgXRvRqxfaHq8ZK+ux9r6YpV+fxKTJIFnsaslQmgCU1vfctr+OAiD7AkkTlZ8exv7zamuhFi6pkODsMbwSmYObCtVjw/Q5X+sOp0HRNs23j3IUpHeo83g7GL2YWoUUGciu/EJF7DJvxk+Z6C0eypz0AgMYn8ZVJI8ROF3z7YWgxYXrUeSc/tEhallR6w4m9cNeZ/YTlwiLMMwwzPrxPTCwtl0FoT0hLYH3uN22JKr2h0jknEoI4tTFLVdpHWuFNEnhTjYaE0EyU13Ml3XsshSjgGQM/yEoM6FRoXbcLJAx/Q1idG726I4kS31NalbAkUdRlwnCVVydc7zyIjQitRcgrlaEhuq/KYaLY88TIuL/db9IGX5fI3sA5Y/+gDctJGXKY5LijGjtlAm8bIV0omD6Ld2N8eAkavHeeaNLhXdb5nWVpVQI/bPdGMeYNm2nQ57PiutCo2y+gq2FYEr3i8nBGoxU1STTLjaOk0rIRE9Uss4sTSUH4bvGL+2srN2PJT3soRoS6x3SlrmTjkDRqoTqiaaXosZQ5XoRV5xH3dFL88mO6o3XTbIfJSNri0DDSxjDgi/NpckR1arzNDf090JseIXPgPc6OsUzUgSqxMw59b0zXvTkm07Tmib5vP4SR3vHPgr5HxPAwZ0yTmmfYsjE7/YpGDTydm9PJPaxhuRx+18j4sOwKxSUbrSRKoWGB7E7DRBmX7saJaNguUJ0wfFO4/MTHIJHYRJHBv6+sxtJtC9R5O0qqPN4chJ7r/rvS2RHTcNUo/h8rPWHStVTUJPGbo7pg5u+GUHUSmt2yol0e/0EnDYDWiBmU+ot/J0nDRNIwPCokkToPJi+JYv8CnBoJXljMmnslJuCi+FNhN0WG6faPZ5JoumVegKK4Te791uL9/nfbnXPL1u8Vlk0kDfxv2Ua0toP8EZUDD0KSLNo0w0QFyDbIOsJGK3fv1TQNCcOwA72mJonyi8dkmhYRokWRYegDTEYstZpVvnfbZjiqe0smMr4JdnPWqbmbbDYqU8h6MrJpX2Q2hJrGfQPwSuP43zKYpmVYHiSxr04Y2E8x73FdY0JZiOgMArtBk208guuh5w0nNIdo7ghBh+wcOV5k57Qjl7N03WMzyhuWk7HCJnWX00NrB3jQhuWycdzAeKjwTJSmaThw4ABKSkpQXFwMTdNQWlqKkpIS5r9C3YJ41ImCHxKUSnZedDwmwPow/OKpLLDzjJGzriSKHe0b9li2c0RaQ9dDx5Hig23ySifaWJvQx0M0eRB6XNGw9be8ygrUyezSBJIoHknBBGyYbGZyOhgn/9wSSUMorfMG2zTtiYreqbrXSBBGmiEQTc7kmZFI4eJov5wkymfW4/MMEkaIt3mi30+ORBJV7bOYGTbjIbKF4VFWlcS+8hq0bJIDAMjPjkmlmSKInohIisHc43jducd0WV0DNu2tQMIwHWYr6sLrF0jT5qGE/dQlY9pThwlP0MuYrqGKelemvWkYe7jlAfvXc/oz16KAZ/5ZhoCU4aQocE0AKmx7In7DJ22POzZMW50XwFn+9/OfUVqVcBiFmK6hSQ4riYqcskjC8PFffRDod0t+85JjT4gD0N8sdV7EjFJl+DyU8Rgb+wzw2rm6qYH85yWGPqk9nOZcl73rRiuJMk0Thx56qBMzqrS0FIMHD0aLFi3QokULNG/eHC1atMgkrQoUyDAiOyxRGg6CsQ8vdn4zO10ykO0PmVfnBbmjk5p4SRRhlAzTtNV54o+BD7bJG7mTyZxAPId5T8rsbkoqa1CYl8VOMI6tknzBqzEMhz5ShjYst+j1vhPn/qRJ2UTJ+2NrUrhduOlcIwiURNlqpuH3LwAglkTx8Hc+oMoZpsMQ7qa87zSwk152TBdKSf3GFEk3EioMgk1TYZ7l3dckJy52TnAYHu52iRSExtn//JQ51jWLRtcmyr3fhPucN+4pd2zHwkj46BLCHGSc9Ea0uPAMnV9bmsZKrmK6xkgNiYNJzEk6HE5NIwIfU4uVRInrpBfQfeXVjJQ6zKaH4F8XDYUJos7zL0xSIZHI/CJJVEQeytOv/eWs08SVx/UIlbydDQshlnbLaKNtXmXlTZOaB7micV0HHa+P0JAUvAc+CbEMflsL12tUHqblr5KI/vWF0GlfFi5cmEk6FCJCJvUQgY5x06pptuOtRYb8TTbTkzRNvPHlFlw0sjsAuaqQN/LkYwztLatyysmMEAGOoeM+VMP0ftAiw3IR2AXB3d2UVNSgIC9LKg52bZLY84mkVy1Dx4kC7N0Y8XByxNtWGpCEYQifpdcjhkjgaJrca2KavecstZN7gXvMknrk4yima84iZJhyRoiugc/NReCnziMqsFA7fm7ilklw5N55pE35oryfs80itnu0qzfB/O+2O4FviRrPYqKCu0Ij208SZdcl6hOTA9NXEmV9Z5TmBTFdYzYepl1Hlk7sU9j7U4Vli+VVTfGDW4OrytlXXs18w6INBk1XOSV1H3N4ezz18XpkxXTfMbWntAp/e9dKBr5qi6VNiemax+OzNqpME8BZMz91DwC0bZYT3SbK/stLx2X18N+hiB2msyS4Jg3WXytch7sxA8Kp8wpys3D9f1fgnxcODd03GsQm6tutxQ5tP+44gJ6tm+CnXd7UNvWJ0EzUCSeckEk6FCJCs5fKs2Z+ig0PnB76PnqnS3Y1b39j2aAkkgbufPNbh4mqSRhAjrwu8iHxkp/SSjfKdkz3mXycXYe7Q3bqNk2POkQ0EYqqdpg6qn6AxCWKS1U5tFSBhohpSHKqRpKwt7QqwYi3E7bkJmkYnnaFaV9Mk9tt+3NR5Ak99N5qXH1CTxTkZjGid9I3t7wYfpO5NTm6hsdEhczfQr8f3gmBgJcI0CpbYhPlt+At/GEnVvy8D2t2HsB5Qzo7i0R2XBeOhYChx3pKBdlEaa6UhhwT/OW1b6h6rLhS157QK7BOHiJmkDTz389/9jgN0LQR+BuWW6AXvJhmSaIObdcUP+6wFqiXlm3ErlKy2UpdfcLbRJGNx7w/HEtJonguypW2VSUM9h1JmF7yTqa+8wNTleWd5855uuaV2ojyOcZ1jfE2A8TmBL7gvkGSfYAOeBqmRlGIA35T5mFu7XKyzQwtAaOl37SNKGCpycl8RtNNM+oidV5Olo45K7fI++TYdrHnXcNyi5bT//GJE1fv1BmL8fLVI9LirJFOKMPyxoo0qIW9izp7HGRHQBY7nskgkiASM0cmSXcnZ43ZbRKYAJPnLewiKWJ6apIGNu+rQDMuuCPDOEnoFEmRkoaJxz5cw9Cha0D/u99zQynYC1UiaToqPmbil4Q4EC0OtNE7M6na1x9buBbT3/8Rv/n3Eo9hLj3pyCRBSWZSZftLS9xM02TUle/agS4BK2UOwb8Xi8OfJLhOG1xfDcP0TdWycuM+vP7lFrz37Q5omrtI5MR13wWJtwsrJeEXJMymrA5itwXIbTMMw8S63WW+MbVkyLEX/AlUtG5CO4k/JJIGhZYW2bsVem2NxzRUJ5POszRN4P1vd2CvnVqjNiYovBqa1HV4x0JhGYCoht1rlJCXVSNR98gWVtNkGYmrj++F0X3bBdIdE0jhaqPOY9T4ZI/nY/dDQxP89vuOaMRjmucd8PSYkDOIzXLjqEmwG0A+2KZpk0Ke8xGdCwPzN8rgqvPEz2b97rLI7yHTUEzULwwy2xoRZB4tvFqBl0RVcXGaZND4iZ/bTUvVeQwP4W2AV00AwAtLf8Z9875HdlyTMqAyqYGI8UgaJvZR6p6kYToZ1El5OuSBSLriOWeSRYOacO3fBvfM+f4BwM97yrB2Z5kVrJBOc0HvGu2KFq7eiYmzi4RleLJotSsd4sA0gf8t2+Tplx9qEmzlvNTNME1hlHYRSisTzmInU4PJFqmf99ghIrjFxA+65kpIrWOxGza5HtYmigbpR7dW+Uy7m2xbHZrBoBElB6YGTv1nmPh5T7nLRAFYveOAQzv7nYbvi0ULJYni1XmOSpWjj1pASVJucpchYfb9wm7Q0r2wDGFMJ/aa9HON1nnvu3clrqTukoqEVPLac9I8AGKbKP4er2G5hawYu7lwBNvc5kEW4qBJdtyyiaKk2zyDkzRN/GpoZ+c5v3jVCOnGmbQnew+udx7Vnn0+O66jOmnUSqWcCSgmqpGCHoOpDqpUmSgC8iHxkh/HiDqALCd4J1HnMXXzontxfCJRG8wuybS8vRZ8b3kWavY/t4BbzqmLq5QW9xOakqbJRP02TNOxieEDa9YYJmoo7z36HqYv1H+OPKdd/p3QOQArawzHA4p+J+c9vsT5XWO4Czx5JjwtPF1sDCJWahU1Fx4v3fRO5kBFjX+d5FnQ70XE0FQnDFf1xtNB2Xjx9cpAxil5PhJNCVV3OJso2nuWLES0aqR5fjaTDFZsWO7+9pUC2EbatDpv7lfb8PAHaxz7Mkft5Dw7jbk/ClhSNSFDIKqR2TyYblnezkjcDl0Py2CHFaqRjQM7J/n3/bhDWkuviaTLumYl7p371VZP+c37yplyBOQ3Pw/wpJHDLF3M6LNzjFximpNFYvm59/CSKOJkw6jiAjh52XtwvfM0agyQTQtsD3K3/CvLo23iMgHFRDVS0JOmzPMkcFEImFJk6jwykZI1TGRTALiLSNAHY9HqlUzx1AuZKEG95APX4E4uX23eb53T2HZa2nGGAPlE7KriTKZsFhNx3b3mJPg1yf2GE4Dz7++tlvaHnzToNl2GjBWtnzrD9bystKPB6xpQlTSETDItoZLZ0fB0MSEODJNRqfhFIBehhnuWfLuGaTLGwWFBv2uC4x78EB/+sFNYnjB/qwUBReVt2CEO7C7zdl/kOTkR8w1/lqNo034s37CPOUcWrRjF5LRs4o5RDV41MOCNni6D9T1qjGE5UQ0RxurHHQfsetzFi74/Cujy/zewI1o0cdXpbrBNrxTF3YiZzAZL1P6zn67HrgPe1EaA9d3Q3ynZ6ASBSDjD2poBXns2No4YRZNp4oUrhjttiObPY/+20Lctb3gUMaac1d+5lh3XxdI/01WT8pKq84/sggOVlp1naWUCOw9UemI4maYV7oWWIvnZNfo9RbcOr8ZDt9XpdN0Pf7CGr6LOEdqwXKHhQqb+EA1kxkYxbeo8b7mYzqYeWbPDu1g5+m9YHxa/ELCqALe+IPUCm8rF+k0mT11zWbdZ44fisYVr7HKcfRQFmbQlO66jrNrKcC40enfuJ3ZE9s6bU9ExfeGkF/yk5icKr6wx7Gep4V+L1gkDXtJt8pI/vk2COMcs0rvMqJIowsSJpJXknZsAxvVvj3dWbRfUQNPJjg8eO0qqUGy7lfOXCaPz7Gcb3PoCaLfWPFciGuMqJY4EZFFMmv4bmSc+Xod3v2X7SKSbNONKM1GAzDvP/eubO88eP6I0MeQ9b9pbjma5cUbt5NwvrVnSHnXHSC7VkGNczN1Dq46InZxfiIPJc79zEnJ7CWC9aOMh3fBJOY2Swcj4gjeLtji2bGxHxOUtpxQg177HL8CqU5XNVNCbKRoiRhQAOrfMc55THuVUxKd9EY2Z0X3bYnDXFvicCng77+ttnhAHJNWRm1s1OKerDG5qMQ1/eqUIgLsOiQzx2zTz8XyqI4Rios4999zQFc6ZMydlYhTCg5biyAxxRQbRUcZ2TYD+2TBNXHtCL2Ggzyw7XQCJv3QKJTERgbhe08e8qkWcvsB7jjdWpkHUXQBwUp+2+McCm4miFjy+y470hGuHqAlimjgprKOC42yiSNoJGeMlkgqFeW2VNRZDR55jtiRquAh+rv4xjrkldO8pq0Kz3HD7sBE9W2Lpur0O0/XpT3vs+jhJlGFNpAWcAwBBWHUMTS/gZaLEeQEDKtM0GIZbLqazk7onH53hb1gu6gvxCKPrOv/ILqioTuKTtbvltiR2bfzmhQe5xDJR1lliE5UwTMZQvzaG5b79F0lFQOy+qG/HZD04Xbi/S6vYcBSf3XqSU0IU8ZuG6L0LJVGSzry6YrNwvDItmWwwXk1zJZlh4rgRjzhCa9jAnxrcMZpHBRrmJWN0vDz6L49E0vRsGokDEZ2yxd+w3FcWZdfhtkHbwvL3Ns8XzxN1iVDqvMLCQud/QUEBFixYgOXLlzvXV6xYgQULFqCwsDBjhCqwoD/uimoxEyVWf/nv3mlYTJT3PP0hZ8d1KxQCh+yYDsOwcsZVSujj6yzjPPF4+snuJkgNSXuu8PTTkijeQFL2actc+on6g09tw9eXsINtOhOYTR7P/Jownd3mgcoatk1G6iKmk4wDh4mSGO0c3tHKTs8bFxPQz2Rc//aeBZdcr6wxPMyIrE2yQBOG9JKnl3naMs3Ud7Dkfh4yFUyNkOv1r9+SSbjqTJl3Xv9O1vNNmn4hXMXNEdVTjJFEZSE3izxXf5soPuG3p017s8IHigVciUjSMC2DZJPUyd4fBX7lZfItTYMTtf6ip5bhmU83OPTKJKYHKhMMnR3tVDWGLSWJCtJeWHVemEjqtEqSnsNo+7Sge8m4CLKJor3cyDvIpyKwe787th6+vmZ2WqW/vv09cuIxzu7UGnc6NQaDvmN+7flm8qkc3e51IgwQje1a8PdpQygm6plnnnH+t2vXDueffz7Wr1+POXPmYM6cOVi3bh1+85vfoHVruWGdQnoxsqcrGucHLAlGJpJE0R9v0AAk6SsA8W7JMC07gOqkgZ6tmzDXsmJWkLaK6qTwg+rcws3HZRnssmUseyrJRMGIrNyfL1453LqX1tcLJmjnN10n5EbA9IRFlyHPJKZpwqSmpGxN0mTE71VJi9nhpUTb9lfajJSJAZPft/pCJjW6D4I3R4vQyeLOe6yRvr967dHMMcAai3ttolgDenoC5e3xaJsXtg578vdxzTZNK1q5JeGJxnyIxhBfPw2Rx2W4OFHAg3ZgRv6bII9t/PBuACyVYVSekDCbMqN1wOqTy1RZIO/cL0MAAa/OI8ix1T0Jm4kyBB9cVBbXV2AilURpToJtwBrHRGrDq6HI9QOVCU9cJ1J3KnGuHEkUdS8/ZC74l+WwoWsa3lm13fHOdfohYFQB2N5udLlgesj7JUmR6W9w4uwiz9gl7ZGqj+7Vipmjme8OXik8XdvvT+rNzAmtmmQz7U9953t8t63E6S8tRQqCM8II02of68zcZOUlFcX4agiIbFj+9NNP489//jNiMZerjcVimDhxIp5++um0Eqcgx1OXHoVHfjMIgDvwu986Dx+v2YV73/oOgFj8TNsEkEVBhv3lNfh0rRX7h9mN2n8Nw3QypPOTMpmEa5IGqhJeSdQRnQt9bZvGPvIxwwzJvJLoM73aNgXALdQiSZR0x2RPJNxNvLSFSJDiAeJ4N52OwUQY/ufCn4TlE4bJGC4DYhWj36Rr7Qqt3zwTRdss2DXh+aU/M+0A3t0+E5mdMywn75bUKbNROKWflYeND3FAP2rDtJ51XBcHzpRhwwOnSxdKx02fu+6nzlu1pRjT31/tuU4MW0loC08SZ+d9W3/L7bxvUXDRCIsBY3fqnJrQNNG3Q4HnHGC9q5KKGqkEyJJqaMIxm2uPF8MwkRVjXdoJ1u0q89znB38eShOXcb5P629OXHeYSpEkqmlOHCWVNUIpqGmmpo4U2U7xz5TYCpH6eeN2vgbarou+FsaukLyvJnYqGnqDPGflFuk4I3N8i/xsAO475dX3vEcxjdZN2W+6RZNsJiTC299sx/dbSyhvay3UuN9bVu055zBTtCTKViGKJFENgaeKzEQlEgn88MMPnvM//PADjDCJgBQyAHco7S+vQZXtIi6SRGVRUgUNmu8E8+na3bjYVruIkt4apunY3fCTcjzmDvhSgUcMn/6BJ3XXgSqPl5qf3RHgTjSsTZRX/CtKcmmaclG2axNl/e1z57tWHwQB+VjarL+JpMm8i5KKGvENYNWYOw9UYs6XW5i2ZbCkajbDYD9bPloxUVHQ9h4/2t5pSe5Z02ANy1nmvIJLWNpWYOCblxVzPdeSBv5wUm9cOLyrXR/NvJmoThihjX95iCZu2Y5YlAiZnPly4z7M/MjL6BJ1HoGus4sFmf6SDhOViKz+Is/PL8mqaZoeo3ZizB7XNfzxpSInfYn3Xqsj9PdKDI6JZ2DSNJlUKYSWgV2aR+oLoVUGP5sowKWxOmFQ6jxaEmX9zo3rqKhOihkfeJmZMBA9f5nKjpRtmsPaBzKbRNDjnGUSwni4kr7l2ZIoXpLqUe8xv01AYz3e6K7QIQ5E7yuma8yGLCeuU/ZK1jnC5DBt+kDTgCH3znePub+8JIrcUwttf8YQmYm67LLLcMUVV2D69On45JNP8Mknn2DatGm48sorcdlll2WCRgUJRB+6rmmOdEC0gNCTZ5Qdmqhs0maiapKGZ8HOtm0qTNOrthLRHkYVQxZvTVKGX1hEOyJd15wK6Osm3ImHv0dmExWTMCsEpPi8b7ZZQSptYqt8k/C6Odtod2xGEmX/pVU6pC8m3HfM78wJ/+xIpMDF4xG01aF5Lrq3otQAhsmoNfh3a+14+T6ZDtEJw7BStJD6OCaqKmFJovKyBd5OPrDUeV7IDMtFC1dQ8EbN4qIcxDhvIcKIku+urCoZIIlh8edTD2VcvJl2XSphmN7wCkTCR0IjVCdldoh27jyq0nf+eBwA11sskTTtnGns9zZr/BCf3kha83kApF6Z+pHQWE1Jun/z76WeujXNcqknjPrtp/WlyrDpmYRJqgVtE6aEtYny74c3T51YnWdS6rynLjkyMDkyXTcJU8BvkGVhZoj0SQP7jbB5B93xfvOrXwNgx39c15iQGzHNDWFA/sZ0Vrrp995F12jtAP0XoGxhBQbrDYGpihzi4KGHHkL79u0xbdo0bNtmpXzo0KEDbr75ZvzpT39KO4EKcpCBRg8kXbM+qKpEUigm5ndrfjteWTlnATRM5OXEUJ0QMFHUJCwa6DwzJ/4Y2JOihe3/UYHqYpKdKNsPubGo7IOUTXJkIZNKTqjbEpRhucgQn8b2kkrPOTJZFeZlOR3gmUbSHHm2WRJ1Hm0ASuYkWZyoW8b0QTymOc/ZMHl1noH73/7e6ZvIW4Z+romkiXhMp6SZbLmahIG4ruG20/ri07W78ZOP+oh+Kxos1WJ1wmB2zWSx4N+QUJ0nodlpg1Mn8NJXw8NEJUJ/XwAw4aRDsHmfFZlcmlLG3pjQ737W+CH4ZksxANpdXny/aUtBaLf6FnYIBSKJMkzTSZ5N05KKbZGfwbXjccctjKRr5PnyKmW6L6R80jQd271+HQuYMqmo88oFHs9k3BuGyTCxTtBQXurNSKJcGCbLeAWp80j/e7Rugq37Kxj1G4HHxo96NuSd0++PVxp5mRN2nCepG3RdwzrbZu3VFZudMvQawL92mpn1k1JpguHrjsOGob7jEVkSpes6brnlFmzZsgX79+/H/v37sWXLFtxyyy2MnZRC5uGIw6lzuq6hqsbAKdMX480ibyRcPiZJ05Au6sxE5Cy8dih+e+Fj2olpjkeaOK4NNQlB7j5M8MP2A9hqh1LgPTuev2IYBnQqFMZb8bbNLgWJpGX/UVVjSD9uepJjnrVdkcy7hq4vaZiOXZR812hNNjsPeJkowzTxfwM74qjuLZxzXsNmdvfM83bEHsy1O6Btrmgmyr1H07i0L6b3XdF58prnCZgouHNiddIaKzLbjOqkpc7LzYoxybJpgmTr8tyvtuI/SzawbUvK0pIoN+ijuCxdju66R5pqXyOTfll1Alv2V6C8OnzwUPrdiEAi99NDrklO3GH03TEh7gzPaNO/HUmUYeKEQ9vi2hN6MbSkwoz4PVNCAs8QOOEaqAbpZ90iPwv/N7CjyyBrVh1ubCcXfxl3GM4b0jmARi+RooCvZNz/+ZWvhP0IMnom/aINy8MwUYD1DS788ygnfyIvifIkJKY2DyRtDv29B5lKMBJ+XWPUhfS08+EPO+xzmnDz4rbB1u/MwiZ37LRBM3wuMx819U5dIKWI5YlEAh988AH+97//OR/91q1bUVpaGnAni8WLF+PMM89Ex44doWka3njjjcB7PvroIwwZMgQ5OTno3bs3nn32WU+ZmTNnonv37sjNzcXw4cOxbNky5nplZSVuuOEGtGrVCk2bNsV5552HHTt2MGU2btyI008/Hfn5+Wjbti1uvvlmJBLRIylnEqLJ39qRG9i8rxz7y72Ge/yCz+vxAWDpuj2CtrwzKHGFThimZ0Gncx+Jhr21afFKt/zw+pfirOCdW+QjK6Z5aNTg/Xh5PithWOqj8U99LqWX7PL4ur7datmdZEkkUaR8QW4cNUnD2cmSBVy2KBGbtqv/44YRodUV5DZGmmfTbZpikTgp74llxElPLLrpCVPjvIxMX++vfMF4oh9oDc9EcbRUUQy5bFGSqdqqagzcN+975rzMJop2duCZNVnv6Jg7gNyhgGxMiL3YG196NzMy0MEGHXpM6wyhzXLbZ9smY0o2FmlYC6pbjjxv8hyShokju7fAFcf28NwXFb6SKLtGfjw5qh1JkMyh3Vqge6t8ZwyRCNkitfpJfdqhf6dC51hEjuhcVzt3Id1n0hc+Lp67mZX3lbGdo95ndlwLFcuNl3bzkie/jdnSdXvx065SoWpy0JT3nTG1g5KA0/TGdM23fsB6BvTY80ii6N+UdJCOAUX/pT8tNsSBvN76QmQm6ueff8aAAQNw1lln4YYbbsCuXbsAAH/729/w5z//OVJdZWVlGDhwIGbOnBmq/Pr163H66afjxBNPRFFREW688UZceeWVeO+995wyL7/8MiZOnIi7774bK1euxMCBAzFmzBjs3Ommf7jpppswd+5cvPLKK1i0aBG2bt3KBBRNJpM4/fTTUV1djc8++wzPPfccnn32Wdx1112R+pdp0OJRokYhNlGapgkNy+PcQBdJUf5pG9WyEaHd6yZM/HXed5jy1neuJIr7yGk9u2ik8zm0Nu4txzUn9PTtr8x0IKZpiOu6RxIlYlJ4poDewZLq+Z1pkM2CbDGlA2UmDTc0QI2EKQNXjlZlmXY7i9fsxrdbi+122Xdn1efGxREzUe7xvvJqSp1H6mCXAv4Z8iEOeMQ04He20ThBddJwnnkiaSIW050FR2xY7nqJiSA6zecLpOsUdYReuEi6DifQoKR7JPwEgWVY7i38u2FdcdtpfZycePkS+y5RnDbCWLBDygQZnYbtwcky0K4dZFDgRpF6i4wTx7DcYJk053cqXJQfyEIaoM6zfnPzFCfJpjcZtaXzuENa4+he3nA9Ivs6K+6WmOmXGVrTEdhjuh4ohQdYhyDAq46WZZcgY+zbrSUgaYsIRYBlf0nm6uH3L3BpZGyiLGnZoptHAQBa2d569HxL7OjY2l2QgJ5vFrEbYY/jj2AD6NjCat65uSEgMhP1xz/+EUceeST27duHvDw31s8555yDBQsW+Nzpxbhx43DffffhnHPOCVV+1qxZ6NGjB6ZNm4a+fftiwoQJ+NWvfoUZM2Y4ZaZPn46rrroKl112Gfr164dZs2YhPz/fCb9QXFyMp556CtOnT8dJJ52EoUOH4plnnsFnn32GpUsto8X3338f3333HV544QUMGjQI48aNw7333ouZM2eiutor3akvOIJ701WjPLdkA3aUWK62QYblAJAVF0mY7NxfnISLxhMfrwdgefbsKq3yLNhlVQnHfkOozmOMEE28umIz2slSN9gQGZYDli0Ub9holfOKf+lgm4DFIBED7KTEu5SPbcRDrs6z/5rWboq8Dz9vHD6EAIFhWLZE1QnDYeo8Lvamu2MDRIslOzlV1hhOuAbybJf8tId5Zvx7TRr+MWB0XcP95wxgzuVlxZxnXpM0GUkUH6+GSKqsazImSnxe6HHnqAtYVNXQTFTMJSAAzA5dIkqM6Rrys+PO7l2olpSAjGE+6TMvifJ459mG5WQs+jGCPNnkeRNmkkSgJnB5qOjcib9NlPX31jnfsOcdRtJtL8vzbbt9JJIoUZyoMPDa78jKeS98+MNOJ3UPzwwx8xEjiXJDHNC2Z37gN6l8sFhR3DOAG/eaWFpmeeex51nbP9d0g64zJ+6GImndNId1ZBF0qaImiT++VMQ5Y7BlRHwwmX8PGnXexx9/jDvuuAPZ2awXTvfu3bFli1jdki4sWbIEo0ePZs6NGTMGS5ZYQc+qq6uxYsUKpoyu6xg9erRTZsWKFaipqWHK9OnTB127dnXKLFmyBAMGDEC7du2YdkpKSvDtt99K6auqqkJJSQnzP5OgDcuJKPvjNVZcp6RhikMccBMNv8MB3F0N4/ZOXafHcX62ZVhO2u3TvhkAoKQywUhiaPRp3wzHH9LGuUKuB6kiSH2b9pU76VoAWxIV0zw7e5HBumUTRPfVlaKVVVkMxU+7SvHE4nXofus8AN6kuTx4TykC3u6HvA8/8X1C8t4S9E7bhsc43/ntXYTIsUydR/5W1CR9mWdTIolyxfHeZ/HtPWOoflhMEqli3a5SFG3a79RtmO6CIVMbCtuHmDkNp84jkih/WOo8msGUl43prmRMJokSgUiD6LoNw3SDb5rERZ69jzBsoSRRvP2JQJ1HVyNjysPAjz+QVSdS6fDfmEYxBMQmKsuxiYpGqB8DQeOD73d66t9DxTri7xLRbNXvfieW0bb/yDNheiRxvHMKz1SJBLA048mX9ZBAbxbstnlv3xxqc/DmhGNYw3K7gp/3lDnVkXmNTvFFS5ksGslYY7UFgDUePLZfDYCpisxEGYaBpMB9dvPmzWjWrFlaiJJh+/btDGMDAO3atUNJSQkqKiqwe/duJJNJYZnt27c7dWRnZ6N58+a+ZUR1kGsyTJ06lUmR06VLl5T6GRbkuzJhegIrAsCLn2/03sOJmEWeZSKJCT1W6WHLtzvvD8fhpD5tbWmDKRTBXn5MD4zt395Td9BOktggrdpSgunzf3TOi6RQgPUhiiKW05OgxZxY7ZbZ6peapIm/vu3a1jCG5YJvNiiBKH+LzL6gpR0JWJhCxvQukLxK1DBM7C6tdqRL9AQa18XSOiJko9V6pP2h3Vp4Fs6k4d21Evosmrz9ojO819iqX/JeLnpqGV5atpGhgUzacnWe4Lwm9rjjbS4A4JnLjmIWDcI8hJmP6TIy5hmwGHuyGckRfJtWXd4GHdUiI7lw3/2BqgQqOEN1TQMuP6Y7xo/oGhhjy4T7LL6fMpa5lm8Hckx6vM/sv741S9rzlUSJa0wa3nfGP2paNUUS4oZJ5CukkT+mNxEilSunzhP9BljHDnYTGl0SxW8wPYbl3NgX1Sjz+DTh/dboQ0dSaX8npJocO9wCYH1DvKkIAJzw94+cY5G0jO+HiIHesMf1WJWpLesTkZmoU089FQ8//LBzrGkaSktLcffdd+O0005LJ22NDpMmTUJxcbHzf9OmTRltz4n4a3qZGRl4PkVkjOl4F1XRcYrEg5fsTn47rKtdv4bHxw/BxFMOde1sfHoAuAtd2EmQnwtiuia8V4PYToGRRFE72DKBRw4gtzeg2/cDv+jL1HkkiJ1sUuUnUib6PNy+kpQZ9KRJjMpFNk70X9N009/8amhnzyKyZmcps/smoFUrfrDUeTozKJzAffZforqRrS2uhM89p8GV/NDMlNB+ijsmEZmDAgTybcrUeYDFYDm2b4G1uiDfE22Hx0siDgiC1w7u2gLDerQKZuipDvCxuMhUUJ00mL6RX0G5NsXtya/JavvMTk7NpqgSSaIs6BqxidKda3J6RBsATroR8Mbo+v3srdm4SS7jRNuc6Vz4gDB1Ad4Ng8xuk3mGmngsikwuRKE84rqGtlRGAv5bZyVRXBtgJdiOMT7Z5BAJFKlbuCkOF5i0rhGZiZo2bRo+/fRT9OvXD5WVlfjd737nqPL+9re/ZYJGB+3bt/d40e3YsQMFBQXIy8tD69atEYvFhGXat2/v1FFdXY39+/f7lhHVQa7JkJOTg4KCAuZ/JkGPYVniVx78wBdNukS9QoI+AnJ1HmHeTjjUNcTMiceQTUW1Ddrhk8s8Qye7T3OuWwVkkihdF6vzaNBePSs27hO2F7QYBi9c4vpE6rmERBJl9VEcgRyw3msFF9uG7mvMlgaFUefVBEzq877e5jnnpB2RrGCOJMpW59E9fGXFZqz4ea8riSLqPInarlTC7JLnesjt7zjn3EmapsU9apIdw3WjetllhdUCAE4f0AEAsK24Aif3aWvR6SeJ0q0Jf/yIrvJxLJRyWOf4JNo0/3ygMoG8bNcL0ll4tOBktn6gF1xeykm3EwZkDPt9+hrTpxrPAsmoojySKHYBTiRNoX1nGPhKogLupRkg/n3KY325dmlxXfNlxAhos4trju/pNSw3WNUxH+4E8OuLKMSBl4niJarxGBtuhI0TxavdKHUe3GflkTr6SD1junZwMFGdO3fGV199hdtvvx033XQTBg8ejAceeABffvkl2rZtmwkaHYwcOdJjvD5//nyMHDkSAJCdnY2hQ4cyZQzDwIIFC5wyQ4cORVZWFlNm9erV2Lhxo1Nm5MiR+OabbxiPvvnz56OgoAD9+vXLWP+igv5Iw0qiWINufxXafio9iWwhIMybKNmtzLbA68nnMkNh4O5irL9ZMQ1NBK71muP470I0sZFnQAzyebg2UWJ6Au1QJPV5UuXYu1KhV6VA2ka/S6Eaze5rQW4c/TsVCplNVwpkHf/xpSI88+l63/6IILLBoEFLTWMCr7a9ZTWOBIAwYlHsHTTNa1iuaWy0YwL6EUw5q78z+ZO7he3a93y1uRg/2KlyRLvlUYe1sdvQUJM0UZCblZLdBp/0mq5hf3k18gXG6rrmvl++xX1l1bji2S+srshfklsX9Tm79m5hqYfDiPsZAtPf4gX/Wop/LWJT7bCML0cqJVUhNlFkkyEis1UTbyR9Ao9huYwI55R7kv5W+aKyCN6MNDMFSZSmaXjvW3aTTyLWP/irI6R1WFkNRJI474aFPnLTRHk3fTQYdR7Xhsyrl7d7bJaTJWwLsMZLUKiF+kDkiOUAEI/HceGFF+LCCy+sVeOlpaVYu3atc7x+/XoUFRWhZcuW6Nq1KyZNmoQtW7bgP//5DwDg2muvxWOPPYZbbrkFl19+OT788EPMnj0b8+bNc+qYOHEiLrnkEhx55JEYNmwYHn74YZSVlTkpaQoLC3HFFVdg4sSJaNmyJQoKCvD73/8eI0eOxIgRIwBYKst+/frhoosuwoMPPojt27fjjjvuwA033ICcHHGC1foAzUzIUo/w4JmIbB8bCjrHG5MmgPpNmCfHw8kGH6CNxpkDOzLHNDNEQzZpO+ocQkNMx0O/Gugpp2neyLy65q2XtCuyqbGkQ+75l7/w2pkF2qFI1HlxXQPNthEjU9HCE9M1TztxbmLlQS53KMxDXlbMNixny5B5jZ7MiissSU8kyYN9f5gI3Vkx3Yl4TIOQQCZnkWG5bEnWwBrbEvWJWJ3n0nj6ER2wyo727QQeldTv/LYPYpo38Oezlw1z+lCTtMI1hDB58YBVSZpM4Nziihrk54iYKPlY3HmgCgt+2IkzB3aUGsTTp2MMg04kUeFHRCJg48GjpLJGIEll2+vcIo+xg6LLJQwDuiY34F948yj86vHPJOPHj4vygnVMsQpfcGQXfPA9y9jQz/DjNbuxtdiKw8RKonSGEZMxOfR7JcbaNAjTWpDrDXbr0A22a3T8O6/kyD32hI6xxwEvdW6SHce9Zx3u1Enj17OW4LHf2WmDqGu8xzVRMfNjlGxcerVpytGJekdkSVQsFsOJJ56IvXv3Mud37NgROWL58uXLMXjwYAwePBiAxQANHjzYice0bds2bNzoLlo9evTAvHnzMH/+fAwcOBDTpk3Dk08+iTFjXO+fCy64AA899BDuuusuDBo0CEVFRXj33XcZQ/EZM2bgjDPOwHnnnYfjjz8e7du3x5w5c5g+vvXWW4jFYhg5ciTGjx+Piy++GFOmTInUv0zD8c6DKZ0Yvfe4v034S6JktiUidR4v6iVuxyLI1HZhVRGk1pqkgWY5ccveR2IT5bVv0DyLAaFHlI4lPyvG2BuUVXudKvwYhzbNcpz+kWdFmCivJMq2iRIwnyK7L1bl4m2b1N+mWQ7aFeSgfUGuZ2GibaH4c1HgMFGSV8irFr/eXCytwxX1CyryoY0fr3SuLbrX9GPUtHC2PvSzJu/Bb98S0zTHozKMrRUPZmHlru2vqEETSp3nqEAoSRTfI1cl7Q1xAABLJp0kjg1F1xWBqyZjOEyIgzDQoOHwjgXo28F1XqKdGZKmu6iL3mdBbpY31pQNbwDH8O/LCQQpMieg6Fi94wDTnsOI2BunC5+0wusESfwB4FxBBPZE0sQzlx3FtAFwz1ijX6GGP7z0pdWmSJ1HfXuM9oIqE9O9aZAuGtnd7gdb4c97yh2mjd5A0ZLiL+88xW1TMjhor1pP/+oJkSVRpmmiqqoKRx55JObOnYvDDz+cuRYFo0aN8r1HFI181KhR+PLLL33rnTBhAiZMmCC9npubi5kzZ/oG+ezWrRvefvtt33bqG7xaKwzC2EQRsIyTuBGZOk+3VSl+CxS55BiWc7toGRNGSFm7sxTH9G4tbUOYgFggiSLPgHcTBoDc7Ji7Y5NMrqL2Z1wwEH+a/RWeufQonDXzU2TFNPRs3QQnHNYG/1pkpUnhmaiYbnkZkcCB9EIajwlsonTBQsdSBgB48pIjLenPrlJc9BQbvZ+k5vliwz7nXJjgfzzCGpYDcmmJQS2KVp0RJFEa6/WYMAxbEuXfFw0a1Z64zL8vGop537h2YGRR8esrnVdR9jj9nlRLSv1kmCauH9XLCYK7r7wGh7X3blg1UHGiuGt0gFeRRKlDYR7W7nQzTogY9FTUef6G5f6bAJ4B0DUNJKWzdc2VfiYNw9db0g8edR51TGpskh0TbqBITknRvEK+z3vP7o/J/+9bV3XO2UQlDBOfrt3jXBPhvnP6O7/bFXi1ITVJa7x71Z70HEGr803sLbM0DQnDRNzHsLwZZypBqtQ1TRoAWXSans/2lFrOKbSNUwtqzMvGGh8eJqwJSCYRWRKlaRpee+01nHnmmRg5ciTefPNN5ppC3cGxM4lwj59HRVjQ7cWlNlGWOi/MGCe7EZ4WuVOcqyrwE15ZdlnsOT7YJuAu6iJ1Xn52zDfCOCBeDHu2burE8zFMNz0O/fwL87LQpaUbsJbkG0ya3jQ6MV33qDsZlYvEmwWw3I8tdaDueR9Jw/TQL5rIWzeV25QAtH1K8AsXGZ9bXoGsStAvvQwPDazRqRu6wbSlTW5Zul5NC2b8Tj28PTTAI+XJiunSRY/0Ma6LAwRe+dwXTPJsGvNvOh4jerbC6L62jakJHNW9pXP9QGUNI5mgg1PKNkVkAftiw17pAsVKorzno8zu7jcTXhLlkRnTEkPw0jGNkUTRc43f6xSRw2+ORO+rbwfXSYge499vs8KuCB1b7FP9OhQw3y4dsVzXWYm96GmZsJhct15vWzVJa8PKrwkMH0qN9YRhOhL2RNL0vCf6qHvrJu556kI8pqFpTgxPXnykl2auIxrYTfFrK63ExeU2Y8r3SPZN8nP09uLKeo8VFXkFNU0TsVgMjzzyCB566CFccMEFuO++++q9I79E+O3Yg+4h9/nb89B6cToarXX+9CM6iK/DjulhGKF2CuTjEhlaC6myybIi//pIuuCdIPm0L+QcwHojEuRlxRwJFW+z4bQjIIG2IzFNe8dp7xYJWjbJxse3nOQcE+88US7CmCaWXPHtsffw/fQyOYbpFeWTeYpXwfmBDohH457/O9xTNkcSwZteFOk6RWUAubQFsBglXdNgGNY4oMcJ42oNNmgt34ZTTtM8MZwK87Okdn/kecW4cA4E6wU2YQSHtLNUVmRjYiUcdumvrDGEzKquu56NfB/IsyEJbEXgQ2LwiLJJdmyifMqwgiZCt+k5R9pmmCqNZdz5VDVB7dEgTd485rBAmmWw2hZ/n3FdQ2UNp2qGe43NWxm2LRdx226TkUQ5ajK3nAYrkDBgRewnzGLCMLyG5RQhWTEdP91/GlMPoaM6YQqT2Huk9po3JhTgjhOvBM1TFIA3xMEP2w+Eyj2YSaTuDwvg6quvxjvvvIOHH34YF198cbpoUggJMrFaYzPcBCeTRJ1oexXRoD/oQV2a49whnZjrhXlyI8aYbn0gYSZe8m154iCF8XrzKaJRM62TvDeisDQnK+bYSoni88jbZv9mx72SKBHTaJp2hGqq3Oe3nSyxiaLa86HBLS/3zqPh2CZJXN5FkIU4GN2vnacsiRDO3+/aVYkZAcBPpcrGykkmTei6rdbjaGLUNdTi7OTOo+m3pUGa5qoSiCSrMC/LcTrwBEK1j7NiYklUGPu/B847wqGXrr6qJik0dNf8JFGUjZLsTcqYcqf+QIpdEKbN3ybKG7eMLs6Pb95OyzUyt5lmiT0YUz83fpau24MNXFw1fnyQNlwaTXz2026uL2yZqecOoBhp7pszXakZH7E8jD0iP3Sy41ZuO01z+86HAdE112MUsGyLSFM1SVGIA/aY78ONow/BgE6FtkG/94mLuiHyQpT1VzbfiLzzgiK+ZxqRmahu3boxBuQnnngili5dmvHAkgpekGEmy5skAv8BNrN3EScc6mWimLY0l2kiQ5b+rvKzYzh3cCeqvCb9wHgQGxyRNOuIzoXS+0zTf/epwf1IH/vdYKcf/B1+zFp2LDiisB8D49o+6I79EYFMspQwTBygJsF2tkE47wTA79R5eNK+6F7vPJEgRZjrMOA9irymLBq953PjXknUtS+spGyirLJJw0SLfJZRF9mrkN+8JIoYd/OUB0mihP2Chk/WWgsnYUia52U5z49/roSZtIxvvfWGiWlEPK34XHmVNUmp9FMmMSTMnrWxEbdHDy+6TCppX9wUH/IyfHWmyY49MmZeunqErYpi6UsaJiprko4Ti1/wUxH9Kzfuw9J1e7BxL4mIbZ1vni/fHBI88M4PzDHfdmFelvPcvFkC3M0lkSJFQUxjv2OLibKl8vb5ZvbYoVW99LOtrDEcaVMiaXi++SBe7sbRh6JXmyaoThhCkw3R/SKprXTeCCmJOndIp1AR3zOJyEzU+vXr0apVK+Zc79698eWXX2LdunVpI0whGGTg/eaJpR73Whn4xZAYsIrF9/510RNHx+Z5mH7BIOZaTYBNFLlEFjU+x5iuixkUV53nvT77mpHO7+U/78NiO6cfkbiJonbnxGNSRionHhPaSjH98GFgHLF9TMP2kkqmLM80kmPRjk3XBO+IW1Q89wgkV55gmwJGRRgWQAPe+v2xAMRjxQ1xwNPtlQ7kCCRRojoM08QfTz6EKWNKfgMcE2VL/RJJE+cM7oRLju7uXuNtopz0SXLw6T3e+eNxaNkk29nAyGLoWGEQUpNEOe1x9VdzamECDeJcmICboNh6xuKxzqSEokh2bcHCc1FEMuK3vvHqOQBY8IMbm49cHtGzldAmqmjTfjzz6QbH3saNZxREnUXUuf/8DIt/3EWlG7JunDV+aFAFHqbDm/ycVefRiCqJ8tgXaRpjP5od0y1TAaoZYnxOzumco0plws2RuXD1Lo8zyd7yaqGEpyAv7qRJ0nUNS9ftEdpjil67iNkJkkSNOZyVZPNMFK8OrQ/USp1HIzc3F926dUtXdQohwHsVtWkWHMOKX0Rb5FtMVBi1G28z4ndPXLfi5ISRRJFFrWluHP+8cIhzXtM0DO7awkuHY1ju3VXzKsH95ZYXCL2b5unOy45Jg5Vmx/XAtC9hJFGmaUku6LL85ENLonjomuaNo8VcD6ZL17yhIJKGicM7stI+kXeermloZRuXi9qSxYkSvX6RJArwjiveFogu44HGGpYnbQ7bME2ccFgbxn6P7h9jjOvjDVjDLHSWoTGxxQG8kgjyLi0JgJfcoGTbDA2co0HSYNXk5Jfo/RIQaQcvDRXRTMoREAl0JElUkmQC8Ffn8bjm+RVUAbYsGxsKqKhOOHOMX79omJwNgAl37BLmIJey2XNVme49hml64s9Z4wjMfbQ0kgZtv8Un2g1nE8WGPCCmAhpFpytBdUGrwmibKKtP1t/2BbkAgDvfWIWFq3d52n7jhmOcDYlmj22xOo/tiIaoTJT1d9r5g5jzPBPFx/GrD4Riolq2bIndu60dfYsWLdCyZUvpf4W6Az8JXX1cz8B7+DmWqAyiuIryXlQbHjjdUyYWgYnKIzsbbiLSNQ2TBYbJDjMH0aLNLbqkLh+39LzsmNRLMT87FviR9utYgLkTjmXOiSQwuXbASwJ+HSXvIGzaF1F77Dn2mFeJAKy7NX2OJz6mu8yGqC1HFceRyDOTALtI0fB45wmMhaU2UWAXCcewnHM++OL20R6vP2czwtFB/2YCeVI0OHGCPO/SpksTM2e8JIp3I6fB20TJGAZd8H4dOu2NgMgb072fZS4IZO/LDwnDQE6IQKN+s4PG/eb7VpU0HGY5YZjo0aoJ/OB2j2UeyPtp2ywHw7qHW8O8kigv9WTOEanzRFK/GoFaTYSYruGq4925PjuuW8yF5vbRE/vKNJkxzDuUfEhJAP1QkJvlbDhJt8IsHSWVCfxEhdBw6ZDdYT87bqDzNlG8JK8+ECpO1IwZM9CsmeUxQicfVmhYEC0wxx/aBkt+2u0YFGrcx0urHbzwfug0fIMN6sHqPALCwGhgF9ugCcUQLAh8e6QKNxCft568LDkT1SQ77kknwiOmazi0vRtJd8MDp2ONHVyPty2hj3mmiHY/5uFnNAyIFyOeAbFsKby7Yh7CnHX2BD313AG4763vnEjr3Vrlo1PzPPzo9JeXlmnMX8AbmJWAjxNlmALmXvIqNI01LCdu5BYj5pajczq697K7d1FzfC47AtcrkaXTSTCraUKSea/YryefKuqW1ReTfa68Gts1fnbfL8+4EVWnn/0IuXflnad4VLz0dQK/r6ImaSIrrgd6DjfJjjv2f/z8xYwljTd2tySP2XbYjqRhOvadfvBQQzETmqZh9rUjmcua54d4nPDftqYBfzr1UHzw/Q5P+aRg4wJY7ygMO6BrGv5w8iGYPv9HALY6z7A2C6Rak9oI3XvW4bhn7neMulvn1MyyfJRBdNB/aYie0bOfbYhQt/WXr9qrzgvWFGQaoZioSy65RPhboWGja8t8nNK3LT6zDWJfvHI4Y3MAIIIdgQsyZP3UeSRZpK/hN5EAOO64lkCaICjooyEw75DZbRB+RURPbhYbg2nO9UfjsQ/X4sMfdiKPCrbpB9LuM5daUYPdZ+MuarrOUsfzbeRYrE4TpF9gJm1Bv7lTuoiJMr0elCJVAJESamDVkDlxHfnZMY9ROE23py8SZlCkEgzJQwFgmT8icTFN79jmmXM/Rp8UJYz0eUM64+M1rpqDMFcy1aymiTcDPNPu9y0ZAnWe6IMV2s05dFKSKElb5F460OfEUw6laGTL+/FHNUmLwZGFBSHo2iof7QpyHdd7Gqx3nuaRclYnDCSziO1bcDgV9+tjJW6y8ByA+L2YpnejQauFCToU5qFXm6Ye6YlhsOOFNFGTDDaOB7xjLSeuo7KihjFVIPO8BksNaoLdZJB+8IiyDriSKMEzEnypYocVsTRKxqDRVfRo3aRBSKJCqfNKSkpC/1doOMiKWeIDMsTysmPMREGniwmjdnPuCzFm47rldksmvpl23qRFN49yyvBBFYm0g0C2a3bULvCqe6T2HgL1GmAZoltRq90r2VRQyvzsWAibKHcXemIf1yWe/msCnvQ0XmNUuSRK19jceRseOJ0NQSD4kvlJ3bKZYcuIpHmyyY5IA7yJVTW0te3xvCrE8Ez68g17PWW9k6hMnceWS9jMgiFgEnme2G3DWzc5Q1Qh/BhNJsULMCOJEpAcFL6Dr4tR58meAS2J4q4lqJADspZFwtg/UIb9EdZX7CmtRqum2YGSKDKeTBMeovmI5rwdWFXCcKQ6tLQuzPxEYJr0Ji78fUGBYB0JuC4IK2KKJfSWJEpUrz/T73rneftAxqthmgwzp+uppXdi6ibqfcG4CVt1frZYjuN+P+x5muZBXZpbhuW17EdtEYqJat68OVq0aOH7n5RRaDjIiun2btwaZBYTxTMd8g+BR6SgnjoYSRT5GLpRdgu07Qs5pqmjJTLPXzGMosP9y89FUiZKYhM1rEdL24AZaN3UNcwnTTfJiXvyNYkgCoAHuPRZdi28tIJT5xFJlJCJ8dpEsdqO4BVA071qW5FQg85nRbdvNyTYLZvo0boJTu7TVhjgk8aUs7w2bgQrN+6Xt2tDFqtLJG3S7L5oXLmh3VrgzjP6edoQqvOIG7gtceJ7npCo86JIokQBSQmW3zEaYw5vx9TPqyjJpcPaNcOptjcT3ySRpCV8DLCjbKQAuX0aAGwtrkCn5nmBi6mmWWNEVBfNsGqAp8/VCcOKB6aFD6fC00PnjQvrfWjCFEqLRc3HdQ292jTF2r+Oc87JAoNWJ4yUgm26caLEPSABfxOcOq/WTJSvJCoYJ/dpyzgShambfuzE4aK+JVGh1HkLFy7MNB0KKYAeXiRQI43suG4ZttrH+VlxqSpF9CHI5iRHnedDW1zX8cqKzbhoRDdpXeScG9yRXUDJAvXS1SOE8aJERtFydZ6YibLqse5bfsdodL91HkPTMb1b4+lP1kt66faDr7Vzi3z7Grt7ptuXJRQWS6KALF3DhBN747GFawEA088fhBFTFzjXefDemjHNG61dmPZFYpNFJHb0GCITmGlLAuQ2URYuthOUilCQF7frctvnd/EvfeHGo/Nj6onxtWG472DquQPQJDuOgtZZuOLYHrj3re/svtn1OfV62yaqkKRpMkbhzgZAqs7TPM9z+vursXlfuXNMM+88yDWeiRKN88L8LPRu29TuC9smWUDDeueJEI/pWH7HaFRUJ3Hcg/5rwt7SarRplhMoJSDSM8MIXngZyRRsJsqu3zC8DgLetrznTJOSKvl0n75kmoJvVNJPJ8yBR33rLVtenfSEeendtqkT447Aw0QRmyjRHAv3uSQME78d1hX/W7ZRKiEV0S6DTFoEhNtwN8/PRh8qoTQNXpJPQDN+RLrfKGyiTjjhhEzToVBLiNK3WJIo62N5+w/HoXOLPFadR4098kG0L8jF9pJKYRukOFl8/OBKfsgZL31EakFsdnlJFFmgRvRk45K5IQ5E3nkSeugtLQdarUlgmMDYw9ujR6sm2FNWLa7Up10+zxop46eqIveIdlZE7XHcIa0dJqp9YS5a5GdhX3mNkDkc1789Zi36ialD7J0n3+2597rMIi1tIjYv5Bl61HmUl1oQiKco025ItRdfKmkbzBmU6uS3w7oK75VFSI9RC00NxYTQAkFynm+fXmCS3LJemTCcnGFAOLWK34JGX3HGAVclWfQTSTEDxtzrg9ZNcxzJrB/ZSdNEfnbMYwjsbVM+NviQBqwkSkN10nA83cJKongYJruJ89AgOGfCu9EwPWWt6zK1rcg7r7w6ARNsjspWTbLRp30Bc47vZnZcR01CnoCYnLMM8TVcfkwPfPTjTrEDCV1vQF5VPztToVIyAq8jCgHB10EcT+pbEpVynKjy8nL88MMP+Prrr5n/CvUD0cSYFdMc/Xu/jgV2xGr/j/ruM/sJrwOCj8Bnzorr7EegaUDRXaewbRKmgUxiOmdvEmhY7t19BfVPvGtiP1ZiJxHTNTTJCXbvJhI0karKXdNMDxPjMSzn1Jstm2TjYTuAqa5bjLIshAP9Lv5KZXznaRHFrPFIogSzXcw2iufrsJgoDUnDoo+803vP7s+TFQhRrK6wpkMelSSRREk8oURtEOb8r29/79RJzrlpTNjwBI/8ZjD6tG8mZYiJlIWGYZiMJCNUqg/P4uhfjv90aCZQhrBhTsIwK4ZhIjcrFiraP7FdE15zfltjf9WWEnzw/U5ompW6hMxvtFo6zGJNJCWm6armgpxgnMsiSRS8Cz4AXH18L2F9orbKq5MCpwdvOf5MdjyGGoME29Q8ZcnaUJM0kBXTcdeZ/aBBHEGcRlhJlKjffnfSXpRRGXo2tpWZUsT3dCMyE7Vr1y6cccYZaNasGQ4//HAMHjyY+a9QPzAFVgVZMR3gPHtknjlh5k+PC7LPp8LnjdJgiW/ZNq1rZBLjaxvSrbmMEOuP6b1Lurj47Zq4hdayk7DO8WJ4P4hUVXz+OfrYa+PEMlHnDu6Es+1UOrqmIa7rnvdE5hS6X2cM6Gj3g4UuULeJ40QR2lnaiOqFJruCkqhoFJNI1LguXcEDTLTAh/FWEtZFbKIM+ZgnIDTe+cYqtm2dlkQRtRH7PZ3Ypy06Nc/zLDgkP6AGL5NkmPKQCVIaPU4I1G9aQmNf8arzXHWk7FWEZaIoXkIKXu0pA/EYFTJRGvtb1zRHSq7BVucZck8uKf2aV6LBtyejFbCebdAGj9Q/slcr4XWRTVt5dRIlFQn8amhnDO7a3ConchgRqfOSliyM74NJ1U/CTpC+pEuCI1LdiULGEDpITDQT8g2O7DwzTkxrDm10kqgbb7wR+/fvx+eff468vDy8++67eO6553DIIYfg//2//5cJGhVSRJYd7I7+6Oi8S/R4dDxbqPtTW77sdjzqPC/INSKJomOtNM2J4+YxfYT3ObYrAjWcrDm/UA583B2ANf70M/yV1clfI672dFl+nnGeh486zyvelqsieMR0rzrPopFjrAhTS53WNSI1YBmbqoSBD77fgZ/3lAmZNEeLKiFwiL1YABKDel1D66bZnvNBfSCSKNPHG42n8YsN+9i2Beo8svulYcK72BGvI+JeTsMwTUYKEE4SxbY5qGtzxnPO6QtJYcNLomymTeSNKWtDBtcLTk63pWoJrovkc5S529OSbOaxa1YIFRIPzKoLgXQBdugL+yhpmJQ6TyBRIeMX7LzJS6Ki2miLGPvy6gRGT1+EsqqEL2PIn8nLdm2i+Gsmpa6vSRrIoiSkgfZqAX1wNsGCamRx9wBOTSstIz5vMr+JJKqRMVEffvghpk+fjiOPPBK6rqNbt24YP348HnzwQUydOjUTNCqEgOh7IBnk6clH18QfZtAu1ES4lAQEcZ2dBPzyyyWpRZtMVn67C2KjZEkZ2GtySZt8UuLVeQAb6JHOuwYAvxvO2taESZkzpGsLjO7bzsPQimhMSJiYeMzLBJncvX7QNe975u3QALH7NmFwNU2cWmTNzlKP4XwYuuZcf4zbroR5XH7HKYFJYfk0KsT4WhQHS9SG+Lz7m7GJEjCy/DliIKxr3kXdNE02MGgYSRRHYp/2BUwMJ7ccWdjYSmsSriQqKE5UEMKUsiR2wcsLGTN05HAC9pmy406DG+JAXF5ONy35ShjuvBb0CfEpWvwQ9EpFj5rYydHCQqGqjDvlMOyy8vbfGicVj1VHVtD7DrgsG2uAOK2R6DkHmV/I6iC/9cZoE1VWVoa2ba1YOC1atMCuXVbguQEDBmDlypXppU7BF6wKysX/rhoBwNoN8JO+rosXQZF0ioZspygD7Z1k3S+WMgBckEXNptuHY1v8ozXmRF5K0h2Mz0TJS7RME8wOl0eUGD+kjrMHd8KfxxzG2USJQxy491LvTSPqPDEXRU4T7yyrH5z6VfPaxFnSLbZKaZwogDEsf/zCIXj3xuOYMrJHE2rhFbzysNpUXnVERywPUgnyz6RvB8uQV9c1yibKVueZpseJwxTU4S5W3tx5vDqPfmdhaPQ+Y+81/lE6TGDSJ05UBHVYEJKGGSo/oMvE+9sY8VJcTYNjWM6XD1pSLQml9TthGPAzLKfvIc82LzvmCXtCxkmf9pa3WXBoB7Y1WqISo2xXCwRR2Pn5OzfujjURyKdRkzQYdV6WJHOAQ6N/F3wl5/6SKOuvyDHIrTt47JhmI01AfNhhh2H16tUAgIEDB+Jf//oXtmzZglmzZqFDhw4BdytkEuTDJQa62THdSu3CTUbkw6SHHq3vl9U9rEdLHNu7dShawkRCF32EGmw1ZIgPg5eykftFIF5CIpG9tfPjJVHyxTdKnkEe9J38YuzxNKSv6VbaFwkP5UygH0w8wTd+Dz+58XZagIxh1kCCipL+52TpjOeQiEkLuS5j7OHtpaEVwoB/JcQmKpE0hXYlfvd2ap5rn6fUeQnXsJx//0RVK6ubf56GaTpBOgEraGAQ6IXT1wCasCS8JIpK+yKlNeRqEOadGD4LJN+mZj9n/jmdeUQHvHbd0VabsOrr2bqJfWyp82hVTii7TvtdkW8kkTQpSbioAva5X3FsD3y8Zrcw+remAe/eeHwwEQJadd0NhaHbuvM/nXIo/v6rgUy576aM8Xix5tpSTw3e+c+2lALgGpYDFq0i7zuWcfV/oOS6KN2OLKE74I6L6oQhHXN8yyKGnETyb3RM1B//+Eds27YNAHD33XfjnXfeQdeuXfGPf/wD999/f9oJVAgJahyR3GSWTRQ7acY0DfedLfDeCpJEwcRZgzrh9yf1DkVOGEbDCXFgt0lsaohXoQg3jznM+S1yzxdN3MO6t3RiEImkSF7Dcv9FIIokinzgZBLwCyTpt+gQVZxIlQSwk47fLvj+cwYAAC4Z2Q0AsGV/hWcSpNWrBDFbSkgMgUUgCx1Lt7ffIhx/aBvhO5dFmve0zdVPgg+GkUT5OVsQiohNUdKQ2ET57KhFhuU1ET2KGJU8b2SueX9/tHoXU4ZEq7aYy/RsDvzGmUhiJwJR35vw2hm1aprtMJhEErTgTyfgp/tPsyRRnDqPvGcpXc5YYh0GwhqW0yEvnHOM04573m8jA3jHS0xzmQEi0c3LjiGPixslivCdbyeI5qV1BB0KczGka3ObidKc9v2kRXx//K6TmHhMf3zGEul7lU9aMP786QO8AhrDtOZVPq1OXSMyEzV+/HhceumlAIChQ4fi559/xhdffIFNmzbhggsuSDd9CimA7AKy4prHsFzXNORnx22JApjzPOhTImbf7xsL5Zljf2jL1u+1abDqjNsSNBHoHbYsUS6P2deORLuCXKZNGvwzss7JJRh+kcN5kB0rmWho+o87hJXqBU08WTFdKomikZsVw4BOhcJr7Qut53DruL7Oub//mt3tCm2TdGKz5tLJvyPLXoo7Z//t074ZJpwoZsCnnz/QUb3x9Ya20+GKXf7scpRU1Fgu8AF1FOTGca7tBcnW6XJRCUqdJ7QpFJz7evKpgCa2iYoaIJD18pSXI7T9Z8nPXJtu23KpWTQmyg9JzotRBk1zGc1KLs8eG1xTczZZJNxGVUKszvODI4mi1Hl+zhk8g8ozR6l6jzIMly3d/IKkPUK0d5HnSKJcqfKw7i2d68N7tsKc649hbKJ0jZUWPXvZUZH74L/pk18jV6qTciZK4+aR+88dIChlIiceHIss00g5ThRBfn4+hgwZgtatw6l5FDID+uOmJVG8vQ+ZtJZOOhmn267wgGQCoc6S3TS9vvpJZMJOoOyxJhUzu3S4v0VGvvwu241XJafDhDhWkuwDjxD1ADVJA78d1hXdWuXb9brXjuFUo57mqOPxI7qhddNsD03kvdBTe152DHN/f6wvXb7PQ2ZYDsIoyZgouSSqS8t8/JmSItI4d0hnOxxBOKY4LEzIU2ywbWhMOiKCmObaRBEpyWXHdMeNo1mDbhljUpCbZakE7eO9tkOEYZqRPYro+oMkliKQcSKKCxamXhH8pC2GaeKEQ9vgiYuP9K2DhMwwDG/YAJ6B4W2krBAHXnWejC5yt0a/1yTlnSfaSFLtCW1J7bkgJx5DE0keOBpP2s+DftZEavfOqu02/d7++iFXIImik0jTcBx+dI1RkfHhZ4DwNlFRrxEaq2qSoRl6mRlGTlxHVT0zUaEiltMwTROvvvoqFi5ciJ07d8LgxNJz5sxJG3EK/qAHlmm6k0c2zURxaqlT+rVDQW4WWkg+Mtm0SOYqeoH103t7cscJyojyrGnQfNUAbLA1ESPGHusOHfI6LS8P+ti000jImChOEiWpe3iPlmien4Wp1C7Kz52dNx6m6+3fqdBThtBOaI4Cv/l5azGJxUMvWprD5IpeD5FSeWzUQq7LmiYJ8hlSHSi6Sp5JKgw9ILZnGti5OVpxaVr8DGQ12ME1kwaG3DsfGx44PZQ3nqgely5+gaF+S+ggbdqB3IWoja2ftz0TrZvm4JR+XlUPDV2jbKK4a96USdQ12BHLI3jn0XXRoSuixomiQcbnNSf0xKXHdHfOyz7H/BzitUkzUV7JvchrVoa8LG9AYJG0+JjerZzNQl4WK8ERvfqzBnmlszT8npff9+rYRCUN6Zjz7CcFxQzTRE6Wjr3lwRklMomU4kRddNFFWL9+PZo2bYrCwkLmv0LdoV2hdzIHXONhYnRHD+hurZoIGShSRLYYk/P0ApATl0fz1nUNXVrmBRiWc4uBvUj7Sbho8f2fX/kq8GNzF2E5HVacKKvApUd3R+cW+UKjdYJkSHuWl68ZiQ6Fecw5P16HnlCa2CpXHvw5v12YX1ukv8RQV1iGkX64agaRqpZc88aJCruwaU5yYVqSQJjgEw5tE6oeGqSWMLyBqIjlnWfh8I6WAb2oPybkqisiiaJfRUqJXzmpjAxBkihCU5R7ZfDrRlh1HmEWTHifCytB52zxNKsN+hZnWPrQRQI8kiIJg45YLr/Psd3i6ibjMzcrhsI8/zAcVhuapy3DZD0ZaelXGDjqPIo+XdfQNCeOVtRc/98rR2BYD0vNd2i7Zszz5lm2DQ+cjskB8fH83n8YSVST7HhomyhRMRPWGlRV08gkUc8//zzmzJmD0047LRP0KERA22a5uHnMYfj7e6uZeYMwDnFdsz0YguvyCzQH0Oq8cJKoMBAyCfB3j+W/W6+Rrfjj89ulmhTDRCYOw8eWJmxYBRFkC+i5gzuhS0t3154vSTeTLmEBoblnm2D3eqtdV7LoBDWkrhOpYMp2NRrw7dYSabszLhiEvWXVWPTjLpzar53HcNrvJaRKk+WdZ/Vy3h+OQ/db50kkXvL3omtee8LUeChaSikf8zKm1WQWTEkbmoYf7xsXmiZ/w/Jw9kLZcd15znNWbmGueVXDFK3kL8do+YFc1sCqN13jdP85UDSOjunVGu9+u923XRoiRwtiE+UcIzVJlMuOWnN/vw4F0jls8v8djrNnfuoc10ZtLoI4Hp/JXHvi4iOl341HoyCsr2Go8yKvgoWFhejZs2cmaFFIE8h4i+t6aFdjVxIlvk7O00xATgATFbRYCOnS/JkzfnfL10Au33lGP+a63xMQefnJbGl+uv80dGmZ5zkfFjJVztTzBqBtM1eyKHsG8kXSe87v/UTd7VpqF9gOCZrdpteGJVVD2yjSkT+POQyn9GsXWCchL1U1Fe2d54d7/u9w/OlUsb0XMSynH1UqLtm8VDAMaKktLTz1YzZquzEiMEMY9APA9PMHCRlNQKQa9mcW3TAt/qBDVwD+aV+O7tXauSYao7MuGupxEPGjQfRI6G+KPpeKTRSR4upacERy+vtNp1NBUH2kX3nZMWkfY7qGk/q0de8RlHEkUVzMrrpG5C9m8uTJuOeee1BRUZEJehRSBLPTtAfmoK7NQ6W9AIKNCF2bKPdc0IRrUmoyEYQTCjSpOm/1fWM99ih89aS9K47tYR2HUOeJ4vyYAvoe/NURTD41CQm+qKxJCm0YAHbR80ZvsiC0y9A1FOZlYdRhrMrr8I4FloeYAM5zEVz79p4xwnaJh5RssaIzxkeF7DaRVNJpnyJAPMmyO9+o4BdbQDyODmnXDD0kalFSB62iTEWdV5iXhTtOtzwqwzKFp/3jY+d3kpkfIjcvRAoCNQ/IQio2BqeZJvY9kl+MOi9gI+hccwU2ANz3IXosMy4YhNMGtGfq55FK8F32HPutExu7sO8pO647QXNJ38MEoaQvh4nrFwWpqJxpZMV0PH2p6zEok2zlZDVCSdT555+Pffv2oW3bthgwYACGDBnC/FeoWzjZyKlzmgZ0ap6HEw5tI0xpIoRd5PCOBTjxMK/9iWsTFU2d59e0aDE4vFMBzjiio6C0tevwTw3hbc+VuMgJIeLzIJDJkqagSbbcLkyEfeXVaCXIBUdSlLg0iT2+RBNjXlYMBXlxPHvZMLZOTfME5nPbk0PXNDTLjTs7XHJO06wb+fd2vG2vpEHswRQGdF/pVyySpuk2HTRO6tNWGsMslDpbQDZtE+WUkzw52fAh7vt0n1JR52XFdM/GwKVJjB+2H8BPu0pRnTAQRp1XX7Cekfc8awLFpjxyVHOMhM6/Z65UmmXanBAHgepA9voXt48GAOF8JXf0EEnQvKWIDWIY5BAmilb56uKkzjTo64e2ayoM85EqRJvXMBtaeX3ec4ZpWuq8xmYTdckll2DFihUYP3482rVrF26BVqhT6JrmMDh+8Y5okA/wkHbNcOu4vli4ehfzEYtCHLRqwkmFfCD6ntsV5KJ102zsLq3GdaN6AbDcwru3lnv08FGt+dHnGY4hhqchktYJ1QuCCVCPJn3ZW1aNVk2ysXkfK8nVOJWGTIrHx9IBgNys6CoY0SJEX1s66WQn/xtAJAbWM+BVducf2RmLf9yFEw5tgxZUjrtOzcOrPWXPUCSJitl6Nvqejs3zcGq/9nj0w7XOOcfINmVJlIhQcVnZPMi/VyBFw/IguiQ4edoiTwygdM3ZUT1CZdA4yRABI3niJVGU1Ikfy36hF0x43wlRdcqeK+mmJelxb2xjq9/PG9pZ2h4PIbOusQ4Z1k8tNLeRE4852QwIdXFdC4xFRj8DTdPQwY7Unw6QZ5kT11HJMTkp2QRSz2LW+KGY+9VW7CuvRuumORhnSwrrC5GZqHnz5uG9997Dscf6x6FRqBu4Lu7uOQ1urKWkT7wjGuyOwXvddZG2fpx4WBuM7NUqFZIdnHp4e/TtUIDjHlyIHlScnqN7tcYbNxwjvIdfkLySJ/aErO+taWmQwG7MmmzFUi5mEog4IZzSrx0qa5L4avM3nms0gyhSMQIWM8N71Pl5ScrgqvO8jWga0CSHnRr+/qsjEI/pjLTJsTmy6zr1cHYy+/TWk8LTI+FOaGkneToidZ4IfHnf9mU2NgK7LxH8DMuXrtuDYT1aOOdSZaIIjVFT63jVrik1nzFYPDGrbuSN9TV4JVPeesJJknSOGSIS4CBT7phAMhkVwo0YJ3UifQ/7mnKzdIuJgju2wqRDSSTFzM2av4Z3LpCB9DMnHnOYqFSZ7uE9WjLHOXHdkhKb1jx1VPeWkjvrBpG3sF26dEFBQUFwQYV6Ay2JMs1wxr5BJZygjs5HGjx0wnw0TvJhasbMzYpJ84l53aD9FxRZ15ffcQpbZ4gZy01wSqvdgidfGmcN6iRVV4YxOO7Vpik+/PMo5lyQgb8fZDtjHnEq51ZM03DdqF5OstV0xBciTU779UCM7e8yY1JJlE+TQ7o295ZPAXSgTIdOSVm5mk/Doh934b+fb3TO1TbVV+SgmDwjWLvm3XrTVI+usQt+a9vuMYwkSqTOk0075w3pjNF929rqPBeuOk98HzmfDuNroXBT845nLbwgypJEcdkMwhiWy+aboHQwYUBoyRFsgqI+xpevGclV7mW86xORn9a0adNwyy23YMOGDRkgRyEqZJOBo87zSThKgw9sJ2vIzXMXjr6gYiQtStj6goy6/QIRSusMWS6sO24Q+PK/HtrZyp2V4k6tVgmRQzJR9LWYruEvY/uguy0RSw8TZdVxWPtmTH4wUfT6oPauPt72HiZjNVUmSheMNx+1nfC8/ZdWjdZWDRYkfeURtg+RkaY1LDcr5lFlA157mqDXGHT9d8O7Ymz/DowBNuDvnUfT07lFHloIIntHgfh74yRRcB05woDYRAGuI0RM95o+8IiavzEKHEmUwNSgtlpgXbNsPZvmBMflqgtEVueNHz8e5eXl6NWrF/Lz85GVxXZk7969aSNOITVomrv4hAlxsO7+07Bi4z5BPe59fJyo0PNwQEE36Wa4Cj2qkBSYJh6m4Bnx9g+AeKebyoLIT44kd50n7UXI+mqzQxaq83zLe5mStDBRkvMi5wVNAy4a0U3qlcOvHamSR4zCmbYlZWWvgDwbUeLYVBH1fXtU4GmjJD1oIomJ5olYHvAiiQQl6IvUOCkGecd+6aY0TcNTlxyJpGHikQVrAlqQMwoyNaTIdCDsa9Z1DVmcbWZM1wM3ZcRmigSSJe2mA65NlPfd1rYNXQNuP71vrZmxdCHyl/3www9ngAyFdII3LA8atLrOftr+NlF2mRBTselzRJCwd0NhP6ygBdKrzguuWPSMNLAT4eQz+zkqxtp+uzKSyGTeuUWetYsM+VBEYRfCExOePuua5kn7kk51Hs8gZAlyzMQ0DSN6yu3x+GdRm9hVfvncmPOS74H0RxbWIjW6opX3MIJpE0SlZxXj7e/IF8aQqXFMlaATuaGfsThOlEyNZTLXw0lvRM9m6aSTsbu0ynOeD6ypwepflNcUi5HyVrthDMv5sR31bfrNOa5NlEiSXHt1Yfh3nXlEYqJqamqwaNEi3HnnnejRo0emaFKIAJHrtAbgDycf4pxPhy6fTApB9gNR0bm55YmXqiTKEz3ccxwMIj5n7uPsYS49Rjze7z27P47o3DxEK8E4qU9bPHnxkRjdrx1GTl0QehKN6dE8BGmIbvNjPDXNKxFIRxZ18t74+TWegjrPGaskTlQIrkOmZvGqj6Op80geyHRO+t4o/f7l+T6kO7BibSFL3MvGheJCHAjK5zh2oP7sAP9eidorK0Rw2to8u/aFuUImipc6Oeq8CE3FdR0kByEQPcRBuiGyiSLwSY0aCg1FAkUQiSXMysrCa6+9lilaFNIEXdMwtFsLAJZUo2+HYEcAduH0jnKiPncMwUN84WEGe6HtEh+aiQqQDGjciA5TrSmRREknGer8uUM6o3fbcKlTCGR97VCYh9EhInF764t8i4Oo9jEavJKd7SWVtWaqoxjvypiidoU5OP2IDikxDWG9vWRVSZNV2+fTla7Hry0Z0hWKwFtveurJ52KtuaEp3HMyw3IaYRlVXp1HJDIiqSfAlk3VdpNum4dwnCGctJ8EYCXeeaTZmKYhEWATlUrk/LAg84pInVdbyXUD46GiG5afffbZeOONNzJAikIqEImN6W/yyuN6YsYFgwLroe8RxR1ygm0SoUPI7yDs5xI6lUWQOi8FCkQTnt86lSl1XqpI1XAaiG4fo+uaZxI8tV97vHbd0SnTQNMRhh4ZE9G2WS5m/m6I8374EAx+6NzCG9NKFGxTBlkLtXk3MkSt0uNh2LAEUWjqUedZ8NhEMZIod8SQOYHMW4E2UdCw64ArESLMhL9NlJemVCBm1tnzt4w5TBhQVgSS/oiPWB7GsJxHTlyXSgWjwrGJEqwltWWiMilBSwWRmahDDjkEU6ZMwa9+9StMnToV//jHP5j/UTFz5kx0794dubm5GD58OJYtWyYtW1NTgylTpqBXr17Izc3FwIED8e677zJlDhw4gBtvvBHdunVDXl4ejj76aHzxxRdMmR07duDSSy9Fx44dkZ+fj7Fjx2LNGtZYcNSoUZZemvp/7bXXRu5fpiFmAKIPUvqOzi3yseav45jJlo8TFU5NFs4zEAhPM880eg0y3eObRh8aUhIl8uqrhZ1RAEI9u/AmUYhpqdMadaho8DIGbZrlYEjXFqkR4NChMX8BSJPhBjFFfBT/MCYYZw7siNF92zLn+HhCFn3i+6WG5faFdG76oxuW+6vAU0W6upTPMVEuw8Ke8wakBLLjGmrseEdh46VpGnDjy0XOMbHLDLKJioIokijDdNW+ANClZX5omygyFuIxzZ6zrIbDGJbzqvJrT+iFl68eKSnthd8wFNlEuQxeLSVRDYyJisx2PvXUU2jevDlWrFiBFStWMNc0TcMf/vCH0HW9/PLLmDhxImbNmoXhw4fj4YcfxpgxY7B69Wq0bdvWU/6OO+7ACy+8gCeeeAJ9+vTBe++9h3POOQefffYZBg8eDAC48sorsWrVKjz//PPo2LEjXnjhBYwePRrfffcdOnXqBNM0cfbZZyMrKwtvvvkmCgoKMH36dKdMkyZuIMOrrroKU6ZMcY7z8+WRtBsCTLgxVmoLfkJx40RZx+mOVJ+qJCqonjDVHtO7lRNqwbnPTxJVy284zLMzYYZe7NIp7Vh931jf65ZheXra2/DA6VS91l+6K7K0QkFM0dj+7XH2oI6Y+/U2u87U6I0y2fslUgWApL1Q//fzn1OiJUxbNJrlxnGgMgEgOEBtqjBNK4J+be29+NRJtG0nDfo9kleTHXNzpzkLduAc4TJeAEA+fb/4SOn6wkTPPmEYHtshnmkU4Y7T+zpR02M6GycqpgPJAMPyLG5852bFIr3LcIbl3vpqa5OXwcgMKSGyJGr9+vXS/+vWrYtU1/Tp03HVVVfhsssuQ79+/TBr1izk5+fj6aefFpZ//vnncdttt+G0005Dz549cd111+G0007DtGnTAAAVFRV47bXX8OCDD+L4449H7969MXnyZPTu3RuPP/44AGDNmjVYunQpHn/8cRx11FE47LDD8Pjjj6OiogL/+9//mPby8/PRvn17539QkNGqqiqUlJQw/zONdInqvR4yLMhEPMaOSj33q62BdUZhNsJ+WIG586jpjpeEPXDuAGGdF43sjsvtvGR+bQWdD4t0S6LA7WRrQ0vQbl7T0uONJ6MjzDgIYuJy4jF0bZnv1JkqvSJpZFTDctI2sU+5/fVVKdFCI8gjFQAzMQR9M6nis592Y+i982tdj2zuoTcHvGE56UN2XHccG6JsJmoSVIiDAJuodEL07KsTpod5CRMl6srjejr3EYbIkb5qwXHnRE4b6YIrKdQddW0Uu0c/NCw5VApMFA3TNFNeUKqrq7FixQqMHj3aJUbXMXr0aCxZskR4T1VVFXJz2fw+eXl5+OSTTwAAiUQCyWTSt0xVlaULp8vouo6cnBynDMF///tftG7dGv3798ekSZNQXl7u26epU6eisLDQ+d+lSxff8ulGk5w4WjVJLRjcoe2aSdUnFqz3XJgfLcBZGGnKA+cOwEBJhHIeQe7avAqSbv83w7qGasOqp/YpHuR1p7c+wzRTmhCH92iZmmF5JpgoR50XXDZs+0GTNi0Jk93vVR9LykrqcCVR6RtNnhRFAVUHhFZLGaVVCZRVe3M5RgVth9OzdRMc3bs1AH/Dcp6JevC8I5xrQaEXNA2sJMogHsfpG9cyCkQtiCRRuhbtPfE2UfEQaV/IxisT2jFHzSjwHP7F20QBwH/+8x8MGDAAeXl5yMvLwxFHHIHnn38+Uh27d+9GMplEu3asN1K7du2wfft24T1jxozB9OnTsWbNGhiGgfnz52POnDnYts0S2zdr1gwjR47Evffei61btyKZTOKFF17AkiVLnDJ9+vRB165dMWnSJOzbtw/V1dX429/+hs2bNztlAOB3v/sdXnjhBSxcuBCTJk3C888/j/Hjx/v2adKkSSguLnb+b9q0KdIzSQnUgLpkZDe8fr0451wY8OoTkU1UFJgINxH8ZlhXRywdhMFdWNubuI+79/jhXfHkJUeGqpeHBvnkUnvD8pBMQMj6kqbpaxQrgxmhDQISsby2+C3H0GrO3+C6w6lD3XKpkluQm4WCXHbTIKtKxqiR80GeUlEQ3bCct4lKD9LmnUcF2xzTvz0e/e1gPPrbwTisPRUEEuDUVTYTFYuhOmng/KPCb1g1aExYjqBFOWo3R/dtiy4CRwVAos5Lmp65N3KIg5hmb/xsm6iYHshEZek6WjfNwWkZSOCra0DPNk1AZ9RSNlE2pk+fjjvvvBMTJkzAMcdYC/Ynn3yCa6+9Frt378ZNN92UdiIJHnnkEVx11VXo06cPNE1Dr169cNlllzHqv+effx6XX345OnXqhFgshiFDhuC3v/2tY7+VlZWFOXPm4IorrkDLli0Ri8UwevRojBs3jnk5V199tfN7wIAB6NChA04++WT89NNP6NWrl5C+nJwc5OSkxyYpFcRjOlLIRRsKteX+0zXuR/drhybZMWcHzNsx0Itw24JctC1ILTO5SApBUBffcIfCXBTkhZP6GYbpYSZDIQUuipcIpIqpnGqVVOknRYjSKkniCoSftHeXVuNAZY1z/MfRh6BTc3YxjJr2JSOSKK4/om+TPpMpSVS6QH/DpGtnDuTyS2oaK4myC2bFWfsmIPj71DTgQFXCOQ7zbqJIqZ685Ci/mjxnapIGcuKsBkHTojkAxG1DwQGdCjFr/FD071SA5gFe2fGYhjGHt8OEkw7xLSdD77ZNcfHIbsJrrZrmoH1BLkyYbsJywuDV1iaqYfFQ0ZmoRx99FI8//jguvvhi59z//d//4fDDD8fkyZNDM1GtW7dGLBbDjh07mPM7duxA+/ZizrhNmzZ44403UFlZiT179qBjx4649dZb0bNnT6dMr169sGjRIpSVlaGkpAQdOnTABRdcwJQZOnQoioqKUFxcjOrqarRp0wbDhw/HkUfKpRbDhw8HAKxdu1bKRB3MiOouC2SO2aAnNN4WKF0LhKZl9mM94dA2vtdnXzsSWSEj+yZTVOdFMV4nsCRRkZsKjXSOGQ1aKANdgqJN+zHt/R+d4+yY7rHXkdUke45kwQiKHh0FPBMrGqf0htB7vYFxURSkNmdg+02ea05Mjxzsleepk4aJk/p4HZkI0jomRZIow/RuBqNKouw4Uc1ys5wE3p1b+DtCXTSiG9oWpL7p7966Caac1V947erjeuKKY3vgtjnfeB0Eajl/NHp13rZt23D00d6YMEcffTSjDgtCdnY2hg4digULFjjnDMPAggULMHKkv5tlbm4uOnXqhEQigddeew1nnXWWp0yTJk3QoUMH7Nu3D++9956wTGFhIdq0aYM1a9Zg+fLlwjIERUVFAIAOHTqE7GHdoK6GU6q5vzIxXdN18oxGuoxm/ZiLdDzz5y4f5ns9Jx4LbSibSJrITsEoNpLxuo1muXG0LxSrKtKBdI1nEyb0FKRm9AQdJdimVBIVI5Ko9LkU8cMiUB3lMSxPDx2ZmHv8ni9jWG5/9rRhuUNXoCSKbSRpmrjk6O7S8qf2a4dTUwiCK2xbcK5tsxy0L2SZmajfZSpZC34zrCtO6pOefvHQdQ1ZMZ1RqzvXamtY3rB4qOiSqN69e2P27Nm47bbbmPMvv/wyDjkkmlhw4sSJuOSSS3DkkUdi2LBhePjhh1FWVobLLrsMAHDxxRejU6dOmDp1KgDg888/x5YtWzBo0CBs2bIFkydPhmEYuOWWW5w633vvPZimicMOOwxr167FzTffjD59+jh1AsArr7yCNm3aoGvXrvjmm2/wxz/+EWeffTZOPfVUAMBPP/2EF198EaeddhpatWqFr7/+GjfddBOOP/54HHHEEfilgDASI3u2wj8vHJJCDdZo//iWE9EuRbVaEDySqDTVSxtp8mhoOvmapJGiJCr68+rWqgkuatUkuGBUWkzyN70Sm6iqA6t56x7RrZHVeQKbqHSHyOCf2bLbTsaohz6Stpfu8CTpQmFelvz5gk3SS56riImKBWwo+KtJw/RlLKPYWwVB1L9HfzsYmqZh5sKfnHN6BAkqYKlE0xX/K93gqerZpimuEHhDh0GbZjnShNX1hchM1D333IMLLrgAixcvdmyiPv30UyxYsACzZ8+OVNcFF1yAXbt24a677sL27dsxaNAgvPvuu46x+caNG6FTkobKykrccccdWLduHZo2bYrTTjsNzz//PJo3b+6UKS4uxqRJk7B582a0bNkS5513Hv76178iK8u1L9m2bRsmTpyIHTt2oEOHDrj44otx5513Otezs7PxwQcfOExdly5dcN555+GOO+6I+rgOCmTFdbRI0etP06zgcWkF9VXyzIOmAVcf3xO1BdHiNwYkDDOlEAeidDf1jbQ+cS266iBp+i+o8qYkhuV2+7TdTW2e+Zs3HIOp73zPnOPVdW0LctmcmmDbTp9hefq/D6m6lJNEuYblOqoom6gVd4xGi/yAuYqX5BlmneUTFLUi2gCFCXFAozb5MzMJS9qtOb//eeEQnNSnbUqxxWZfMxIDuxSm5ESTSURmos477zx8/vnnmDFjhpP+pW/fvli2bJkT8DIKJkyYgAkTJgivffTRR8zxCSecgO+++863vvPPPx/nn3++b5k//OEPvkFBu3TpgkWLFvnW0VBA5jFRosf0tdFwmQlejaVpGm47rW9a6m7A3WZgqfNSlUS5z++NG1L37KwtyKP2e+YTTzkUi37cFa4+05JEpZJnjtzDq1P9QoDIGC+RJKo2EPUpyF6RvhzV6yt1RG/Ejy7eJso1LNcZw/JWIYIN8+xJ0qxDJipkM1FDHBCbqIYGPlZfh8JcDwN1ZUip1LAeLdNJWtqQkqHL0KFD8cILL6SbFoUUYMJEp+Z5ePsPx9U3KR7URdqUeG2tFGVtaPJUKg2NuapOGik9B94mKmyYiUyidVO5FCFsLDHANrbXNRhGRJsow5Ue8XfKIqgDctVLur3zRN6RQVXTNlMxLaqMI1VE76/uE5tN46SKhDlNJeURzfBO+/VATH3n+7QmiPZD2GevRXxPMT2NIsZ0gg5xAPF3cscZ/eqUpHSjYcnFFCLDNK0PKGoQzDDw2wlNGtcn8H7ZR5NOpBqpOwh+IQ4aGhJJIzV1Hth3XFcLiR+aB6liQsI0LWlF1JQ4hmlS8aXC3ytXQ1lXeDf82oAnSyQppscufVmLKOHwQ7o3E7omr5TkLyUgzGkqfaHv6doqHwnDzEii6KC2g8pF6du5QzqjeV56vp10gp5jTNNskHxebRFaEqXreuCCqGkaEomEbxmFgwOjDpO7BGca9DjMlBjeZz5vcMxVquo8HnWl0qgLJO3YWYmIXaJVO1EeR1DZdEqi+LhX4hAH9G9KEpVG25l0fwdBWQLo8Ul+1laqpiHYsDydCK/Oi9azkb1apURPpkGrx40UvIEbA0IzUa+//rr02pIlS/CPf/wDRkPLDPgLQX0MzDCTzszfDUHXVulP2kz3N507fBpH9WiJ9hKPwgapzktFImey/nn1Ob+Ftbt74uJwEeiThomYHj26ukEtqNGYKP/C6bKJsnLI8UyUt+6ZvxuCK/+zHACrWNM5iU5tkBFJlAQyw/JUumJwkjnDMNP2TIIQJVvBwcJwOOo8M3pcusaA0EyUKIbS6tWrceutt2Lu3Lm48MILMWXKlLQSpxCMuljPRZNlmMkgU7sjuuWogfbCYtI4uXF6ULLmukbSSDXYpjtRf/TnUQ3CJioIp4SM12OaFhMVPU4UtUBHnPD9cvEl0sTs88wEIGaiRlPPyeA8AxvqMiZK+ExDFGwzFeaHfV5Wot7aRtEOi7CtWOrFhvqmwoM26ThYJVEp6QC2bt2Kq666CgMGDEAikUBRURGee+45dOsmDgGvkFlkalz61Vvf9jMDOxcCsKQwdY3fDuuKZy7zS+1Qt0gYppPFPQrovFbdWzep1/hB6d4MJFNkopJU2Id0Po50Rb+3bGVYwoKqpttOqzqvLiVRYOkmNkwpzUOMt6LtTNDAvPMOFkkU7bySStaLxoBITFRxcTH+8pe/oHfv3vj222+xYMECzJ07F/37i0O/K2QemVQt+S2q9Wk/o2kaTj28Pf5z+TAca2d8r0vEdA15KcQ5yQROttNV8GkjwoB3Pz6YkDQst++o6jwmxEGaHs5nt56UNibRCnHAngtShZpw54lUwj5EhcmpicNC1zWpnRXvlehKoqLTx8bs0hjGOdOI5p3X+EFLu406DCVRlwg98z744IPo2bMn3nrrLfzvf//DZ599huOOa3hu9Qp1g9pm4k4Hjj+0Tai4MAcznrrUkoilYhN19qBO9cKE1gUMw0RM1yMH27SkEtbvdI3wmK55GJ0HuATMYaFBEOIgQBhLtx3VYNm3XgnDk6qhtq5pUond0G4t0JUK2hvTU2d0GZsoEHrrZj4Lm/ctasTyhgraDupgVeeFNu649dZbkZeXh969e+O5557Dc889Jyw3Z86ctBGnEA718bHV58dgec7Vr2i4oRmXpyKJuvK42kd2b6ggcaKiLo7vfrsdv0ljmg/AGq/84vmbYV1x65xvoteleRmHZIjBSG6pC1Mb2q4sKmRdOao7G2ixNvMP/S6c5xLx80l1DxmWiWrItmtRYMJ9VkYDzJCQDoRmoi6++OKDgjM+2GAic7E3HK8KwY7zYBTLNmakwkQ1JKSbKTVsm6hUDIadNBVpokXTtLSFOADY2FeXjOyG3m2bhr5bT1Owzcd+NxgvLP1ZeM0wU4u7FPNR5/FIJZYXAb0BI88i6jhJNchv2HFed5HlMw/6ezo4lJQsQjNRzz77bAbJUEgZqZkf1Br1bRPV0CRB9Y1MBR1trDDsOFGpLObp1lRrmtywfNHNoyLXRdN3z1nB9qj0t5Iuw/KW+dnSbzBppObtpmtAMhmSiSJ/U+gLH+LA+hutop5tUkvCHVoShYNE9UVHLD9IJVGNe/uqkNEQB5cd0x2tBTZH1xzfE80zECE9LKxo4go0yqoae5Db9L7RpK1SStU2B0ifythP/Ry1CZFNVBD4BMRp2QD5fINGCkmch3Vv6WsT5WnesVtLxSZKJFmPVsdbvz82crtW2+HKRU370lBhUlyUYR4cKkoeiok6CJCpgXnRyO4444gOaNWEZaQmndY3pSzc6UR9S6IaUtTyT289CSfWYwT5hgjDSC3EAeAuqOlU56UvxEF0SZJHEpUGOnTNayxPYOUfjNbK7GtHIqZroSU1Lh2RigMQS6KijpNU4rIBlsdoGGh1YLtWFyCJwAFlE6XQQHFs79ZoJ4msnQ7cfnrfemdYeByE32Gt0Kl5Xn2T0OCQasRywGJUPph4Alo1SU8uMl2Tp32J+mmlJomiaUmPOs8ylhdfSzV4ZUzXkAiZ9YKwgqn0RWQTVVfmCV1a5mPVPWMCy6XTi7I+YTFR7u+DcfZWkqhGjuMPbYMrju2RsfqzYrpv9vr6Qn1LgnIa4DNRcGHY3nmpMFG6pqF326Zpc6SxInFb45WvMrrkJbyKctntJ3vasLy+at8vzU8SlWI8IEsSFa5ss9w4ju3dOqV3lJ/tyg6IfXiKduIpoWmIjAcHTYgDsKleDoIueaBWAoVGh4bwIQ75/+3de1xU1d4/8M+e4Q6CAsodVEgQE1AsRQu1OGCWeeFJM+8pRYE3Cguz5NHMtPJyPJaXx27Y7fjTzG54zLwe8RJqWpqKpSgCoikKCgKzfn8oW0aGEcYZNsx83q/XvIq9116z9nIx82Wttdfyb4VfZ8YqXQyzYezezlFRARjbq52BQZRxywI9E8sbPCeqAXOa2rSwq/UeaiM9O6/SNydKY9jTeSpJqveq1o62Vlg9obtBt+Le4nYPY3UPYVN72thcFtsEtD+vzeWeamIQRc2S0kOMkiTBxV65yfWk38P3tUbvDq0Ne0rMyFHUzafzbvVEGSW/huVSMzBpSE+W/jLcZTjPgG8WtarhS0EYEvyE+7aUh2rLb+292cRmLNza3kfpUty7Oz+nzaF37U4MoqjZMZ+/0aiaqb7EDJsTZdwy6Js/1NA7lyQ0OEC5ua2JhKHdfKFSSUb5IpMkCVevV+g8pxGGBTfqW1uwNKwcDX4b9Apyx4e3Vvovr9Dc+m9VwzMyIQnm8XRe8iNBmBLTQf65CWx0YXQMoqjZ4RIHVF+GrJ9l7KGdmsNUd7bbhvaoOttbI9y3ZYOuqd6GZf7/hN+ca9Owt9RJAvDnhVKtYxm3Ft/UGLiNikrV8E1qDf2nqi5feeXN4MnJTvlnrN75nzD5/1Vm0hMV5tsSXfxbyj+bQ2B4JwZR1OxIgPLjedQs3MsSB8ZSczhPCKCo5IZ8rqGt2NnOGk91a9i2NJUa7U2VjfJ0no5MXl//G4DbT0Y2lFoloZ5rbeotR/2uu/lfP1cHDOvmJ88fU1LNB3jM5em8O5lDYHgnBlHULDGEovqo77o8NRm7J0qC9vpHFZW3H+NvjL8Fam6wq1IZZ5hIX7VWCcOCqIZMLK92r3cS2NoJ82r0ADUVzvZWcKjHU3zNgRnGTVrM41+JLIo5Tk60dKYKJp6LDmzwNcZuX5JUe8HLao2xfEiV5vYih8YaJtIXiBm6vUdjTSwHmmaPSM02MuwBf+UKYkJNsd7vFYMoapY4mmdeQr2dkdw3yOj5RgW6NfgaUw7n1cz/j9n9GmXl/5o9UWqjDefpe7+Gb+gLNN7EcmpkNZc4MMN/MAZRRKS4du6OeDkuWOliADDVcF7t4421ddJ/fi9A6xY3t25SGWlPNv1BlIHDeaqGD+cpsb7TU5G+JslX6QWEG4P5hVAMoqgZ8m1lr+gGyGTeTN0TZax99OrrXHEZzhWXyWUx9XCe5taSCg2lliRUiPpt+3K7HIa5l0DynafCDb7WEtWsa0Oelm3qGERRs7N6QneDhguI6sPoc6KgPfzc0K1ejMloGxDrmcqlMXDvvFcfCzFgOM98PgcsYYqC+x2b2ZsDBlHU7FgbuIM6UX0YfThP0p4w3dg9UTXdXLHcCMN5ekKxm8N5Dc+zrbtjw8thPjGU2ar5b2Ts3QCaAn4bERHVYOzPedUdw3l1bdzbGG6uWG6EfPTkoRGN10NkTl/JltATZY4YRBER1WCKnihNExnOu7nEgekmlhdfq7g5nNdIPQ7m2LNhbsz9X4hBFBFRDabpRGkaw3kN3TKmbrorKXzWf24O5zXxnqimOAzIjqjmiUEUEVENpnhsvqlMLJ/6jw53T1QP+jqAyis1TTJIIWWY0+R/XRhEERHVYIoRopphkznMfdH3xXjlekWjDeeZEyXnypHhGEQREdVgink2QmudqOb/Zamvhi43gyDKzDtHmhRzr2oGUURENZhi+KFm2GQOQZS+Ic8r1ysUWUmcSAkMooiIajDJcF7NOVENW5S7SdIXI5WWVzb5IMo4S44aV/MPrXVr4k3hnjGIIiKqwTQTy5vGOlHGoq+KKg1cbNMQzb8mqbljEEVEVENX/1ZGz7P6y/6x+z0VXeLAWPQNeVZUaZp8T1STZAbtQpem2OtnTIoHUUuXLkXbtm1hZ2eH7t27Y+/evXWmraiowKxZsxAYGAg7OzuEh4cjMzNTK83Vq1cxZcoUBAQEwN7eHj179sS+ffu00hQWFmLs2LHw9vaGg4MD+vXrhxMnTmilKSsrQ1JSEtzc3ODk5IT4+HgUFhYa78aJqEkK9mxh/ExvfUGqVJJZzInS97VYWSUYRJHFUDSI+uqrr5CSkoKZM2di//79CA8PR1xcHM6fP68z/YwZM7B8+XIsWbIER44cQWJiIgYPHowDBw7IaSZMmIBNmzYhIyMDhw8fRmxsLGJiYpCXlwfgZlf6oEGD8Oeff+Kbb77BgQMHEBAQgJiYGJSWlsr5TJ06Fd9++y3WrFmDbdu24dy5cxgyZIhpK4SIzFJ12GSlkhTpiRrS1ceo+ekLkio1mkZ7Os8M4lGZMN+uKLOmaBC1YMECJCQkYNy4cQgNDcWyZcvg4OCADz/8UGf6jIwMTJ8+Hf3790f79u3xwgsvoH///njvvfcAANevX8fatWsxf/58REdHIygoCOnp6QgKCsIHH3wAADhx4gR2796NDz74AA888ACCg4PxwQcf4Pr16/jiiy8AAMXFxVi1ahUWLFiARx55BJGRkfjoo4+wa9cu7N69u877KS8vx5UrV7ReRETV1CpJkTlRkx+9z6j56etoqqgSTX47FjtrxQdhavFp6YCH73NXuhjUQIq1pBs3biA7OxsxMTG3C6NSISYmBllZWTqvKS8vh52dndYxe3t77Ny5EwBQWVmJqqoqvWnKy8sBQCuNSqWCra2tnCY7OxsVFRVaZQsJCYG/v3+dZQOAuXPnwsXFRX75+fndtR6IyPxVB05WCg3nGX8/wLrP/b/ss7h+o9Ko72dsAW6OOPZmP6WLoeWh+9yRMb670sUwOnMf2VUsiLpw4QKqqqrg4eGhddzDwwMFBQU6r4mLi8OCBQtw4sQJaDQabNq0CevWrUN+fj4AoEWLFoiKisLs2bNx7tw5VFVVYfXq1cjKypLTVAdDaWlpuHTpEm7cuIF58+bh7NmzcpqCggLY2NigZcuW9S4bAKSlpaG4uFh+nTlzxtDqISIzUh02qVUqRYbzjP1FdrfJwn8Wleo93xTYWqmVLgKZgabXp6nH4sWLcd999yEkJAQ2NjZITk7GuHHjoFLdvo2MjAwIIeDj4wNbW1v885//xPDhw+U01tbWWLduHY4fPw5XV1c4ODhgy5YteOyxx7TyMYStrS2cnZ21XkRE1Z1PapUyi20aewFRfdlJEvBi3yCjvl9dzGG5CHNn5h1RygVR7u7uUKvVtZ54KywshKenp85rWrdujfXr16O0tBSnT5/GH3/8AScnJ7Rv315OExgYiG3btqGkpARnzpzB3r17UVFRoZUmMjISBw8exOXLl5Gfn4/MzExcvHhRTuPp6YkbN27g8uXL9S4bEVFdqicNW6lUikyGNvYUJX3Dg1YqCbZWzervc2oE5tomFLsrGxsbREZGYvPmzfIxjUaDzZs3IyoqSu+1dnZ28PHxQWVlJdauXYuBAwfWSuPo6AgvLy9cunQJGzdu1JnGxcUFrVu3xokTJ/DLL7/IaSIjI2Ftba1VtmPHjiE3N/euZSMiulN14KSSzGROlJ5zleawEBYZTXUv6OH0OIVLYhpWSr55SkoKxowZg27duuHBBx/EokWLUFpainHjxgEARo8eDR8fH8ydOxcAsGfPHuTl5SEiIgJ5eXlIT0+HRqPBtGnT5Dw3btwIIQSCg4ORk5OD1NRUhISEyHkCwJo1a9C6dWv4+/vj8OHDmDx5MgYNGoTY2FgAN4Or8ePHIyUlBa6urnB2dsbEiRMRFRWFHj16NGINEZE5uD0nqnEfy4/r5IGNvxcafU6UvqBMiMabTMxwrfmwMdOeKEWDqGHDhqGoqAhvvPEGCgoKEBERgczMTHmyeW5urtY8pbKyMsyYMQN//vknnJyc0L9/f2RkZGhNAC8uLkZaWhrOnj0LV1dXxMfHY86cObC2tpbT5OfnIyUlBYWFhfDy8sLo0aPx+uuva5Vt4cKFUKlUiI+PR3l5OeLi4vD++++btkKIyDzVWGyzMdcDWj6qG9q++r3xV42+S3bmvko11Z+5twRFgygASE5ORnJyss5zW7du1fq5d+/eOHLkiN78hg4diqFDh+pNM2nSJEyaNElvGjs7OyxduhRLly7Vm46I6G6qAye1JJnFnKi79TSZ+2PtRNXMs3+NiKgJuf10nqTIEJSx50TdLb/GiqFCvZ2xaFhEI70bGcLcA2oGUUREt/QJbm2SfKtuRVEqSVJkIo/x14nSdudSA8ZeUqEuznbWGNTFuFvaEDUEgygiolvmx4eZJN+aT+cpsUeaqdeJuvOBvCa+6ws1InOfH8cgioiomok/7xv76bxqpl4nSqmeKCKlMYgiIrrF1H81qxSaE2XqoGbo8rr3FCXLZu7xNIMoIqJbTP2Bf/PpPCUW2zR2ftoZ7s+9bNw3IGomGEQREd1i6j+a1SpJkQ2Ijb5iuZn3LhDVF4MoIqJbTD3spdT+YaZ6Oi/Yo4VxMyZqZhhEERE1ElsrtSLva+y5XtU9W76t7DH6w71GzZvMi7n3WjKIIiK6xdSf90rtH2aqFcslCdh+vMi4mRM1IwyiiIhuMfVfzcoFUcaeE2Xm3QtkNFwniojIQpj6A99c5kQR0U0MooiIqpkw2LBWS4r1RLHniJRi7k2PQRQR0S2m/MC3Vqtgozafj9xVY7opXQQixZnPbzQR0T0y5R/N1moVrMwoiHq0o4fSRaBmwMw7ohhEERFVM+Wwl42VefVEERGDKCIimSn/arZRq2BnzY9csizmPh+Pv9FERI2gokqDoDZO2PdaTKO+76m3H2/U9yOqybxDKAZRREQyU/3RbKNWITUuGJIkoXULW9O8CRE1OiulC0BE1FSYap2o3/43TrHlDYiUZOajeeyJIiKqZrKeKAZQRGaJv9lERERkEpxYTkRkIcz8897oNELpEhApi0EUEdEt5r5ZqrGdv1qmdBGIFMUgiojoFvZENYxaxa8Qsmz8DSAiukVweKpBrFWMOsmyMYgiIiKDWKkZRJFlYxBFRARg0qP3wYo9Kw1izb0AycJxsU0iIgAp/+igdBGaHRUnkZGF458RRERkEDV77sjCMYgiIiKDMIYiS8cgioiIDMLhPLJ0DKKIiMggDKLI0jGIIiIig3CtTbJ0/BUgIiKDmPvmskR3wyCKiIgMwuE8snQMooiIyCBcsJwsneJB1NKlS9G2bVvY2dmhe/fu2Lt3b51pKyoqMGvWLAQGBsLOzg7h4eHIzMzUSnP16lVMmTIFAQEBsLe3R8+ePbFv3z6tNCUlJUhOToavry/s7e0RGhqKZcuWaaXp06cPJEnSeiUmJhrvxomImrmaPVHDH/RXsCREylA0iPrqq6+QkpKCmTNnYv/+/QgPD0dcXBzOnz+vM/2MGTOwfPlyLFmyBEeOHEFiYiIGDx6MAwcOyGkmTJiATZs2ISMjA4cPH0ZsbCxiYmKQl5cnp0lJSUFmZiZWr16No0ePYsqUKUhOTsaGDRu03i8hIQH5+fnya/78+aapCCKiZqjmnCgnW7WCJaGmzNXRRukimIyiQdSCBQuQkJCAcePGyb1BDg4O+PDDD3Wmz8jIwPTp09G/f3+0b98eL7zwAvr374/33nsPAHD9+nWsXbsW8+fPR3R0NIKCgpCeno6goCB88MEHcj67du3CmDFj0KdPH7Rt2xbPPfccwsPDa/WCOTg4wNPTU345OzvrvZ/y8nJcuXJF60VEZK5qLrap5qN6VIf9r/9D6SKYjGKt/saNG8jOzkZMTMztwqhUiImJQVZWls5rysvLYWdnp3XM3t4eO3fuBABUVlaiqqpKbxoA6NmzJzZs2IC8vDwIIbBlyxYcP34csbGxWtd99tlncHd3x/3334+0tDRcu3ZN7z3NnTsXLi4u8svPz+/uFUFE1EzVHM7jXsRkiRRr9hcuXEBVVRU8PDy0jnt4eKCgoEDnNXFxcViwYAFOnDgBjUaDTZs2Yd26dcjPzwcAtGjRAlFRUZg9ezbOnTuHqqoqrF69GllZWXIaAFiyZAlCQ0Ph6+sLGxsb9OvXD0uXLkV0dLSc5plnnsHq1auxZcsWpKWlISMjAyNHjtR7T2lpaSguLpZfZ86cMbR6iIiaPJWqZhDFKIosj5XSBWiIxYsXIyEhASEhIZAkCYGBgRg3bpzW8F9GRgaeffZZ+Pj4QK1Wo2vXrhg+fDiys7PlNEuWLMHu3buxYcMGBAQEYPv27UhKSoK3t7fcM/bcc8/J6Tt37gwvLy88+uijOHnyJAIDA3WWz9bWFra2tia6eyKipqXmcJ4VN9IjC6TYnw7u7u5Qq9UoLCzUOl5YWAhPT0+d17Ru3Rrr169HaWkpTp8+jT/++ANOTk5o3769nCYwMBDbtm1DSUkJzpw5g71796KiokJOc/36dUyfPh0LFizAgAEDEBYWhuTkZAwbNgzvvvtuneXt3r07ACAnJ+deb52IyCxoD+cxiCLLo1gQZWNjg8jISGzevFk+ptFosHnzZkRFRem91s7ODj4+PqisrMTatWsxcODAWmkcHR3h5eWFS5cuYePGjXKaiooKVFRUQHVH17NarYZGo6nzPQ8ePAgA8PLyqu8tEhGZtZpxExfeJEuk6HBeSkoKxowZg27duuHBBx/EokWLUFpainHjxgEARo8eDR8fH8ydOxcAsGfPHuTl5SEiIgJ5eXlIT0+HRqPBtGnT5Dw3btwIIQSCg4ORk5OD1NRUhISEyHk6Ozujd+/eSE1Nhb29PQICArBt2zZ8+umnWLBgAQDg5MmT+Pzzz9G/f3+4ubnh0KFDmDp1KqKjoxEWFtbItURE1DTVXOKAHVFkiRQNooYNG4aioiK88cYbKCgoQEREBDIzM+XJ5rm5uVo9RmVlZZgxYwb+/PNPODk5oX///sjIyEDLli3lNMXFxUhLS8PZs2fh6uqK+Ph4zJkzB9bW1nKaL7/8EmlpaRgxYgT+/vtvBAQEYM6cOfJimjY2Nvjpp5/koM7Pzw/x8fGYMWNG41QMEVEzUHMITyhYDiKlSEIItn0TuXLlClxcXFBcXHzXNaaIiJqbOd8fwcodfwEAUuOC8c7GYwCAU28/rmSxiO5Zfb+/+UwqEREZpHoelIONGhVVdc8pJTJXDKKIiMgg1XOirFQSqjQc1CDLwyCKiIgMUj0lylqtQiWDKLJADKKIiMggKklCdIfWsFJLkACE+booXSSiRsUgioiIDKJSSejezhVWKhUkCdiQ/JDSRSJqVAyiiIjIILeH8yRUVnE4jywPgygiIjKISpIgSYCVWoUKBlFkgRhEERGRQVTSzUDK2c4Kan6bkAVSdMVyIiJqviTp5oTyj8Y9CBtGUWSBGEQREZFB1CoJKkmCi7313RMTmSH+6UBERAZRSYDEjYfJgjGIIiIig6h0RFAp/+igQEmIlMHhPCIiMkj1nKiaJj16nyJlIVICgygiIjKIikN5ZOEYRBERkUHUKgmCy0ORBWMQRUREBpEkCQCjKLJcnFhOREQGUUmoNSeKyJKwJ4qIiAyikiQIRlFkwdgTRUREBuE6UWTp2BNFREQGUUkSn9Aji8aeKCIiMohKxzpRRJaEQRQRERlEpeJwHlk2BlFERGQQlSTdWuaAyDIxiCIiIoPo2vaFyJIwiCIiIoOo2RNFFo5P5xERkUF6B7eGhvu+kAVjEEVERAZxsuVXCFk2DucRERERGYBBFBEREZEBGEQRERERGYBBFBEREZEBGEQRERERGYBBFBEREZEBGEQRERERGYBBFBEREZEBGEQRERERGYBBFBEREZEBFA+ili5dirZt28LOzg7du3fH3r1760xbUVGBWbNmITAwEHZ2dggPD0dmZqZWmqtXr2LKlCkICAiAvb09evbsiX379mmlKSkpQXJyMnx9fWFvb4/Q0FAsW7ZMK01ZWRmSkpLg5uYGJycnxMfHo7Cw0Hg3TkRERM2aokHUV199hZSUFMycORP79+9HeHg44uLicP78eZ3pZ8yYgeXLl2PJkiU4cuQIEhMTMXjwYBw4cEBOM2HCBGzatAkZGRk4fPgwYmNjERMTg7y8PDlNSkoKMjMzsXr1ahw9ehRTpkxBcnIyNmzYIKeZOnUqvv32W6xZswbbtm3DuXPnMGTIENNVBhERETUvQkEPPvigSEpKkn+uqqoS3t7eYu7cuTrTe3l5iX/9619ax4YMGSJGjBghhBDi2rVrQq1Wi++++04rTdeuXcVrr70m/9ypUycxa9asOtNcvnxZWFtbizVr1sjnjx49KgCIrKysOu+nrKxMFBcXy68zZ84IAKK4uFhfNRAREVETUlxcXK/vb8V6om7cuIHs7GzExMTIx1QqFWJiYpCVlaXzmvLyctjZ2Wkds7e3x86dOwEAlZWVqKqq0psGAHr27IkNGzYgLy8PQghs2bIFx48fR2xsLAAgOzsbFRUVWmULCQmBv79/nWUDgLlz58LFxUV++fn51bM2iIiIqLmxUuqNL1y4gKqqKnh4eGgd9/DwwB9//KHzmri4OCxYsADR0dEIDAzE5s2bsW7dOlRVVQEAWrRogaioKMyePRsdO3aEh4cHvvjiC2RlZSEoKEjOZ8mSJXjuuefg6+sLKysrqFQqrFy5EtHR0QCAgoIC2NjYoGXLlrXKVlBQUOc9paWlISUlRf65uLgY/v7+uHLlSoPqhoiIiJRT/b0thNCbTrEgyhCLFy9GQkICQkJCIEkSAgMDMW7cOHz44YdymoyMDDz77LPw8fGBWq1G165dMXz4cGRnZ8tplixZgt27d2PDhg0ICAjA9u3bkZSUBG9vb63ep4aytbWFra2t/HP1PwJ7pIiIiJqfq1evwsXFpc7zigVR7u7uUKvVtZ54KywshKenp85rWrdujfXr16OsrAwXL16Et7c3Xn31VbRv315OExgYiG3btqG0tBRXrlyBl5cXhg0bJqe5fv06pk+fjq+//hqPP/44ACAsLAwHDx7Eu+++i5iYGHh6euLGjRu4fPmyVm+UvrLp4u3tjTNnzkAIAX9/f5w5cwbOzs71vt4cXblyBX5+fqyLW1gft7EubmNdaGN93Ma6uM2UdSGEwNWrV+Ht7a03nWJBlI2NDSIjI7F582YMGjQIAKDRaLB582YkJyfrvdbOzg4+Pj6oqKjA2rVrMXTo0FppHB0d4ejoiEuXLmHjxo2YP38+gJvLJFRUVECl0p4OplarodFoAACRkZGwtrbG5s2bER8fDwA4duwYcnNzERUVVe97VKlU8PX1lXuknJ2dLb7RV2NdaGN93Ma6uI11oY31cRvr4jZT1YW+Hqhqig7npaSkYMyYMejWrRsefPBBLFq0CKWlpRg3bhwAYPTo0fDx8cHcuXMBAHv27EFeXh4iIiKQl5eH9PR0aDQaTJs2Tc5z48aNEEIgODgYOTk5SE1NRUhIiJyns7MzevfujdTUVNjb2yMgIADbtm3Dp59+igULFgC4WXHjx49HSkoKXF1d4ezsjIkTJyIqKgo9evRo5FoiIiKipkjRIGrYsGEoKirCG2+8gYKCAkRERCAzM1OebJ6bm6vVY1RWVoYZM2bgzz//hJOTE/r374+MjAytIbfi4mKkpaXh7NmzcHV1RXx8PObMmQNra2s5zZdffom0tDSMGDECf//9NwICAjBnzhwkJibKaRYuXAiVSoX4+HiUl5cjLi4O77//vukrhYiIiJoH06+2QGVlZWLmzJmirKxM6aIojnWhjfVxG+viNtaFNtbHbayL25pCXUhC3OX5PSIiIiKqRfG984iIiIiaIwZRRERERAZgEEVERERkAAZRRERERAZgEGWg7du3Y8CAAfD29oYkSVi/fr3W+fT0dISEhMDR0RGtWrVCTEwM9uzZo5Xm77//xogRI+Ds7IyWLVti/PjxKCkpacS7MB5j1Efbtm0hSZLW6+23327EuzCOu9VFTYmJiZAkCYsWLdI6bi5twxh1YS7tArh7fYwdO7bWvfbr108rjaW0jfrUhbm0jfr8nhw9ehRPPvkkXFxc4OjoiAceeAC5ubny+bKyMiQlJcHNzQ1OTk6Ij4+vtSNIc2GM+ujTp0+ttlFzGSNjYRBloNLSUoSHh2Pp0qU6z3fo0AH/+te/cPjwYezcuRNt27ZFbGwsioqK5DQjRozA77//jk2bNuG7777D9u3b8dxzzzXWLRiVMeoDAGbNmoX8/Hz5NXHixMYovlHdrS6qff3119i9e7fObQXMpW0Yoy4A82gXQP3qo1+/flr3+sUXX2idt6S2cbe6AMyjbdytLk6ePImHHnoIISEh2Lp1Kw4dOoTXX38ddnZ2cpqpU6fi22+/xZo1a7Bt2zacO3cOQ4YMaaxbMCpj1AcAJCQkaLWN6p1LjEqxxRXMCADx9ddf601TXFwsAIiffvpJCCHEkSNHBACxb98+Oc2PP/4oJEkSeXl5piyuyRlSH0IIERAQIBYuXGjawjWyuuri7NmzwsfHR/z222+17ttc24YhdSGEebYLIXTXx5gxY8TAgQPrvMaS2sbd6kII82wbuupi2LBhYuTIkXVec/nyZWFtbS3WrFkjHzt69KgAILKyskxV1EZhSH0IIUTv3r3F5MmTTVewW9gT1Qhu3LiBFStWwMXFBeHh4QCArKwstGzZEt26dZPTxcTEQKVS1RrmMje66qPa22+/DTc3N3Tp0gXvvPMOKisrFSql6Wg0GowaNQqpqano1KlTrfOW1DbuVhfVLKFdVNu6dSvatGmD4OBgvPDCC7h48aJ8zpLaBqC/LqqZe9vQaDT4/vvv0aFDB8TFxaFNmzbo3r271hBXdnY2KioqEBMTIx8LCQmBv78/srKyFCi16dSnPqp99tlncHd3x/3334+0tDRcu3bN6OVRdNsXc/fdd9/h6aefxrVr1+Dl5YVNmzbB3d0dAFBQUIA2bdpopbeysoKrqysKCgqUKK7J6asPAJg0aRK6du0KV1dX7Nq1C2lpacjPz5f3NDQX8+bNg5WVFSZNmqTzvCW1jbvVBWA57QK4OXw1ZMgQtGvXDidPnsT06dPx2GOPISsrC2q12qLaxt3qArCMtnH+/HmUlJTg7bffxptvvol58+YhMzMTQ4YMwZYtW9C7d28UFBTAxsZGaws0APDw8DC7dlGf+gCAZ555BgEBAfD29sahQ4fwyiuv4NixY1i3bp1Ry8MgyoT69u2LgwcP4sKFC1i5ciWGDh2KPXv21PoQtBR3q4+UlBQ5bVhYGGxsbPD8889j7ty5sLW1VarYRpWdnY3Fixdj//79kCRJ6eIoqr51YQntotrTTz8t/3/nzp0RFhaGwMBAbN26FY8++qiCJWt89akLS2gbGo0GADBw4EBMnToVABAREYFdu3Zh2bJlctBgKepbHzXnCXbu3BleXl549NFHcfLkSQQGBhqtPBzOMyFHR0cEBQWhR48eWLVqFaysrLBq1SoAgKenJ86fP6+VvrKyEn///Tc8PT2VKK7J6asPXbp3747KykqcOnWq8QppYjt27MD58+fh7+8PKysrWFlZ4fTp03jppZfQtm1bAJbTNupTF7qYY7uoS/v27eHu7o6cnBwAltM2dLmzLnQxx7bh7u4OKysrhIaGah3v2LGj/DSap6cnbty4gcuXL2ulKSwsNLt2UZ/60KV79+4AoLf9GIJBVCPSaDQoLy8HAERFReHy5cvIzs6Wz//888/QaDTyP7a5q1kfuhw8eBAqlcqseu5GjRqFQ4cO4eDBg/LL29sbqamp2LhxIwDLaRv1qQtdzLFd1OXs2bO4ePEivLy8AFhO29DlzrrQxRzbho2NDR544AEcO3ZM6/jx48cREBAAAIiMjIS1tTU2b94snz927Bhyc3MRFRXVqOU1tfrUhy4HDx4EAL3txxAczjNQSUmJVkT7119/4eDBg3B1dYWbmxvmzJmDJ598El5eXrhw4QKWLl2KvLw8PPXUUwBuRs39+vVDQkICli1bhoqKCiQnJ+Ppp5+u8zHvpuxe6yMrKwt79uxB37590aJFC2RlZWHq1KkYOXIkWrVqpdRtGURfXfj7+8PNzU0rvbW1NTw9PREcHAzAvNrGvdaFObULQH99uLq64n//938RHx8PT09PnDx5EtOmTUNQUBDi4uIAWE7bqE9dmFPbuNvvSWpqKoYNG4bo6Gj07dsXmZmZ+Pbbb7F161YAgIuLC8aPH4+UlBS4urrC2dkZEydORFRUFHr06KHQXRnuXuvj5MmT+Pzzz9G/f3+4ubnh0KFDmDp1KqKjoxEWFmbcwpr8+T8ztWXLFgGg1mvMmDHi+vXrYvDgwcLb21vY2NgILy8v8eSTT4q9e/dq5XHx4kUxfPhw4eTkJJydncW4cePE1atXFbqje3Ov9ZGdnS26d+8uXFxchJ2dnejYsaN46623RFlZmYJ3ZRh9daGLrse0zaVt3GtdmFO7EEJ/fVy7dk3ExsaK1q1bC2traxEQECASEhJEQUGBVh6W0DbqUxfm1Dbq83uyatUqERQUJOzs7ER4eLhYv369Vh7Xr18XL774omjVqpVwcHAQgwcPFvn5+Y18J8Zxr/WRm5sroqOjhaurq7C1tRVBQUEiNTVVFBcXG72skhBCGDcsIyIiIjJ/nBNFREREZAAGUUREREQGYBBFREREZAAGUUREREQGYBBFREREZAAGUUREREQGYBBFREREZAAGUUREREQGYBBFZKbGjh2LQYMGKV0M0uPjjz+GJEmQJAlTpkxRujgNdurUKUiSJO9L1ljvJ0kSIiIiGuU9ifRhEEXUDFV/kdT1Sk9Px+LFi/Hxxx8rXVSdTp06hfHjx6Ndu3awt7dHYGAgZs6ciRs3buhMn5OTgxYtWqBly5Zax2sGIdUvOzu7Ot83MTERkiRh0aJFWsePHz+OgQMHwt3dHc7OznjooYewZcsW+fzFixfRr18/eHt7w9bWFn5+fkhOTsaVK1fkNDt37kSvXr3g5uYGe3t7hISEYOHChXetC2dnZ+Tn52P27NnysT59+mjdk4eHB5566imcPn1aqw7vDGCuXr2Kvn37IjQ0FGfPnq2VpmYQIkkSWrRogU6dOiEpKQknTpy4a1mV5ufnh/z8fLz00ktKF4UIAIMoomYpPz9ffi1atEj+Iq5+vfzyy3BxcakVdDQVf/zxBzQaDZYvX47ff/8dCxcuxLJlyzB9+vRaaSsqKjB8+HA8/PDDOvO6895rBho1ff3119i9e7fOjXqfeOIJVFZW4ueff0Z2djbCw8PxxBNPoKCgAACgUqkwcOBAbNiwAcePH8fHH3+Mn376CYmJiXIejo6OSE5Oxvbt23H06FHMmDEDM2bMwIoVK/TWhSRJ8PT0RIsWLbSOJyQkID8/H+fOncM333yDM2fOYOTIkXXmU1RUhL59+6K0tBQ7duyAr69vnWl/+ukn5Ofn49dff8Vbb72Fo0ePIjw8HJs3b9ZbVqWp1Wp4enrCyclJ6aIQ3WT03fiIqFF99NFHwsXFpdbxMWPGiIEDB8o/9+7dWyQnJ4vJkyeLli1bijZt2ogVK1aIkpISMXbsWOHk5CQCAwPFDz/8oJXP4cOHRb9+/YSjo6No06aNGDlypCgqKjL6fcyfP1+0a9eu1vFp06aJkSNH6rzPuu79TmfPnhU+Pj7it99+q7XJcVFRkQAgtm/fLh+7cuWKACA2bdpUZ56LFy8Wvr6+et938ODBYuTIkXWer6v8vXv3FpMnT9Y6lpGRIRwcHOSf//rrLwFAHDhwQOTm5org4GDxyCOPaG1GXDONrp+rVVVViT59+oiAgABRWVlZZ3n37NkjIiIihK2trYiMjBTr1q3Tyq+yslI8++yzom3btsLOzk506NBBLFq0SL5+27ZtwsrKqtbGuJMnTxYPPfSQEEKIU6dOiSeeeEK0bNlSODg4iNDQUPH9999rpZ85c6YIDw+vs5xEjYU9UUQW5JNPPoG7uzv27t2LiRMn4oUXXsBTTz2Fnj17Yv/+/YiNjcWoUaNw7do1AMDly5fxyCOPoEuXLvjll1+QmZmJwsJCDB061OhlKy4uhqurq9axn3/+GWvWrMHSpUvrvK6kpAQBAQHw8/PDwIED8fvvv2ud12g0GDVqFFJTU9GpU6da17u5uSE4OBiffvopSktLUVlZieXLl6NNmzaIjIzU+Z7nzp3DunXr0Lt37zrLdeDAAezatUtvmvr6+++/8e9//xvdu3evde7YsWPo1asXQkND8cMPPxjUS6NSqTB58mScPn0a2dnZOtOUlJTgiSeeQGhoKLKzs5Geno6XX35ZK41Go4Gvry/WrFmDI0eO4I033sD06dPx73//GwAQHR2N9u3bIyMjQ76moqICn332GZ599lkAQFJSEsrLy7F9+3YcPnwY8+bNY88TNV1KR3FEdG8a0hNV/de+EDd7DRwdHcWoUaPkY/n5+QKAyMrKEkIIMXv2bBEbG6uV75kzZwQAcezYMaPdw4kTJ4Szs7NYsWKFfOzChQvCz89PbNu2TQih+z537dolPvnkE3HgwAGxdetW8cQTTwhnZ2dx5swZOc1bb70l/vGPfwiNRiOEELV6oqrvKTIyUkiSJNRqtfDy8hL79++vVc6nn35a2NvbCwBiwIAB4vr167XS+Pj4CBsbG6FSqcSsWbP03re+nihra2vh6OgoHBwcBADRoUMH8ddff8lpqnuVbGxsRN++fXX2INW3J0oIIY4ePSoAiK+++kpnWZcvXy7c3Ny07vmDDz6oM79qSUlJIj4+Xv553rx5omPHjvLPa9euFU5OTqKkpEQIIUTnzp1Fenp6nfkJwZ4oajrYE0VkQcLCwuT/V6vVcHNzQ+fOneVjHh4eAIDz588DAH799Vds2bIFTk5O8iskJAQAcPLkSZ3vUTNtzTlDdcnLy0O/fv3w1FNPISEhQT6ekJCAZ555BtHR0XVeGxUVhdGjRyMiIgK9e/fGunXr0Lp1ayxfvhwAkJ2dLU+wlyRJZx5CCCQlJaFNmzbYsWMH9u7di0GDBmHAgAHIz8/XSrtw4ULs378f33zzDU6ePImUlJRa+e3YsQO//PILli1bhkWLFuGLL764ax3oMmLECBw8eBC//vordu7ciaCgIMTGxuLq1ata6Z588kns2LED69atM+h9qgkhAKDOejp69CjCwsK0Ju5HRUXVSrd06VJERkaidevWcHJywooVK5CbmyufHzt2LHJycrB7924ANx8OGDp0KBwdHQEAkyZNwptvvolevXph5syZOHTo0D3dF5EpWSldACJqPNbW1lo/S5Kkdaz6C1Sj0QC4OYQzYMAAzJs3r1ZeXl5eOt+j5tNizs7Oestz7tw59O3bFz179qw1Afvnn3/Ghg0b8O677wK4+SWv0WhgZWWFFStWyMM/d95fly5dkJOTA+BmQHP+/Hn4+/vLaaqqqvDSSy9h0aJFOHXqFH7++Wd89913uHTpklze999/H5s2bcInn3yCV199Vb7W09MTnp6eCAkJgaurKx5++GG8/vrrWnXRrl07AEDnzp1RWFiI9PR0DB8+XG896OLi4oKgoCAAQFBQEFatWgUvLy989dVXmDBhgpzutddeQ1hYGJ555hkIIQweaj169KhW+Q3x5Zdf4uWXX8Z7772HqKgotGjRAu+88w727Nkjp2nTpg0GDBiAjz76CO3atcOPP/6IrVu3yucnTJiAuLg4fP/99/jPf/6DuXPn4r333sPEiRMNLheRqTCIIqI6de3aFWvXrkXbtm1hZVW/j4vqL/67ycvLQ9++fREZGYmPPvoIKpV2x3hWVhaqqqrkn7/55hvMmzcPu3btgo+Pj848q6qqcPjwYfTv3x8AMGrUKMTExGiliYuLw6hRozBu3DgAkOd/3fn+KpVKDiZ1qT5XXl6uN42+8w2hVqsBANevX6917vXXX4dKpcKIESMghMCwYcMalLdGo8E///lPtGvXDl26dNGZpmPHjsjIyEBZWZncG1Xdm1Ttv//9L3r27IkXX3xRPqarx3LChAkYPnw4fH19ERgYiF69emmd9/PzQ2JiIhITE5GWloaVK1cyiKImiUEUEdUpKSkJK1euxPDhwzFt2jS4uroiJycHX375Jf7v//5P/mJvqLy8PPTp0wcBAQF49913UVRUJJ/z9PQEcPNLu6ZffvkFKpUK999/v3xs1qxZ6NGjB4KCgnD58mW88847OH36tNxT4+bmBjc3N618rK2t4enpieDgYAA3h6RatWqFMWPG4I033oC9vT1WrlyJv/76C48//jgA4IcffkBhYSEeeOABODk54ffff0dqaip69eqFtm3bArg5jOXv7y8Pd27fvh3vvvsuJk2aZFAdXbt2TV5iobCwELNnz4adnR1iY2N1pn/ttdegVqsxYsQIaDQavb1fFy9eREFBAa5du4bffvsNixYtwt69e/H999/X+W/6zDPP4LXXXkNCQgLS0tJw6tQpuZew2n333YdPP/0UGzduRLt27ZCRkYF9+/bV6t2Ki4uDs7Mz3nzzTcyaNUvr3JQpU/DYY4+hQ4cOuHTpErZs2VKrLRA1FQyiiKhO3t7e+O9//4tXXnkFsbGxKC8vR0BAAPr161er56YhNm3ahJycHOTk5NRaz6h6bk59XLp0CQkJCSgoKECrVq0QGRmJXbt2ITQ0tN55uLu7IzMzE6+99hoeeeQRVFRUoFOnTvjmm28QHh4OAHJgNXXqVJSXl8PPzw9DhgzRGurTaDRIS0vDX3/9BSsrKwQGBmLevHl4/vnn612WmlauXImVK1cCAFq1aoWwsDD88MMPcvCny6uvvgqVSoVRo0ZBCIEePXoAQK1exOreOQcHBwQEBKBv375YsWKF3l5EJycnfPvtt0hMTESXLl0QGhqKefPmIT4+Xk7z/PPP48CBAxg2bBgkScLw4cPx4osv4scff9TKS6VSYezYsXjrrbcwevRorXNVVVVISkrC2bNn4ezsjH79+tVr0VIiJUiiIZ9YRERkNB9//DGmTJmCy5cvmyT/3bt3IyoqCkVFRXB3dzfJexhq/PjxKCoqwoYNGxp8bXp6OtavX99o280Q1YVP5xERKai4uBhOTk545ZVXjJZnZWUlcnJy8M477yA8PLxJBVDFxcXYuXMnPv/88wbPc8rNzYWTkxPeeustE5WOqGHYE0VEpJCrV6+isLAQANCyZUujBTsHDx5Ez549ERERgWXLlmktbaG0Pn36YO/evXj++ecbPExXWVmJU6dOAYC8hyGRkhhEERERERmAw3lEREREBmAQRURERGQABlFEREREBmAQRURERGQABlFEREREBmAQRURERGQABlFEREREBmAQRURERGSA/w+vHycwD6dN1QAAAABJRU5ErkJggg==\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 593,
-              "height": 432
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 5
-    },
-    {
-      "cell_type": "markdown",
-      "source": "<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=b4c251b4-c11a-481e-8206-c29934eb75da' target=\"_blank\">\n<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\nCreated in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>",
-      "metadata": {
-        "created_in_deepnote_cell": true,
-        "deepnote_cell_type": "markdown"
-      }
-    }
-  ],
-  "nbformat": 4,
-  "nbformat_minor": 0,
-  "metadata": {
-    "deepnote": {},
-    "orig_nbformat": 2,
-    "deepnote_notebook_id": "7d5788c4106b40b3ac05ab612adf9383",
-    "deepnote_execution_queue": []
-  }
-}
\ No newline at end of file
diff --git a/deepnote/Star_Sailors_Light_Curve_Plot/Generate TIC.ipynb b/deepnote/Star_Sailors_Light_Curve_Plot/Generate TIC.ipynb
deleted file mode 100644
index ae14599e..00000000
--- a/deepnote/Star_Sailors_Light_Curve_Plot/Generate TIC.ipynb	
+++ /dev/null
@@ -1,1131 +0,0 @@
-{
-  "cells": [
-    {
-      "cell_type": "markdown",
-      "source": "# Generating TIC",
-      "metadata": {
-        "tags": [],
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "b2e96fc2066f45f1948061faf118aa6e",
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### Installing dependencies & initialising Flask",
-      "metadata": {
-        "tags": [],
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "50806eeb998f4197ba70d5aa04cfc688",
-        "deepnote_cell_type": "text-cell-h3"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "#%matplotlib notebook\n# import matplotlib.pyplot as plt\n\n!pip install flask\n#!pip install sqlalchemy\n#!pip install flask_cors\n#!pip install flask-restful\n!pip install supabase_py\n\n#!pip install radvel\n#!pip install numpy\n!pip install lightkurve\n#!pip install astropy\n!pip install glob\n# !pip install psycopg2-binary\n# !pip install thirdweb-sdk",
-      "metadata": {
-        "tags": [],
-        "source_hash": "1e30364",
-        "is_code_hidden": true,
-        "execution_start": 1686930022534,
-        "execution_millis": 11373,
-        "is_output_hidden": true,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_app_is_code_hidden": true,
-        "deepnote_app_is_output_hidden": true,
-        "cell_id": "7797274551df4373bebde64854b2a9ec",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stdout",
-          "text": "Requirement already satisfied: flask in /root/venv/lib/python3.7/site-packages (2.2.5)\nRequirement already satisfied: importlib-metadata>=3.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from flask) (5.0.0)\nCollecting Jinja2>=3.0\n  Using cached Jinja2-3.1.2-py3-none-any.whl (133 kB)\nRequirement already satisfied: Werkzeug>=2.2.2 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from flask) (2.2.2)\nRequirement already satisfied: click>=8.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from flask) (8.1.3)\nRequirement already satisfied: itsdangerous>=2.0 in /root/venv/lib/python3.7/site-packages (from flask) (2.1.2)\nRequirement already satisfied: typing-extensions>=3.6.4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->flask) (4.4.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->flask) (3.9.0)\nRequirement already satisfied: MarkupSafe>=2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=3.0->flask) (2.0.0)\nCollecting MarkupSafe>=2.0\n  Using cached MarkupSafe-2.1.3-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (25 kB)\nInstalling collected packages: MarkupSafe, Jinja2\n  Attempting uninstall: MarkupSafe\n    Found existing installation: MarkupSafe 2.0.0\n    Not uninstalling markupsafe at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'MarkupSafe'. No files were found to uninstall.\n  Attempting uninstall: Jinja2\n    Found existing installation: Jinja2 2.11.3\n    Not uninstalling jinja2 at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'Jinja2'. No files were found to uninstall.\n\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed Jinja2-3.1.2 MarkupSafe-2.1.3\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mRequirement already satisfied: supabase_py in /root/venv/lib/python3.7/site-packages (0.0.2)\nRequirement already satisfied: pytest<7,>=6 in /root/venv/lib/python3.7/site-packages (from supabase_py) (6.2.5)\nRequirement already satisfied: requests==2.25.1 in /root/venv/lib/python3.7/site-packages (from supabase_py) (2.25.1)\nRequirement already satisfied: gotrue==0.2.0 in /root/venv/lib/python3.7/site-packages (from supabase_py) (0.2.0)\nRequirement already satisfied: postgrest-py==0.4.0 in /root/venv/lib/python3.7/site-packages (from supabase_py) (0.4.0)\nRequirement already satisfied: realtime-py<0.2.0,>=0.1.2 in /root/venv/lib/python3.7/site-packages (from supabase_py) (0.1.3)\nRequirement already satisfied: httpx<0.17.0,>=0.16.1 in /root/venv/lib/python3.7/site-packages (from postgrest-py==0.4.0->supabase_py) (0.16.1)\nRequirement already satisfied: deprecation<3.0.0,>=2.1.0 in /root/venv/lib/python3.7/site-packages (from postgrest-py==0.4.0->supabase_py) (2.1.0)\nRequirement already satisfied: chardet<5,>=3.0.2 in /root/venv/lib/python3.7/site-packages (from requests==2.25.1->supabase_py) (4.0.0)\nRequirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests==2.25.1->supabase_py) (1.26.12)\nRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests==2.25.1->supabase_py) (2022.9.24)\nCollecting idna<3,>=2.5\n  Using cached idna-2.10-py2.py3-none-any.whl (58 kB)\nRequirement already satisfied: toml in /root/venv/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (0.10.2)\nRequirement already satisfied: importlib-metadata>=0.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (5.0.0)\nRequirement already satisfied: py>=1.8.2 in /root/venv/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (1.11.0)\nRequirement already satisfied: iniconfig in /root/venv/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (2.0.0)\nRequirement already satisfied: attrs>=19.2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (22.1.0)\nRequirement already satisfied: pluggy<2.0,>=0.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (1.0.0)\nRequirement already satisfied: packaging in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (21.3)\nRequirement already satisfied: websockets<10.0,>=9.1 in /root/venv/lib/python3.7/site-packages (from realtime-py<0.2.0,>=0.1.2->supabase_py) (9.1)\nRequirement already satisfied: dataclasses<0.7,>=0.6 in /root/venv/lib/python3.7/site-packages (from realtime-py<0.2.0,>=0.1.2->supabase_py) (0.6)\nRequirement already satisfied: python-dateutil<3.0.0,>=2.8.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from realtime-py<0.2.0,>=0.1.2->supabase_py) (2.8.2)\nRequirement already satisfied: httpcore==0.12.* in /root/venv/lib/python3.7/site-packages (from httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (0.12.3)\nRequirement already satisfied: rfc3986[idna2008]<2,>=1.3 in /root/venv/lib/python3.7/site-packages (from httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (1.5.0)\nRequirement already satisfied: sniffio in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (1.3.0)\nRequirement already satisfied: h11==0.* in /root/venv/lib/python3.7/site-packages (from httpcore==0.12.*->httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (0.14.0)\nRequirement already satisfied: typing-extensions in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from h11==0.*->httpcore==0.12.*->httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (4.4.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=0.12->pytest<7,>=6->supabase_py) (3.9.0)\nRequirement already satisfied: six>=1.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from python-dateutil<3.0.0,>=2.8.1->realtime-py<0.2.0,>=0.1.2->supabase_py) (1.16.0)\nRequirement already satisfied: pyparsing!=3.0.5,>=2.0.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from packaging->pytest<7,>=6->supabase_py) (3.0.9)\nInstalling collected packages: idna\n  Attempting uninstall: idna\n    Found existing installation: idna 3.4\n    Not uninstalling idna at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'idna'. No files were found to uninstall.\n\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\nsnowflake-connector-python 2.7.9 requires charset-normalizer~=2.0.0, but you have charset-normalizer 2.1.1 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed idna-2.10\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mRequirement already satisfied: lightkurve in /root/venv/lib/python3.7/site-packages (2.0.11)\nRequirement already satisfied: astropy>=4.1 in /root/venv/lib/python3.7/site-packages (from lightkurve) (4.3.1)\nRequirement already satisfied: beautifulsoup4>=4.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from lightkurve) (4.11.1)\nRequirement already satisfied: astroquery>=0.3.10 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.4.6)\nRequirement already satisfied: fbpca>=1.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (1.0)\nRequirement already satisfied: matplotlib>=1.5.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (3.5.3)\nRequirement already satisfied: bokeh>=1.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (2.4.3)\nRequirement already satisfied: requests>=2.22.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (2.25.1)\nRequirement already satisfied: numpy>=1.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.21.6)\nRequirement already satisfied: patsy>=0.5.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.5.3)\nRequirement already satisfied: memoization>=0.3.1 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.4.0)\nRequirement already satisfied: scipy>=0.19.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.7.3)\nRequirement already satisfied: scikit-learn>=0.24.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.0.2)\nRequirement already satisfied: oktopus>=0.1.2 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.1.2)\nRequirement already satisfied: pandas>=1.1.4 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.2.5)\nRequirement already satisfied: uncertainties>=3.1.4 in /root/venv/lib/python3.7/site-packages (from lightkurve) (3.1.7)\nRequirement already satisfied: tqdm>=4.25.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (4.64.1)\nRequirement already satisfied: pyerfa>=1.7.3 in /root/venv/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (2.0.0.3)\nRequirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (5.0.0)\nRequirement already satisfied: html5lib>=0.999 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (1.1)\nRequirement already satisfied: keyring>=4.0 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (23.13.1)\nRequirement already satisfied: pyvo>=1.1 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (1.2.1)\nRequirement already satisfied: soupsieve>1.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.3.2.post1)\nRequirement already satisfied: PyYAML>=3.10 in /root/venv/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.0)\nRequirement already satisfied: tornado>=5.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.2)\nRequirement already satisfied: pillow>=7.1.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (9.2.0)\nRequirement already satisfied: packaging>=16.8 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (21.3)\nRequirement already satisfied: Jinja2>=2.9 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (2.11.3)\nRequirement already satisfied: typing-extensions>=3.10.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (4.4.0)\nRequirement already satisfied: kiwisolver>=1.0.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (1.4.4)\nRequirement already satisfied: fonttools>=4.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (4.37.4)\nRequirement already satisfied: cycler>=0.10 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (0.11.0)\nRequirement already satisfied: pyparsing>=2.2.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (3.0.9)\nRequirement already satisfied: python-dateutil>=2.7 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (2.8.2)\nRequirement already satisfied: autograd in /root/venv/lib/python3.7/site-packages (from oktopus>=0.1.2->lightkurve) (1.5)\nRequirement already satisfied: pytz>=2017.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from pandas>=1.1.4->lightkurve) (2022.5)\nRequirement already satisfied: six in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\nRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\nRequirement already satisfied: chardet<5,>=3.0.2 in /root/venv/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (4.0.0)\nCollecting idna<3,>=2.5\n  Using cached idna-2.10-py2.py3-none-any.whl (58 kB)\nRequirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (1.26.12)\nRequirement already satisfied: threadpoolctl>=2.0.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\nRequirement already satisfied: joblib>=0.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\nRequirement already satisfied: future in /shared-libs/python3.7/py/lib/python3.7/site-packages (from uncertainties>=3.1.4->lightkurve) (0.18.2)\nRequirement already satisfied: webencodings in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\nRequirement already satisfied: MarkupSafe>=0.23 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=2.9->bokeh>=1.0->lightkurve) (2.0.0)\nRequirement already satisfied: jaraco.classes in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.2.3)\nRequirement already satisfied: jeepney>=0.4.2 in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (0.8.0)\nRequirement already satisfied: importlib-resources in /shared-libs/python3.7/py/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (5.10.0)\nRequirement already satisfied: SecretStorage>=3.2 in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.3.3)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy>=4.1->lightkurve) (3.9.0)\nRequirement already satisfied: cryptography>=2.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (36.0.2)\nRequirement already satisfied: more-itertools in /root/venv/lib/python3.7/site-packages (from jaraco.classes->keyring>=4.0->astroquery>=0.3.10->lightkurve) (9.1.0)\nRequirement already satisfied: cffi>=1.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (1.15.1)\nRequirement already satisfied: pycparser in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cffi>=1.12->cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (2.21)\nInstalling collected packages: idna\n  Attempting uninstall: idna\n    Found existing installation: idna 3.4\n    Not uninstalling idna at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'idna'. No files were found to uninstall.\n\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\nsnowflake-connector-python 2.7.9 requires charset-normalizer~=2.0.0, but you have charset-normalizer 2.1.1 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed idna-2.10\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0m\u001b[31mERROR: Could not find a version that satisfies the requirement glob (from versions: none)\u001b[0m\u001b[31m\n\u001b[0m\u001b[31mERROR: No matching distribution found for glob\u001b[0m\u001b[31m\n\u001b[0m\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0m",
-          "output_type": "stream"
-        }
-      ],
-      "execution_count": 1
-    },
-    {
-      "cell_type": "code",
-      "source": "from flask import Flask, request, make_response, jsonify, Blueprint\n#from flask_restful import reqparse, Api, Resource\n#from flask_cors import CORS\n\nimport matplotlib.pyplot as plt\n\"\"\"from database.ansible.kurve_parse import show_tic, tic_classify\nfrom database.store import planets, add_planet_to_DB\n# from Generator import gen_image # add this to a blueprint\"\"\"\n\nimport time",
-      "metadata": {
-        "tags": [],
-        "source_hash": "f2e5fc15",
-        "execution_start": 1686930033949,
-        "execution_millis": 1040,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "7f02ac8316384514a981e92df788cdbe",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 2
-    },
-    {
-      "cell_type": "code",
-      "source": "app = Flask(__name__)\n# CORS(app)\n# api = Api(app)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "90e03b53",
-        "execution_start": 1686930034992,
-        "execution_millis": 9,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "88b8de2337f148ef8e058d6c66d5351e",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 3
-    },
-    {
-      "cell_type": "markdown",
-      "source": "# Lightkurve modules",
-      "metadata": {
-        "tags": [],
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "8059f09366dd46c18bde7f13947094e6",
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### Imports",
-      "metadata": {
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "bb22abb2b6fd440290cc19437085d161",
-        "deepnote_cell_type": "text-cell-h3"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "import lightkurve as lk\nimport numpy as np\nimport pandas as pd\n# import astropy.units as u\n# import astropy.io.fits as pf\n# from glob import glob as glob",
-      "metadata": {
-        "tags": [],
-        "source_hash": "de5204d8",
-        "is_code_hidden": true,
-        "execution_start": 1686930035002,
-        "execution_millis": 1845,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_app_is_code_hidden": true,
-        "cell_id": "8307d8d900ac4838a58dc6d20ceccfbb",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 4
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### Setting sector data & identifier",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "11f8ad28f43a492bbcb53c587e87b2d4",
-        "deepnote_cell_type": "text-cell-h3"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "TIC = 'KIC 10593626' # 0529998039507 52980395 07\nsector_data = lk.search_lightcurve(TIC, author=\"Kepler\", quarter=3)#, author = 'SPOC', exptime = 120) # choose sector, return what SPOC data is available for TIC, set exposure time\nlc = sector_data.download_all()#.stitch().normalize()\n#lc_bin = lc.bin(30/24/60)\nlc.plot()\n#sector_data",
-      "metadata": {
-        "tags": [],
-        "source_hash": "485233a4",
-        "execution_start": 1686930036849,
-        "execution_millis": 1118,
-        "is_output_hidden": false,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "1c73e8a005054206ac06d5d3fc2039b1",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 5,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 848.5x400 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 780,
-              "height": 376
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 5
-    },
-    {
-      "cell_type": "code",
-      "source": "%matplotlib inline\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', exptime = 120)\nlc = sector_data[0].download()\n\nfig, ax = plt.subplots(figsize = (10,4))\nlc.plot(ax = ax, lw = 0, marker = '.', color = '#C0C0C0', alpha = 0.9, label = 'unbinned')",
-      "metadata": {
-        "tags": [],
-        "source_hash": "3653fbc4",
-        "execution_start": 1686930039111,
-        "execution_millis": 3481,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "e5aea7404c424abaafedb4867ac6ca19",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 6,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 1000x400 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 876,
-              "height": 371
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 6
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Plotting binned & unbinned data for comparison",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "a7fef5bba13243fc974d5bd2571a5ae1",
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "%matplotlib inline\n\nbin_time = 15/24/60\nlc_collection_binned = lc.bin(bin_time)\nfig, ax = plt.subplots(figsize = (10,4))\nlc_collection_binned.plot(ax = ax, marker = 'o', color = '#b2464a', lw = 0, markersize = 2, label = 'binning = 30 minutes')",
-      "metadata": {
-        "tags": [],
-        "source_hash": "3de4a7f8",
-        "execution_start": 1686930042867,
-        "execution_millis": 3570,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "ec9186e8d9574ec09f43543ef8586a7c",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 7,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 1000x400 with 1 Axes>",
-            "image/png": "iVBORw0KGgoAAAANSUhEUgAAA2wAAAFzCAYAAABCc4o2AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/NK7nSAAAACXBIWXMAAA9hAAAPYQGoP6dpAADPpklEQVR4nOyde3wU1d3/PxsggUASIoRcFMI1AVGw5ZJEhGqtAfXB21MRRKuWKj6PbR9rrVatEtSKLV77axWtCNZqvdSq9alF4PGGmHCrgFjuVzEJiMQEAgQk8/sjOcOZs+fMnJmd3Z3d/b5fL16a3dmZM7dzvvdvyDAMAwRBEARBEARBEETgSIv3AAiCIAiCIAiCIAg5pLARBEEQBEEQBEEEFFLYCIIgCIIgCIIgAgopbARBEARBEARBEAGFFDaCIAiCIAiCIIiAQgobQRAEQRAEQRBEQCGFjSAIgiAIgiAIIqCQwkYQBEEQBEEQBBFQOsZ7AIlMa2sramtrkZWVhVAoFO/hEARBEARBEAQRJwzDwIEDB1BUVIS0NP/8YqSwRUBtbS169+4d72EQBEEQBEEQBBEQPv/8c5xyyim+7Y8UtgjIysoC0HZTsrOz4zwagiAIgiAIgiDiRVNTE3r37m3qCH5BClsEsDDI7OxsUtgIgiAIgiAIgvA9VYqKjhAEQRAEQRAEQQQUUtgIgiAIgiAIgiACCilsBEEQBEEQBEEQAYVy2AiCIAiCIJKAQ4cOoaGhAa2trfEeCkEkHWlpacjNzUVmZmbMj00KG0EQBEEQRALT2tqKV199FTU1NfEeCkEkPeXl5bj88st97bPmBClsBEEQBEEQCQxT1iZOnIj+/fujQ4cO8R4SQSQdx48fx7Zt2/DWW28BAK644oqYHZsUNoIgCIIgiATl0KFDprL23e9+N97DIYikpm/fvgCAt956CxMnToxZeCQVHSEIgiAIgkhQGhoaAAD9+/eP80gIIjVg7xp792IBKWwEQRAEQRAJCiswQmGQBBEb2LsWy+I+FBKZRNRX12DfmrXoOXwYCirK4z0cgiAIgiAIgiAihDxsSUJ9dQ1WVN2HHW++hRVV96G+mipFEQRBEARBEESiQwpbkrBvzVqE0tJgtLYilJaGr9Z+Gu8hEQRBEARBaPPoo4/ipptuctxu2rRpmDNnTlTGsHjxYkycOBGNjY1R2X+0aG5uxgMPPIBp06bhP//zPzF16lTMmDEDmzZtCtv2q6++wgMPPIBJkyZhypQp+N3vfodDhw5FbWx79uzBxIkTsXTp0qjsv7q6Gv/4xz+isu+gQApbktBz+DBTWTNaW9Fj2OnxHhJBEARBEITv3Hnnnbj00kujsu9Ro0Zh9uzZ6NatW1T2Hy2OHTuG9PR0XHHFFbjnnnvw4x//GC0tLfjVr36FL774wtzum2++wYwZM1BbW4tbb70V//3f/41PPvkEs2fPjtrYTjrpJMyePRvDhg2Lyv5ramrw9ttvR2XfQYFy2JKEgopyjKq6G1+t/RQ9hp1OOWwEQRAEQSQlAwYMiNq+c3JykJOTE7X9R4vu3bvj1ltvtXx2xhln4Morr8TSpUsxadIkAMDSpUuxa9cuPPHEEzjllFMAAF27djW9cSUlJb6PrVOnThg8eLDv+00lAudhq6qqQigUsvzjb/L06dMxYMAAdOnSBXl5ebj44ouxYcMGyz5WrFiBc889F927d0dubi7Gjx+PNWvWmN/v2LEj7BihUAg1NYmd91VQUY6h068nZY0gCIIgiIRl5cqVuOmmm3DZZZfh5ptvDpPzxJBIFkr56aef4n/+53/w/e9/H7fccgu2bNli+d3EiRPx2muv4cUXX8TVV1+NK6+8Eo899hiOHDlibiOGRLJwvvfeew9z5szB5MmT8YMf/ABz587F8ePHLfuvrq7GjTfeiMsuuwy33nortmzZgsmTJ+PFF1/0+xJp0blzZ6Snp+Obb74xP1u1ahX69u1rKmsA8K1vfQtZWVlYuXKl7f4mTpyIv/71r/jTn/6Eq666CpMnT8a8efNgGAbWrFmDn/70p7j88stx11134csvvzR/JwuJZPfwH//4B374wx/iiiuuwP33328JRVWFp/70pz/Fo48+CqDt3r/77rvYtWsXJk6ciIkTJ5rfAcCGDRtw11134fvf/z6uuOIKzJ49G19//bVlf6+++ipuuOEGXHbZZZg6dSp+9atfob6+XuMKx47AKWwAMHToUNTV1Zn/PvroI/O7ESNGYN68eVi/fj3eeecdGIaByspK86U5ePAgJkyYgD59+mDZsmX46KOPkJWVhfHjx+PYsWOW4yxevNhynBEjRsT0PAmCIAiCIGJFfXUN1s15Wqswme62bvapQ0NDA5588klcdtlluP3229GpUyfMmDEjTMiW/e7pp5/GpZdeittvvx3Hjh3Dr3/9a4uyAgD/+7//i9raWtx8882YPHkyPvjgA7z00kuO43r++ecRCoVw++234/zzz8cbb7yBhQsXmt9v3boVDz74IHr37o0777wT3/3ud/Hb3/42TPaU0draiuPHjzv+04Hta//+/Zg7dy5CoZClofru3bstyhoAhEIhnHLKKdi9e7fj/v/xj3/gyy+/xC233IKLL74Yf/vb3/Dss8/imWeeweWXX45bbrkFtbW1+N3vfue4r2XLlmHZsmW48cYbcf3112PdunV46qmntM6TMXnyZIwcORIFBQWYPXs2Zs+ejcmTJwNoU9buuOMOZGZm4rbbbsOPf/xjbN68Gffff7/5+3fffRcvvPACzjvvPMycORM/+clP0K9fPxw+fNjVOKJNIEMiO3bsiIKCAul3N9xwg/n/ffv2xf3334/hw4djx44dGDBgADZs2ID9+/fj3nvvRe/evQEAM2bMwLBhw7Bz504MHDjQ/H2PHj2UxyEIgiAIgkgWWDXpUFoatr/+JkZV3a2MyNHd1s0+dTlw4ABuv/12DB8+HABw2mmn4brrrsObb76Ja665Rvm7gwcPYtasWSguLgbQ5l268847sXHjRgwdOtTc7qSTTjJDB0eMGIGtW7fi448/xrXXXms7rpKSEkyfPh1Am0dq7dq1WLp0Kc4//3wAbV6a/Px83HHHHUhLa/OHdOnSBY888ojjOT/++ON49913bbfp1asX5s6d67ivF154Aa+88gqAtjDJqqoqi6x78OBBdO3aNex3Xbt2xYEDBxz3f9JJJ+HnP/85AODb3/42li9fjjfffBN/+MMfTLn7q6++wlNPPYWDBw865gLefffd6NSpEwBg7969ePXVV9Ha2mpeQycKCwuRnZ2N9PT0sLDL+fPnY9CgQbjzzjsRCoUAAMXFxfjxj3+MlStXYuTIkdi0aRP69u2Lyy+/3PxdeXnwItUCqbBt3rwZRUVF6Ny5MyoqKjBr1iz06dMnbLvm5mbMmzcP/fr1Mx+S0tJS9OjRA3PnzsWdd96J48ePY+7cuRgyZAj69u1r+f1FF12EI0eOoKSkBLfddhsuuugi23G1tLSgpaXF/LupqSnykyUIgiAIgogysmrSKuVKd1s3+9Sla9euprLG/j7jjDOk1Q55TjrpJFNZA2BRHnjOOOMMy999+vTBkiVLHMf1rW99y/J37969sXbtWvPvzZs3o7y83KJolJWVOe4XAK688kr8x3/8h+02TKlx4oILLkB5eTkaGhqwcOFCVFVV4f7777c4LCJBvH5FRUVoaGgwrzf7DGi79nYK22mnnWY5r969e+Obb75BY2MjcnNzIxrnkSNHsH79evzwhz+0NLg++eST0bNnT2zevBkjR47EgAED8Pbbb+OZZ55BRUUFSktL0bFj8NSjwI2orKwM8+fPR2lpKerq6jBz5kyMHTsW69atQ1ZWFgDgiSeewG233Ybm5maUlpZi0aJFSE9PBwBkZWXh/fffxyWXXIL77rsPADBo0CC888475g3o1q0bHn74YYwZMwZpaWl47bXXcMkll+CNN96wVdpmzZqFmTNnRvkKEARBEARB+EvP4cOw/fU3tapJ627rZp+6ZGdnh33WvXt3fP7557a/E71GTOY7evSo43Y6YYui4tGpUyfL7xoaGsKKlWRmZpryqR15eXno2bOn43Y69OjRAz169AAAjBw5ErfccgteeOEFzJgxA0DbechK+Dc3N2uNQXb9xM+YEiZee5196fxOh+bmZrS2tuKZZ57BM888E/Y9y7E799xzcfjwYSxYsABvvvkmunbtiu9+97u45pprkJGREfE4/CJwChtzLQPAsGHDUFZWhuLiYrzyyiuYNm0aAGDq1Kk477zzUFdXh4ceegiTJk3C0qVL0blzZxw+fBjTpk3DmDFj8Je//AXHjx/HQw89hAsvvBArVqxAly5d0LNnT9xyyy3mcUaNGoXa2lrMnj3bVmG74447LL9ramqyWBQIgiAIgiCCiJtq0rrbRqNCtSx66euvv8ZJJ50U8b6jSW5ublhxjEOHDmkpH36GRPKkpaWhf//++Pe//21+dsopp2Dnzp2W7QzDwO7du8O8Z/GGKbtiHuLBgwcdf9u1a1eEQiFcfvnl0hBHZhhIS0vDRRddhIsuughfffUVPvzwQzz33HPIzs42c+GCQOAUNpHu3bujpKTEUumHlVwdNGgQysvLkZubi9dffx1TpkzBiy++iB07dqC6utp0S7/44ovIzc3Fm2++qbz4ZWVlWLRoke1YMjIyAqVtEwRBEARB6FJQUa6tVOlu62afOjQ3N2PNmjVmWGRzczNWr16NCy+80LdjRINBgwZhxYoVmDZtmil/6lYf9zMkkuf48ePYtGmTJYdtxIgReP/991FbW2uGLq5ZswYHDhzAyJEjXR8jmjBP4e7du83///zzz7Fv3z7LdqK3E2jLYRw8eDA+//xzXH311drHu/TSS/HBBx84enRjTeAVtoMHD2Lr1q3Ki20YBgzDMHPLDh06hLS0NDO5EID5Nx/DKrJ69WoUFhb6O3iCIAiCIAhCm6ysLPzud7/D1KlT0bVrV/z1r38FAMc6A/GGVUicNWsWxo8fjy+//BKvv/460tPTLTKpjPz8fOTn50d0/AULFmDTpk0444wzkJubi6+//hoLFizAF198gf/6r/8ytxszZgxeffVVzJo1C1dffTVaWlrw7LPPYuTIkVHpwRYJpaWl6NmzJ5555hn84Ac/wKFDh/DXv/7VTJFinHLKKVi0aBE++OADFBUVITs7G/n5+bjuuutw11134Te/+Q3GjRuHbt26Yd++fVi9ejW+973v4fTTT8fvf/97dOvWDaWlpejWrRvWr1+P7du344ILLojTWcsJnMJ26623YuLEiSguLkZtbS1mzJiBDh06YMqUKdi2bRtefvllVFZWIi8vD7t378aDDz6ILl26mBf2vPPOwy9+8QvcdNNN+MlPfoLW1lY8+OCD6NixI8455xwAwHPPPYf09HQzgZQvSUoQBEEQBEHEh9zcXFx77bWYN28e6urq0KdPH8ycOTPiIhTRZsCAAbj99tvxpz/9CQ888ACKi4tx8803484775RWZfSbPn36oLq6Gn/84x9x8OBB5ObmYtCgQXjkkUfQr18/c7uOHTti5syZeOqpp/DQQw8hLS0NZ555Jn70ox9FfYxu6dixI+666y488cQTePDBB1FUVIQf/ehHYaGhlZWV2Lx5M5566ikcOHAA3/3ud/Gzn/0MQ4YMwW9+8xu8+OKLePzxx3Hs2DH07NkTw4cPN500Q4YMwTvvvIOFCxeipaUF+fn5+NGPfoTKysp4nLIaI2BcccUVRmFhoZGenm6cfPLJxhVXXGFs2bLFMAzD+OKLL4zzzz/f6NWrl9GpUyfjlFNOMa688kpjw4YNln0sXLjQGDNmjJGTk2Pk5uYa3/3ud43q6mrz+/nz5xtDhgwxMjMzjezsbGP06NHGq6++6nqsjY2NBgCjsbExspMmCIIgCILwwK5du4ybb77Z2LVrV7yHQgisXr3a+I//+A9j7dq18R4K4SN271y0dIPAedjsmhcWFRXh7bffdtzHeeedh/POO0/5/TXXXGPby4MgCIIgCIIg3PDEE09g+PDhyM7Oxq5du/DSSy+hf//+lj5wBOGFwClsBEEQBEEQBJFoNDc34+mnn0ZTUxMyMzPx7W9/Gz/84Q+1m0AThApS2AiCIAiCIAgiQn7xi1/EewhEkkIKW4pRX12DfWvWoufwYb6W4SUIgiAIgiAIwn/IR5tC1FfXYEXVfdjx5ltYUXUf6qv1+oMQBEEQBEEQBBEfSGFLIfatWYtQWhqM1laE0tLw1dpP4z0kgiAIgiAigOVHHT9+PM4jIYjUgL1rscxNJIUtheg5fJiprBmtregx7PR4D4kgCIIgiAhg/cm2bdsW55EQRGrA3rVY9gakHLYkRJWnVlBRjlFVd+OrtZ+ix7DTKYeNIAiCIBKczMxMlJeX46233gIA9O/fHx06dIjzqAgi+Th+/Di2bduGt956C+Xl5cjMzIzZsUOGYRgxO1qS0dTUhJycHDQ2NiI7OzvewwFwIk+NedFGVd1NihlBEARBJDGtra149dVXUVNDuekEEW3Ky8tx+eWXS0Mio6UbkIctyZDlqZHCRhAEQRDJS1paGq644gpMnDgRDQ0NaG1tjfeQCCLpSEtLQ25ubkw9awxS2JKMnsOHYfvrb1KeGkEQBEGkGJmZmXERJgmCiC6ksCUZlKdGEARBEARBEMkDKWxJSEFFOSlqBEEQBEEQBJEEUFl/giAIgiAIgiCIgEIKG0EQBEEQBEEQREAhhY0gCIIgCIIgCCKgkMJGEARBEARBEAQRUKjoSJJRX12DfWvWoufwYVR4hCAIgiAIgiASHPKwJRH11TVYUXUfdrz5FlZU3Yf66pp4D4kgCIIgCIIgiAgghS2J2LdmrdkwO5SWhq/WfhrvIREEQRAEQRAEEQGksCURPYcPM5U1o7UVPYadHu8hEQRBEARBEAQRAZTDlkQUVJRjVNXd+Grtp+gx7HTKYSMIgiAIgiCIBIcUtiSjoKKcFDWCIAiCIAiCSBJIYUtSqFokQRAEQRAEQSQ+lMOWhFC1SIIgCIIgCIJIDkhhS0KoWiRBEARBEARBJAeksCUhrFokQiGqFkkQBEEQBEEQCQwpbMmMYcR7BARBEARBEARBRAAVHUlCZCGRDRs2Yu+KlehaVIjOPXtSMRKCIAiCIAiCSABIYUtCeg4fhu2vv2kqbYe//BJ1S5YCAJq2bgNCIWx//U2MqrqblDaCIAiCIAiCCDAUEpmEsAba/S65CKOq7kbj5q3WDQyDipEQBEEQBEEQRAIQOIWtqqoKoVDI8m/w4MHm99OnT8eAAQPQpUsX5OXl4eKLL8aGDRss+1ixYgXOPfdcdO/eHbm5uRg/fjzWrFlj2Wbt2rUYO3YsOnfujN69e+O3v/1tTM4vVhRUlGPo9OtRUFGOTtlZYd9TMRKCIAiCIAiCCD6BU9gAYOjQoairqzP/ffTRR+Z3I0aMwLx587B+/Xq88847MAwDlZWVOH78OADg4MGDmDBhAvr06YNly5bho48+QlZWFsaPH49jx44BAJqamlBZWYni4mKsWrUKs2fPRlVVFZ5++um4nG+0KblysuXv/PIyCockCIIgCIIgiAQgZBjBKiVYVVWFN954A6tXr9bafu3atRg+fDi2bNmCAQMGYOXKlRg1ahR27dqF3r17AwA+/fRTDBs2DJs3b8bAgQPx5JNP4q677kJ9fT3S09MBAL/85S/xxhtvhHnr7GhqakJOTg4aGxuRnZ3t+lxjSX11Db5a+yl6DDudFDWCIAiCIAiC8Jlo6QaB9LBt3rwZRUVF6N+/P6ZOnYpdu3ZJt2tubsa8efPQr18/UzkrLS1Fjx49MHfuXBw9ehSHDx/G3LlzMWTIEPTt2xcAUF1djXHjxpnKGgCMHz8eGzduRENDg3JcLS0taGpqsvxLFPgQSYIgCIIgCIIgEoPAKWxlZWWYP38+FixYgCeffBLbt2/H2LFjceDAAXObJ554At26dUO3bt3wz3/+E4sWLTKVr6ysLLz//vv485//jC5duqBbt25YsGAB/vnPf6Jjx7aimPX19cjPz7ccl/1dX1+vHNusWbOQk5Nj/mNKIkEQBEEQBEEQRDQInMJ2/vnn4/LLL8ewYcMwfvx4vP322/j666/xyiuvmNtMnToVn3zyCT744AOUlJRg0qRJOHLkCADg8OHDmDZtGsaMGYOamhosXboUp512Gi688EIcPnw4orHdcccdaGxsNP99/vnnEe0vmtRX12DdnKdRX10T76EQBEEQBEEQBOGRwPdh6969O0pKSrBlyxbzM+bhGjRoEMrLy5Gbm4vXX38dU6ZMwYsvvogdO3aguroaaWlt+uiLL76I3NxcvPnmm5g8eTIKCgqwZ88ey3HY3wUFBcqxZGRkICMjIwpn6S/11TVYUXUfQmlp1G+NIAiCIAiCIBKYwHnYRA4ePIitW7eisLBQ+r1hGDAMAy0tLQCAQ4cOIS0tDaFQyNyG/d3a2goAqKiowIcffmhWjQSARYsWobS0FLm5uVE8m9iwb81as2k29VsjCIIgCIIgiMQlcArbrbfeig8++AA7duzAxx9/jEsvvRQdOnTAlClTsG3bNsyaNQurVq3Crl278PHHH+Pyyy9Hly5dcMEFFwAAzjvvPDQ0NOCmm27C+vXr8dlnn+G6665Dx44dcc455wAArrzySqSnp2PatGn47LPP8PLLL+Pxxx/HLbfcEs9T942ew4eZyhr1WyMIgiAIgiCIxCVwIZG7d+/GlClT8NVXXyEvLw9nnXUWampqkJeXh2PHjmHJkiV47LHH0NDQgPz8fIwbNw4ff/wxevXqBQAYPHgw3nrrLcycORMVFRVIS0vDt771LSxYsMD00uXk5GDhwoW46aabMGLECPTs2RP33HMPbrjhhnieum8UVJRjVNXdVMafIAiCIAiCIBKcwPVhSyQSqQ8bQRAEQRAEQRDRI6X6sBEEQRAEQRAEQRABDIkkvFNfXYN9a9ai5/BhFAZJEARBEARBEEkAKWxJApXyJ4jgQsYUgiAIgiC8QiGRSQKV8ieIYMKMKTvefAsrqu6jZvYE4YL66hqsm/M0vTcEQaQ0pLAlCapS/rTYEUR8IWMKQXiDjB0EQRBtkMKWJLBS/r1Gj0J+eRkAWuwIIghQX0SC8AYZOwiCINqgHLYkY0/NMoTS0rCnZhnyy8vCFjvKnyGI2EJ9EQnCGz2HD8P2198kY0eKQznABEEKW1IhWiMBkGWfIAJAQUU5CRoE4RI/jB0k7Cc2VFCNINoghS2JEK2RfSZUos+ESrLspzAkrBAEkchEYuwgYT/xkYXF0j0kUhFS2JIIlTWSJrfUhIQVgiBSGRL2Ex8KiyWINkhhSzIo9Co+BNGTFUthJYjnTxBEakPCfuJDOcAE0UbIMAwj3oNIVJqampCTk4PGxkZkZ2fHezhEnOA9WUZra2A8WbEaV1DPnyAIor66hoR9giBiRrR0A/KwEUSEBDXsJlaWyaCeP0EQBEWdEASRDFAfNoKIkCD32SqoKMfQ6ddHVWAJ8vkTBEEQBEEkOhQSGQEUEkkwUj3sJtXPnyAIgiAIIlq6ASlsEUAKG0EQBEHEn1QvfJTq508QQYEUtgCSKAobm8g7ZGTgeEsLTehJDC3aBEGkGn4XPkq0eZQKPxFEcKCiI4Qn2ESOUAgwDCAUop5cSQr1XSNShUQTqInosmvBQiAU8qXwUSLOo1T4iSCSHyo6kkTUV9dg3ZynUV9dY/698fkXTihrAGAY5oROJBeyRZsgkg0mUO948y2sqLrPnO+I1KS+ugZ7apaZa1ykhY8ScR6lwk8EkfyQhy1JEK2CAydPwpaXXrEqa4BphaQJPfmgJrFEKkDeBIKHfx4AIL+8LKLnIRHnUWouTRDJDylsSYIoxOxduerEIhYKIWdAf+SNHIHWo0dpQk9SaNEmUoFEFKiJ6CE+D30mVEa0v0SdR6nfHEEkN1R0JAKCVHRETDpmHjZKQiYIItmgNhIEDz0PBOE/iZQrHKSxUpXIABIkhQ0IX7RkfwflgU4G6HoSBEEQBJFsJFLl0aCNlapEEo7wIRGiMmFWiwQSpvJVUKmvrsHOBe9gb83yhKokRhAEQRAE4UQi5Qon0lgjgapEJiGyKmo7F7xj2WbXgoVxGl1iw67t3prlAKBVSUys3kkQBEHYozNv0txKENEhkSqPJtJYI4E8bEmIzNoQQijew0oKxIpkdlU3yRNHEAThHp1eaInYL43Qh1IO4ksiFd9JpLFGAnnYkhCZtcGsnBVqU9wiraSVqvDXFgDyy0bbChNuPHEiZD0mCCIV0emFloj90oKO1zXH77WKei0Gg4KKcgydfn1gFCC75yxoY40G5GFLQlTWhlSwQEQbXUuOG0+cDLIeEwSRqui0blBtk8qemUjO3euaE421KlVykgh9SCYihS1pkfVkoT4t/qBzHUVhIr9sNPpMqNS+/sm6YKWyMJXs0L0l/ELHMCbbJpWFukjP3W7NsXu3o7FWUa9FQiRZZSI3kMKWQpBAFTsijalOxgUrlYUpvwnau0z3lvAbHcOYuM2uBQvNaIZUE+oiFWjtPJZ273Y01qpUyUki9ElGmcgtpLClCCRQxZ5IPJrJuGCRhcwfgvgu070loomOgaK+ugZ7apaZf6eaUBepQKtac5ze7WitVRQRRPAko0zklkAWHamqqkIoFLL8Gzx4sPn99OnTMWDAAHTp0gV5eXm4+OKLsWHDBvP7+fPnh/2e/du7dy8A4P3335d+X19fH/Pz9RtZYiYlaCceyZZEm2yld+NVFMbpXXYzLr/OIdnuLREcdAtQsPeCkV9eljRzpw5MoO13yUWejTiyNUfn3U62tYoIJqn+nAXWwzZ06FAsXrzY/LtjxxNDHTFiBKZOnYo+ffpg//79qKqqQmVlJbZv344OHTrgiiuuwIQJEyz7u/baa3HkyBH06tXL8vnGjRstncjF7xMNlfWd3MneCVr4WaKSTBayeHq57N5lN+Py8xyS6d4SwULXeyu+F8lcCVm1JkXDK0XvdmpB8k5wCazC1rFjRxQUFEi/u+GGG8z/79u3L+6//34MHz4cO3bsMD1vXbp0Mbf58ssv8e6772Lu3Llh++rVqxe6d+/u+/jjhWpxo0nXG0EKP3M7kQZx4k2WMJd4hgDavctuxuX3Ofh1b4P43BLxQ9fYmCprXKRrkpf3K1nmbcKeIMk7RDiBDIkEgM2bN6OoqAj9+/fH1KlTsWvXLul2zc3NmDdvHvr164fevXtLt/nTn/6EzMxMfP/73w/77owzzkBhYSHOO+88LF261HZMLS0taGpqsvwLGnbhC6nuTvZCUEJJxbCg9fOesw1li3Ufm1TrGRfvEEDVu+xmXPE+BxnUf4mQ0at8NHqNHuUoQMZrjYvl/BfJmkTvl5VUW7ecCIq8Q8gJpMJWVlaG+fPnY8GCBXjyySexfft2jB07FgcOHDC3eeKJJ9CtWzd069YN//znP7Fo0SKkp6dL9zd37lxceeWVFq9bYWEh5syZg9deew2vvfYaevfujbPPPhv/+te/lOOaNWsWcnJyzH8qBTGeyOLYaVLyTlCEWktft1AIW156xXbRjeXEm4pCgB/5ItHAzbiCeA4kMBA8bG75cvlKS0ERu+2d1rpEb/IcyZpE79cJUnHdcsLLs0XyZewIGYZhxHsQTnz99dcoLi7GI488gmnTpgEAGhsbsXfvXtTV1eGhhx7CF198gaVLl6Jz586W31ZXV+PMM8/EypUrMWLECNvjfOc730GfPn3w/PPPS79vaWlBS0uL+XdTUxN69+6NxsZGSx5ckOBd3EZra2AEs0Sivrom7mE24n1EKAQYBkJpaeh3yUUYOv162+3dNEFl4TIAtEJn1s15GjvefMuc6HuNHoXMwgIKaYsybkKbEiXMkOYrgkecW2RzHUPn2YnG86UaYzTfOZ01SXZ8er9O4ObZSiXcyDv0PMlpampCTk6O77pBYHPYeLp3746SkhJs2bLF/Ix5uQYNGoTy8nLk5ubi9ddfx5QpUyy/feaZZ3DGGWc4KmsAMHr0aHz00UfK7zMyMpCRkeH9ROIAlduOnCDE7/P5GWnp6djy0iuOVbvc5nOI8esAtGLZxRyTPTXLKAY+ysSruEi0iTQPKVEUU0IPN8WydNa6WDV5jvY757QmrZ/3HLa89AoQClmOr3q/UvG9oUJscpyeLf5ZIfkytiSEwnbw4EFs3boVV199tfR7wzBgGIbF+8V+98orr2DWrFlax1m9ejUKCwsjHm+QoEnJX9hk1SEjA8dbWmK6wPETae7gUkeh1q2iaQm7BLQb0PJCQHNtHfYuX5E0E3hQvVjivdq1YGHMiotEG68GkkRSTAk93CjwOmud3+vh+nnPYe+KlSgcOwZd8vLMMa6b83Tc3rn66po2ZQ0ADAMIhSzHF9+vVH1vUqVIjZ+Iz8rAyZMCkTKSKgRSYbv11lsxceJEFBcXo7a2FjNmzECHDh0wZcoUbNu2DS+//DIqKyuRl5eH3bt348EHH0SXLl1wwQUXWPbz8ssv45tvvsFVV10VdozHHnsM/fr1w9ChQ3HkyBE888wzePfdd7Fw4cJYnWZUEIVGmpT8g01WLBxRtF7Gkmh4/URhhoVc6kzEbDyseW0yTOBB9mKxe8XYU7MM9dU1WuXOE/me2JFoiimhh+5cp7PWeV0PxXW1vroGm158CY2bNgMAmrZuw8DJk8z9xeKdUxmI9q1Ze2KNAgDDiNgzmawEIXomnrg1MorPSuvRoyRfxpBAKmy7d+/GlClT8NVXXyEvLw9nnXUWampqkJeXh2PHjmHJkiV47LHH0NDQgPz8fIwbNw4ff/xxWA+1uXPn4rLLLpOW7T969Ch+/vOf44svvkBmZiaGDRuGxYsX45xzzonRWfqPzPrBvEAUmx05YR6odoUmWRY4UZgB4Dqkct+atRg4eRJajx5N+Ak8niXynSioKEd+eRn2LFtuCmYqL1tQjDbR9kCmimJKtCF7nnQEcLdCumxdNT1YHLUffIgh111jHkPnnfP6TtgZiExjTrvSxiuSMui9SU28GBllz0qqK72xJCGKjgSVaCUWemXdnKex/Y2/n7CsAZQMGiFiEQ7RwwbDsFTjTLU8AEYyJh+7OSc/zt9Ln70VVfdZPgvqdY/V86FKmE/ldzMZEaMdBk6eZCpLfiMWp8jq3w8Htm0/YbjjcPNcR/JOOBXMcFsoKwiFtYjY4rXoCj0rzqR00RFCjw4ZGRZlTTcHiZAjs0DxhT94L1Kq5gEwEjWsRiXIu/UWyizqbvPf3D4/opfNz+vut4ITq+dDZu1N9XczGRHD/ra89ApyB5fGxHPba+QING3Zao22AFw/15G8E05eMbdeD/KSpB5ePav0rMQPTwrb3//+d9e/Oe+88yx90Aj/Od7SEha7TmEO3pEtqKqmrLFUWILoLUjEsBqVIO/V8s0vZG6VBK/PT58Jlb7nDEZDwYnn8yFe210LFgbu/SFOoDO/iTmcYmENP5EZY1jRJ52KvSoieSeCEuZMJC6yFIh1c56meTHAeFLYLrnkElfbh0IhbN68Gf379/dyOEITMXZdrFxFuMPNghorgTSo3gIvAkS8FU+VkuSH8u12H5FYO/0W3KJhfIingEltJxIHnfmNzRuFY8egbslSc72LphFA9Crwf+tU7FXtM5J3gjwdhB8YhoGGDRtNwwPNi8HFc0hkfX19WJEPFVlZWV4PQ7igoKL8REJ0KIS6JUvpxYsANwuqatughJbFQjkSPUx2xwuC4qlSkvxQvt3uIxLhzW/Bjfde+Gl8iJeAyV/bZGs7kWw4zW+i99ttgaNotGWJ5LmOxTuhMxfHynAWbyMdcQLxXaIUmuDjSWG75pprXIU3XnXVVYEoypEKHG9pSchcoqDiZkEVtw1KaFmslSOd4wUh580u7yzSSpdeFLDAWcz58GpN6qtrsHPBOwghhD4TKgNzPuzaJlPbiWTEaX6TlRXXrYAcy7YssVZM7HJx7ebiWK4NQTDSESewVL1ufydoXgw2nhS2efPmudr+ySef9HIYwgOJmEuUTPAW3L0rVvputeIVgbT09Lbk+/bPVcRaOZIdj33OBIqgPKeqvDM/KhkGTgHTJBIvLl+1ck/NMoyqutvcZxCs6pT7E2yc7k8k80as2rJEqph4rRYrO57TuxzLtSEIRjriBImcQiNW7w7K+hJtqEpkkmHnNUiFBzqehFlwGe1Km5+hZQC0hYJYK0fi8dLS06VjDZrgvGvBwoQPC/HjXff6vDDjgUkohF0LFsY0Z0zn/BNVkU52+Hun8ppFMm+IAqrOvOzlfYpEMfGi7NnNW07vcizXBq/HIvklHD+uSaKm0IjvCICU8dr6prAtW7YMZWVlfu2OiACV1yAVHmg/cTsphllwASAUQs6A/sgbOULLG6aLG6Eg1soRO96uBQsBAAd27JSONUiCMwuVYySid9qu6qWb59ir0Sescl+70SKW1VNprktM3Nw7t/MG/+wOnDwJe1esQteiAkdvgtfnyS8voPi+yN5Bp3nLae6P5drg5Vj0Tofj5zVJxBSaMDmr3ViBUAgb//wiAH9krCDim8J2+eWXY9euXX7tjvAJCkPQQ0xG75CR4bpqksyCC8NA3sgRjvtyK1R7KWoR6/vO5woBiIkV1yviIpBfXpZw74kqFNXL4u7F6CMq6n0mVAKAVs6YHxZjmusSl2jdO5U1vmnr1qi12vDDCyi+L6p3UDZvAdby7E5zfyzXBrfHonc6HD+vSVBSE9wgjpmXtZq2bsOKqvuSVrF3pbBNmjRJ+rlhGNi/f78vAyL8JRFfyFgjS0bnQ2Z0J0Uxv4wVrRAX1V0LFkac+B3EkEIecVHpNXoUuhYVBnKsQPh7wpSNREL2russ7k7Kkltvrvid03Pql8WY5rrEJdJ7p3qGVdZ4nTk90j5pXp5h0eghOw9+7KKRMK1TR3MtC7pHyo3XXnUP1s97DntXrESvUSMx5LprYjFsKbEM2/RznguqHGF3PcUxA8DGP7+Ipq3bopaXGhRcKWyLFy/G888/j27dulk+NwwDH374oa8DI/whqC9kkJAlo3utmqRaqPlQsT01y1BfXaOdGO72WG7wc6Hh9yVTgOLx7OmeX7zfE79yEmTnYLe46yhLkQoITs9ppBZj/trRXJeYRPL+2T3DMmu8m6iEeD1PzCvNCvc4voPt4cd1S5ae+DuKzcQjxa3XXnYP1s97ri3/CmgT1oG4KG2xDtv0+7kMUmoCoHc9ZWPmC4Ylq7HOlcJ29tlnIysrC+PGjQv7btiwYb4NivCXoL2QQUMVyhhpaXdGQUU58svLsGfZcqkFKF6eAT8XGt5Luf31NzFw8qS4C89uzy8e7wkrg7+3Zrkv90E8B6fFXUdZirbgGsnzL7vHumXeiWDh9v1jivqhunrlMyyzxrt9jg2XrS0iRfZODp1+vfQdlOZNnxh41NaSSA1MkXrtAbRVYeb4cuWquChs8Qjb9HOtClpRF7d5nED8Da6xwpXC9re//U353aJFiyIeDEHEA1Uoo58vfZ8JlcpcnnhNNn56NvatWWupjrnlpVfiLjwHocm43b7EMvh+LPiy49kt7rrKklcBQbdqo9fnn3JcUg/RyMErK7JnWGbE0D2OHwYttyXIVe+k7B0M8yACFoOj6hiRzHF+XBc3RhrVWHuNGml61gAgb+QIV2Pwi0QOxQ5iURe+eJVOHicjFRwTERUdqa+vR0FBgV9jIYi4Ee2X3UkojebxVQuen56NgZMnhbUyiLfwHO8m4077klnHI1nwg5YLGc3Kf4xEFpYI98iMHCINGzb68hz7YQxwKkHOjiMaWHTfSbceRD88+n5cF91ztJtDmDfty5WrkDdyRNxy2BLZuxNog5fQHinQY40RESlslZWVWLt2rfOGRFwImqs71dEVSv328KgWPLuFxm0hitajRy09XSIJx/Hr/L0spG4WhUiLdYSF4kZIPHMhZcSir10iC0uEe2RFRMR3J5LQOLs8XC/zmV3RE1mPQvYbVS86HQ+6k/LD8Ppe+mUkcZp36qtrsPH5F2znkCHXXaN1r72sKW5+k6jenSAavJwK7ARprLEmIoUt1rHdhD5BdHWnApEqG37fNychXrbQiGPILy8LKxoiTp7NtXXoM6FSKjy7uSZ+n79bJblDRoZ5rZzK0EdarIMpG35VuArSghbLvnaJKiwR7hGf8cz8fGSc1B0N/95gbqMKjXOah2TvNOvb1mvUCF/eSb7oCWDtUejUZN4ssuGxAqRKefRSRChSI4nuvXDT5NzuWG7XlFSRn4Jo8LILCQ7aWGNNRApbKBTyaxyEz5D7OPqIi44fk7zfXgkvQry4sO9ZttysViZ655iQsXf5CnMb3jLs9prE47nlx2i0tmoVm9FNjHZaYNhnOhWuZM8b/7csPIrvx6R7Lfzwbrrpa0eRAIQT4jvF5p3De/fiUH09CseOwaG6emVonM48JL7TvALVtHUrcgeXRhz6B8Dy/6pelbI5hVVE9FoBUlwL8stGe67eG4mRxO29QCiEnAH9UXLVlZ6O6WVNSSX5KWgGL162kH0XpLHGGt8aZxPBgg+3MlpbkZaeHu8hJRWyRSdSZUvmlYj0vnmxSvFJv20DkXt+CirKwxbWjX9+0fwOcL/wRZpX50Xwl4V3OhVLcdPg1mlfOvdIljMoa8bO/sXbqqzb1y5VLNmEd2TPSGZhgeWd7ZKXh5G/ulO5D515SFbAww+h3S5kUVTmeAWuubbObP8iFnXyEnIeFA+Fl3vhVVmT7UvnugUpWiFR8NvwJra2cJOykayQwpaEsIe5cOyYtr4soRC2vPSKJwshIUdljWW4qXzF9seXp2b4cd/cWqVE75ndoiXmYTVt3YYVVfeZE6zdwqfKx/AiVOgK/rJjelmcVeOMVh6ZuN+9K1fZHifeVmXd++ik8BOE7LnUeWfd5qPJvGF7apZF1egpvveqqAVxnrWrAOnmeH7gVnj2ci8iXf/c7isoym2kxEqx8Wp402l4z9559nmHjIwwYyX7LtkVuIgUtg4dOvg1DsInxPAuvgF0Mrv1Y42dNRZwDgGTVQ6T9tJBW5hkrO8b76lxCukbOHkSdv3zHRxtagp71lQLn1MxFLfnq6NsqI7JzmHvylXoNVI/V0U2zmh5tsXnrdfIEWjaslUp9HhRQln+XiT5Ijz8M7RuztPokJGB4y0tUmVZpfCnqiWVsM8rdRKoZe+6jgAuvtN8IaVYGD3FqAVmDMwsLPCtL6ifqOZUu/dWVxmSza9e5wMva0qih9/FMnrBi7HPTcP7tPT0MLlWN/czmYhIYfvkk0/8GgfhE6LFmk9yJre+v/QqH40QQma4F++NUoWAAfaVw3qNHoUDO3biUH29uf2BHTvN0Bhd/Ky0yCtZ4j7N3Aqb5HDZwud3joCOgqI6Jp/M37TFfa6KeF2iIeTJhJzcwaW2bSLcWIjF++jVgi/br1g8QFSWVYVXAIQt6EDsLamkNMYe0fCYU1KCziflWnKu7ARqVfNpO6+7zKBwvKUl5rlM4lzGrytBE0ZVnhAnRUF173T6VgZBME+EOSGWeXiR5sqL4xPXLzu5FvAndDkRiDgk8vDhwzAMA5mZmQCAnTt34vXXX8epp56Kykq10EpEB/HFCaJVLtERhQkmROgKyHaVw5iix5dfPrRnj8Xr4GZ8Xhc23YIqXpPD/c4R0Ln+smNGmszPKyTsukRLyBOFHCcLsBsLsSyPzw/CjBMSbz/7r1h4xa4IRKwEtiAJiamCWM4dABo3b0ajYdgawnh05xcng0I8cpn4uay5tg57l69wPZfESqGQXR/xndeNEHHTtzKegnmizAmxfHbt1l+vfWDF9Usl1wJwTN1IFiJW2C6++GJcdtlluPHGG/H111+jrKwMnTp1wr59+/DII4/gv/7rv/wYJ6FJssReBxnVwqErIIv3CAhvdhpJuXevCyZDtiDp9kaxU9bEidvv51RHgRGPuW7O0xEl85uVrNp/v+nFl5FxUvewEC5d/Ba0dPfnR7EXnZBHPlSUr2Cpeh6iUQTCDUERElOFMAWK4XIO1J1fnAwKXucpVTSC275erBCVm/cylgqF3XvL2FOzTCtCRLdvpepayPLCo6GwJsqcIJMz3FYNdns8N15RN++W07apIvNGrLD961//wqOPPgoA+Otf/4r8/Hx88skneO2113DPPfeQwhYH3FjWCXfUV9egua7OIpDz1bx0kXlLWK4PP6HqlHsXEas8igumSnBgn+//7N9h1S4j7Y1ilz/mFzoCkXjMSJP5DVh7UTZu2oRQWhoAoNfoUa7KZvstaLnZH38f09LT26rSwbn4h9iMVxXyyPbbevQo0tLTbStcysYUL0sqVYuLLazSLlPuMwvyLcWY3Fx/9iyJz7KsGIlOSLdsfpYhe+8A5zBB1Tm4FUZjrVDI3tv88jLsWbbclaKt27dS5cWR5YVHQ2F1MyfEO3SSf3a9FuVywu43XvvAyvankhfifY1jScQK26FDh5CVlQUAWLhwIS677DKkpaWhvLwcO3fujHiABBEPVBZSNukBQPbAgWjctMlSzUsnFEB1PNmE6sVyJC6YfPU9QC44qCzbOkn+OoqXWyHC7STsVdmJ1IKe3bcv9tYsP/EFp+h2LSrUHrtYJdQPQcvtNReNBLp980QPpRhWKj4fzKup6wE22vcdDa+sE/E4ZqoitjWBYZgtMdxcf97jK6smpypGwgwKukVMdLx27L0zuLB31bvoVlBV/SYIRoY+EypdG1d03jXVtbDLC/dbYY3USBkPIinKZYfTb9w+i27HEKRrHAsiVtgGDhyIN954A5deeineeecd/OxnPwMA7N27F9nZ2REPkCBijU6+Vtt/j1vyt/iS5DoTCb/YRhpmKcIWTLH6Xn55mfQ4YQteO3y1y0g8Ym6tkm4n4Uisym7PS8xhZPH0vOfIS/iSGPYXqaDldyK43TEsOISVdsjIsBgFVCFTkXplo1F4h4geds3WvXipxWpyKsVJVYxENTan90L13olV73hvnZ/CcqRGBj/eGzdKDX8sr++aXV54NELSo2GkjCaRFOWyQ8eD5uZZlOUt292PIF3jWBCxwnbPPffgyiuvxM9+9jOce+65qKioANDmbfvWt74V8QAJItbo5mux0uqykuROE4msEbLXvCcZbKIU8+AAWAQZJjjwJd2ZlwSGgay+xaZgwa6Nl4XczcTtZRKO1KrsFCbKf27XaNuucqPOufYaPQpdiwrN30ciPHkR3Nxex4IKripmO05hpcdbWqwfKAq9RLIYp5rlNRmQNVvXef5Vhi9VlWSnPKidC94xq/968Vqx987Mb4X1XZSFBPspLPMeRt3QZv78/XpvnJQav4/llBfuhN9zhtc1KRohfjprgdueqU6/4Y+t6xkX002cikwFwZscSyJW2L7//e/jrLPOQl1dHYYPH25+fu655+LSSy+NdPcEEXPc5GvlDi6VFgdxmkhkQn80inAA1jy4rL7FbZ63dg8H7xHiPUWyXCMgsrwA3Ynbz0bWOtj1EpJ9bjc+txZimZDKfu+HAKEaj134ldvrOOS6a1wpqh0yMqwfKDxykSzGqWZ5TQZkQrdOlIKd4UusJrdvzVpl5WQxH1MMc+fbuDg9Sw0bNpoRDvx+CiraCh2Jz6aXZ11V9dau6qUTfr83keQ3uUWc63Q8lPzYojEet3NpNA1NTmuTarx+FQ6xQ0w36TV6FAA4Vkj16/iJQsQKGwAUFBSgoKDA8tno0aP92DVBxBy7SUC1KIjFQZwmEtliG43QK3EcOxe8E7aNzFMEwCJYAIhqXoDdmHWP4/X6qRZquzBVvyrH2e0rUg+T135GXq6jm98cb2mx5L2pmsw7XWe7c0w1y2sywXIWZeFROxe8g5b9X5s92XQNX2KoJMtn48MSmTfKpN3zC1jnd6fWAk6tQlRzv1PRH1n4oKzqrWXOdlldU+e90fV67lzwDvbWLFfOM368o169UbI50I9KuW7yD2XE29AkG6+XwiFuEY/Bokz4PEgxjNjP4ycKvihsBJEMyBZEHVSCpd0+omEZ0lk0+DAdhmqB8isvwOs58MpjNFEt1H560pyslG5DVLweC/BHKFCV8tcRoGReRRV2HkInpTMSj2uqVB0LEuI9zSkpMRUPFh7FaESbB0wWSu4kdCIUwrqn/ojDdfUWD5TK8+v2fZEV4hHnDtV6AdgXhRI/F89Vt42GCh0jia7X07yMNoL+wMmT8MUHHyK9vXCdGyLxRsnu6dDp13s2xPnlFQuioSkWYxKPwYwWsvzwVA5xD6TCVlVVhZkzZ1o+Ky0txYYNGwAA06dPx+LFi1FbW4tu3brhzDPPxG9+8xsMHjwYADB//nxcd9110n3v2bMHvXr1AgC8//77uOWWW/DZZ5+hd+/e+NWvfoVrr702eidGBBa7SddJgPMq4DkJ/X5UmRQRi5EMnDwJB3bIq7mKizcQnhfgp3Abr7wjOwHKL6Xai5Lk9fhOffi8LMC8gta0Y0dbZUwh7IrlsjndPz+uq8719GJ5pdy3+CE+t42bNtn/IBTSDiUXFZnDdfVtX3D9Exs3bTK/zyktQcmUK8z9uXlfdFqFqJ5Nt95+EdFT50bY1TGW6eRms6bnpsIqaZXAtmWeyMN19VhRdR8GTp6EIdddY3t9dcdih13ag9v33U+vmM7cGGuDUjSMy3bHEIt3ec3xTEYiUtjq6+vDQiH9YujQoVi8eLH5d8eOJ4Y6YsQITJ06FX369MH+/ftRVVWFyspKbN++HR06dMAVV1yBCRMmWPZ37bXX4siRI6aytn37dlx44YW48cYb8cILL+D//u//8KMf/QiFhYUYP358VM6JCC52Cdx2Aly0BDy3+3UzofG5GEBbHpuYa8EQF7BonrvsHNjn0V6cVAu1X+EWMguirsUbCO8lpXMshliFUXcBZmFNLfu/tgizJpwHIZSWhr0rV2k/g5Fe12hZfUkwiB/SiqN2tHuudJ4l9szz+cY8x5qaLPe9x9BTPRtuIhFwxeea9fh0W/SEP6YsZ86L50w2PrEwhZg/B8NAftload5fWAgq2tai3MGlWt76SOYAP5UQv+ciu+c5nkbNSI6japMkRmkMnX699Hnli6IFxfMYDyJS2CorK7F2bfhL5wcdO3ZUKoM33HCD+f99+/bF/fffj+HDh2PHjh0YMGAAunTpgi5dupjbfPnll3j33Xcxd+5c87M5c+agX79+ePjhhwEAQ4YMwUcffYRHH32UFLYURDXpOglw0RLwdPfLT3pOVSbFPI4+EypPhEi2CzBOPbG8jFEXmVIT7cUpVtZKlQXR6by8LNAFFc6Na52EApZ/YkEQck3aF1FWNdUvwcXu3rgRuNzc4yCGJKUK7J6a4YoChWPHoPXYNziyv8HMYXMb0QBA2m+y6Oxxti052PtSXy1vnq0qT6/a3o5e5aNNIwnf41OsPKmLnyXd7d47Mew0Z0B/lFx1pbPXU4Cdo9O8x8bi5Zqw33u9R7JxxKLwRdANSk79a8V+iLLiODI5gBmVVR7rVCEihc1QLeA+sHnzZhQVFaFz586oqKjArFmz0KdPn7DtmpubMW/ePPTr1w+9e/eW7utPf/oTMjMz8f3vf9/8rLq6Gt/73vcs240fPx4333yzckwtLS1o4UpSNzU1uTyr+EF5GfaoJl2nxc4vAU+8P7rJ37J+YLLqZ6rGzAac3+FISvq6PXd+AT6wY6fS6+nHs6zjPWXHAfQ9fXbjMwxDeV4ydi1Y6KnYi5fGtWzsfP6JE0yIBtpaGvgluOgoqjpWX7cKbyyFLyIci1LFUTh2DEb+6k5f9i+GDPIVf51C0dzkl62f95wpaLptAsx7E9h7zxdhkEVD2OFU4TISDx4bu1iS3U5ZY/sZVXX3iXDUdliuou4cKavGqYtfHiu/IjGcCLJBSbd/rdgPEYDFsCjmEsoKC6UqESlsoVDIr3FYKCsrw/z581FaWoq6ujrMnDkTY8eOxbp165DVnpz6xBNP4LbbbkNzczNKS0uxaNEipKenS/c3d+5cXHnllRavW319PfLz8y3b5efno6mpCYcPH7Zsy5g1a1ZYbl0iQHkZesgmXScBzg8BT3V/nPZr1w9Mtm82OfKTfY9hp1s8KWIBCF6Aj7Skr531je1/4ORJFkVDHK/bZ9lrWWnxOGwcXj1ivPDGLPtOi259dY2l0AJ/DZyUR9m90fmdmEfEk19ehiP796Nx8xZzgW099k2YEOlHsRiviqrd+ejuJ1bCFyFH9Jy49aQx3Fbuc7rvbvLLANhWinTav6yHnJdnWRZVIUM1l+tWhBRLsuveM3bNl8+41xIRAMCi/KnmSN0IEdV5OOX7Bg0/DUpuc+TdrB3886lSMmXFcVTrG//7r9b9G8tn3Ot5XkhkAll05Pzzzzf/f9iwYSgrK0NxcTFeeeUVTJs2DQAwdepUnHfeeairq8NDDz2ESZMmYenSpejcubNlX9XV1Vi/fj2ef/75iMd1xx134JZbbjH/bmpqUnr1gkTQ3ehBxE3FSPad2yal7DgsSVu8P07H1Q11YftGKIT8stGWxswAbBcAsQ2AuKDpCrcqRUbcf+37H1qeVbGRtE4+huqY+eVl2s1weYUBgLbyoCu8ye6D3b4AILOgAA0bNmqHU/L3RrwWmQUFKDp7XFiCv3hNckpKLOFndgYAv+YWlaLqhSBbpAl7MgsLPHnRZSXl+Xffq4defJaY4JjVtzhMuXCqFKmzf1nEhNtn2c3aL87lusYxWUl2t/dMjAjoM6ESfSZUOiomYoTIkf0NYdvYnYeZG9XOnpplWD/vOUvlW3Ffbp4dv5UiwB+DkhvDZ6T5jSolU+bpBsJDYQFrmHDjpk1mlVjey50KEWSBVNhEunfvjpKSEmzZssX8LCcnBzk5ORg0aBDKy8uRm5uL119/HVOmTLH89plnnsEZZ5yBESNGWD4vKCjAnj17LJ/t2bMH2dnZUu8aAGRkZCBDLP2bAJDQ4g4vXhw3kx8fZifGcTt5XHYueMcS2uJkbeuQkWERGrL6FocJ6XYLQAj+eNFVgoO4/07Z2ThUX29ZuPmxuXmWRYVnz7LlYU1sVVZlXmEAoN3SQDa+sBwLw9CyDorV5g7t2WN66dh13LVgodZCJV6LQ/X1phLJPw9uPcrAiZAklm/A40Vg4UN3AXWfNh38tEgTscFtKCGPrKQ8cOLdZ5VM2b5zSgah5MrJ2t4g5vnbU7PMIjiqlCs3eTfRiOZwM1+Ka5PKkOh0DN2CSjrn5vT74gnjLREijZs2WQosAfYFxUxDGiMUUhrE+KIqLBrErqJlNJQiv3CjyHvJbzz85ZfY+PwLaNiwEUOuu0YqY8g+Ew2y7F2TRn1I+iQmewRZRApbhw4d/BqHLQcPHsTWrVtx9dVXS783DAOGYVjyy9jvXnnlFcyaNSvsNxUVFXj77bctny1atAgVFRX+DTwgkNDiDtEr5SaUxW5Ck3l8+BAYPklbFHRFQYQJCWwyFI/DfmtpUtxeBtsNYhsAp6axKlSCg7j/kiuvABDePoDh5lkOS2qXFOCQLRqicpNTUoKMk7rb5oCoxgcgTPnTEd7YPRw4eRL2rlx1orKdECrFFjOnhUqV4P/lylWuFHjZ97wQLFZ58yKwiJ47r88c228qWF6TBYsQLYQS6rRXCSspz+AqmfLfN27ajBVV92kLeQUV5eEGmFAIB3bsRGZhgWU73oNwvKXFVCSciun46V3RnS9lIeC6hkTgRI5cVt9i8/65FZ6dzk123QoqnAss6RQUk52vuC/Ra8rPdTL8UIqiNX+5UeTd5jc2bNiIuiVLAaBt3QK0WzWE9X4FrJEuPO1ea7/C5xOBiBS2Tz75xK9xWLj11lsxceJEFBcXo7a2FjNmzECHDh0wZcoUbNu2DS+//DIqKyuRl5eH3bt348EHH0SXLl1wwQUXWPbz8ssv45tvvsFVV10Vdowbb7wRv//973Hbbbfhhz/8Id5991288sor+Mc//hGVc4o3frjRUwXRKyV6DUR0JzRxUgZgyVfIGzlCKeiqSiAf2LHTokSI1umBkyfZeoecFgQ3C76X/Xi1rOoUPBIt4roeZvF+Nm7apKU88NeAhUUdam/Oy56n/PIyx8VLVF4Kx45B05atFmt969GjaK6tw97lK7TDnUZV3Y3Pnp6LQ7W15ud5I0dIt3fD8ZYWaR5IJAKLGArLXxvVc6YycqSC5TVZUIUS6rZXEUvK55SUWN5fVsnUgoZRjj+OzPsuM5yw/fHjFj18bvqO8WOQvQNuc/Z47JQXVbVHMfTUaG0NC0n0KyfM7v47FVhSrTHiPJ9fNtpUOGX7CjN6OTw3kSpF0Zy/3Bg+3Rr8965YaflbZhTUPdbu/3vXYnzhi1yxtdiv8PlEIJAhkbt378aUKVPw1VdfIS8vD2eddRZqamqQl5eHY8eOYcmSJXjsscfQ0NCA/Px8jBs3Dh9//LHZY40xd+5cXHbZZejevXvYMfr164d//OMf+NnPfobHH38cp5xyCp555hkq6Z/i1FfXtE04LrxSuhOaOCn3mVB5wiLJeSdkgq7KQ8KH+QHhuVJ2jWXtqp7JSlTbXTOdhUW1HzfGBC9V/9g5eemjpKsUqYqUiJbBrL7FjucoFh+oW7LUoqyxxY8Jj25CnXllrXDsGNfCogxV37dIBBaZJ9Pu3svClXhFMtktr8mCqum0U+6qXUl5/t0HgJySQWjctPnEQTXyy6THQVteaVbfYuUcIVr/RQ8fm/PZvp08KW4rVbq97ua5cUY+lbImhp6G0tJwLEqVs+2MPzrrr2yNUf1OVS20oKLconA7PTe8wdAJ2bbRrj3gZt11s22vUSNNzxpgNQrqFsxizzTz1AEAQiF0ycuzFLVaPuPeMINoMs/xvihsS5YswVNPPYWtW7fir3/9K04++WQ8//zz6NevH8466yzX+3vppZeU3xUVFYWFMqr4+OOPbb8/++yzo+YlJBIL3looWml1FnNxQlOFb4gLhJ1yxgu67LdiCWQ+DMTgxsy+s2ssqyqQIUv6VTW97Dl8mNbC4ldoh9OxIrEy8/CLho5SJLNQy2LudUJSw4QnLgyS/71by6fFe9G++EUKu945JYMs1SNl5ZkjteLa3XtZuFJOSYlWpTkiOIjPAdCW1+LUZ1J8Z3glg3+X+WqGYkEdHcTjDL2xTXiUzRGy4jlhHr5QyBIB4NReRFRMN/75RQCRC/ey664y8skiB9j5sX52kYbQizgZf7xGEKkUOdW+hlx3jWP7BxG7Vgxi3iC/7cDJkzzPX9EKpdTZLzMCfrlyFfJGjrAYGN0YFZwK98i83X49b0ElYoXttddew9VXX42pU6fik08+MfPIGhsb8cADD2grVwQRL8J6TzmEgrDf7FuzFkf27UNzbR16jRqpNTGJi4GdciYLE2SChyrMj/d0FI4dYzshyo4tLvwyYQIID/NRLSyyim061l9VCwDW60dW5CIaISRevae8hRpwLuGvOibfZDtSQcVtqK8TTi0j3I7PaVu74gYyD3Tj5jYvipsy40T8kSlYqqqJ/G/cKvw9TjvVVQsKNpfxih7br2xsohGHD4dWtfgQlS1xTiscO+aEIcgw0LR1G1ZU3ReRcM9fQ9HIJZ6/+L7zsPNzq9Doji1aefhulRudOU1WQMnp3vI57cw45+WcoxVK6RThwF/DIdddY4nesKuGLV4zsRetqnCP7P1K9jk+YoXt/vvvx5w5c/CDH/zA4hkbM2YM7r///kh3T0QIJd07E2bJAdoKYNgoa2JjVz651m0pZTvlTPUbMdSHbcuHbNQtWRpWMUvn2GLSr3gufNNLu4VFFTYjq2woq56pUhLZ/WFhpCyPz2ufIqfm2DoLtJ2Fmv9/L8qLKACtn/cc9q5YaTES6BBpARoR3bwzv1ApsuwZMZ99Rvtz6qXMOBF/dPpM8rhV+N16LPi5rBEIy3cSBeMwA0Onjvjgv3+CXqNGSgsTycZlFx4tet6jXVhMvB/ZAwe2RXtwaydbb+wEcdXfHTIylOX0gejk4UdDudExZAHqnHbReOvWuOk1CsUJu8IodtUzZfmlMsOu2160sgIldvJOMhCxwrZx40aMGzcu7POcnBx8/fXXke6eiABKutfD4nngaNiwEUC4EB8W/tYOS661EwxUCoKs4bVurDeP27wdmVVVR5iQeQXF48gUYaM1vLIhAFtLo6gkArDsly/Z7cbKrMo7c7IeurmWsv93C6+gf/iTm838m0grcEUaIqiTd+Y37FrIcpqGTr8euYNLXReZYZBxK1jozqNujCBelZqwok+hEPauXGU71/LHO/zll5bKeQMnT7LM+aom92IoqExZcyPcR0JY2Gl7RV/2vu1dviIs7E+cY5lRRfybP69YyirRyBPTNWSpctr3rlyFXu0FyJyQyXhO741XmdCu2qZd9Uy7/FLVNeN70ZrHQPiayhcVkz1/yUbECltBQQG2bNmCvn37Wj7/6KOP0L9//0h3T7jAraWFaMPieeAwrfXCIqIqAMKSa2VKD8vD4CuEAWoFwe9JleFFEbRreqkTJsiTWVCAw3v32nrsgHBLIyB4/gRvqBcrsyrvTGY9jJbRQ1fwlHl1Ab0KXPwx/LTCRzNMCbCvhsdCY/lnhG3Pmu46JfvLvLqAvBw5KXOxR/V8yULJdI0FXpUaWYsQlo9mZxhgx/vgv39i+Vx8b/lxqUJBxfBoLzl4kaC6H065pfx3opLL/w1AWZo/GqjmEZ3f2c0FuoYsmZzA7m/Tlq1axWhk194udzgSmVB1/52qZ9rll6quGbseTj0ZU03OjVhhu/766/E///M/ePbZZxEKhVBbW4vq6mrceuutuPvuu/0YI6GBW0sLcQIxVjoMoR+QaDk9VFdvSa4F1HkY5v7YrjUWOT8mVcC7IigTcnQEn4KK8KpaLCndThljArdKSWSCi0m7otVcW4cew07XzkuR5Z2JuXHRXAzc3A+VV9epLL/sGHbXx0kYcVtB1Cs61fCAE/lpQHhepVOyP799TkmJ5fh8OXKKVIgfKs89/y7wlXKjdV94az4AUwjXzdeyq5wnYhcKmju41Cw81bh5Mxp9LOzhhGpusJMzxO9EJdcswuKi55vTeHTPRTWP2DX9djIWsDGJOY06xbDsmkar5h3VtVfNy5HKhCpZQFzn+fxi4ESfPl3llV0zVU9G/lo7FSRKJiJW2H75y1+itbUV5557Lg4dOoRx48YhIyMDt956K37yk58474DwBbeWFuIE/GJ8YNfnltLnJkKFIl1BVQwHCFMIJQtUNCZVcSyxskTJktBlQo5OLzZ2XvzChlAImQX5OFRXrx0SofI4NWzYGNZiIZpGDzf3QxxHZkEBis4e5+hdc3MMJ8VER3FRFYtR5bCwMYqCDAuzYfeYjVs8H5afJgo7qnA1VTEAWTlyncIBROyRebtk99htjhTDTaXZgoq2RsEbn38BDRs2Kt9HVeU8u/OTeY87ZGScqBIsEWKjhVMhLZWcIftOtR6kpacri8qIY3EqZOWkzMnmEQCWXCzZ/GZnLGC/Z9+LRibAvpm4LCfLbt5RKYd2RCsqgl/nxfxi/jzsjAvi+2VXJVKMOCkcOwZd8vKSXs6NWGELhUK466678Itf/AJbtmzBwYMHceqpp6Jbt25+jI/QxE6w1GkyTJzI1QJgNlxliBWKdBHvS+6pg9Hw7w3m95lFhcjq3RsNGzZaFhi/JlV+4YqXx1WciL167BjieWQVF+Pwnr2mcM9KXetYSHmPUzSMHnaCg+p+6LSEYOPlk6xlv+O9x7znUIaTcif2lJIJEHbFYmQ5LAxRkFFVtFRdM/HzroUFpuWeF3pVxQDEcuRZfYutifLctslswU0EeAObmKuoypnSzZFy6001Q7ZwIqeU9dIU33m+cp5TIQ7xXVdWZ3TRQy4SnOYGu/lb9h0vk/CRJXbKNK+omfuRjEfnHsrmETOEun1sn835o2V8/O+4EzGPL4b2szFtevFly7E3vfiylpcJUBejEecyN97laEVFSA2qgO2aYYddlcidC96xbFu3ZGlKRD54UtjWrl2L0047DWntwi0ApKen49RTT5Vu/9lnn6G0tBQdOwayT3dSoHIpUyiPHuKC1PmkXDRy37N4chEnS554X8S8mkNf1OJQbV1bPxFBmLATxHXGIbv/OsqHm7yqeOT1qBY2NrGzUtdOFlJxAXEbXiLDqdqlk/VZrLglawmhoxjxzxAvtIoJ4TxOyepiTylRUJRdW7FYTO37H8oFT7QJSA0bNuJ4S4u1zxNX0VJlzOA/N0NmHZovi8UAeAuxKLxlFhWhoHx00ltwEwX+XeCfBTtPKwBHb5zbKIS9K1Za/q794MOw6qUyL7SdEUOc/8WIAr7oiFdDolu8GPt01yTAfp7kfxeGJEJF5x7K5hFRCThUX69cR3hUof0sLPDw3r2W7e2ai4trTTRy0XSIZG1XKbVujF1O3sMQQmG/SYXIB08a1Le+9S3U19cjT7PxakVFBVavXk1FSKKMzKVMoTx6uA1HAPStsbxwITZ6FF3+XqyFqsRclcfISQnTOSe7HKNYKHGyhW3jn19ss3LbJK6L97m5ts5SijoShVaW36AjOIR5sQDzmWC5VPwxnRQj8Vi6lUPtzl+n541KqOMX70P19QBg2Rf/nSU3EXKvlkqBlll4Q2knmo07FQNg/y8TDA/V1pKyFgBkOZTAiSpyqpwpWY6UH3nfYm5ap6wshPbstX3XnApxiL+xCMDtShorQnK8pSUmpcx150aGan1wO3cxVDm8OSWDUDLlCun1crqH4jxSPGG8xXsHIGw8qnGI10gsEMNTdHZ4VXUVKsNtNKNlvBj6RUMlAItRQTdkUzy+ynvYZ0JlmCyVCpEPnhQ2wzBw9913IzMzU2v7oxH2+yG8QUVH9HETjsBwqxCLk70ZdmmTcK3TU0VMzGV9zrwk4+qek2w7ILw8fywrmPHHF3M/eAHPrhQwr1zLks/tFjMx7wqQV7u0w0B4+LLMIi/br27iv904VMqQGJ6S1bdY+lu+MAP7LL+8DHuWLTcVaebZCiseI8FL02tVGKiO0BlWvp0Ro1whIhw+f0v0RAHh3hlVzpSYI6VqDeFGMRly3TVo/uILfLV2HXoMOw2nnPvdsDlIxKkQh/L9bH/3WLSHXe8r8dr5YUBzijRwMioVVJTbGnV0rpmFUAg9hp4aNj+7zeviz08Vams3Dv78VEaj7IEDgdbjjvmLKrxGy7g9hpecXSdDpdg/0SnPWddDGtZ3MwXwpLCNGzcOGzdu1N6+oqICXbp08XIoIgLcWsVSHd1wBIZbhVjVx8Yu4drpGLLEXH6xsVu4bHOeIA97sxuXRWGBvHqbGwGivroGm158CceaDmgV2JAp3aowQbtFwUkpU/1OzLvK6lssrXZpR3bfvhYrb1bfYmnVODetFrzOA2KxBjP/0iG0UqzOyKyhKs+WctENhTw1vbYs5sJYnYROlWAYq1whQh1WzAwhondGLE4jRhE4GSHEudXpGRHHWrdkKUJpaahbshSnnPtdx3dN9j6y/oEyVF4pu95XbGxORYT8Cn3XNSqp5iLda2anTIlhk0yhXzZjpm2FQvE4zGBnN5c69XqUrfWRyF9eomVE7O6jXX6v07wnjg1QGyrtQmJ544OOodNtz9lkwJPC9v777/s8DCJauFl8CCtO104MgWDWedVvVIuV7jFki5no+cgpGYSmLVuV1i2GY9hD+/6YECGzcInjatiwUdofjU2kTj1VZONjMKFeR2lj+5RZ0EXFVLYoeMlzq6+uactnEfKu3L5/lp6A7fuQeYxk+7U7lttx8Ll0YZVNbarTuSncEnbN0JYrdqi21pWSJBNE+MUcoRDWPfVH7Fqw0FFoE72EWX2LXVvqCe/YWetlzaItcw5XnEYH1dzqVFXSyRugI0jL3kdVGwqdUGPZ++jVKMWjG/qua1RSnTuvKKnK6jspU2JxjzWP/T8c/fpry/XVDd3XmUtV42Db+Gkstwvl18Hpfov3T9XsW9ynLJJH1ZanvroGG59/Iczo0lxb17bD9vf4wI6dWtcuFSPIqAoIQQi48QKx73Vjvr0o0Pxv7EL8gDYBs3HTZsdJTGw3wCoruulxJJ6LrAG50dqKw19+GR66CWuvK9n4RHSaRPPXiC0kYqgpqzamajxrtxDIFuIw5SYCj4yYr3L4yy9tPUb8+fqZN2iXq8HGphPuJfNaWKq9Cdds6A3TAMCx6TVDJYiIhozDdfU4XFdvKcGtumZk5IofTtZ6MWLAEmHAFafRRbzXYcUtBOOS+LzllJTYehN030s75Uol/IsVMJ28PG4Lc6i2A8LL38uO5dVI5LSOyvZbX11jqeoMwKKsATCVWjZ+0cvjdg7VMej6NY+Inj3dFjYMpwq/shx+3ggNWK+P6JGTRfLwCjgLZ+blA6O1FV+t+wwQCogc2d+gdS/8VooTAVLYCILDS8JtLIq72PWeadiw0aySuKdmmVb8vijQssqKhWPHWIV0mwIeqn2Kgn7dkqU4tGdvmDK3p2aZ0kooC01zahLNrpNdo3JRIGsELL1hdHIgxIVYVH5zBvRHyVVXenoGCirKUTh2DOqWLAXQdu3Wz3vO6jGCtRiJH3mDonBpKrsK7KrT2TVJDROI2wVt/pqx4jyit0EmAKvePbaYb/zzi21FJxjtOZ4sYd0u/4eIPbLCMHZhxWYYskJpcfKWichCzIET75toyGjcvBlAeK6l23XEyYMiE/5lPS55eIFWjADR9djolL/ftWAhRs+8x1Z41lFeI1lHw+6bjPbnQzyOU4PqeFVDFpF5MnWukU6FX1EhZIZappQDsIS7ssgIu0iesLVYcn8aN20OG2/jpk1o2rLFtmKorPBQKkAKG0FweJkQ/XTNi/kbOxe8g5b9X1ush7zQDiCs6IgqDJLHItC2V1ZEKNSmKHjsPcULCPUf15gVAQHg2IEDYZO13fVl+9r04ss41tRkyWGzW0DDPENcGJWZ+2EZxIlQIpnV0CnMtb66Bs11dRYru0pZ0134zRCRdr5cuQolV11pUWCZshvmEa1Zpm15Zb8/sm+fed9lvatyTx2M4y3H0LWoAF3y8pTV6cTrJ2uSqro//DXTKWgjetJU3lD2OxPDwJH9DZYx2eXjEbFFZTVXvU+y9g3896LnWxQCxXdSmsOIE++bqmS5mGvpdh3x6kGxi77gr5vs3XE6nsp4JZa/58fCzp3/WzeXzkuRLIbqvgGQRlKoKkID1sgPN4p3LBQ7L7KGToVfIFwhBHBizebyRMWcY9U4REMmH85sIRRCftlodC0qRHNtHfYuX6F8b7wY1JMJUtgIgsPLhOiXa16cjJwwrWaCRVh3oRMXc36S1o1jl+2zoKI8rAJg0XfGmYn1TtU3xX3xOHmUwrx8kh4wosDFPhcXGFlvJFVBBMBqZRcXb1lSvsriL5YKzxs5AgUV4dUWv1r7qbJIhp2AKA1JbL8WCIWsvatCITT8ewNCaWlo2rpV2TNKvH4qIVW8P/llo7VCUp08aU5eBmbc6DOhErsWLLT0WATsw3OJ2KJrNZflTam+ByDtwSbreSirPsd+12PY6ehVPto0oqnmMa/riDhm3efSLtdMljfErrHqvbIrrS6Wv2cVY1VjUIXjiVEjqtA6HaQGSLQpJ6Nn3iPdNqyPZzt85Ieu4h1pKXw366tbWUMW+eIY2SKEqlv+XxPxuExxzupbbH2/2gt0HW9pQVqnjmFpDG4rSCYzpLARBIdX5ctJyHCq0CSW09WBKQpeG6nyFtQDO3aGhU1EUpKfecO+XLnKUsqYLdRurq9qwgbCPUqyxVhWkYz33CmVPUHIAMLbFvCLB7OyyxZvHWXQ6dqJ1RbZOeWXl1l70rQroaryyWEhiTyGEVZmnL8Odj2jVOX0eXTeL9U2dp40XS8EI6wfIpFwiO8ra1TMjCnM861qmyIL7QPacnH5OZHfv1PeDkP1DDsJ6aIBhikPgH2OlVOumaptjEqxlIUN8scXc2oBhIXJsTHIwvHEeYjdp70rV6HUZTg5f03NvnvtyNqPAOGeSQucwUtX8VblhNsZzXQNeHZj10HlTZUdk39u09LTcWDHThzZ39AW4WOjrIleSXY/+OM2bt6MRsNAnwmVYXn3Yn4bk2UAa74kS9nwI5opEQkZYTFC7njvvfdwzjnnSL976qmnMH369Eh2H2iampqQk5ODxsZGZGdnx3s4RIxwaxmzs1baldPVgSVMeynZzh83v7zMDEUA5JbJeCALU5SVgXczXqf7IWt8ai48nIcre+BASx89tp91c57GjjffMheWfpdchB7DTlfG87sdu0wI5AWznJJByPv2t8LGL45NBsvnUl0H3sMmXjvA2sSdvyZ+4FbRt8McZzupFlqTLKieUwCWuU1W7XPZjJkWT5HYF3Pg5EmWHLF9a9aGvddOoefiWJ0aAgPA8hn3mvMMQiF0KcjH4bp6y7jEnEvZvvnxqnJr1897Dl+8/wHSc3IsDahlVWLFfW9/4+9WIV7wyuSXl+Hgrl2WEO/MggIMvfF669h4XM4bsnWMv3b9L71YWSWZNwKK56JaE1RKlarwlOo8LPOwEC4YrbnI7THDjHsOiH0RLesmp7SzZ4AdT7YmsffLMIywe+PVCxtLoqUbROxhmzBhAn7605/igQceQKdOnQAA+/btw3XXXYePPvooqRU2IvXwuyiJqpxuc23diYVHQWZBAQB9i5tdaAFgrcYmyz+KNk5FJYATJX8/m/NHS46cG5wqsrH/54U1INxSLAp3Kk8dW1h4yyWvLOypWWYWFtGpjGUX9renZhmatmxtS+aWhCGFhSQqhFnxOjBraO7gUlsPWTR743h5zlXbqwo2BKXAAKEHeyb4Fh4ALM9+16JCaVEZMbSv80m5aBR6m42qutsi8EeSq6zygonPW1bf4hNzTXuFU/b/bFxiziXzeu1dsQq9Ro2QeqVlyhqbhw7X70HDho2W9180jvHjtvScBCyKSmZBPg61V2QVOVRfjxVV94X12sosKMChPXsci1zZtRMA2ioMysLgxX2I3i27KBX2/3brviwk0+48VNEcQOTh2ao5zO0xlZWC23PODuzYaa7B7FwN7tqbn8Eqw7BnQFXRV/QEi+0rdHL0k5WIFbb33nsPP/jBD7Bo0SK8+OKL2L59O6ZNm4bS0lKsXr3ahyESRHDwuyiJrCoaC6tjVZpUStuhPXssE58dskVKVNB0mjxHS6DlrXnS8uzt7KlZhj4TKjH0xustFk0nBZPlS4QQQlbfYq2wCl5BEAXCjpmZ+ObwYXNh5vNnVOFQ/P4O7NhpsQQ75cvphMnYJXk7Na5l10jVA0ms2qhaMKPVG0f3WrgxqIgKYKontCcystxVwBqCJyvIYZfLJMsFtauAKoM/riyEU1Ze3hIeJpv/JeNiBVhCaW25pkyhszOu7F2x0vK32DZFrEzLC9Kyapps26ziYhzes9c2SkTstQVYPTOyeUPWx1NcHxo3bVK2a5GlHrC52ylMWye3UFTsnNYWOwMeyzGLJJpHnMOcjrl8xr32+eBA2HorO1dx/u8x7HSLYYTBrqE4LtF46NS+IpWIWGE788wzsXr1atx444349re/jdbWVtx333247bbbEAqFnHdAEAmE30VJ7IR7fhL78l+rrX1mhOqHbr18qkXKztOg2/jai1InVh7jJ3NZsQ1VM2YZYmiHbusD/vdiPsw3hw61fSnJCwHUFdMYYj6aU76cjvKgSvKWFUKxK8EsFnNxY6RwEhK9IBNCgPC+QPvWrMX+z/5t229Itm9KaA8OXg1CUmG0/V1t2LDRNmfUaN/meEvLiZYagnCoUwFVdi7ic8u/G7JiHLyHQlpZTzIumRLCFxaRKS09hw+TFjeSKZh8qDUfNsnPNWw+TUtPR9OOHVoh/eLYRAWONx6ZFUHbbpiptA6dfr01DBIwc6Wy+hZLC0SJIbM6PeNkhkNRwWHnpDv/qQx4kawBTrl0SqMh5BWGWYEdVixEXDNl56r6TGxkznB6553aV6QSvhQd2bRpE1auXIlTTjkFtbW12LhxIw4dOoSuXbv6sXuCCAxeBVK7BUH1Hf/58ZYWNG3ZYus9YcgmQDeNTVUCsmzBFH/v1UsRQrhxh50HCxGSeYt0hPFDLKTIPJg1rMKpIAxfCTIzP98M3ZH1D5MJCHYhNLL8G7uqiHawfZ4IjdyCxnbh0u6+iJXkgBMN0wdOnhTWtsDJSGH3XMmULJ3eWPy1EPsmiRZYhtNYnbzOqWzJjQe65d9Vzwt77nhveChNXSgnLEeHC4kTBVMv76PsN0OnX2+NoGhH5aEQFSHeuyfLMXITCjiq6m4MnDzJLG6UO7hU+j17txo3njAYytZBca7MLy9DWqeOaNyyNWwOlim87P6pijapqiEz49eJixketSAWiHJbAVk0HAIn5kiZAcmtUiErKBVJNI/YX5WNkUWZsIiasLBVobk4209je49X2Tom8zSy+8gXARKVNad1SbbPVCdihe3BBx/EjBkzcMMNN2D27NnYsmULrr76agwbNgx//vOfUVFR4cc4CSIw6AqkfiIqXPxCzntxVBOgG0VTtlAYYniOIjTBq5fCXDzaj5HVt1i7IpsMWTEXE8MwKxg6LRji+WT1Lcah+hPWbF5Zs6sgKbsO/HMksyB6CS0sqJCX0ZblFqiEPnaNeKEHALIHDkTnk3K1xiEiU47svB48stAclUDOk1lQgIYNG7V69umGRhHRQ1X+HXBnCBKfF7NyoFC9VKYEqHJkzEbyCo+6zjj436h6Y9VX14SFXYpzGfMc7f9sveV4mUVFKCgfbVGgVPlevALJwiBFRddu3gDC10Fx/12LCs3rKBb5sUM2TlER4fPMREOVGLUAAAd2fR6WAuDm/a6vrmnLxeLDU9v/f9OLL5stHryGUqvWZ6/RPGIunVj4gylfsgrDTKawzKnt78bGP79oeqPt5BzxfWX59gz2vMueOd31PRVzjSNW2B5//HG88cYbOP/88wEAp512GpYvX44777wTZ599NlpaWiIeJEEEAT4PShYf7xS2FQlOFk1Z+XinBVaFStBQLZiy39qVdtc5PzG0w225Z1kxF7M8cbsikju41FHBlOUYynL9nIq4uPVKufXksgWsQ0aGluWeL9+typPhE8ARCqFx0yY0paVJLa1OiNfHrj2A7Nrw3kgWciUTyPnzOFRfbxvCK3tWyZIbH+w8ToA7Q5D4vIihjuzdl/YwlBiizHA8l61T7N5h2byiCrtUtQQRDRSHamtt1wb+fGVzkt28rzOP2Smolnw4h7L3TkWbVG0U2HnLcrQO1daicOwYdMnLc22MET2HZjXRdtia4kcoNV+0XXXOOspK5549rK1ZRNo9aTIvW+vRo8p3o2nLVnOutVNORYVPLBDG2i3YteZQnZtuakYyErHC9umnn6Jnz56Wzzp16oTZs2fjP/7jPyLdPUEEAlkeFD9ROIVt+TGpOFk0eUtkJGFdqoVCFIJkzTcLKsJ79IgVzXTPz1wwuNAO3X41MoFo35q1Zlip7vVSXQvx2LqKnRvE66FaqMO8iULLAABmvz3RSyldmAHAMEwhV7RYs+dbZbyQofJ68NfdSRA5WFtrNtkFrI3KmYcyLT0de1eusjTPVeV66j6rqWrNjSUqjxPD7bzGfit7L3jvklgJUaaMOTXodhqH6h0W5xXR28B6nzHvnsxzZIELU2eGGLY9nxsmM9CwcbH+c0f2N2DXgoVmzyzdnCxZpUpZDjAfqidbQ/i1ho8gcXr/+G1q3//QoigcqqvHyF/daVtcSYZ4/3ucdio6n5RrKRrlVJlShDewNe3YYWnELkbGOBmGVd8DJ+ZIAGGeNHY/dYp68FU82e9Vyqnlfsto92IDVu/okf0NjlEXslxGsUdgMhOxwiYqazzf+c53It09QQQCtmiYCDlcTmFb0Shg4MYS6VbolC2OohCkmlTdlHZfP+857F2xEr1GjbRUKLMsJIClpLWOEqwbYqLjydIVFHQUO6/YLdSy6pAMMbRUloMg620XSktDl7w8ZZ6dGF4j6w3ldH3Etgl2OXZik10WcqXyHvPNc+3C2A7s2GlbwIcqR8YGmcGDx63HGZC/F6JQrVPQwK/Kp3yvLhYWbFZcRLjHlw/v40PgpaGFgrBtKbsvCXPjn3WxdyKjEScMk3Zl1HnlQ6xUCcCiQIg5wKq1QWetcVrTis4eZ7lWeSNHePLOyO5/j2GnK+8PLyuI42NROntrlksVZycPpJOnWRaWyhtcWXsW3sgmewdE4wFLBRDHKvNGS72RQtVT/ncNGzaGedfZubFz6pCRgeMtLW25kEIYs9+G8SATscJ277332n5/zz3xb75LEJES5oloXwTXzXnanEwKx45Bc109erUncMsKZfiJnZIQLaFTZrl18japzp3Pa2DVysSy0mGLmovQEz5MhllUda6XV3gFiv9bxE2JelkFQ35BBxBWFASAed0O7NjpqDyzBVvMAREL07BFvbm2LiyMRseTKl5n/m+7XIawfAobBUwMX7MLg7ILw3Oqvkf4i5NC5sXLqcr7lVXqdXpu7Vph6I5LDD9mcx+blwdOntS2IZvvuLmOz6sTKwrKCmhY5s52j4YsJDLMYyFio1Sx8xe9mHY5cJ2yswEm+HO5xKrrpXr3dNY0tpawoir8NZcpjKp7qbr/TikK/L1l/S4tyraqx6qNB1K1tvJKM38f+OvLr4c7F7xjelBlnjyVAYUvuiJ6wWX3rMdpp6LkyiuUJfuluY3c2GXNyNk2rHJp05atKTM/R6ywvf7665a/jx07hu3bt6Njx44YMGAAKWxEUsC77gGcmHwlCkXTlq1hJZyjNYnoKBuRlCsXFzGZ5VY2Jp1zd+oDJCaaiyF6ThUAeasvb9X22nTTSTjTESJ0lWfRGl84dow0pAiAJfwFAPYuXxGWS+dULIE9R+vnPYe9K1eh18gRYePiF3xZdbFIQlPc9CrMLxutDMMUn/UueXnSFgaiMgacEEBkHodoGl6INlRzmaxgjU7RA1UYsNexAW3PFyu6wHuUnMbFwsRkuaKyvE67MDuxoqDsXbA1mnHPtTKHleHQ90rHi8mPw9KcnAuNE6/VvjVrcWTfPuXcpbumDbnuGgy57hp5cSXB6GoXvaGKOFF5t8xDtP8/K5lve60BpHfv3lZN0SaM205RNFpbpfmaqmgFVT6y7DiiJ+zI/v2or64xz13Wa9CpGrXMW8zmd1nhE9FAAej1vUsWIlbYPvnkk7DPmpqacO211+LSSy+NdPcEETN0rKWZhQXhHg+e9sl4zaO/Q5/zxzsqB7HIj/Ea0iNTLg7s2HliA8WCC+iV3A916GD5jFlB+X3IFicnRVC1OAMnLKwywUq3vL9K0dJprqoraDDDABt33ZKlbfkhYn4WJ/CxRYwX5lhLBJWQIOZSsByxpi1blR4zdl9YdTQmhEQSmmKn5LsJh3N61mXVQ3nBV5YjkV822lUJcMJfVEU3dIwisjBgFTrvf5i1n4s2UI1LDBMDcOL33D7EvE47j6CON1L8Pe/FZl76XiNHSOeGzMICZBUXO+an6ngxxf5qdpEnYdcZkBZ6cVvcSqWYWgq4RFg4RNpoWoRTaJnXjeUMArAUM1Gt1U6KYuPmrco1xim1Q3UcmXLVuGmzxWgo6zWoUtTMdjvCPSkcOwad29OsRIMtuz/iM5lKlX196cMmkp2djZkzZ2LixIm4+uqro3EIgvAVN8m8219/EzklJepJGcDRxkZzguO9Rm56dfmFG4GXR1VIxURhfVXlpTFEAaZjZibyRnxLuq1dGB2/P17QEptwi8gEK1lZ/qy+xaZip6NoyZqrrp/3nEU5lCkUsv5kYR4swPR8Wap/CRZt8V6zUukyi61UOAK0hBbe28bCJHnPnheBx07J1/Eks+3snnUxpDdn0CAcPdCE9Kwsy/e8sOi2BDjhL2GCsINg7dQ8WAYfmuXU3gOAtNiEalzibzOLimC0tuJw/QmBleWA6jYI1vFGisqqrEeXJdeTg/WLc8LufePnNd5w6fR+igoPCwkVj2vnSRJRFlfi5gK3hUPsroUsbByAVKFVtVaRhRzqnJuZayZRZmWpHTrnqjRQc8dhz32PYadbql3ySNvttF/73FMHm/dTVP5k4ZQM3bUhGYiKwgYAjY2NaGxsdP27qqoqzJw50/JZaWkpNmzYAACYPn06Fi9ejNraWnTr1g1nnnkmfvOb32Dw4MGW38yfPx+PPPIINm3ahOzsbFx++eX4wx/+AADYsWMH+vXrF3bs6upqlJenxo0nrLhJ5gVOWMIyTy7CoS9qlftlYX5isnGb0jdIekyZpTdST5yXSc2ukAogX1Cc8tIAQWgG8M3hw6hbshTLZ9xrKWWtc64yRVtswp1ZVIRDtdZ7JF5z8f7yISw6TZXZ/ckpGYTGzVvC+pjxQiAvsDRs2BiWBK9aHJmAxS/6AJQ5eW5KpVtwCJ/kYcc8WFurvD6RPrt+FMxhiCG97D0+XFdvViHlhXHdEu5E9ODfmcNffmkKdapn1K55sG5olugdl1n72fPBFwORPf9mXlE7lrmoXUngq+ZF8rw5tXUZVXU3PpvzxzahXiFUF44d45iHy6MyoqmMkXbnqPKqiPd5/bzn2p4DwLGACX/uYb3aOCXNa/isOD+pjG6FY8dIIztUBkZZc3HVueWUDELjps3mZx27dsU3zc1hyix/HdgxXCmFspBO7hqyvDOVEVrWbqdrUaG1mA53P3UNB0BqVPONWGH73e9+Z/nbMAzU1dXh+eefN3uzuWXo0KFYvHix+XfHjieGOWLECEydOhV9+vTB/v37UVVVhcrKSmzfvh0d2kOsHnnkETz88MOYPXs2ysrK0NzcjB07doQdZ/HixRg6dKj5d48ePTyNN6ikwgPsF06hVCoL3aEvas2JXmZVyxs5ItyC1j7hsQmWn+yWzZhphqXx/dz88MTJPDlOiqFdOItsQVHlpfH7tQjN3PXYs2y5ef10z1UWhig24S4adxa+eP8DHK7fc+KHgiBgV96eCVR2lmRVmJ1ofWRjZh5W2SIlLo7pud1x9OtGy1iGTr/e8f3WLZUuCqF2OWIiqjLSsnAwL8+u3e/5voi8N9Ru/9JCNoz2EN9UCrFJFNh94D3CKmWazVti82CVQB8WJqY4Pm/tZ6HhvFdH5h1T5emYOBhH3K7hOn2txGp/PHyeMIs0cDMXyIokufG4i9dZpkBJr6mGp0iMClAZvNygmp9ExYjlvMvmsZb2cEhGZkEBht6or6gAQMZJuZa/v2lubvuf9nmO9zK7NQqIIbb8889kAFn/VNl9lxUzKahoC9cVIxtURaWcWtskc7XIiBW2Rx991PJ3Wloa8vLycM011+COO+7wNqiOHVEgdEZn3HDDDeb/9+3bF/fffz+GDx+OHTt2YMCAAWhoaMCvfvUrvPXWWzj33HPNbYcNGxa2rx49eiiPk+ikygPsF06hVKKFzqRdyGMCNP9d4dgxGHLdNdbcAR4uP0Ys18xPeGKlLS9FQ2QJ8uICAsgVQ/5YTsJsr1EjTc8a0JYLISqhrDdYGJK8LFHJEY8pC0NkvYP43i4Ihcx9y5SSsPsrsfCqFjonq6FofQRw4joIi9ThL7/EvjVrLeE+Rxu+bhu6EEbp9H67KZVuF3Jih10Zadn3bkMlVb+XJc/rlOq2zTPhehPRXBk83PRD4xU8pzA3mbFGZoxi+2SREqE0axN59j3vnbLzYjsZR7ys4eI7LYZ52oW25ZeXoXPPntZIg3YjmmgokRn6ZCkDXkIMnd4/WT6aG0+4uP9IjJ92VWT546iq4NZX11g8YwBcK2sAUDxhfFv0jgInL7Pdeerkg/Kf2RkMVHKWaDyU3U+7lgyRrjOJQsQK2/bt2/0Yh4XNmzejqKgInTt3RkVFBWbNmoU+ffqEbdfc3Ix58+ahX79+6N27NwBg0aJFaG1txRdffIEhQ4bgwIEDOPPMM/Hwww+b2zAuuugiHDlyBCUlJbjttttw0UUX+X4u8SJVHmC/4WOvZRb8PhMqreV5uUqJ4mLJmktLvTftE5PSwiRYXiMtGiJ6e/iKZG4UQ6fFlC+lnFlYcCJsBSeUUBWyMBWnEIuCinLkl5dZylyzxUDMt0MohJwB/VFy1ZUAwsvvixZYXSVGZTUErFZ3MfTlyP6GME8PU9LEHBmxdLddGXz+2vjRY44hE9R0PdNunl3+OKrfS70iDp4Udr6i13jTiy/jWFMTis4eR3NkgPHSPFvHW8oba47sb0BnwVvBUPUDZEYlXpFjc1VYhdP23FideSUSLxXQpiTwsOgDVZg7U1LFHCeZoUScj8MLX7QpIaLHXXVdvXgRxfy/WKHKw9IxCsjmMac0A6exsGsnNSgzHOZG1T1wmw8qMxjIDMAy5d+pkI5dSwa/eiUGnajlsHmlrKwM8+fPR2lpKerq6jBz5kyMHTsW69atQ1Z7YvgTTzyB2267Dc3NzSgtLcWiRYuQ3i40b9u2Da2trXjggQfw+OOPIycnB7/61a9w3nnnYe3atUhPT0e3bt3w8MMPY8yYMUhLS8Nrr72GSy65BG+88Yat0tbS0oKWlhbz76ampuhejAhIlQfYL2Slo3mPl2jBN7+XxIgD4Z4qXqkAgPTsbPQ5f7y5vRgmmFMyCCVTrjC/F4VMMcxFhl3JZbF4hVfFUDbRs1LKYZ5FrsqT2BZBlZclK3wiHk8scy3+jh0bhmEqa05KoOq6ys7XTjDk92VWfmyn80m5KBFCtwBICxqIQo/u++2Xt8gp9MfJM60bdiQ7jqxSaHNdXfiPNXPvRIGhcdMmhNLStHrJEfHD7bPEfuNGyVlRdR+aBM8ZQ9UPkPecA1ZFbuj06z2H2EZa3Vd1nuJaIusvJuvJKF4DXgGQFbOQedxVY/XqRXS6pn6khYj7kK2rdqX67cbsFAUhGwNwopm0qBCZ6QAiNnOj3T1wmw/KzrWgohzLZ9xrWyBIdlxVVW1ZMSj+XLzMDYmIJ4Xtlltu0d72kUcecbVvPu9t2LBhKCsrQ3FxMV555RVMmzYNADB16lScd955qKurw0MPPYRJkyZh6dKl6Ny5M1pbW3Hs2DH87ne/Q2Vl28P/l7/8BQUFBXjvvfcwfvx49OzZ03IOo0aNQm1tLWbPnm2rsM2aNSusIEpQSZUH2C/EhWjvylXhG3FWKjtvlGxRE/OqjjY1WQREsdFpj6GnSgV/NwucuBjklJSg80m5pvAvy7mIVLi2Uyr48B/V8fnzZfD7kJWOVz3rqmPreKfcnq9MMBQXevEZ4JUwWRsCuyT4WL/fTsUM7I7vRmmUHYdPPBdz5tgzreu1sDuebkVBIn74ZYCQoTIOdcjIMPuu8WF+yn5RgnDsNGaVUuH1HVeFPfLKAIskkY2NX2ucFAz+HO0UPa2xunj/dJ4DsZcl88S5UeJkcz7fnFps8aBTWVf8zKnKpqiYAeocaV4uYREleSNH2M6NYuVccW4fOHkSdv3zHRxtatKKYmBjtyt4xY6ruw6rQiZlBV+SGU8Km6z3mowQyxuJgO7du6OkpARbtmwxP8vJyUFOTg4GDRqE8vJy5Obm4vXXX8eUKVNQWFgIADj11FPN7fPy8tCzZ0/s2rVLeZyysjIsWrTIdix33HGHRdFramoKC7MMEqnwAPuFuBCF0jqEb6QZpqhqHmmXCK9rTXUzyYmLaNOWLWjkrHiip0FWgpnHztIoG4uO98WNNVVVOt6t18ur5drNtVcpd7IxsUVRTKR38vbE8v32w2OvIyjxwpDOIt/jtFM9N0IHvFmQiejhZ6GsSAt2iLmsdkYUlXHIaRxORi8v77gsDJONR3U81RwqO3av8tEIIRTm9bdT9Pjz5Y8TzfdP9Mqw+dWpj5+4D1GJ55+Lrr1PRvPnX7RtzKVHuEFl7JOlMwBwbEXA3/uSq650vI5i5Vz+HMxQRIeqnSKyUE/gRGQQADTX1WnnOcrWzlSs0+BJYXvvvfewbds29O3bF2lp6pwUPzh48CC2bt2q7OdmGAYMwzBDFceMGQMA2LhxI0455RQAwP79+7Fv3z4UFxcrj7N69WpT2VORkZGBjIwML6dBBByZciMiLsR2YXAqwRyQJ8LrWlPFxbi5tg711TW2SpuToqEz8cm20RHi2X7clImW7YNN0KL11kv5aK+WazdKi+qaqxZnsbqmk7XWCSdh1W3riEg9euJ9yiwoQNHZ48J6FIphsuJx/A71djKkELHDTwFMp6+mGGLG59HwxiEAYRVaeZy8JG7KnPvx3KnGU19dg43PvyAt6qRz3UUlQhW+p5p37YxY0Xj/wsI0QyFp7rbdcWxb24RCJ5S1duwK4TihqrIZ1u+P+38xagaQyyV2872lgXV7ETUG38eTzwFXKfmq65bVt9hy79l1BPTyHAH7huGpMmd7zmEbNGgQ6urq0KtXLwDAFVdcgd/97nfIz8+PaEC33norJk6ciOLiYtTW1mLGjBno0KEDpkyZgm3btuHll19GZWUl8vLysHv3bjz44IPo0qULLrjgAgBASUkJLr74YvzP//wPnn76aWRnZ+OOO+7A4MGDcc455wAAnnvuOaSnp+Nb3/oWAOBvf/sbnn32WTzzzDMRjZ1IbETlBoBlshTj8e2sn07KgpjP5LQ/2e/31CzD3uUrpPkWPE5Crs7EpwpVcxLi3QphbpUGpzh51X51Ldfi7wZOnoS9K1ah16gRttZjp2suhrtAjEbQbGgq7ouFbvFWZLE0t+yeAHKhza+QE7bws/fqUH09trz0Cmo/XIKsPn3CQsuYcCwSieJoF3rGnz/l/MYHrwKY7L7a7UsMlQOsbUQsFX81PQuqd8NtmXO/njtxPPw5i+eje92jVfHVz/dPNl/zRqCuhQVtzcJd5LvatbYRiWTcYg49730Sc7xVUTNszE5GA8B6vQGEXXsxrBGGgbyRI7BvzVqzf6idZ5i/bqqwYZlcpUsq1mnwrLCJnczffvttzJo1K+IB7d69G1OmTMFXX32FvLw8nHXWWaipqUFeXh6OHTuGJUuW4LHHHkNDQwPy8/Mxbtw4fPzxx6biCAB/+tOf8LOf/QwXXngh0tLS8J3vfAcLFixAp06dzG3uu+8+7Ny5Ex07dsTgwYPx8ssv4/vf/37E4ycSmzCLmiTkwA6+sqSd1YhN+k7Klmx/Ol4zHichV2fis8tdcBNS4iWMUDwX9tn6ec85xsnL9qvbW0hViCaUloamrVstIYs6xTLYdnw1Od6Cj1AImQX5yCouDhufU/8ZWT4F27dYmlt2T2Q5mYB//f+kifAADtXW4VB7/0KnUuCqsF2d0Ded0DPK+Y0vXiuKyt5tu33JysLLlAivLS/cGG5i9dyJHhveUwLYF5viDUJ24cpO2F0LP66D7B0fct01Zq602ebAoY+fCG8E4L2wXvcn8+6K7QH4fpCs4rSOQUI03ql64onzvViFWDwG0JYvzLepcTKUsveIFYni53a3cpXqvqTanB24KpEvvfSS8ruioiK8/fbbjvvIzs7G3LlzMXfuXOn311xzDa65JnZlYInEQWZR063OKOsNJRNydZUYu/3JFj8n75SdAqATRhGvMEIZljK/7ahKIosLj6y3kM547MJpnIplAFwfmXbCLLSGoVTWVMpGmOWSV9q4/fLjVd0TMdS2ubYu4pATMwxLg8ZNmwDIQ2Tscm90Qt/s+iUxIvEgEpFjN8eoDGF277ZTDqsFQQkR5z72NxunCl3DjXjekTx3OgYL8Z1nnhJ2fJ2QTssc4wGnCIVIr4Pd+nGwthYHd+yyRMzohi/aVTO0K5xlty/Ru6vych2srQ1rFaGaw8X1hS+2IjOEqVrRMMRjdD4pF02csqajdIlFotjcDkTWsJyRanO2Z4UtFAqFFRXxo8gIQcQbcRLQEQwBSW8oRR6SmwIjqv3JFEtZRSwZdiXadbdRCTSRVDpzq9yJikmfCZXScahKTstaBNiNR9UKQWfsMgVThizE1U4QEZP2eWvvgR07pRXb2D3hw3L5z1iorUqI0EVVXjz31MFoafi6LXdCJBSShsioqsnphr6x5ySVwmcSEZkApmO4MuGME6LBhD+GGCrH5yfbedadPM06hhs/cRNyzoqFsJYqdvO/7HwAWAR1twYcNgeyCIUDO3ZqRxLooDJihs1BLj2EkVTIFTHnXIl3l/dyAdbKwXYeYLZ92PrSfowdf/9fZBYVmqHn7BlXFY9hyI7Bryd2VYxV146f21NJ0fKLiEIir732WrMIx5EjR3DjjTeia9eulu3+9re/RTZCgggAOt4fmfCgKsThpsCIan/8YiE23rbrKaUqX20XcsFvw+LXmXKYWVSEQ7W1lj51otImE8LcVHZ0ujY5JYOUcfWiMsLOS9YiQHWfWFiKapFyGrtMwcwpKTF7gNmFmNgVmhHHKI7NrmKbLCxXvO+yUBkd+AIHFot8KITcwYPNPKHP5vwRh+o5xU3yzvAhNWY1uS1bsaLqPhSOHaMMo5Rdc90Ed3ZcvyoWEt7RMVy5LSfPh8qJz7YbzzqPLPRLN6zTroqkKhRa13Ms85Lpes7NMEhGBKFsTpEOkRadkc3BYvNwAGY4aMOGjdj4/AvoNWqkbeNtP3OlDEi8k1x/Un49FxVlOw+wuP7zfHPoEL45dAiHautMo6aseIwsnFJcu91G2aRinlk08aywiSGFV111VcSDIYigolsRkfdc2JV21rHMsf1tevFlHGtqQtHZ4/SVO5sqg7Ly1U4hF/w2Ju2Lw6Ha2hN/a1Q39FLZ0YnGzVvQuGmzUulh+2UKjKpFgAj7jF/gVIKE3dhlfWRYTyA+H0L2fIlCKfvH5+KpjqtjObcLlwTgSVkTPVsAzL95Tx8Ay7ZiHogYUpOZn29R8OqWLEXh2DForqtHr5HWMCtZ6JtugrtOVUsiNugaruyMEzJU74YbzzpDFfrlNA67uVAnDFjHCy6+6wCUSqWYXyWG2MEwXBk9eOy8oaKxyGtPRPGeyuYApqyxc2vaug0AlO8288iqQjndUDxhPPbWLLd8JuYT8uNm1yO/bDSy+hYrC36I60vuqYPR8O8NYcd3ylfmIzW8tJmQyTmplmcWTTwrbPPmzfNzHAQRaERlzG47OwunU+8bGcwLI3rNxLwOMczHrqKZtHy1sEgqS1zboVHd0I9yvNLcLfZfRcgLf717DDtd2yLvx3hVCxf/vDg1Et+54B3LZ0xxY1W/Iuk5JQuX1K1CKiIrcKBq3uq0oIvVJTtlZwO8Rw5tShtCITRtsRaCKagoR+HYMW3ft6PbJ0l8vlhVS0At2BHRgX8mj+xvQOeTcpXb+SEQyp5Jp1wl5s1lz7zKMCDO+XZzi+o7mRfcDvFd7zOhEn0mVEpzlsUCLuIcK4a1ebmufC8zo7XVfCfterKx6+EUgm93TOCEEVXMq/1y5SrbFAJVsSk3rJ/3HPauWHlCmWo/T1mvNDFyomnHDtuCH2LF5n1r1koVNln+mrSKo4ewV7s0ClLU/CFwRUcIIsjoVnfkkS28gF4FPrtqULK8Dl1rFvvuYG2tNdRMaFzKjmUpcW2DTqUst73kZISF6vA4eGp0iwH4MV6ZxbG+ukZavMbp+xDkOcKbXny5rWCHRv4ij10D3EiU1LBk9Z49bYUc1YIuqy7ZuGlTmBIGwHwuRat85549lT2GdM5BxE6wI6IH741tcjn/ej2enWdBfK/F5sNfrfssbI6QzUF2kRuq73jFxmhtRVqnjqhbslS5LtkZi3hUnji3TZN1rqtZICMUshgiZT3Z+HBXtzmF/DF5eo0aaXrWACBv5Ajl71XrtxsDmVgQpHDsGHTJy7NdeywRCO3YFfwQz5Ofv7qeXIRTr59mri/83A8gLOTcy71Oxb5osYYUNoKAXhENrxOSbOHV3Zdq0Q7L60CbN8KAgRBCtt4lMawGaA8127NHalmTLaQAzJA8WQioHZF6ccwCHu2LCwuJ4xd5UTDXLQagaqOgGi/btyr/RNX/BoCyqqFKke8zoVJaHp9VV9TJXxSPwecw8NgJkk6tK9j1+uzpuThUW6tdlVMkzOqLttCvLnl5J57HLVstvxENDro5FKpQHlMZbsdOsCOii86c6ZTz5Uc+ouwdPd7SYjFoNW7eYnkOVeO362Vpp2jx0RTMw2x3XXS8HHaeOLetDZw43tIivZe8kqLKuXPb/FoGM7p8uXIV8kaOMMPTZc+IeF3S0tNd59rtXbHS8nfjlq1txiQHVEVfWC51Wnq6tHqp+OywffHhlEZrq6UADQAz9NLLvaZ8tehDChuR8uhWBfM6IakWXp19qX4r8wDwwrxTMrcoPGT1Lcah+nrb8XTu2cOSy+GUP8WurUy4j8SLI4bcsfwluzwTnXtnV42uoKLcEp4ns/yKC7fs/A6yfL92Nr34suNvRMX5q7Wf4qt1n6Fx8xZ5GX9FHqGsUIEqV0T13Om2rmjYsNF1bqNImBeVs/parM9ChUxRAHTypDqF8qyf95xFsCPig04lVi+tH9wie0ed8rPsxm83h6q+4xUe3RLrOsi87tHwkrjpyQZYqxPq5BTqMOS6a8z3WSYD8IU3xHBDt4aDrkWFFo/eobp6bH/j747Po3idMvPzzVxand6S4vPPh1MiFApTfrsWFZr73rngHexasNDWEOtH6x9CH1LYiJRHtyqY1wnJbUVEnQIlBRXlyC8vUzYk5gVk2QIjNkHN6ltseufsemAB7hPqGaISaVdRzc4iLst1aNqy1bbMsM69U3kt2XjFJt0AbBUfmVDSXFtn2X/jpk1YP+85U3DQabTLlAhWZIV5GZmlXVVpMayfkiIMVjyW7TVSKGKiRVknt1Ecr+hFFUOI+HvqVLTF7ll1EsB4wY6IH07vsG7OV6ShWrJ3VPTCOykiKs+I1zHolFhnyOZWsVBQVt/iqArcTvdSfGfd5hS6RTQCOrU90DEcsBD1/PIy+UE1DFnic3V4714zgkL3ubbL9+5aWBCm/Ooa5XTaAxH+QgobkfKIi18orYNSkXA7IbmtiOjGGqwKkQNgEZBlIR2iMMwLu2KInF0vFTtUwj0AWwVQx3Ioy3VoPXrUbGgqw+neqbyWTMDhFz0WDsrn9sny/2RCiXjP+BBGXY8Qf//EipM6wmyv0aNweN8+y/XTEWR1W1eIOSKFY8fYGiVExPF2ycszWwHw+X38PRWFON0wOArlSRzs3mHZPLduztOmccqv+6t6R3mPhp0iAujlL3sZgxOywiJ9JlSGtcBgcxJwIuSb/3+3a6CqR6fufsRt7X7rJfw1rDquTYip07UXe60p1+j2bZyex4KK8OgO3qvr9Fwr871DITO83LYVgkKpFNdEZtx0gtqleIcUNiLlEa1YTVu2AHDXs4mHn5DclirW6ZGmGjdbcHNKS1Ay5QqL0MoaKQPAgR07Lcdodujl41WgVQn3TgqgjuVQFHy8Fi+RXU++N5jMIwnDMJ8LmeJo11i1oILLP2EIC6JbjxDL13MjzPaZUImGDRvbcsBcJJjzzxygzlsUc0RyB5eaihbgLLDaNcF1CgECwq3cdoVY2D3Zu3KV2RpA1ZOICC52Hlc3HijdY9l5RXTfX0Bf0HV7HJ1js/zSgZMnhYVViyHfAFwrmV7CUSMR6FUKqdN+dL31/PaqfUp7raGt72bnk3Ita7VOkS5ZdAfv1dUy7olwkRjiuega5URFkBk37c7HqY0FKXL2kMJGEJDnVHkpXyyLhecFfdbwV7Vw6fRIE8etsurahcEBJ8L5nHICvFpz7YR7OwUwrAqaohS7qLB6KUEv2ydgVQQPf/nliaqE7R5JXrkSt9dp2gtAqwWDDDcKNL8Iinkh/PFzSgZpH19XUGShhHblwu08eyyfhvUf0mkSzFB5DOyEmlBamlnEhL82qp5ERPBgzybfeJj3vqsqsMYSUSBmgi4g92D5Kciqcu1ajx4NawsDIGztcBNWWl9d01Y+38Xv+HA8Ly1wnJpz88eRpSmI3nqn0FXZfmS91oC28PeSqrulLRXskEV3eDHuATDvbX7ZaKkiKzPwqrYTFUGd++tU9ToSr3MqQAobQbTjR2iUzPsxqupurHvqjzhcV29up7Kq8sqRbnNn9junkAUA5kKcU1KCHqedalk0eA+Dzv51kP3OSQG0eKGEss+y/Ys9kLzkqKiSp83wUY66JUstlkQvCu2Q667xnIdhdzyx8a24CLKQUV6gBeRV7ZzQrcjnpnEv+z2vAPM5QYB9k2CGm0bydjmsbYN135OIiC9ePLQ80bT2F1S05x8vW64sXR+tgils7uCrn/IeG35OAqzFPnTLvbOCFXtrlrsuEy/2mmTGPt1roFP8ReeaioY4NxV9eUNiw4aNOPr11wBOKDSy6sR2yKIjeHTyvdlvVYqaeD5Ga6vtdZYpgvx7pjsevoKlrjFO57yTFVLYCKIdr54kHlVC+q4FCy0Km9M42GKt29xZZyw8nU/KNYV30cPgtTGoG0RFTpx8VWWfZYg9kHSbI7NjHtm3zyzYIS686+Y8Le0/x4e2el04vCrBqt+68WTpCDZ2qEKPgHAhR7dxL0MlDLDcu65FhVqFekSPActpEu+TWICH5bD62X+K8Bend042l4teN9WzHgtrP8t/ZeM5sn+/1BOlK8i6nYP4VhU87Lessi/ztOiG8YkFK9j7kzOgv7RBtIis16QbYV6MuhDXTjdeP6fjOn1vXjPA0xzCh2Wrembq5nvryDRurrNKEQTslVzVeNway1PVI0cKG0FwRCJEs9/zYYAMsUCFrPeVal9eFUg7T1FW32JTeI13w0sx38ipoayIpQeSZnNksSoaAGnVLlUDZVZgxG0T12jixpPlJNi4ORZwIvRIpiSqek3pCgN8yXJVeI5s8ea9mHxeiujBEMPAWA5rJD2JiOihK6yJc7nunBKL+ZAZFPauXIWuhQWWRvD82Ny0I9HN27Kr9CqrECi+0/z8audNP3FCBvIUkRsiqnXSjTDPGzzFIkTinG+3P6drLxp6ZEqhW4WVETZWhdygm++tc1w3a65KNrFEbti0jHEbdSMSb5klXpDCRhAOePGgMCGYj5/3mgcWiUWV/71KeGV5dpGEgroZk4hYVWvXgoUYPfMe7evlJZRVKli0j8GuFPfelassBUb8aOLqF249WSrBxs2xTNrv3ZH9DdJnyY0hRHxXADi2Y1DdA95Tym/DivlYetIBFss760kEIBC5T6mE3VziVVjTnYNV1Sb9vPdheZOcEiHmKOm0I5EZT5zypE24OU+mzAFyw49McZZGdTiEtfOozter4dJov6ZhSpQGdtdeVqlXqhS2/5dX1nTWSVkpftmzLuZ7H/7yS7MyqqxYkt2xxbXOqe2EbE6XtdzRDbV3s0akamXfkGFoPr1EGE1NTcjJyUFjYyOys7PjPRwiCogTsF21Oca6OU9jx5tvWZKER8+8x/cxibHmugoTP75QWhr6XXIRegw7Xaskut3nuvHvIstmzLQkaXu5XnZKh07fIcbAyZPMHjey6yj+LvfUwWj49wbz73iHZugoX7rPidN29dU1JyqUcvhdkc8JnWdPVoDH6f9leURun23CPU7XOxb3g71HYsVAt8dSvUOWNUJofO3lGJYwRMCc11VtTti7C0DaUoVnVNXdAMKNJrJ1hBV2keVg243HC3bzk1PBLYbXcanOXbyvomdN99lVKX6y7dfPe862EqRqHlN5YiN9v+qra8IqJ/t979lxgtqkO1q6AXnYCMIGN9XmGKoqYH5NKjILM2CNHR84eZKyHLkqz062qOgmwEcSoiBW1dIJFxWx80TaJYYzoYwpGOJ1lMXg82X5G/69oe0LzRLN0cbJSqkbTqabmF9QUY4Pf/IzS07MgR07MXrmPTHzSul4IfhtREGSz4sDwgXTVA2/iRdO19trtIIbVJ5ZsXiFk0FDFaqo2/hax7jCroeb8GbVPMHvC7AqczrrCL/vSHOw7XCan1TVEREKIbMg3+JZV4WZ7lzwDlr2f43OJ+WGKTaqcxc/F8MgdecSu/VJnFP5fG8LgldO1xPrVwEQu8rJfhQMceORSxZIYSMIG9xUm2MUVIRXAfNTyJMtFmK/N7u8KieBR9ULzq6seiQhCtEUwOzKCKss37Jzd1wgQyHsXbkqJgVbIkF3MXazaHc+KReNwmd2Sn80KnvpLN4qQVIUxnQFUyI66FzvWAlrqrHoGDScBGSdHlq6hRX4ZzvSedTNtVUVw2D7ifW8zpDlwTKlreg745QVei0VLttpBMIUG9W5OZ2zqnqpTmNx1fMghiGaCLl1uhU0m+vqXKVIqMZlF06aigVD/IAUNoKwweJRcdEzS6wCpvoNWyBUi55qTLLJ0LJAOVTBsluUxbh4nbLqugKIXfy8ynIdSQifLB+FhWDKFgxZHzyxeqR0geTi9UXvZpDKD4vnp2o27kZJkRUK0PECx7Osuvis6uZ2BDH8JtkI0vVWjUXHoOEkIDspRl48HXb79POdEkP2svoWKz1FXo7FV0iURYo4zU/ifWvYsNHSJoZvcRJ2TjLaG4mLlWhV56bKNBLHBejPibsWLJSu6zJvHO+V4+c3vuqnnRECAHqNHqUlk6ieU9X1oYgF71AOWwRQDlvq4MVy6fQbVb6A18kr0rwLfkE3FzgOPnwsLT1dGXKp2rdOLqAYPy8qy25+x8YHQNlTTRZfL83NCoXQ/9KLLa0QZIVIxHwUvopkUPKf+PNzyvvSfeZVFdn4/e9bs1aa9yHbVyxzxihHjXCLm1wknXeNbSsaqvx6Lv1+xtfNeRrb3/i7xaPj13ujm7/lJm9ZlXMmnhOfey7D6fqZ+WSaOc2qfHJlzjWHXdqD7HryYwf0cxKdcPtspcJ8SzlsBBFHvFgKdSyoFjw2fZYdz21TZlm+hZgDwMLHAISV4dexwunkAsqaGLv9nSwklCWEy85JZp0VxyurHslfa0uCO2cFtasiqWPxjoaniZ2fk5VT55nnx8cv7jpe4HiWVdc9XpC8o0T0cHufdb2A7B3SNd45hZV5fR7ZfMbmp0jfKS+pAoC/FRLF+Yn3yonzvxg1ws89/O/4UMCckhIAbSHfQFtIq931MytHto9Z55rIIkBkz4F4TTKLirTbycjmN1nzbq+h32494kHyoCcapLARRJyQhcz4VULarYLp1MOLNcYsqCjH8hn3muMF2kI1nI6lu8CLi0avkSPayl5zyI4XlrMgCR1RNfuUjV0Me7QrKCKGpPAeNTZ+Lzkw0Yz199KoVGX1tcuVFP8eOHkS9q5YhV6j1H2ZdHtP+aVIRZKnRAQTN8+H1/ssm2N185FEdMLKInkeO2RkWIxPaenpWr9Twd5lN6kCuuMPCznnlCzdKsXi/G+OTQgok0VmiMVf6qtrsOnFl5TXj43pUF29rZFPdR155UX1HIjr56HaWq3m3/z1dJrrI1Gk3MobXgzgBClsBBE32ATJKnJl9S02F0BW6dGphYAdboQWNz28DLiPotZd4FWLBh/KKKu6aac08dXLdBckL1ZDlXdT5u3U8SKpchb8wM35qQQtt54wZoEOpaWhaetW5A4uNa8F/4w6jc1vRUrlyWB9myjXInjolnTXeT788ujy4XBun0sdoTqScR5vabEoQHzza6+wtWnvylXopdEYW4yCkDVVZn+7reAr7psPS7dThETPY+vRo2Hh8WF5bdz1k7YPaKdw7BjH+ZA9w2yMYjNuphgWVFgLmcnOUYXbdU/nmVIZ8NwY0SIxunnJ/U8GSGEjCJf4ad3nJ8h1c5523ULAboxuhBbVpC77jdcy/EOuu0YrVFNcNIZcd01borRD1U2V0gRYSyHrXk+vVkCZZ8lt+AmrZMiIRnVC0XrvtlGxWy+drPooy+0Rn1G7ax+NkEmZJ0Nm4Sfij5uS7jrPhx9VQL2Ew/GojAb8OxnJON1UJ9Q9X1ZNMZTW1vybX6vsCkA5NVXWreBrV6VY5imTXTvR8/jVus8sxsCw0Pj27fhG4/yYsgcObGtxEgqhbsnSMMMiO7cj+/ahbslSU7kHTuTHFY4dY37HywBiITM3/S5V86mXZ0D2/gH6xVNU+9A9vth3zq5JfLJBChtBuCCaYVKWxQOIKNfA7wpj4naxCp1g6FbdFI8TzfsVicDjdA3FnIX88rKoLUh216i+ugb7P/u3xerrxWMJSMJWAU+Kl46yG4lBRbTWi81vifjitqS727A0r8+M23A42ThEo4FTTpubfXutTigiep3E+6AaOxuD2FRZzBmVKQOyHDM3VYpV31s8jwAaN222KJFhofywzsXis9b5pFw0cfMbH74fZggCTvyX8+Q386GVnAzgx3Mqu49unwHZ+2dw3j6duVxHPlF58cKahPuQk5kokMJGEC6IVkGEsInIRQsBGWJoRTS9M15xI1h7Xayieb8iVQTtrqEsRDVa2PWqs4QDSXL53HosRaHRS2Ndu2fBj/vi1PyWiC9uS7rrGqEiucducl51cFsqXQf+t3beKidYqLaobKi8TmLvS1Ver+y3YoVN5lVKS083i3bpeOVV38sUMlFJEkP5+bmYf9bS0tPRtGOHJTSSD98PK6bCwyk8XQsLTuRtGwYOf/mlVoSI2zBBr2uj6v1zYyTRMbqpwvDtPJ7JDilsBOECL2EpdonS7HM/rfqm8ueT8KB7Pm73oVN0Q6fvjd14otX0OJr5ZUBsK2mprpGsimmkuS/iPeRzOCPZD8Nto3TVvqmKWXDRuT9+GJT8HpMbot2s3ev+xVBtAGHFm1Thl3bFPVSVGgGrF54pa15zBUUKKtpzw/hzEhQAp1B+9jffw4whCyEXFY6BkydZ9i8qJXVLljoaoETjmk6YoKxCpU7BM9Wz7qVSpGrudyy+0n59ckpLUDLlipSZo0lhIwgXuF2YVYqJ+PnAyZMsC5VKWXNbFpktcn7hV4ihUwK67nF0KhX6LXx7yS/zouTGSuhUXSNZFVM3gp3u+TILup2Qobs/J2GRvWtO/YvY56IVnwgGQbw/fr6v0TYa+BGxALSFB46eeY/jvkWP3oEdO5FZWADAvlJjw4aNbXMtV4QjklxBGSzc3s7A6XRvnYqeiNdFbGzNvmc4VTzmMQsk8WhcF3E8um0CVNfDy/OvmvtVBoVUN6aRwkYQLnEzMdlVpxKVKqeJyG1Z5GhYZ/0KMXRKQNc9jl/9xNwgWgVzSkps989bP1mPOz8rW/nh8VQtwLwVVHfMbpR63VwG3f05CYuyHn2RvGtEfEiF+xNtg42X/euGaov7Fn/HFxvie36ytXDo9OulkSJizpkf4XDinAHAdWsdnaInsutSX10TdiyVImUXOohQyDogzevCxiP2KNVp1RMpdnO/nWIWa+95kCCFjSCiiEp5kn3u1oqnUxbZbyuUX8ogGyOfgM6fk+5xoh06JENsa8Aaq6rYueAdy997apb5Vtkq2oKrl8XRjVIfaTlzmbLqJCwC4YUSIjkHIvbE8v5Q8/QTeF1b+N8119Zh7/IV5r0DYHkvVblwB3bsbJt7ubL2zBsW6T1ic0YkPfmcWpG46WPJz2F24ZiiTJBZkI+s4mLXBkExmkLWOsdvdHJRU/19EyGFjSCiiGoi97Lw6ZZFZvuPxmTnhzLIL16lV11pqZzFn5POceIRIuG2rUEIofDPfBIy3QiusRI83SjROvePf+753kSiwKPyXPKeQt1Q1ngYAgh9YnV/guDJi/S99fu9l3mJdPbPK0V8IZGsvsWWkESGyisHWPPm/LxHkRgCVGtupH0s7dZy8RoNnX69Z4WV7/PmdX2iXOHokua8SWypqqpCKBSy/Bs8eLD5/fTp0zFgwAB06dIFeXl5uPjii7Fhw4aw/cyfPx/Dhg1D586d0atXL9x0002W79euXYuxY8eic+fO6N27N377299G/dyI1KSgolw6kao+t9vPqKq7kT2gvyVO/qu1n0Zj2Lbj8LowsMVrx5tvmWGCqnPSPU4k4/ECuw/9L7vELDu9bs7TqK+ukW4fptD5WLmz5/BhylLXPOJ1V43VD9j16XfJRVrCk9P9K6hoq9TGLOtbXnrFFAx4r9meZcuV51ZQUY7MwgJLUQC7Vgluz4GILbG6PzKhOpZE+t5G+733sn/x3h1vaWl7L4X1jN8up2SQJZera1Ghec/9vEe686kbZJEx9dU1vhzLz/egz4RK7WbcMnSfBRYGyjx4sVy7E51AetiGDh2KxYsXm3937HhimCNGjMDUqVPRp08f7N+/H1VVVaisrMT27dvRoUMHAMAjjzyChx9+GLNnz0ZZWRmam5uxY8cOcx9NTU2orKzE9773PcyZMweffvopfvjDH6J79+644YYbYnaeBOEWNrHxSdq61Z2CgGxxHTr9egDWc4qVR8Nr41D2G8C5n5GYk6Db7FQHXSul3yFkTtfNbw8vE+r48cuKotidm07+jawyKRFMYnF/4u1pjfS99fO9l73zXvcv3ju7a3ywthaNmzabf4vb+HmPouH1sYuM8eNYfr0HkZ67SnHmn5kgeKwTmZBhGIbzZrGjqqoKb7zxBlavXq21/dq1azF8+HBs2bIFAwYMQENDA04++WS89dZbOPfcc6W/efLJJ3HXXXehvr4e6e3hNb/85S/xxhtvSL11KpqampCTk4PGxkZkZ2dr/44gIqW+ukaalBz0CVCsCCY2aXYquqKjXLnZTjUW3d/kl5dZ8jH6XXKRqYAGCbfnancNvVy3aI2/vromrFcT32xX1krDLs8k1udFBB+neSnax/byTPJl8vn1wWvBI7v3z493RnaNw/pAtiOrTBnPe6RDfXVNWMNwu7XCrzBWcT/8c+FUKdfLsfhnoXDsGNQtWWoqqqOq7sa+NWux4823Ar9eRkq0dINAetg2b96MoqIidO7cGRUVFZg1axb69OkTtl1zczPmzZuHfv36oXfv3gCARYsWobW1FV988QWGDBmCAwcO4Mwzz8TDDz9sblNdXY1x48aZyhoAjB8/Hr/5zW/Q0NCA3Fx5EYGWlha0tLSYfzc1Nfl52kQK4VeStJcGqJF6lSKZ4GVWPH7fdgtYpGX+xXPwYh0WfwOcKGARLQu8X1Ugda2nTtc6Equ913MRvZR8OXf2DPFV3nSS+UWo0Ejq4DbXJl7PgRevh6xM/oEdO7GnZhn2Ll/hqeCRXSPvaHmJwhpNSxpX2/0+UvzM/ZNFxjiFr0fqhZK1M+GrbvrRx45HnKNl7Rfi7bFOdAKXw1ZWVob58+djwYIFePLJJ7F9+3aMHTsWBw4cMLd54okn0K1bN3Tr1g3//Oc/sWjRIlP52rZtG1pbW/HAAw/gsccew1//+lfs378f5513Ho6296Oqr69Hfn6+5bjs7/r6euXYZs2ahZycHPMfUwAJwg1+5hW4jYNfP+85rKi6D9vf+Lv2sVXj5WPR3cDHreteC9ZMlC87rNpOFpYhO46XHALxN30mVHrOIdC5fn4+K7r5Ak45IV5zL7yci5jv0GPY6djy0ith++DPzW78dtc8GvkrRPCIZT6nH7jN85G1jGH5m27yvPh3xe7diFYeEn9MoK3QiGyO9boO2RHpXCVDN9/Mr5w8cT97V64ycwUBRCUHnj0LZvsFRnubAcoNjozAKWznn38+Lr/8cgwbNgzjx4/H22+/ja+//hqvvPKKuc3UqVPxySef4IMPPkBJSQkmTZqEI0eOAABaW1tx7Ngx/O53v8P48eNRXl6Ov/zlL9i8eTPee++9iMZ2xx13oLGx0fz3+eefR7Q/IjXxM0nazQRo9rUBLFYvL+N1u6CpFjM7BYvf/si+fZYKYqzssIhKsFBZiN0uHrLfOAkssnN3o6h6fVa8CjJOiovXRdftuciukc4+VON3uuYkTKQG8S4kEm1kz79bY4SsONTAyZOQ1a+ftLF0NBDfx9Ez71GGMfutfPsxV6nOyUm5ZfdKrIrrFvGe9xo5wtwvAF+LX8mObbZfACzPTLQU/FQgkCGRPN27d0dJSQm2bNlifsY8XIMGDUJ5eTlyc3Px+uuvY8qUKSgsLAQAnHrqqeb2eXl56NmzJ3bt2gUAKCgowJ49eyzHYX8XFBQox5KRkYGMjAzfzo1IHPwMj/A7LEA3HIR5qdw2HZWN1205eVWIh2zfslCOuiVLrTttVzZlx+xVPhohhCy5Gqpr7iWUxs1vIi3p7PVZkV3D4y0tWrkLTmFOXt8Ft+ciu0Y6+1CNPx5N1ongEY+wLKecUL/L7suefzehi+K7wueJNm3ditzBpTFT2uyOE60wZj/mKq9hjDsXvIPMoiIcqq01q+ICcJ1zJnsOWE83N8WvvDyf0VpDUp3AK2wHDx7E1q1bcfXVV0u/NwwDhmGYuWVjxowBAGzcuBGnnHIKAGD//v3Yt28fiouLAQAVFRW46667cOzYMXTq1AlAW+5baWmpMn+NSF3M5GefYr79ivt3i1itStdSqhqv7oJm1/Bbtm8xL2/vylVhPXpkyqaYu8HnOsTrmqsWcl2BwOu4xWvuNndBJShFkl/h9lxUzeV1+/OJ31H+BAE459FGMjfI9uOUVxuNqnmy59+NMULWbJ7//10LFgZC0Fb1aIwUr3NVJOOQFlnhWpno5GXLzoP/3K1BKtL53u81JNUJXJXIW2+9FRMnTkRxcTFqa2sxY8YMrF69Gv/+979x4MABvPzyy6isrEReXh52796NBx98EEuXLsX69evRq1cvAMAll1yCLVu24Omnn0Z2djbuuOMObNu2DatXr0anTp3Q2NiI0tJSVFZW4vbbb8e6devwwx/+EI8++qirsv5UJTI1WD7jXkvDXVmVqkTBbTUtJ8uwmyIWvMLAqkY5TegsaZ5XOHJKS1Ay5Yqw366b87RZgQoIxn2KpCqman9eKmCGKbyhELIH9EfpVVe6Wiz5axyLKl9+V3/zqxIpkTz4WelQth+7dyaIcxZDVsiHJyiC9vp5z1nWh3iNK9JxrJvztLVNCRC2ZvLPTyyq2kZjvtfdZyLPxdHSDQKXw7Z7925MmTIFpaWlmDRpEnr06IGamhrk5eWhc+fOWLJkCS644AIMHDgQV1xxBbKysvDxxx+byhoA/OlPf0JZWRkuvPBCfOc730GnTp2wYMEC05uWk5ODhQsXYvv27RgxYgR+/vOf45577qEebIQUA4GyaUSEKn7cS56Vbiw6s1bqNvwWcxeGXHdNW6PqSy/GqKq7Me53jyrDB82KYlDnucUSu7wot7H8bvI1+OPyTadNuH5Ay2fcq32dYl2Yw+98B7Y/ILzZeaIVoyD8IVpFHth+7N6ZIM5ZDP7dK6goR355mTmHRCv3z0verarxdqyJdBysrydPftloc/7Wycv2m2jM9zr7pLlYTuBCIl966SXld0VFRXj77bcd95GdnY25c+di7ty5ym2GDRuGJUuWeBojkVoUTxiPvTXLzb9lZYUTmUjzrHRgv7Mrayxa1NyGcjChYs+y5Y5NlGOBTrsCN7i9H/w143MX9q5cZfYDAoA9y5Zrl/qOV2ipn8TieScSh0jyRPn5yi5PVvXORGPOipZnos+ESku/Q7+NNV5D5aId6qx7PSMdB3tOWAVkPgebn7/3rVmLhg0b0VxXF3XjWTTme5190lwsJ3AKG0EEjUgmrURw60eSZ+W2n5HqOvoV1x5toUKXaMTpRyIQiMqbJbzJpaDoNg8iaESaV0gkF17md9X7baeYqfbr55wlGxcgbyLvlmgba7wK6dEcl5t53O04ZGun6jnhDZ6WMEkAvUaP8tQMXRe7Z1c8Byd5QNeISXOxnMDlsCUSlMNG2BGLGHM/8Jpn5ef5+Rkr73fekxeilevl17nVV9dYKr8F+fn0G7/zConUw+/3O9LnjgnCh+rqsXf5CnNcvUaPSph3PFbrpRsj4/IZ91q8n37O427PVcx3BBCTPGIVqlxz1Tm5PedEnoujpRuQh40gooTb0vfx8sR5tQz7Gbbgp0UtCB4gN+fj1kvpV1gKs4gm6qLoFa/PO0Ew4tWaRUZYgSFA+v9BDy1TvZd+ro1uPGb11TWWYmM6Yfy6eFk7xSrP0eyjpoOqMbfqnCIJ6U+ESKVYQAobQUQJ3UXdj/C5SCc0LwKD30qWbjhJIkzeuucTqxLHqmuWqgpKqp434Q9ByuUUBeFeo0eha1GhOR8HIURcF/G99Ht+3LVgoanoOCkNYt/S/PIy38bmZe3knzk3fdSihXgOvUaOQNOWrcpz8qunaJC9xNGGFDaCiBK6i3qknqp4TmiyJtVsTF6abTpty5dODvrkrXM+sUiupgWPIPwnKEq/KAiLc3FQFEsveJkfVWuPjseMp0NGhqUVSlbf4ojHxvCq8Mf6mbO7lvvWrMXAyZMsiiMrjiI7J6/nTAVITkAKG0FEEZ0JNlJPVTwmNLsm1dFSEOqra9qUNcAMCUn0yTsWydWJtuAlggeVSH4S5Tl0EoSDolh6we38aLf28PMgEO4xEzne0mIJP2w9ejSisYno3Jd4PYP11TXYueAd7K1ZHnYt7XLRnM7J6XvZ+VIBkhOQwkYQcSbS8JpIJrRoxOBHS0EQQ1RgGAk/eccitCqRFrxYegMTRSAnYk+ieaUTWSmzw+38aLf2yDyRdjjNm37N3XZeLNUzGM25ix2XIV7LaK3v4vkOnDwJx1ta0HP4sIT2EvsJKWwEEQAiWXC9LhzRisGPloIgJl0PnDwpKSbvaAtbQcq3ccJNjkkkJJpATsSWRPNKJzNu5ke7tcftPKizfaRzt65HkH8Go9m6QTwugLDiJtFa3y3HDYXMipPsHONRCTNokMJGEEmAl4UjWjH40VIQEknxCBp+KYXRtuy6yTFxOzb+exLICTsSySsdFILgsfY7PDTaxjQ3HkH2DIqKzbqn/ojDdfW+GZ/E4+aXjbbkRUZrHRaPGwvDXaJBfdgigPqwEYlMNPreBGHRJqJDtPskiX2G8svLMHrmPb6MjS9Ww7yzdj2DCCJaLS+ScY5MlJ6jQcPpusmeQTFkkcevvmzxavfCjpuWnp7Q8zP1YSMIwlf8tpRRmFlyE22vlNscE92xyYrVtB49ilFVd7eFYAoko0BNuCca3pVknSO9zg1Bftd0xuZHOx23HsGCinLT4GTBx75s8cqJ5I9rV3EyVSGFjSAcCPKiokJ3zH5OzLJFm32ue+0S8VqnCtEOE3MSXuyeDbux2RWrYT2q9tQsM3NBklGgJoJBsobiepkbgqy86ozNr/F7WYMtFSzbEUMXE51kLaQTCWnxHgBBBBk2Ke948y2sqLoP9dU18R6SI/Eac8/hw0xBxGhtRVp6uqtxJOK1TiWYQtXvkotM5WbdnKd9vU8FFeUYOv16pXCkejbEsfG/7zl8mOlZA2AWq5EJzyqjA0H4gThHJktunN37pyLI75rO2OI5ftmcNnrmPaTgJDnkYSMIGxLRIhqvMYseErfjSMRrnWowq6eTddlvT6ldxTT+OKpKbjLPncorQMUmiGiRiIWT/IjWSLT+Wqqx8ecRz/En4nNERA4VHYkAKjqS/CRiMnVQxux2HEEZN+EMXyBETHSPVjEbcZ8AIj6OKqmfBCGC8OddtttHkN81cWyqOSio4yfiBxUdIYg4kIiWrKCM2e04gjJuwhmnnDG/PaWyZ2PdnKcjPo4qqZ+ePYLw512220eQ3zVxbLIekbLw7VhDed+pAylsBOFAkBcVFUEZs9txBGXchD12ynW0QoXEZyPIIVUEkQz48Y7F6z31qsjIfhdpj8hoEaTCLaQ4Rh8KiYwACokkCIIIJ1ahTkEOqSKIZMCPd0wVehwtAd9rKKfqd5H0iIwmdqHpsYTSGaxQSCRBEEQUIMug/3j1lLq9F+SRJYjo4sc7Ju4j2p4hr6Gcqt9F0iMymgQlyoAKhsUGKutPEETKQq0EggPdC4JIDaJdEt9r+wTV77y0LZBRX13jaysUv8YVKcnariJoUEhkBFBIJJFokDfpBPXVNdj4/Ato2rYdMIy4hpQQwQnvIYhIoDnWmViE0HkN5YxWmHWyhw1SePoJKCSSIIiICFKCcrxh1wKhkNmANAiWwVQW9oIS3kMQXqE5Vo9YVASOJJQzGn6MZAwb1OmDSfgHKWwEkSIk44LhFf5aIBRCzoD+KLnqyrhej1QX9qitA5Ho0ByrTxAF/GjOwclmkEr19SoeUA4bQaQIFGd+Av5awDDirqwB0c/rSAQKKsoD0duIILxAc2xiE805OCj5Zn5B61XsIQ8bQaQIqeLB0AkrDOK1SDYLLEGkGkGcVwh9oj0HB9Gr6BVar2IPFR2JACo6QhDBItETuylxmyAIIn7QHKyPXz36ki1vO1q6ASlsEUAKG0EEC6o0mJwLIEEQBJFcJLqBVUW0dAPKYSOIKOJ33xXCnlTPIaFeZgRBEEQiQHlw7iCFjSCiBAnPsSfZErvdQgsgQRAEkQikuoHVLVR0hCCiBJV4jg/JlNjtFkoE9w6FkhIEQcQOKtLjjkB62KqqqhAKhSz/Bg8ebH4/ffp0DBgwAF26dEFeXh4uvvhibNiwwbIP8fehUAgvvfSS+f37778v3aa+vj5m50kkN2Q9ih4Uaion1T2Mdtg9M+QNJwjCK7QeeYdauegTWA/b0KFDsXjxYvPvjh1PDHXEiBGYOnUq+vTpg/3796OqqgqVlZXYvn07OnToYG43b948TJgwwfy7e/fuYcfZuHGjJSmwV69ePp8JkaqQ9Sg66DTsTGVvSSp7GFU4PTPkDScIwgvUQJqIFYFV2Dp27IiCggLpdzfccIP5/3379sX999+P4cOHY8eOHRgwYID5Xffu3ZX7YPTq1UuqyBGEH5Dw7D9OwjUtoISI0zNDoaSEn6SywSjVIGMPESsCGRIJAJs3b0ZRURH69++PqVOnYteuXdLtmpubMW/ePPTr1w+9e/e2fHfTTTehZ8+eGD16NJ599lnIOhicccYZKCwsxHnnnYelS5fajqmlpQVNTU2WfwRBxBanUFMqvEGIOD0zFEpK+AWF16YWQUp9oNDM5CaQHraysjLMnz8fpaWlqKurw8yZMzF27FisW7cOWVlZAIAnnngCt912G5qbm1FaWopFixYhPT3d3Me9996L7373u8jMzMTChQvx3//93zh48CB++tOfAgAKCwsxZ84cjBw5Ei0tLXjmmWdw9tlnY9myZfj2t78tHdesWbMwc+bM6F8AgiCUOIWapqK3hCz69uiEJ5M3nPAD8rikFkFJfaDIkuQnIRpnf/311yguLsYjjzyCadOmAQAaGxuxd+9e1NXV4aGHHsIXX3yBpUuXonPnztJ93HPPPZg3bx4+//xz5XG+853voE+fPnj++eel37e0tKClpcX8u6mpCb1796bG2QQRMOqra+K+gMaKZG0+ShCJCL2PRDxYN+dp7HjzLdNQ0O+SizB0+vXxHlZKEq3G2YH0sIl0794dJSUl2LJli/lZTk4OcnJyMGjQIJSXlyM3Nxevv/46pkyZIt1HWVkZ7rvvPrS0tCAjI0O6zejRo/HRRx8px5GRkaH8LUEQwSGVvCVk0SeI4BAUj0skkMc+8UjFyJJUIyEUtoMHD2Lr1q24+uqrpd8bhgHDMCzeL5HVq1cjNzfXVuFavXo1CgsLIx4vQRBErKCFmiCCRSIbjCi0LjFJBkMBYU8gFbZbb70VEydORHFxMWprazFjxgx06NABU6ZMwbZt2/Dyyy+jsrISeXl52L17Nx588EF06dIFF1xwAQDgrbfewp49e1BeXo7OnTtj0aJFeOCBB3Drrbeax3jsscfQr18/DB06FEeOHMEzzzyDd999FwsXLozXaRMEQbiGFmqCIPwiETz25AGUk8iGAsKZQCpsu3fvxpQpU/DVV18hLy8PZ511FmpqapCXl4djx45hyZIleOyxx9DQ0ID8/HyMGzcOH3/8sdlDrVOnTvjDH/6An/3sZzAMAwMHDsQjjzyC668/Ec979OhR/PznP8cXX3yBzMxMDBs2DIsXL8Y555wTr9MmCILwBC3UBEH4QZA99vXVNdi54B3srVlOHkAi5UiIoiNBJVqJhQRBEARBEPEgiEWbWKgmDxXXIIJIShcdIQiCIAiCIKJPED32fKgmACAUCpwHkCCiSWAbZxMEQRAEQRAE36AaAPLLRlM4JJFSkIeNIAiCIAiCCCxUXIlIdUhhIwiCIAiCIAJNEEM1CSJWkMJGEARBxB0q1U0QBBEOzY0EQFUiI4KqRBIEQUQO36zXaG2l3BSCIAjQ3JiIREs3oKIjBEEQRFyRNeslCIJIdWhuJBiksBEEQRBxha8AR6W6CYIg2qC5kWBQSGQEUEgkQRCEPwSxWS9BEES8obkxsYiWbkAKWwSQwkYQBEEQBEEQBEA5bARBEARBEARBECkHKWwEQRAEQRAEQRABhRQ2giAIgiAIgiCIgEIKG0EQBEEQBEEQREAhhY0gCIIgCIIgCCKgkMJGEARBEARBEAQRUDrGewAEQRDRoL66BvvWrEXP4cOodw1BEARBEAkLedgIgkg66qtrsKLqPux48y2sqLoP9dU18R4SQRAEQRCEJ0hhIwgi6di3Zi1CaWkwWlsRSkvDV2s/jfeQCIIgCIIgPEEKG0EQSUfP4cNMZc1obUWPYafHe0gEQRAEQRCeoBw2giCSjoKKcoyquhtfrf0UPYadTjlsBEEQBEEkLKSwEQSRlBRUlJOiRhAEQRBEwkMhkQRBEARBEARBEAGFFDaCIAiCIAiCIIiAQgobQRAEQRAEQRBEQCGFjSAIgiAIgiAIIqCQwkYQBEEQBEEQBBFQSGEjCIIgCIIgCIIIKKSwEQRBEARBEARBBBRS2AiCIAiCIAiCIAIKKWwEQRAEQRAEQRABpWO8B5DIGIYBAGhqaorzSAiCIAiCIAiCiCdMJ2A6gl+QwhYBBw4cAAD07t07ziMhCIIgCIIgCCIIHDhwADk5Ob7tL2T4rQKmEK2traitrUVWVhZCoVBE+2pqakLv3r3x+eefIzs726cREkGG7nnqQfc89aB7nnrQPU896J6nHqp7bhgGDhw4gKKiIqSl+Zd5Rh62CEhLS8Mpp5zi6z6zs7PpZU8x6J6nHnTPUw+656kH3fPUg+556iG753561hhUdIQgCIIgCIIgCCKgkMJGEARBEARBEAQRUEhhCwgZGRmYMWMGMjIy4j0UIkbQPU896J6nHnTPUw+656kH3fPUI9b3nIqOEARBEARBEARBBBTysBEEQRAEQRAEQQQUUtgIgiAIgiAIgiACCilsBEEQBEEQBEEQAYUUNoIgCIIgCIIgiIBCCptPzJo1C6NGjUJWVhZ69eqFSy65BBs3brRsM336dAwYMABdunRBXl4eLr74YmzYsMGyzf/93//hzDPPRFZWFgoKCnD77bfjm2++sWyzdu1ajB07Fp07d0bv3r3x29/+NurnR4QTq3u+Y8cOhEKhsH81NTUxOU/iBDr3nGEYBs4//3yEQiG88cYblu927dqFCy+8EJmZmejVqxd+8YtfhL3n77//Pr797W8jIyMDAwcOxPz586N0VoQdsbrn77//vvQ9r6+vj+bpERL8uuc//elPMWLECGRkZOCMM86Q/p7W82AQq3tO63lw8OOer1mzBlOmTEHv3r3RpUsXDBkyBI8//njY7/1Yz0lh84kPPvgAN910E2pqarBo0SIcO3YMlZWVaG5uNrcZMWIE5s2bh/Xr1+Odd96BYRiorKzE8ePHAbTd+AsuuAATJkzAJ598gpdffhl///vf8ctf/tLcR1NTEyorK1FcXIxVq1Zh9uzZqKqqwtNPPx3zc051YnXPGYsXL0ZdXZ35b8SIETE7V6INnXvOeOyxxxAKhcI+P378OC688EIcPXoUH3/8MZ577jnMnz8f99xzj7nN9u3bceGFF+Kcc87B6tWrcfPNN+NHP/oR3nnnnaieHxFOrO45Y+PGjZb3vFevXlE5L0KNH/ec8cMf/hBXXHGF9Dtaz4NDrO45g9bz+OPHPV+1ahV69eqFP//5z/jss89w11134Y477sDvf/97cxvf1nODiAp79+41ABgffPCBcps1a9YYAIwtW7YYhmEYd9xxhzFy5EjLNn//+9+Nzp07G01NTYZhGMYTTzxh5ObmGi0tLeY2t99+u1FaWhqFsyDcEK17vn37dgOA8cknn0Rt7IQ3VPf8k08+MU4++WSjrq7OAGC8/vrr5ndvv/22kZaWZtTX15ufPfnkk0Z2drb5Xt92223G0KFDLfu84oorjPHjx0fvZAgtonXP33vvPQOA0dDQEIvTIFzg5Z7zzJgxwxg+fHjY57SeB5do3XNaz4NLpPec8d///d/GOeecY/7t13pOHrYo0djYCAA46aSTpN83Nzdj3rx56NevH3r37g0AaGlpQefOnS3bdenSBUeOHMGqVasAANXV1Rg3bhzS09PNbcaPH4+NGzeioaEhGqdCaBKte8646KKL0KtXL5x11ln4+9//HoUzINwiu+eHDh3ClVdeiT/84Q8oKCgI+011dTVOP/105Ofnm5+NHz8eTU1N+Oyzz8xtvve971l+N378eFRXV0fjNAgXROueM8444wwUFhbivPPOw9KlS6N0FoQbvNxzHWg9Dy7RuucMWs+Dh1/3vLGx0bIPv9ZzUtiiQGtrK26++WaMGTMGp512muW7J554At26dUO3bt3wz3/+E4sWLTIn6/Hjx+Pjjz/GX/7yFxw/fhxffPEF7r33XgBAXV0dAKC+vt6y6AMw/6Zch/gRzXverVs3PPzww3j11Vfxj3/8A2eddRYuueQSmuTjjOqe/+xnP8OZZ56Jiy++WPo7nXdYtU1TUxMOHz7s52kQLojmPS8sLMScOXPw2muv4bXXXkPv3r1x9tln41//+leUzobQwes914HW82ASzXtO63kw8euef/zxx3j55Zdxww03mJ/5tZ531N6S0Oamm27CunXr8NFHH4V9N3XqVJx33nmoq6vDQw89hEmTJmHp0qXo3LkzKisrMXv2bNx44424+uqrkZGRgbvvvhtLlixBWhrp1kEmmve8Z8+euOWWW8z9jRo1CrW1tZg9ezYuuuiimJ0jYUV2z//+97/j3XffxSeffBLHkRHRIpr3vLS0FKWlpebfZ555JrZu3YpHH30Uzz//fET7JrxD73nqEc17Tut5MPHjnq9btw4XX3wxZsyYgcrKSt/HSFqAz/z4xz/G//7v/+K9997DKaecEvZ9Tk4OBg0ahHHjxuGvf/0rNmzYgNdff938/pZbbsHXX3+NXbt2Yd++faZW379/fwBAQUEB9uzZY9kn+ztSFz3hjWjfcxllZWXYsmWL/ydDaKG65++++y62bt2K7t27o2PHjujYsc0m9p//+Z84++yzAei9w6ptsrOz0aVLl2idFmFDtO+5jNGjR9N7Hkciuec60HoePKJ9z2XQeh5f/Ljn//73v3HuuefihhtuwK9+9SvLd36t5+Rh8wnDMPCTn/wEr7/+Ot5//33069dP6zeGYaClpcXyeSgUQlFREQDgL3/5C3r37o1vf/vbAICKigrcddddOHbsGDp16gQAWLRoEUpLS5Gbm+vzWRF2xOqey1i9ejUKCwsjOwHCNU73/Je//CV+9KMfWT47/fTT8eijj2LixIkA2t7hX//619i7d69ZAXDRokXIzs7Gqaeeam7z9ttvW/azaNEiVFRUROvUCAWxuucy6D2PD37ccx1oPQ8OsbrnMug9jw9+3fPPPvsM3/3ud3HNNdfg17/+ddhxfFvPXZUoIZT813/9l5GTk2O8//77Rl1dnfnv0KFDhmEYxtatW40HHnjAWLlypbFz505j6dKlxsSJE42TTjrJ2LNnj7mf3/72t8batWuNdevWGffee6/RqVMnS0War7/+2sjPzzeuvvpqY926dcZLL71kZGZmGk899VSsTznlidU9nz9/vvHiiy8a69evN9avX2/8+te/NtLS0oxnn3021qec8jjdcxkQqkp98803xmmnnWZUVlYaq1evNhYsWGDk5eUZd9xxh7nNtm3bjMzMTOMXv/iFsX79euMPf/iD0aFDB2PBggXRPD1CQqzu+aOPPmq88cYbxubNm41PP/3U+J//+R8jLS3NWLx4cTRPj5Dgxz03DMPYvHmz8cknnxjTp083SkpKjE8++cT45JNPzKqQtJ4Hh1jdc1rPg4Mf9/zTTz818vLyjKuuusqyj71795rb+LWek8LmEwCk/+bNm2cYhmF88cUXxvnnn2/06tXL6NSpk3HKKacYV155pbFhwwbLfs455xwjJyfH6Ny5s1FWVma8/fbbYcdas2aNcdZZZxkZGRnGySefbDz44IOxOEVCIFb3fP78+caQIUOMzMxMIzs72xg9erTx6quvxuo0CQ6ne676jbio79ixwzj//PONLl26GD179jR+/vOfG8eOHbNs89577xlnnHGGkZ6ebvTv39/2GET0iNU9/81vfmMMGDDA6Ny5s3HSSScZZ599tvHuu+9G6awIO/y659/5znek+9m+fbu5Da3nwSBW95zW8+Dgxz2fMWOGdB/FxcWW3/mxnofaB0AQBEEQBEEQBEEEDCo6QhAEQRAEQRAEEVBIYSMIgiAIgiAIgggopLARBEEQBEEQBEEEFFLYCIIgCIIgCIIgAgopbARBEARBEARBEAGFFDaCIAiCIAiCIIiAQgobQRAEQRAEQRBEQCGFjSAIIkW49tprcckll8R7GIQNVVVVCIVCCIVCeOyxx+I9HNecffbZuPnmm2N6PHa9Vq9eHbPjEgRBxBJS2AiCIJIAJrSq/lVVVeHxxx/H/Pnz4z1UKTt27MC0adPQr18/dOnSBQMGDMCMGTNw9OhR6fZbtmxBVlYWunfvbvl8/vz5YefeuXNnyzaqazR79mxzm/3792Pq1KnIzs5G9+7dMW3aNBw8eNCyn7Vr12Ls2LHo3Lkzevfujd/+9rdh43z11VcxePBgdO7cGaeffjrefvttx2sxdOhQ1NXV4YYbbjA/69u3rznODh06oKioCNOmTUNDQwOANmXc7v737dsXQLhCxSs8GRkZOPnkkzFx4kT87W9/cxxnEPjb3/6G5cuXx3sYBEEQUYUUNoIgiCSgrq7O/PfYY48hOzvb8tmtt96KnJycMAUnKGzYsAGtra146qmn8Nlnn+HRRx/FnDlzcOedd4Zte+zYMUyZMgVjx46V7ks89507d1q+57+rq6vDs88+i1AohP/8z/80t5k6dSo+++wzLFq0CP/7v/+LDz/80KJANTU1obKyEsXFxVi1ahVmz56NqqoqPP300+Y2H3/8MaZMmYJp06bhk08+wSWXXIJLLrkE69ats70WHTt2REFBATIzMy2f33vvvairq8OuXbvwwgsv4MMPP8RPf/pTAMDjjz9uOScAmDdvnvn3ihUrlMe7/vrrUVdXh61bt+K1117DqaeeismTJ1vON6icdNJJyMvLi/cwCIIgogopbARBEElAQUGB+S8nJwehUMjyWbdu3cJCIs8++2z85Cc/wc0334zc3Fzk5+fjj3/8I5qbm3HdddchKysLAwcOxD//+U/LsdatW4fzzz8f3bp1Q35+Pq6++mrs27cvovFPmDAB8+bNQ2VlJfr374+LLroIt956q9TT86tf/QqDBw/GpEmTpPsSzz0/P195rQoKCvDmm2/inHPOQf/+/QEA69evx4IFC/DMM8+grKwMZ511Fv7f//t/eOmll1BbWwsAeOGFF3D06FE8++yzGDp0KCZPnoyf/vSneOSRR8zjPP7445gwYQJ+8YtfYMiQIbjvvvvw7W9/G7///e89XaOsrCwUFBTg5JNPxjnnnINrrrkG//rXvwAAOTk5lnMCgO7du5t/2yk1mZmZKCgowCmnnILy8nL85je/wVNPPYU//vGPWLx4sfJ3zc3N+MEPfoBu3bqhsLAQDz/8cNg2zz//PEaOHGmO/corr8TevXsB/P/27j+m6uqP4/iTH1oEKPLDwU0hFeJiISAt5aaQwkQh1nJjpa0iLndp5WoVOldjpFtzk0ZpWUbyY1NHowJjLYcplktWYaFoi8BFCQ1q/NBMpvy43z/cveMT+APFdf36emx3857P+5z7OfzjfXHO5wB2u53w8HAKCgoMfRoaGnBzc6OlpQW73U5+fj6hoaHcdtttmEwmZ0gVEblVKLCJiNzCysrKCAwM5LvvvmPNmjWsXr2azMxMLBYLP/zwA0uWLOGJJ57g3LlzAPT29rJ48WLi4uKor69n7969dHZ2XjI8XY/Tp0/j7+9vaDtw4AAVFRW8++67l+x39uxZwsLCmD59Og8//DAnTpy4ZG1nZyeff/45VqvV2VZXV4efnx/33Xefsy0lJQV3d3e+/fZbZ01iYiITJ0501qSmptLU1OTcplhXV0dKSorh81JTU6mrq7uK2V9ee3s71dXVzJs377rHGs1TTz3FlClTLrs1Mjc3l6+++oo9e/ZQU1PDwYMHnQHSob+/n40bN3L06FGqqqpobW0lKysLuBiss7OzKSkpMfQpKSkhMTGR8PBwPvnkEwoLC9m+fTvNzc1UVVURHR097vMVEXFlCmwiIrewmJgYXnvtNSIiIli/fj233347gYGB2Gw2IiIiyMvLo6uri2PHjgHwzjvvEBcXxxtvvIHZbCYuLo7i4mJqa2v55Zdfxu2+Wlpa2Lp1K88884yzrauri6ysLEpLS5k0adKo/SIjIykuLmbPnj3s3LmToaEhLBYLbW1to9aXlZXh6+vL8uXLnW0dHR1MnTrVUOfp6Ym/vz8dHR3Omn+v3DneX6nGcX2s1q1bh4+PD15eXkybNg03NzfDit54cnd35+6776a1tXXU62fPnmXHjh0UFBSQnJxMdHQ0ZWVlDAwMGOqys7NZtmwZM2fOZP78+WzZsoUvvvjC+TxgVlYWTU1NzufQ+vv72b17N9nZ2QD8/vvvBAcHk5KSQmhoKPfffz82m+2GzFlExFUpsImI3MLmzJnj/LeHhwcBAQGGFQxH4HBsYzt69Ci1tbX4+Pg4X2azGYCTJ0+O+hnDa1etWnXFe2pvb2fp0qVkZmYavpzbbDZWrlxJYmLiJfsmJCTw5JNPEhsbS1JSEp9++ilBQUFs37591Pri4mIef/zxEQeTuKLc3FwaGho4duwY+/fvByA9PZ3BwcEb8nl2ux03N7dRr508eZILFy4YVvj8/f2JjIw01B05coSMjAxCQ0Px9fUlKSkJuBjEAEwmE+np6RQXFwNQXV3N+fPnyczMBCAzM5O+vj5mzpyJzWajsrJyRCgUEfl/p8AmInILmzBhguG9m5uboc3xhX1oaAi4uLKSkZFBQ0OD4dXc3HzJIDW8bsOGDZe9nz/++INFixZhsVgMB3jAxe2QBQUFeHp64unpidVq5fTp03h6ejq/8I82v7i4OFpaWkZcO3ToEE1NTeTk5Bjag4ODnQHVYWBggO7ubufzYcHBwXR2dhpqHO+vVOO4PlaBgYGEh4cTERHB4sWLeeuttzh8+DC1tbXXNN7lDA4O0tzczIwZM655jH/++YfU1FQmTZrErl27+P7776msrAQwnP6Zk5NDeXk5fX19lJSU8OijjzoPXJk+fTpNTU1s27YNLy8vnn32WRITE+nv77++CYqI3EQU2ERE5KrNnTuXEydOcNdddxEeHm54eXt7j9pneM2/txoO197ezoMPPkh8fDwlJSW4uxv/i6qrqxsR/nx9fWloaOCRRx4ZdczBwUEaGxsJCQkZcW3Hjh3Ex8cTExNjaE9ISKC3t5cjR4442w4cOMDQ0JBzRSkhIYGvv/7aEBz27dtHZGQkU6ZMcdY4VsKG1yQkJFzyZzAWHh4eAPT19Y3LeMOVlZXR09NjODlzuFmzZjFhwgTnM30APT09hm2xP//8M11dXWzatImFCxdiNptHBGGAtLQ0vL29ee+999i7d69zO6SDl5cXGRkZbNmyhYMHD1JXV0djY+M4zVRExPV5/tc3ICIiN4/nnnuOoqIiVqxYwdq1a/H396elpYXy8nI+/PBDZ4gYK0dYCwsLo6CggL/++st5zbEiFRUVZehTX1+Pu7s79957r7Ntw4YNzJ8/n/DwcHp7e9m8eTO//fbbiFW0M2fOUFFRMerJhlFRUSxduhSbzcb7779Pf38/zz//PI899hgmkwmAlStX8vrrr2O1Wlm3bh3Hjx/n7bffprCw0DnOCy+8QFJSEm+++Sbp6emUl5dTX18/YuXwav399990dHRgt9s5deoUa9euJSgoCIvFck3jOZw7d46Ojg4GBgZoa2ujsrKSwsJCVq9ezaJFi0bt4+Pjg9VqJTc3l4CAAKZOncqrr75qCNmhoaFMnDiRrVu3smrVKo4fP87GjRtHjOXh4UFWVhbr168nIiLCEGhLS0sZHBxk3rx53HHHHezcuRMvLy/CwsKua84iIjcTrbCJiMhVM5lMfPPNNwwODrJkyRKio6N58cUX8fPzG7EiNhb79u2jpaWF/fv3M23aNEJCQpyvsejp6cFmsxEVFUVaWhpnzpzh8OHDzJ4921BXXl6O3W5nxYoVo46za9cuzGYzycnJpKWlsWDBAkPQmjx5MjU1Nfz666/Ex8fz8ssvk5eXZ/jbZRaLhd27d/PBBx8QExPDxx9/TFVVlSFgjkVeXh4hISGYTCYeeughvL29qampISAg4KrHGBoawtPT+LvaoqIiQkJCmDVrFsuXL+enn37io48+Ytu2bZcda/PmzSxcuJCMjAxSUlJYsGAB8fHxzutBQUGUlpZSUVHB7Nmz2bRp04gj/B2sVisXLlzg6aefNrT7+flRVFTEAw88wJw5c/jyyy+prq4e05xFRG52bna73f5f34SIiIhAfn4+VVVVNDQ03JDxzWYzOTk5vPLKKzdk/Gt16NAhkpOTOXXq1IiTNa+ktbWVGTNm8OOPPxIbG3tjblBE5D+kFTYREREX0tjYiI+PzxVXuMbizz//pKysjKamJpKTk8dt3Ot1/vx52trayM/PJzMzc8xhbdmyZdxzzz036O5ERFyDVthERERcRHd3N93d3cDFLYWTJ08el3Hnzp1LT08PL730EmvWrBmXMcdDaWkpVquV2NhYPvvsM+68884x9W9vb3ceuuJ4Zk5E5P+NApuIiIiIiIiL0pZIERERERERF6XAJiIiIiIi4qIU2ERERERERFyUApuIiIiIiIiLUmATERERERFxUQpsIiIiIiIiLkqBTURERERExEUpsImIiIiIiLgoBTYREREREREX9T/KjwmhdBWs2wAAAABJRU5ErkJggg==\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 876,
-              "height": 371
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 7
-    },
-    {
-      "cell_type": "code",
-      "source": "fig, ax = plt.subplots(figsize = (8,5))\n\n# now plot both the binned and unbinned data (you have to tell the code to plot it on the axes using ax =ax)\nlc.plot(ax = ax, linewidth = 0, marker = 'o', color = 'gold', markersize = 1)\nlc_collection_binned.plot(ax = ax, linewidth = 0, marker = 'o', color = 'black', markersize = 2)",
-      "metadata": {
-        "source_hash": "6c41bad6",
-        "execution_start": 1686930046751,
-        "execution_millis": 98,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "caad74675c284350b8b9f0980038384f",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 8,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 800x500 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 722,
-              "height": 448
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 8
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Plot the light curve & phase folded light curve",
-      "metadata": {
-        "tags": [],
-        "cell_id": "fc235a2857a24ff1bd5303f0bef36f51",
-        "deepnote_cell_type": "markdown"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### Phase-folding background",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "fc44508b3ad342e8862821f2f2d8fa14",
-        "deepnote_cell_type": "text-cell-h3"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Use ExoFop to look up period & time of transit events for each ID",
-      "metadata": {
-        "formattedRanges": [
-          {
-            "url": "https://exofop.ipac.caltech.edu/tess/",
-            "type": "link",
-            "ranges": [],
-            "toCodePoint": 10,
-            "fromCodePoint": 4
-          }
-        ],
-        "cell_id": "cfa3d7ace69540e38672d6a1c39375f2",
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "period  = 289 # time between transit events (duration of a year on this planet)\nt0 = 336 # time of one of the transit events \n",
-      "metadata": {
-        "source_hash": "6660b029",
-        "execution_start": 1686930059581,
-        "execution_millis": 2,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "1fe52107cf1144d28071bd25aaca401f",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 10
-    },
-    {
-      "cell_type": "code",
-      "source": "%matplotlib inline\n\n# use the lightkurve function .fold to phase fold the data (make sure to give it the period and t0)\nlc_phased = lc.fold(period = period, epoch_time = t0)\n# plot the phase folded data (the transit event is at phase = 0 so try zooming in on it to see it better)\nlc_phased.plot(linewidth =0, color = 'maroon', marker = '.')",
-      "metadata": {
-        "source_hash": "8934fe1",
-        "execution_start": 1686930059582,
-        "execution_millis": 15,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "54b8beb6f4f64f6cb0fe18c3fc09f1fa",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 11,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Phase [JD]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 848.5x400 with 1 Axes>",
-            "image/png": "iVBORw0KGgoAAAANSUhEUgAAAvcAAAF4CAYAAADQcdYrAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/NK7nSAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOy9f3xUV5k//p6ZTDKZEEImTZVACAJuscS6QKo1ZeNnYW1sseKKC022+tFtu4Yf1lp2NZ/GbaVuumkrtVV+ZNvt6u5Wfim7okKbKrhGNrqSlv2uaW0VkBCgtZGEEJhMMpmZ7x/3Pmeec+69k0kySSbJeb9evICZO/eee3485znPj/fjisViMWhoaGhoaGhoaGhoTHq4J7oBGhoaGhoaGhoaGhqpgVbuNTQ0NDQ0NDQ0NKYItHKvoaGhoaGhoaGhMUWglXsNDQ0NDQ0NDQ2NKQKt3GtoaGhoaGhoaGhMEWjlXkNDQ0NDQ0NDQ2OKQCv3GhoaGhoaGhoaGlMEWrnX0NDQ0NDQ0NDQmCLImOgGTCdEo1F0dXUhOzsbLpdropujoaGhoaGhoaExCRCLxdDX14dAIAC3O7FtXiv344iuri58+tOfnuhmaGhoaGhoaGhoTEJ885vfxDXXXJPwGq3cjyOys7MBGAPj9/snuDUaGhoaGhoaGhqTAcFgEJ/+9KeFLpkIWrkfR1Aojt/v18q9hoaGhoaGhobGsJBMWLdOqNXQ0NDQ0NDQ0NCYItDKvYaGhoaGhoaGhsYUgVbuNTQ0NDQ0NDQ0NKYIdMy9hoaGhoaGxrRAMBhEd3c3otHoRDdFQ0PA7XYjPz8/ZfmYWrnX0NDQ0NDQmNKIRqP4zne+g1/84hcT3RQNDUfcdNNN+Iu/+IsheeyHglbuNTQ0NDQ0NKY0SLG//fbbsWDBAng8nolukoaGQCQSwenTp/GDH/wAALB+/fpR3U8r9xoaGhoaGhpTFsFgUCj2K1eunOjmaGjYYv78+QCAH/zgB7j99ttHFaKjE2o1NDQ0NDQ0piy6u7sBAAsWLJjglmhoJAbNUZqzI4VW7jU0NDQ0NDSmLCh5VofiaKQ7aI6ONuFbK/caGhoaGhoaGhoaUwRaudfQSFO0Njbiyfnz0drYONFN0dDQ0NDQ0Jgk0Am1E4D777/fQnO0evVqrF69eoJapJGOONbQgJ72dhxraEBZTc1EN0dDQ0NDY4Jw++23D3nN5z73Obz73e/G3XffjdraWtx8883iu1gshqNHj+LFF1/EmTNnMDAwgLe97W248cYb8dGPfhQFBQWO9927dy9eeeUV/Pa3v8XVq1fxxBNP4J3vfKd0zY9//GM89dRTlt+uXbsWn/rUp8T/Q6EQ9u3bh5/97Gfo7u7GNddcg1WrVmHt2rVS2FRHRweeffZZtLW1ISMjAzfeeCPuvvtu5OXlSff/7//+b+zfvx8dHR3w+Xy4/vrr8alPfQpvf/vbbd/l5z//OR555BHMmzcPO3bsEJ///ve/x9133225/rrrrsNXv/pV8f+77roLb731lu29H3/8cSxevBgAsG3bNrz++uvo6upCRkYG5s+fj3Xr1mHZsmW2v001tHI/AXjiiSdSVqhAY+piRW0tjjU0YEVt7UQ3RUNDQ0NjAvH4449L///bv/1bfPjDH8YHPvAB8dns2bMRCoUsv43FYvjqV7+KY8eOCUU6OzsbHR0deP755/Hmm2+irq7O8dkvvPAC3v72t+M973kPWlpaErZz69atkn6jHhr+8R//ES0tLfjkJz+J4uJivPbaa/j2t7+NUCiET37ykwAMdqO6ujoUFBTgb/7mb9Df349//dd/xcMPP4zHH39cGEd/9atf4ZFHHsGf/umf4hOf+AR6e3vx7W9/Gw8++CC+8Y1vICsrS3p2f38//umf/gmzZs1ybP8nP/lJvPvd7xb/z87Olr5/4IEHEA6Hpc++9a1v4dy5c9KBJxwO46Mf/SiKioowMDCAH/3oR9i6dSseeeQRLFmyJGEfpgJaudfQSFOU1dRoi72GhsakQ2tjozBMaBmWGpBFmKOwsNDyuZ1yf/jwYTQ3N+Pee+/FBz/4QfH5u9/9blRWVuLEiRMJn/3P//zPcLvd+NWvfjWkcr9w4UKLdZ0QjUbxs5/9DB/72MdEpMINN9yA8+fP42c/+5lQ7g8dOoSrV6/iqaeeQn5+PgCgqKgI999/P/77v/8b73//+wEAzc3NKCwsxOc+9zm4XC4AQF5eHurq6nDy5EmLEv2d73wHhYWFeNvb3oaTJ0/atrGoqMi2r/n7cYRCIZw6dQorV66UPA+1ilFu+fLluPvuu/GTn/xkXJR7HXOvoaGhoaGhkTLwkEKNicf3vvc9LFy4UFLsCR6PB2VlZQl/P9pqqYRYLIZIJGKJXPD7/YjFYuL/p0+fxjve8Q6h2APAO9/5TuTm5uKXv/yl+CwSiSA7O1so9nQvehbHG2+8ge9973v4zGc+k5J3IfziF79AKBTC//k//yfhdR6PBzNmzLBY/ccKWrnX0NDQ0NDQSBlW1NYir6REhxSmAf7whz/gzTffHLdY782bN2PNmjW4++678Z3vfAeRSER85/F4sGrVKhw6dAi/+c1v0NfXh//5n//BT37yE3z4wx8W14XDYXi9Xsu9vV4vOjo6xP9XrVqFjo4OYel/88038W//9m9YsGAB3vWud0m/ffrpp7Fy5Uq84x3vSNj+nTt3Ys2aNbjzzjvxjW98A729vQmv/+lPf4prr73W8jwgfpi5fPky/v3f/x0XLlzArbfemvB+qYJW7jU0JgE0c46GhkY6IZFMKqupwX1nzky6kJzhyNmxujbVuHjxIgAjhGcsEQgEUF1djc9//vN46KGHUFZWhueeew7PPPOMdN2GDRtwww03YMuWLVi3bh3+7u/+Drfddhs++tGPimtmz56N9vZ29Pf3i8/eeustdHd348qVK+KzJUuW4IEHHsC//Mu/4I477sA999yDS5cu4ctf/rIUIvPLX/4Sr732Gv7yL//Ssf1erxe33norPvvZz+Lv//7v8ed//uc4duwYvvSlL2FwcND2N5cvX8b//M//SHkPHC+++CI++tGP4i//8i+xd+9efOELX0gY8pNKaOVeQ2MSYCRubn0g0NDQGCtMxdCb4bzTWF07VuChK2OBZcuWoaqqCsuWLcOyZctQU1ODNWvW4Pnnn0dXV5e47l/+5V/Q2tqKz372s/iHf/gHfOpTn8L3v/99/Pu//7u4prKyEsFgEDt27MDFixdx4cIFPPXUU5Z3+PWvf40nnngClZWVqK+vR21tLaLRKB5++GFxMBgYGMAzzzyD6upqx1wAwDicbNy4ETfddBPe/e53Y+3atfibv/kbnD59Gj//+c9tf3Ps2DEMDg46Kvc33XQTnnjiCXz5y1/GihUr8Oijj6K1tTXpPh0NtHKvoTGBSFYBH4mbezw3FH2Q0NCYXpiKoTfDeaexujbVILaazs7OcX/2ihUrEI1Gcfr0aQBAe3s7/uM//gObNm3CLbfcgtLSUqxduxZ/8Rd/geeeew7BYBAAMHfuXNx777345S9/iU996lP4zGc+g5ycHJSVlSEQCIj7P/3007jhhhtw11134YYbbsDNN9+Mhx56CKdOncJPfvITAMDBgwfhcrlQUVGBK1eu4MqVKxgcHEQsFsOVK1cSxsCXlZXB5/Ph1KlTtt//9Kc/xfz581FSUmL7fV5eHt75zndi+fLluPfee7F8+XJ885vfHFFfDheaLUdDYwKRLJf9SJhzxpNKU3Pya2hML0xFNq/hvNNYXZtqXHPNNZg9ezZefvllfOITn5iQNhDOnj0LAJa494ULFyIcDuPixYsiIXblypX4kz/5E1y4cAEzZsxAQUEBNm7ciPe9733S/fj/AeN9Z86ciTfffBMAcO7cObzxxhu48847Le2pqqrCxo0bRxQH/9Zbb+HXv/61YPhJBosWLcJLL7007GeNBFq519CYQIylAj6eG4rm5NfQ0NBIT6xZswaNjY04cuQIVq1aJX0XjUZx4sQJLF++POXP/dnPfga32y3oI6+99loAwKlTp6QcgJMnT8LlclnyArxer7CK/3//3/+HCxcuSO2/9tprLVb1t956C5cvXxbP+vjHP44/+7M/k6757ne/i3PnzuG+++5DUVGRY/uPHz+OUChkKdgFGDScAFBRUZG4ExheffVVx+JaqYZW7jU0JhBTxfo1Vd5DQ0NDY6rhtttuw6uvvoqvf/3r+PWvf433ve998Pl8OHfuHF544QVce+21CZX7X/3qV7h8+bKwvP/v//4v3nrrLVx77bVC8X3wwQdxww03YP78+QCMyrFNTU24/fbbBaXlokWLsGjRIuzYsQOXLl3C7Nmz8Zvf/Abf+c538Gd/9mfw+XwADO743bt3o7S0FF6vF6+//jq+853voKqqCnPnzhXtuvXWW/HMM8/g6aefxnvf+1709vZi3759yMvLw4oVKwAAxcXFKC4ult7nxz/+Mf7whz9IxaqeffZZuFwuXHfddZgxY4Zo16JFi3DTTTdZ+uSnP/0p3vWud4lDBMfx48dx9OhR3HjjjSgsLERvby9++tOf4uWXX8bf/u3fDjleqYBW7jU0NDQ0NDQ0pihcLhf+5m/+BkuXLsWLL76I5uZmhMNhvO1tb8N73/te/Pmf/3nC3+/evRttbW3i/9/61rcAGKEzn//85wEYcfI/+tGP8Ic//AGxWAxz5szB3Xffjdtvv138zuPx4MEHH8Rzzz2H73znO7h06RIKCwuxdu1arF27Vmpve3s7fvzjHyMUCmHu3LnYsGGDxQJ/++23w+v14vDhw/jRj36E7OxsLF68GF/84hcxc+bMYfVRcXExDh8+jKamJvT396OgoAAf/OAH8Zd/+ZcS8w5ghAOdOXMGGzZssL3X29/+doTDYfzLv/wLLl++jJkzZ2L+/Pl45JFHpAPFWMIVU5n+NcYMwWAQ69evx759+yxFHDSmB3TlRg0NDY3xRUdHB5544gncf//9FivuaHH1rbdw5c03MePtb0eOjRVXQ2M4SDRXh6NDaracaQLNZpIeGCmDjR4/DQ0NjfTDlTffRGRgAFfMBE4NjXSAVu6nCdKBZ1dj5JRoevw0NDT0IT/9MOPtb4cnMxMzxilRUkMjGWjlfppgKnIST0aMtHKjHj8NDQ19yE8/5Fx7Ld52ww06JEcjraATaicA999/P9xu+Vy1evVqrF69esyeqdlMJjf0+Gkkgs7lmB7QlLMaKnTMv4YdtHI/AXjiiSd0Qq3GmEEretMPuojY9IA+5I8MZEyLRCIT3JLUg8f8a+V+8oPmqGoAHi50WI6GxhSDdt1PP+iwLQ0NZxDP+unTpye4JamHjvmfWqA5SnN2pNCWew2NKQbtup9+0BZdDQ1n+P1+3HTTTfjBD34AAFiwYIGFu3xSIz8fXf396OromOiWaIwQkUgEp0+fxg9+8APcdNNNo47u0Mr9NIYO35ia0IqehoaGhoy/+Iu/AACh4GtopCNuuukmMVdHA63cT2PoOF0NDQ0NjVQhnQ1Gbrcb69evx+23347u7m5Eo9GJbpKGhoDb7UZ+fn7K8jG1cj+NocM3NDQ0NDRShclgMPL7/ZrQYoRI58ObhgydUDuNMVLOdQ0NDQ0NDRWpTOzWBbvSD5qsYfJAK/caGhoaGhoao0YqDUZakUw/aFauyQOt3E9zaOuIhoaGhka6QSuS6Qft7Z880Mr9NIe2jowMQx2K9KFJQ0NDY+TQiqSGxsgxaRNqf/WrX+GBBx6w/e7xxx/H4sWLbb/bt28fnnvuOcybNw87duywfB8Oh/Htb38bP/nJT3DlyhXMnz8fd955J5YuXTqi69IVlBhTXF4OANo6MkzYJY7xZKPJkFimoaGhoaGhMfUw6S33t99+O+6//37pz+zZs22v/cMf/oDvfOc78Pl8jvd78skn8b3vfQ8f+MAHcM8998DtdmPr1q145ZVXRnRduoKUz46WFm0dGQHsXMZcodcu5ekJ7bHRmGrQc1pDY/Jh0iv3S5YswZ/+6Z9Kf/Ly8myv/ed//mdcd911WLRoke33v/nNb9Dc3IxPfvKT+Ku/+it86EMfQn19Pa699lp861vfGvZ16QytfI4Odi5j3qdlNTXCgq83xemDiQxz00rY9AUf+1TPAx26qaEx+TDplXsACAaDiEQiCa9pa2vDf/3Xf+Gee+5xvOa//uu/4Ha78aEPfUh8lpmZiQ9+8IN47bXX0NnZOazr0g2tjY14tKAAjxUUAIC22KcYqsI/XpuiVurSBxN5aNZK2PQFH/tUz4OxnNNadmlojA0mvXL/1FNPYf369fjYxz6GBx54AL/97W8t10QiEfzjP/4jbrnlFsyfP9/xXqdPn8acOXMsBS7+6I/+CADwu9/9bljXpRuONTQg1NWFvq4urQCMA8ZL0eOb+XA3S725phYT6bHR3rjpCz72qZ4HY5nYqg+kGslA71PDx6RV7jMyMlBeXo577rkHX/rSl3DnnXfizJkzqK2txalTp6RrX3jhBXR2duLOO+9MeM+uri7k5+dbPqfPLl68OKzrnBAMBpP6Ew6HE95nuFhRWwtfIIDsQEArAOOA8WJ74Jv5cDdLuv5IXR2enD8fB6qrtRAdJUaqsIx2A9PsItMXfOwn0zyYygdSrZCmDvoQOHxMWracd73rXXjXu94l/v++970PN998Mz772c/iX//1X7F161YAwOXLl/Htb38b69evd4zFJwwMDMDr9Vo+z8zMFN8P5zonfPrTn074PaGqqgrV1dVJXZsMSPBrTC2o40oJvcmADgQDvb3oaW9HT0cHEI3iaF2dnisjBPXpcBUWzbCkMd0wlfckWs+HN28GgCn7nuOBkcrU6YxJq9zboaioCDfddBNaWloQiUTg8Xjw3HPPYcaMGfjwhz885O8zMzNtreWkrJPynux1TvjmN79pCemxg90BIpXg1I1a8KQ/khmv4W6WdD3dO9jZiXAwiFiqGj0NMVKFZSI2MC0DNDTGBitqa3F482bEIhF9YB8lpvIhcKwwacNynHDNNddgcHAQ/f39uHDhApqamnD77bejq6sLv//97/H73/8e4XAYkUgEv//979Hb2yt+GwgE0N3dbbknfVZgJqIme50T/H5/Un/GWrnXrq7JhbEaL67g3bJtG/JKSrCqvj6lz9AYGsMJp0iVy1/LgPSGDu1IHca7L8tqanDb9u1TNuxII70x5ZT7N998E5mZmfD5fLh48SKi0Siefvpp3H333eLP66+/jvPnz+Puu+/G3r17xW/f8Y534Pz58wgGg9I9X3/9dfH9cK5Ld1AM/kBvr948JgHGKj5VDQeZLPG60xlH6+rQ096Oo3V1o7pPquaUVkLHBvrwZY+RzLeJ6EstTzUmCpNWue/p6bF89rvf/Q6//OUvsXTpUrjdbsybNw8PPPCA5c+8efNQWFiIBx54AB/84AfF72+++WZEo1G88MIL4rNwOIwf//jHuO6661BYWDis69IdZTU1yMrN1ew5kwRjtVFM5aS2qYqY8vdIkao5pZXQscFYrM2pcBAbyXzTck5jOmHSxtw/9thjyMzMxOLFizFr1iycPXsWTU1NyMrKwv/9v/8XAJCXl4f3v//9lt9+//vfBwDLd9dddx1uvvlm/Ou//it6enowe/ZsHD16FG+99RbuvffeYV83GaATVQwkij2eynHJU/ndpjJW1den1brVcmRsMBaxxlMhcXsk803HbWtMJ7hisdikzJ37/ve/j5/+9Kd44403EAwGkZeXhxtuuAFVVVUoKipK+Nv/9//+Hy5fvowdO3ZYvhsYGMBzzz2H//zP/8SVK1cwf/583HnnnVi2bNmIruMIBoNYv3499u3bl1RCrcb44cn589HT3o68khLcd+YMgLjiO9Dbi76uLum7qQK7957M0IcVDY3E0GtEQ2NyYjg65KRV7icjtHKfvrDb8Ejx9QUCyMrNnZKb4VTb6KfaYUVDQ0NjOmKq7U2pwHB0yEkbc6+hkUrYxR5TjOaiysoJbNnYYqolfOm4Wo2pjtHGzE+FmHuNqQ+dxzM6aOVeQ8MG3GrQ0dKihcwkwVQ7rKQjtHI4sRit0qOVJmfouZ0+0Iaa0UEr99MMWnglB74BaiEzuaHnfPJIpq9SRcOpMTKMVh5peeYMffBJH2hDzeiglftpBi28DAylxPANMFVCRiuZMsarP/ScTx7UV4c3b3Ycl+HQcOo5nxrwfhytPNJKkzP0wUdjqkAr99MMWngZGErhG4sNUCuZMsarP/ScN5CMor2ithYujwexSMRxXFbV1yddxVjP+dRA96OBsT4s6oNP8tAH9/SGVu6nGbTwMqAqfOMhqBIpmdNRUI6X0q3nvIFkrPJlNTW4bfv2hOMynP7UB6vUYKr042jlnNMhJxXy0+4e01EuJ4t0PHDq8WKIaYwbrl69Gvvwhz8cu3r16kQ3RUPB10pKYl8GYl8rKZnyzz++a1fsayUlseO7do35s0aDydLOyYLju3bFtno8I55nejzGH6ns83QYv9HKOad3SIX8tLvHRO8L6Yx0mE8qpvp4DUeH1Jb7aQCn06w+5caRjGVsLPtrPC1zqsUlXedBOlqGJjOSscongh6P8Ucq+zyZe401zWaycs7pPk5eo1TIT7t7TBWPyVggHT2ierwYxuGwoWGCTl2f+cxnYhs2bJD+/PCHPxyz5zqdZunzrR5PWp2+0xWjsQpMtJWDP19tS7paO1LVZ8O9z0ieO9HjOx6YDu+Ybhhvy/1oZUGqZEm6yiQNjYnEcCz3WrkfR0xUWM7xXbtiDYFA7NFAQBLso3XTTzeMZqOdiM2KtzfR86e60sbffawUHK2MaKQLRrOeRysL6PffrapKyX3o95NRRk3GNk8nTMbx0cp9mmIiY+6dlI/JOMEnIyainx8NBGJfBsShLtHzp1psL0eyhxy760fyjJG2TUNjKCSzjtPBYJPqw+5kPDwP16igIWOs+2wyzimt3KcpJlK5t7OoaIGTPNK9r+za12Aq9w2BwJC/T6WgS2ehmQ7jONU9KpO13ekKLruHUtyTDbUc6zFK9f0nek6N9sCfzjJxojBUn451nw1nTCd6/hG0cp+mmGi2HNWqowVO8khFX42lgLBr30QJr7F8z3QRsqkK0Up0n7FW/MeqL7VcSS24wj6U4p7smKbjodLuuemy3kfr+U6X90gnDCUn0qnP0kWmaeU+TTHRyr1q1UmnxZOO4P2Tir5K1qo2EqQqVjbd50K6CFlqR0MgMGYhPCNV/JPFWPVlOitpkxGpimO3u+dYza1knzXUc0drtEgVnJ6ZLvKIY7LsBZNJJqRLW7Vyn6aY6LAcNanW7jONOMZik3NyqycSHuMhWNJxk7JDughZagflNQy338ZyA05Ha+JkmV+TDWMxhk73HOmzkh17pz1KfeZw5tJYhweN1RpKlWdwJPfSazV9oZX7NEU6JNRySyN9pheyPVIluJPxACQSqOMhbNNFaR4txvs9xlrhGQnScXOeKvMr3TCeYz3SZ1GuwHerqlLyjOHMJbHHuVwpMWKNV3+n0jM43DanU1iWhgyt3Kcp0oEKs97vF0Lj+K5dsb/3+2NfdruTErzTGam0pAz3/sN59nQXkJwhaDgYb8/JWI7TdJ8D0wnjKRtSeZBNtXfACdxbmgqlfLxDVkbqGbS7V7rLg3Q0SqQbtHKfppgo5Z4rPKTcP+z1pkx4TCYMV9DRwejLbrejJWWoe47kmSO933QXkCpD0GjifZP5Ll2RjuECGqnFWIZbpHKcRxNak4p2TObw0+m03tLxXdOtTVq5T1NMlHLPFR76dyJldSpjuIoaD13a6vFIh6FUWleG08ZE36ebMBpvjNQlPZTlfrIpB2N1IJmMB52pirEMtxhr5TsVh+6xxHSXo9MJk8lYNhwd0g2NKY9V9fXIKynBospKAEB2IIDS9euRV1KCVfX1uO/MGZTV1ExwK8cHK2prkVdSghW1tUlf7wsEkB0I4Lbt27HS7MsVtbU41tCAnvZ2xADklZSguLwcT86fj9bGxjFtY6Lvy2pqUjKerY2NI3qXkf5uJPez+059f7u+SuZ3HGU1NcjKzUVfVxeONTSMut2phNNzhjvPk0Wi+47XO093UD8Xl5cPa4xpjgMYcpxonIvLy/FoQQEeKyiwvZ5kYLLrQm3LUHKK5O9Ab++I5tVI5+RI3yuVGEnbh/ubdFuzQ7VnLNqbaKzHSo6OC8bhsKFhYqLZcjhTSzJJnlMVySR4JdMno01cSgbjOTb8WSN9F/V3o22/UzvU+ZyKeyZCsu9h580ZyzEcz/CG4bRlusmU8cRQYz5U3w9n/nPPpd31qiwdixyA0cjVkf7Wrm1jkQ8wknFKpaU5nSzTycj0sdxjU0k1O1bQYTlpinRgyyGOdb5I0mmBjwfUYjB2C3osFUC761PZjpEiFcpZMgeeVCgA6nweTRtTCWqXHSvVWIxhOoU3pOJwqDE0klUKndbGcNhrEoWk2SljIzk4JDIEjDYkLpVrfaSybKSyfSS/G80eNJZI5jl83jop2ulgKJlIaOU+TTHRlnu+KLTlPi5AhmsdSRWSOWCNpB0j3RDH4p3t7pkKIToRm9JIN/KRjuF4WQlTdZBLxT01kodTHw9lAU2VEmN3iBjNwd2uXemkcI1UlqV6jxnt2krV2hzOfZLpp4k2Doz2IDke0Mp9mmIiqTATnYIngztqrDAcK1YijFaBG0opHI5iSSEhY61ADzWvhvu70bRlrDBRHq6xeFaqvUPppHhNR4zUgjsRyt1I75eqw/JYYTSW+4lqU6oPd8ncZ6I8CsMdn2S8SRMJrdynKWhgPvOZz8Q2bNgg/fnhD384Zs8lhpy/9/ttLSUjjV2eChjJBjmUBScVAkG1vg3HQkSsSKO1QAz1TKfvx0LpGy9FMtUeromyztlhuBbEVB/S0m2jnOwY6bhNNiRj4R/uPcbymonGUApquh7uxgKj3TfTzYChlfs0xUTz3NMfigcmi/10stwPR9DxRT/U5sK9IKk4LPGD13At96lQtriL8rtVVbaHhVQoF8leO9qNRHW5ptqK7YSJ2hxSYfFMtRKVbhvlVEUyhdwmg2JGoHnzZSD23aqqEbV9OEpeMteMJNdnvDBeh6F0wmj2IrrGjtI63fpBK/dpiokMy+FJpNOtcBVHMoKOK+p2iz4ZBcZO+A/HCjweQiVRX/DvUhXmM9w2pBINyjsM14qtYrwOJSOFWsxLbVMynp1UK1HptlFOVSQae0Kq1p0qK8fCGnx81y6xdrd6PI7XJXvf0SqCiYw34z3HhzLQqGOT7B402Q7iI61MzpHuMj0W08p92mIilXsnq+V023CTeV87t2YiZcipPxMdElIpPEc6hok2Of6+vPBZqufJeM2/R5V3SGZTTGaOJLLgpfrdhrP5UJE6u82OW0JTvXmPtl81Rg9V7tgp3iMxLth9xtfBUKEgyRwoneSimhuVzAFmuM9wesfhXDMcuT7aZw31PD42w92DxmqtJjuvhovRzIfhYiIPPlq5T1NMlHKfrIV2OiFZJSSRy47g1Ifqxvdll8sxLGQ0Ai7VY2h3uBlvi0aqN5dEfNzqs4bqT3HgGaLK81iNy1AhAUNdl6yilUoMZfHUGB6GewDlYS3J3NuuJkq93y8OjDSH6v1+EbqXaA0le6BMdt2PxlI7lhbr4citZJ6VjCxKtI9xj70qqybisG33PqmQk+P5LhMhPwm6Qq2GBKcqf62Njejv7UV2IDA5K7CNAslUIGxvbsbhzZulKrR2/eRUxY4+X7JuHVweDxCLITM3F2U1NZYKjXbtoWp8B6qrbavyjbRS5VBQ3yfZapKprOqYqD9GUrHxVFMTYpEIOlpaLPdXnzVUVcJjDQ0IdXXBN2sW8kpK4AJs25rqtbWithYujwexSCRhH1P7b9u+HQAsc6ispgZfvHgRX7h4cUSVjEcyDscaGhCLRODyeKadrBkL8Dk7VJXiJevWic/a9uzBYwUFjjKF7s3H6mhdHXra2xHu6wMAxAAcqatDqKsL4WAQmbm5WLt7d8LK0LzSN312oLoaD2dk4EB1dVLvzN+TKoWvrK8fdt+V1dSICuN2fTaairjDqRCeTPXToSpCH2towIraWsfK2rdt3y7mQB6rSA9A/BYYumLxSNHa2IhHCwrwSE4OHisosN2r1HcciXxJVWX2ZJ813IrlE4JxOGxomEiHmHtujf2yyzVm4RbpjKFO3qrFK1H8fLIub7vrhwqPcnJ5q9+PpSV0OBaR4VpPhhPC4WT5TdZtrVrXh+r74bQ70dg5WfWTbf9IrufX2M2h0Vq5RjLvdEhOasHlCclxCkmw6+vvVlVJpAp2llz6rSob7djWeB5OMkmudt9zj0IyXrNk591wvBp26yHRd8kg2dCT0ayJ0XrCuHwayxwC7rFJtq3ptq+Nxe9HCh2Wk6aYKOWex0wT8wmFFAxn0U0VcMGWiAUmUZIYj+FW+y/ZDUqNE3RSGieiWl8y75KqeydSgOkdqb/Vg9Zo3NYjuTbZA4nabqf2jUX/ig3V5RJhE0+XlQ1ZuC2Zdxzqe63Ejw2c+pUrTxSioo4vlyMqA5Yqv+zmhpNiOhyqXrvv+YFDbavT3BpN3L56L+qTRPkCI1mfdr9J9rPhPmOkrD1DydVUtJGew8O3hiOHh0rSHo2BZjwOEGMBrdynKSacCtPtlmkx2eY/nTZjVbCNREg61Q7g9x9qg6IYVhqHoWK4nd5jLMcu1c8YrgLMFVW7eTpcAZ/ommQEfqIDSbKKkV17RsI24nRvrnjZKV9DtWmkG99orYkaznAaEzuFN5El2u6ew6kwa3dQSGbtJZqrw5n/ySi1w2nLUPcbreU+0fuN1nI/ErnhZEAaaV+OJYZzYByuzEpF309En2jlPk2RDmE5D3u9YtOv9/unlVKvgjZGO+u7el0ygjnZRc8VVtWDMhyqUq5opnvZ7FjMWfkb6jDkpDAmq8RwJLpmOIeD4XAiJ7OhpspCyJ85HOWLt2uk9S/EvEZyiZsayWM0SphTMvlIDpRcGR5piMxo5j+XByO1WicjN5Ndy0NhLFhc7A4nycqNyWSxHs6cT9UhJZnrJrIPtXKfppgo5T4WY4osUyQnyyJPNYZrvUh2MY9kg/p7vz/2ZZcrttXtFmFTyQgtrryNhode3fiTxUisFyO1ujk9S+3v4Siwoz0EObXTTllQ33skFn67a4Y7j4cCV3qcDjCJcHxXYgpOjbFDorWQaFwpZt/J0KPOaZIXT5eVDcuQweeQncI7nLmrHviP79plyFFTfibz+6Hm91DejmTXhMrqkwr5w9swXKU1nQpWjpcFPJGBSEUy46st9xoWTKRyH4vJlWof9nrT3tI7VkiVC280ypa6wQw3aZZv2HRAGIknhlvBhoORWC9GaxWx699UeiyGez8nz4Gd4m6X0DpULsVQ9IJqm52UlWQPcOqcTDY8jGM8+aY14lDnIlcqncZVTbJNpOQOJ/xhKOPEcCvoDrXueRuHI8eSkc/Jrs1knzESxVzFcNbzULJhomCncI+kP5LZmxMZlRLt2ak2nqQCWrlPU0yUck/CgEJypvvGOxylPJHCN9RGl4yFlu7vlPvgJGzUDXukoSbjabkf6X0TWdqcxiBR++zCFNQk82Q2QTtrqV38s9P4DnVwU9tiN1b8WidlfLgHuNFsaumwAWowEgUzV0WNkY/F5LmTrOV+OAYLp/k43EO+uk5UT8R3q6ocLfepnI92CuNwleVU3CPZ3yUjGyYKdgr3SPpjKBlK88Npj0v0TKd5N5EHpHHhuT969GjK/miMLV7Zvx+xSATRwUHBdTtdYccNrPKcqxzooa4u9HV1oWnLFomXubi8HHC5EOzsFJy8nKPXjqPYjr+9v6dH8EWX1dRI9+D8vUdMvummLVvEO6ysr7fwR3MMxT2/dvduPDg4iLW7d1v6SeUaduIfHoqPPxnQPQBY+IrpHexqDTjxQCd6b1oPr+zfDyDO2Y1oFHC5kuamLy4vh8vjMeYBYMsfT/OHj+9QbSc+ewASL3xHS4vE1U/X0vgvqqy0bSfVWeB854mQTA2GZH+rYiQc1hrDx6r6esDlAmIx9HV14ZX9+xHq6pLmIM2/1bt24YGrVx250r948SJW1tdLdSDsOOLVdUr1Hw5v3ixdq/LMq3z3ao0IO858fv+OlhbUXb2KhyIRixxLRe0NmrPE90+y127tqr9R+4jWBwDxjsXl5ajPycFWjycpzv9k+PHpOpINnN8+HdafXS2OkdRrceLIp3sVl5cLec/lptPvE33H/z8Z5JgrFovFRvLDj3zkI3C5XClpxMGDB1Nyn3RHMBjE+vXrsW/fPvj9/nF77oHqarTt3QtvdjZu2bYNgKHQuABRBCRRMYyphCfnz0dPezvySkqEsFMVfv5/IN5XfZcuAdEoXB4PHhwcxGMFBejr6gIAZPj9iIRCiEWjACDdn+OZG2/EhdZWFJWV4Z7jx0V7XB4Pbtu+HWU1NZY2UnuCnZ0IB4OA2w1Eo47P4Biq0InTuw/09qKvq0t6Bm8XAPFvupa3izbvZOcU3dsXCCArN1f0/bGGBhSXl+NkU5OYr3S/RO+W6LsD1dV4Zf9+LFm3DiUVFTi0aZOh2AMoraqyKAhDtZmPnV3/8rXG+7i4vBwdLS1Jt3+osbSb26nAUM8dDsaqjdMNJNPdGRnIys2V1gVByCe3G6Xr1zvONYIq9/iYO619PoZ2suTw5s2IRSIWmUBKd15JCS6fOyeKZj04OJj0HHGal07vob5TMvcC7GXTULKUv5/dO9j1JwDRB6lcc07PHev1l+w7pLJN6r2SkdEjeYdHCwqMQoaBAL548eKo2jwcDEeHHJVy/453vAM33XTTiBoJAL/4xS9w5swZrdyPA2iSw+Uy/jAlFLAX1lMRIxGa9JucwkK8ceIElqxbh7W7d6M+JweDwaBxkanYEpyUxIczMqSNLJESR8ofKc+0uSRSCu3AlVm1Tarwo03J7lmAvFGS0joYCiEcDCLD70dOYWFSm5tTH/NDBf3b6/djsL9fKAl2h43hPIP3m1gXJuzulUhZoINBdiCALzgIefW5XOlK9pCWzDu1Nzfjlf37MXvpUlzt7ExakUv1gX6khy6N5EFyhGBnrBju4ZHLAl9eHvq6uoRcAJJTklVw2dPR0iLWK1f0Tzz7rGTwGO4cUa93kguJ5EWi70aipK6orbUc6p3uCQBNW7ZgMBRC6fr1WLt7d0ra4/Ss8Vp/an+Mh0xIZKgbyb25Er/K9F5R1ea+rq6Ecn8sMCwdcqSxP7fffnvsySefHOnPY7FYLPa1r30t9pGPfGRU95hMmGi2HM59zXnDdZysFTxxyinZldcP+G5VlcF4w+Kk7fo1ETuFU/IVj5dMJoFIvUaljlPjqfn7PV1WFvsyEHu6rExqg10yEn33936/JaZxpHOK/44XX6N+5WxCI6Vq5OOYzL14H6hx/1SroN7vl+7JiwWpybRUUZTXSEiUa+D0mTp2aqx+opjnkVT7TRbpEJs6FcGZaiiJnuYSrddYLHFSM92D5q06/rxybSqYj7gMGyp3iWTIcJPk1fmWrIwcLlWsHRLJ3dGsg0TtGe59h3N9uuUojDWGmiu0Th41ZWmivX08MC4JtevXr4/tGuWL7dixI7Z+/fpR3WMygQbmM5/5TGzDhg3Snx/+8Idj/vxEyaHTBcksSr7J2XEq2ymE6meJDgVOgk5VpO02DlH4yu12VNDV+/OEIruNkM8JNflSvTe/V6JE15H0u9Nv1L4c6UaRjCJv1+f8+arCbKdIcSXb7mBld1iye6ehPrObL/x5fGPisGuDk8I/XGgZM3awqypulyxtd+CMxYyx4cadoRRgfrgeyVjyuSAMITbF6Ozkrd3hhO6nJqePRLbwNWo334e6ZzKyb7QKoNNaGoq+NNE9hlJmR/s+yRyshvO7VFw3koPScAxr4wnNlpOmmGgqTI3hFTriCvHxXbtsrV5OQjGRxdvJIpuooJbYjGwYXZwOBclURVR/a8cswH/DN9/hbK5OVnN1s3YSynaHiqGU82Takqg/+JgOtWmpBz2yrHLK2USKr9OcUD/jG/tQ48vrWtiNJ//9o6NQ5Pgz09VCN5mhjuXDXq8YPzuWGBrLesUzxNdusnzw6qGWLOvJVDbnB1/1+er84HPSyWPAFXLV8zVcDHUIHcpKa6f88fdIhQLodADhc2EoK7K6HoejzA51r0RtHmr9O8ndoX6XzHXqYTGRHHdi0qHrni4rGxGb3FhhODrkiGPuNYaPiYy51zCgJjgC1hhEpzg9HueaHQhgYWWlyMT3BQIAMOIk5aGStngcrZpc6hRTKVhg3G6s3rHDMQmMJ70NFft9oLoabXv2ALDGpyeK7bSLA6a4fEKekv/h9O9EbUwm7tUpDpiSl6k/hkqgc3ouT+Ti/ZSKxDF+36Hax8eKcjyc2tzf22sbW0pjR/24sLLSEsc9EbG10wlSXghLjqWcFGJCUnNjeP4KgGEnFvJxByCexWP9E8UcU26J1++Hx+dDJBQS30XCYUQHBwXJA2+PSgDB5fKhjRsBRWUZzXqyg7pH8Pwhmt9O+QypTA61S8YHIBE5lFZVWWSYeo9kYtCTWZupugaw9lOyv0vmOjWPistJGks1x8xpvNQcuYnGcHTIEVNhakwdTAZap1ShrKYGWbm56OvqElSXKlWaE52fSiVI1IQujwer6uul+9rdo7WxEY8WFOCxggJLXxPNFlGWqc8m+jg71hgOep/DmzfHN9No1JEKrqymBrdt3540Bdna3buxeteuIekn6d9H6uokikvaiEhA+wIBeP1+QQlnR4HHPy8uL3ek3eQUesXl5Ti8ebOgMeXvT+N2sqlJep7aH6vq68V9hqKo420lKjaVolSlzuRIdg1yejuiAnQa25NNTeLfGVlZjnNuRW0tVpmUqi5AovwD4nSeRKnIx1WlfE1EhZkKWsLpiBW1tUbyNYDsWbPEGurr7gbcbkHrSuuefhMDLGtpOIwhNO6ZJhtPXkkJlqxbZxgyTKY8rmarlLgLKyuRV1KCDJ9P0MH6CwvhLyxENBwGYjGEg0ELVWZHS4v47mhdnZCbL27ZYttOWk/JrCF+jUrBaffeJHe5Yk/0m+o8P1BdjZ6zZ+H2ejHQ2zvs/VRtvx21bmtjo9Hn5nygA4YvELB9proendbnUBS2qbwGsNJMJvu7ZK5T9xW+p9JaikUiOFpXl7DvACuNcKI9PN2glftpBlUAH6iuxuHNm6fVpqsqjV6/PylhvHb3bmGhjyGurC1Zt86yCdiBK0lqXzsdBriwP2pa4vnvydJM40cbXSwSgcfnE4ogKZ12HPWJLK00R7hAcxKw/P1JaIYuXZLmFhemAPDFixfxwNWr+MLFi+hoaZE2VXoO/5wUm7Y9eyxzlm/KpMDb8dZTOyOhkOHZMPufjwVt5G379kmc+EPhVFOT2PxX1dcjMzdXfGfHU8/brirNfAzsNnxSuFbU2vMuC6JitxvhYNBybw5+6FXrCayorUWG3w+43Zi9dKnEMe50kLXDUOtDwwpan3lz5wIA8hcsiB8OYzFkmGvcZSp7sUhEHK7t1tJQVlG+ztW1et+ZM1i7eze+ePEiVu/cibySEiyqrBRziuYwHTRIAea1OEjmur1e8dxYJCLVEFlRWysdHuhdwsEgEIvB5fGgtKpK1IKg9cQPj06KPr9GrXdBsFM8ucWef8ef88r+/UAshmg4bJHRida0XducQH3hmzVLOlBzw9JYI9EhKlkjBZ+PqTAu8ntQf4SDQYR6eqTvAcA3axYAY26pfcfXwIHqanS0tAivGM1x2oMPbdqU1gp+ypX7l156CXfffXeqb6uRIjRt2WIoR3v3CiWJrM/TZdNVlcbB/n6LYHQSOIsqK+HyeLDIDE/gypq6gar34BaFZA4TqrAfZG7tnMJCUViFjx+1hbwJpAhyi7nTM3h7+aGBCuA4bR5ccNImCABZubmiLgCfW/09Pbb3clL+1EODXYEnu+vySkqweudOyfLFx8nj8wGQrY9qv2T4fI4FoHh/0fVcMVbHz+n9uMdBtcYn2vD5fKMCZ0fq6sT3pPyXrl9vUcjt7u3kPSqrqUFOYSEQjeJqZ6eksA309loOf05I9hCgEQeNUc/ZswCAN06cwCnmkRkMheACDEu4iWBnZ8KCQImUS77OueKjHgxJ4SVFnhRfl8cjDoBcOeZyKNTVhdyiIhEu5PJ4MBgKCUW7rKYGpXfcIeSsaom9bft2rN29W1hV6bDDjTZOBiu+Bp2Ku9nNUyeLPV9DM+fMAQD48vOl91fXmdNBPpnDr9MaHc7BebTKdCKZNBLvHMmuZJVl1UDJ5S+XZRRCpnroV5lykYp5co8qXwNt+/YZOpL5twg5NQ/SiTzi6YCUK/ehUAidnZ2pvq3GKEEuSMHLDkhK0kgKPExGcMFAFqRYNAqv3y8JRh7eorqMSaFPJFBVizp5SBZVVsJfWJiUlUW9PymjAHDh5ZclZZLGz8n9roaN2G0oXEE81tAgDg3kik+mCi7/t11b+H3Vew3lMqbfL1m3TrovP1zQ7/lvnDYyVcjb9X3ltm14cHAQJRUVlvvwd6UNYlFlpeQCTsb1bBf+wK3midzGgDHXQpcuAWDWeva8tbt3C4Wc39uuwq6T8s3fheZyJBQSm2Ciw5/GyKGukYysLOmQj2jUCM9hBSXDwaBQQgFIB3a10ioQ3xtyCgst65zG3S4EjNYyXC4M9PbiVFMTYpGIOAAONY+4fChdv15StLmcLaupwar6ekn+qdcAstGGZIwq77hcONnUhIysLJxqahqyuradrFfDAOkA1n/5skXx5mtY9WqqoYtOuVGqAYW31U7ejcZDYAe6H4Uc2smkkXjnxMwdQllW56/dwZLLMh5uysegvblZui/Nl7a9exHs7BSHSC/Nt1hMrImymhqs3rEj4X6YLkg6ofa5555L6obnzp3Dz3/+82lTmGo4mMiE2q1udzwRyUzKKqmomHYJbrxQC08MUxNmnBIr7QoFAdbkWbU4lKiCaia3jqTfWxsbxX3oUJJMwSKn91cPAI/k5CAcDMLt9SIzNzdhbD+HWvFVfTce+kP9xwtqJUrEtWu7mvw0kuI0w03uHKqy8VCJWYlglzg31L3tvueJlZTwp/5tN0cTtdmubSKx3OVC3rx5UuVkp8RtjZGDqloTMvx+RPr74XK7JYs9h9vrNTxngCWpVk3E3urxCNn0EJOJHHbrhdrlycxEZGDAQiowXNnG708yheSbqIKNuGdMLfxkdy+ndakmXdJ+wOXiUDLCqcqsXQHDRJVT1YJhdnKTvwc9yy6BfaSVhBO9J31vl6CdrLwbKvwzUcEvtQ/VAovF5eUixCpRUjFPQOfX8r0eiCeJ88/JMOZUDHK8MCYVaj/ykY8gJydnyBsODAzg8uXLWrm3wUQp962NCsvANN6EaaFTtdmZc+bg8vnztguWruXKS/asWRYBAVgFuyqwmrZswaBZxbXu6tURt1utWqsKKsDKNgHI1SWd2HGoGh9VTk2GLUYVgHabCPVfdiCAzNxcy6ZgtyHZPdtpE1D7xulgwd9hNNVteX+2Nzejbe9euDMykGVa3tW8ieFunCqzjrqBJ9p0KPyKKyukiCMWg9fvxwNXrybcUHmbBeMS4qwkiebXdJQpYw2uiHJlMMPvx2Bfn3GRwzbO1xFgP05UaTvD70fltm1Jj6V6yBtKyXICZ3XyBQL44sWLFiOMenAgZdf40IXs/PwhK8Gqc/xIXR0ioRAyfD6J+YzazquTftGGEWgoo4XdtVwhPdnUJEgPwqGQqFZN653LBC4DAFiUfqeK4k4sV8MxTNBY0KHSzoiTqJ/5uyTLQGZ3v6FkOZ8HQ/WRHeMc6Uh8vPkzSeZOJHPOmCj3f/3Xf40lS5bgc5/7XMLr/uu//guPPfaYVu5tMFHKvVDaGFJNHzbZwDdMO0sLB+8/OwGxsLLSlnJQLV2djHViqPaq1GF2Ci2n7LSzsnBLu2rx4hseAEnhtIOgZbM5MHKhS0JzkbmJOlnuaZPMyMpCOBi0bAaq9YYOabOXLsUbJ05YLDKJrEWJNqNEmw8fi56zZ4VixZ+rUgg6WZScaDedxog/347OjTYz1WLPrZQPxWK2Hhy7g4awmCrjm6zVXyv9owfNp4HeXkQjERQtWyZZs7nimzljhjEnXS7A5ZI8tKqs4NbxrtOn4YIRw0/rbrgKLTcOqLIgWXnl9fvhLyxM6HGi+wlvqIlkvXNDKfwko4/W1aGvq0uy5Dq9Q7LrgR/KgbhRiO8rnF6ZH8wSGTZU4wBBPSSpxgM7b4uTZV99Bu8Pp0OdKq/t2mk3HkP1p52xxYn6VfVm2in8Q3mNAWeK1vHEmFBhLl68GL/+9a+TulZT56cX+s14XMBw18LttqXjm07g709sCU4xiqsY2wMlMq3dvRsuGIrbqaYmwd7AKbN4HHQiRoNkEpyc4rcpnpoLmiXr1gEul8gjUH9LMYav7N9veWZ/Tw/CwSBigESlp9LGUZsp/tc3a5aF+YCeW3rHHSK23Y4xhsd60/cxGAelSCgkxaVSoiDFAF9obUUsEhF/81j+RLGlieLf7XItnMbCm51tfOhySZswxaCHQyEL/SWPHeVUqrw9vJ/URGeK81XzLGhT4vOC/vaaGwH9vaJWTjjj786TggXTickwQaAYV0rsbm20UguONLZXw4qs3FxEIxEgGsWF1lYxNrSuKGH18vnzxg9iMSAaRUdLi8il4YmBrY2NgkzhjRMnhGwKm+vZ5dAOGtMjdXXoaGnBbdu3AzAU9PCVKwAMuk6ndcUpO2l9cXmV4fNJias0fwE5d4bHPlOMtBr/TLHZRKfplHxJUGU09e/K+noph4rHehMS0dzyPuAyiuLAaV9ZUVsrlGTK3+G/tctrofWu5tPw+HiiMFVzeUiOclYlNVdMfUaG34+ejg4cqK6WxpQOZ+r703NIvqnt5HOD5iVvtx3LGx3saGzt+oCzxtFcUmmYnVi/1LlGz+xoaUF2fr4tfWs6ImnL/cmTJ/Hqq6/iIx/5SMLrenp6cPbsWbz73e9OSQOd8Ktf/QoPPPCA7XePP/44Fi9eDABob2/Hnj17cPLkSXR3dyMrKwvz5s3Dxz72Mbz3ve+1/PbChQt47rnn8Oqrr6K3txeFhYX4wAc+gD//8z+HjyX0hMNhfPvb38ZPfvITXLlyBfPnz8edd96JpUuXOrZ5oiz3W1myFXfXk7VzImPIJgpSkaF580RSWCJLtWphSOS25VZrb3a2cP3a8dQnigsfjbXfCXahNGrcodfvRzgYFN/zYh63bd/uaHEejsUlmTAVAIDbDbfHg2g4jAy/HznMssct92ruQbLP4haqI3V1xqFsGGFJ6jO4N4PCuOzCkBLd38ltTsWmKG8mUUGzRFbJRBY6J9c/t/LbWQQvnzsnua215T41IDnj9npFjL2TlZqHG/Z0dIjDZzgYlMIWeLhVUVkZlt51l6NVmoOs/eRZ4+MOQCjoqnWZh4eoVt5EOTeJLNNDxY5TuBHJYPJIJPKiDhn6YfbXW6++KsX7p8KTpXqTeXEqCpFzKiTndK/hxNsDkEJPeGE01cvCvYYjDcfiln+SY4Ds6SRZyoulqYX87DxMiTyTQ+0Rdn3HZTbtD4kKuI0VxsRyv2jRoiEVewDIy8sbc8We4/bbb8f9998v/Zk9e7b4vrOzE319fVi1ahX++q//GnfccQcA4Ctf+QpeeOEF6V6dnZ24//778frrr2P16tW45557sHjxYuzevRtf/epXpWuffPJJfO9738MHPvAB3HPPPXC73di6dSteeeWVsX/pYaKorAwA4MnMFPRf3NrZtmdP2p9CUwmyfhLDRM+5c8JiyVkAVIu6avHhbCuq1ZIsObSp9HV1oaOlRViGqDBSIisFt9ZwikP+HokKOjl9BwBZeXnC2qUq9oDBzMMtLJw2jlugyLrU3twsvQu3zPB+dLKYE7gVhticEI0aVksAg3196Glvx8mmJtx35gzuOX4cDw4O4p7jxy33TfQsbv15ccsWYUknDmk7jn67e9DmdKyhwVK8Z/WOHbaWKtWaBcBCJcmtSLzQFmeWsKMopTl6aONGy/1Uz5FT/7Q3N0vWO27lVz0o3CJIFlgqmDXUWGskBxrzrNzcIQvIXe3sxG3btxsWfLMQlMekc0UsJiy0vFrs1c5Oi8cHsGeZIo8Slw+cSlKlFSbZEjK9AhQGxN+By1XyRJEVV/Um5RQWCjmr0r+q8pmznXCPRCIvqpP1ltYA9Vekv1+sQcC0WLtcCHZ2it+o+8dQ64E/45X9+yVZWlZTMyStsXqvRPPETgZwuX7b9u22z+H7AP22pKJC7CfF5eUST3wijzS1he+L3NPZ2thoMEFBpiumvvb6/bZMZ/yajKwssTcBVjYiuzEhjwpnA+Iym/PkpzOSttynG8hyX1tbi5tvvnlYv41EIvj85z+PgYEBNLKJt3//fvzbv/0btm/fjhIzbgsAvva1r+Ho0aPYs2cPZsyYgd/85jfYsmULPv3pT+NjH/sYACORePPmzcjLy8Pjjz9u+9yJZMtRT8l0+iRMpxh8ERvKkgw9Pp/FcgDIJdsTMb30dHQITvcHBwctlnsAlsQtpzhIbtGiuFI7K4F4hpkAmx0IiGQzngRMiVrF5eVo27vX+LFZDIbHbBOGY+3gVl0ny41TvkAySVWqtYrei2Jz1XsMlU9gm5Bnk0BsZ63m9+LWRLvk1ez8fEcLm/r+khcpARMQWe94EqBquefJiQAck8MAWCy16liq84B7NYZKvrNLBNYYGZJZL3bxz4BhSb9l2zYLy5cTw5E6zoBhRbaL2wfkRH11bloS/81QITtmMtv1wLyeNL85sw95xXhMPGfQKamoGDKh1Cm23867xt/XsT+BhFbnZMbaiaDALkdipAn8qjznY2fn2ePvrj6PW/sp2RuA2F+d3j9R3LwvEEB/T49FDgEK05HbLXJQ7KzvdA2iUSkhOFGkgjoGqhybSI/kmFjundDZ2Yk6G6vieCIYDCLiQOFlB4/Hg2uuuQZXFdaSoLk4Zynxpfn5+XC73cjIyABgJA273W586EMfEtdkZmbigx/8IF577bW05Pnn8XG8wl1RWdmQsYJTDaTEuzMy4PJ4cN2aNZbqnFRJkUpVH2toEFark01NlvhN2gipkImwwsRiouQ6We/J+qFasHIKC6W/Ka40r6QEC1klSCDufeB8vFTNsae9XViqOEcvVVCkBFB6LxEbX1WFvJISEUdrx4lN7SJFk3iBXW63Yy6HakWyi3lV48qfnD8f7c3NyMrNlTbmW7ZtQ15JiYjNVWMfnapOqjGrPN6VijwtqqxEf28vjtbVCauZyqVvZ00k6/WSdeuMjSQWQ19XlxSbyz0pakwrb4tdzCxZkcizMNjfj5X19aJaKC/SdZIVOOJznY/bsYYGMa5UzO6I+c58XvJ50N7cHFf43G5LO1ULFz8sHKmrmzQl29MRyXhA6JqTJtc8geQAyS6qjwHAkkvBrezc8NO2d69kZSWFU417dgFCwSWrL6/DoXLZO70fl53hYFBUeX5y/ny4Tcs2KaFcNgJmob9oFG379knWbjU3iZ5J7aS1SnM12NlpKSrH21lSUYGZc+ei+/RpQ94Sa5G5NlobG4WSGw6FbPOq7D4rq5H52TlItl146SXbQoA8Xt4pJtxuLpFsJA/zoY0bcaC6Wlzb3tyMQxs2SLlP3LtM8y0WiVhqLgDOFm7uJaGDFuV5ucz72RlXuIeDclDU/WRFba0oNuX2eIxCaX19Uq6Zk1dBzY1Q5djRurpJYbAYtXLf39+Ptra2VLRlRHjqqaewfv16fOxjH8MDDzyA3/72t7bXhUIh9PT04I033sD3vvc9vPTSS3jPe94jXUPhRN/4xjdw+vRpdHZ24mc/+xmef/55fPjDHxYx96dPn8acOXMsJ6c/+qM/AgD87ne/S9jmYDCY1J+wA4fxSECb7uylS6ViO12nTwuFdbqAkgSjkYilIBWFSlAlRV7m2y4JRxI0AHrOnhUCg7sqeWgFFXvpfPVVqV1vnDgh/Q1YNyEefkGJUKTwknJKCit3xQOAJytL7ggzzwCA5JInFy3fnJ1ChsLBIAb7+41YYDOBT4Xd5k19SkKWHyL4QdQuga2/t9fYxM2DFy9dP9vMeZmt5L5wVy53c680k3xX1NaKMSfFnDZX3r4jdXWij1fV1wtLaXF5Odbu3i1ctnC7xVqjsB2efEYbBx0WVtXXSzGl9DzusqYkYx4eo25OtK16/X6RDEjgmz+NK3mVXIgrgFSECIgrcG179wqFL8Pns4RNcDc/bYg8+VkXuUotnJQTSyKsWRiI1hwZAjyMDYvCWijBm9YJh90BneZD36VLaG1sFEpcjF3Pk0LX7t4twj2cDnk0p9TCeTTPMnNzkVdSgmuvvx6HN29GTmGhJB94KI76DLs+o3bSAZ3mKh0q7MLq6P35OiLSAPKC8Hk+GArhRbMyPIXLqYd8p/FsbWwUB2OSJx6v1xgndsimNnFF207Bd+oDUXXV7DtuHOH/pr1PDc8jQgnEYqJCLydScHo270syPPJ+tyuuWVZTEz8gulwoKiuzjBE3jGXl5iIWiSAjO1sKLXUKbSIjB4Ue0f8jodCkkmOjDss5d+4cNm3aNO7Ul7/+9a/xve99D2VlZZg5cybOnj2L//iP/0B/fz8ee+wxLFy4ULp+x44dIsbe7Xbj/e9/PzZv3owZM2ZI1+3btw/79+/HwMCA+GzdunX4xCc+If6/adMmzJo1C/VKvNfZs2exadMmbNy4EbfeequlzeRSSRZVVVWoNmO4UwXV3cg5yMc7OWQiwRNuZi9digsvvSTxdidKZFXdiYKmjiW7AXH6SXI1UihJ74ULxrWm25Lcr4noD4dyI9u5c3k7idaNXJQAJIrKoTjlecjGknXrBEdzokRhJ9iF9ThRjDpRmFH7KacBkDnAnagbnRKA+XuRhTrD7xcVnTPMREHpu74+4QXhSaR2NJjUdkp4pDFWw1jsEpUBOfyBu6/5WNu51p3mvF3YFd1braXA54qaJGwXemMXhjUWieHTBWpIZSQUErzoqmVTDcsCjJwru4J7JBNILtFeQHOPJ5Dec/y4bVtC3d1iXtgleDsVbxoqrEstHKhSEIrwHIK53gGMONmf3s+pOBa/JhEtJd8XhLeL1o8JXkSRDlJq3/N9BIiH+9gROaghjENRU/K1S2Mp9jCXC6V33CHenYqV5c2bh/4rVxwpfocKV6F2EylCsiFSdhhOnRLerqHqkvB7057AqUmBkRVpSxXGhOfeCROl3NvhwoUL+OxnP4vS0lJs3bpV+q6jowMXL15EV1cXfvazn8Hr9WLDhg3Iz8+XrvvJT36C//zP/0R5eTlyc3PR2tqKH//4x/jrv/5rfPjDHwYA3HPPPZgzZw6+/OUvS7998803cc899+Duu+/GmjVrLO2jgfnmN7+ZVMy91+uF1+sdZi9YkYjPGIAQzNOBMYf6gopXzV66VKr+qCrmQ8UNO8UYA/EDguhrrlgDjnHjiYSk0/OGihGnAh0Zfr9wXaubusrnzOPbPUyx5fH1ycZV2yn0dr8fSjEEIPFb802ytKrKUDgYy07p+vUSqw5V9aSNMdGhiPIoAMNVDMCq7JrgtRISseHYxdCrG7LdGKpQD4KCoQfO+TPJxNCq7QdgiVlO9Fv1OVqRHz3UehEq7Fg9iOc+0XoFrHHO/IBtl1+hrk/BSAN72fn8vfciGg6LA4KqyNnJPjW3g7MwUY6QMJCYsMst4YeVLzK5NtS8TPYA4qQ42x2e+cFMzb0CIMWnL2S1QHjeQCJGLDW+32mt838LQwkz8gzFPDNcuc/BWcTsDqbJ9H8yRgy6jrePOOr5+rEzaIr5xw6tido63hjXmPt0QlFREW666Sb87//+ryUGv7i4GH/8x3+MlStX4qGHHkJfXx++8pWvSJz8zc3N2L59Oz772c+isrIS5eXluPfee7Fy5Up861vfwuXLlwEY8fV2ITNk7c/MzEzYTr/fn9SfVCj2AIvVa20Vbq8MRuuJaHTahOW07d2LWCSCnrNnBcczwY4X3ilumMdE27ltOSMDhVMULVsmQnhcHg9u2bbNlpkhkcvQrm20eRA7ACC7QI81NIgE2spt24S7kp7vYTH7B6qrRXwlxZGGTXckbT6cISVRWzn4dfwdVHYKHmNObeeMQccaGlC6fr1w2VNbVu/ahbW7dxsuYIr5NNksetrjfPikEITMUAIe40pMDxRTmTd3rhirlfX18TwGABnZ2SJ8YfWuXSipqLDw+xN39bEGg0mHYnm9fr8UQ5+ZmytCYmgTUeeECpUHn1gluKteZXCyi7lPNMc4fzpnUbFLyOP5EkMp/kPVdNCIg+fWuNzW7ZrXdQDiIQVFy5fDN2uWJR+Gr0Naeyvr6+H2ehHq6kJOYaFtSCJBDc/xsn2kuLxcyhs61tAg1hvJWXrmqaYmEa9P70lx81m5ueJQ3dPRgZlz5ggrapMZ3hINh+H1+wXHPQ/9oPlHe5wLsseBwmCcoL6j3fe+QADBzk4pj4RCNHntCIn1qqcH161ZI9YTrXPAyP+i/AHar+1CHJ0SYu1YZQAr8xUPkaS54jH1DLvaBnz+cblvF7ufKK/gQHW1iKenkFEeXsiZdRL1Pw8H5dz8/B4HqqulfBAA8XwzhkEmz6mtIufERIbJCkWEGlyepjumlHIPANdccw0GBwfR39+f8Lqbb74Zv/3tb3Gein4AOHz4MBYuXIhrrrlGuvZ973sf+vv7cfr0aQBAIBBAN22mDPRZQUHBaF8jpZASmMw464WVlYZlzlSEnIqWTGm4XHC53cgOBLB61y48cPUqympqhOCjmE67uGHaJPmhiG+casJrLBJB1+nTIg6fWwFUBZk2D07FxTc/VTiTFYwS0F7cskUq4MLjSo/U1eHFLVtErD0gU3ry+EqKmeTx+0RnR4mzVzs7HRNpubDnbXVK6lJjzPmhxev3i4JWp5qaEibKrd65Exl+v4h7h41ShGhUbCzUpzzm/tDGjUalTxNlNTWIMYaPxWvW4KFoVMwZp0MOfd62Z4/YlMJ9fejr6kJ/b6/oExojmhd2h0qnDZAObwBQun696Iu2ffsMqtt9+yzt4YWqhgO79+Sf0b/VeF+73AqNocFza2LM6+dyu4X8enHLFqFk8sRZmm88H8au2FJZTY1QwqlAFs8/4iE/hzdvFr8l2lcyWJxsahJe0DdOnDAUbHMdLlm3Tjps0kGZkk1V6tW8khLheeg5dw4PDg5i7e7dRiiciXBfn7GeQiFxgOZKXaYZcps5Y4Ylj0edf1xWDaW4kuGGElApZyGZZFguX8tqaoRHMBqJSPlYdEjnxg2+vtT1R8YbomUmA43wDpj7Pt9P6DvvjBlSfo5qGKL5V1JRIQgHnBJR1aRbVf5l5uZi7e7dglSCZLrduBCFpWpMo8Jl3ADE79G2Z48lH4QXSqMwKA83cILlLJjhnl6/H16fTxwIyTDYtnfvpDBSTDnl/s0330RmZqZUcMoOZGUnhhwAuHTpEqI8js/EoLmpkzfgHe94B86fPy/9FgBef/118X06Ye3u3YaQNUGsLYsqK4VSkL9gwUQ1b1xRtHw5AIPzH7EYouGwSDglJeqZG28U1Rtps1tYWWlb9XWgtxc97e1o2rLFonCFuroQ6ulB/oIFUkKOanHg1n8SVlT9tmnLFmx1u4WwJksEALERnGpqkjaTcF+fwfQDI/m0vbkZl8+dw+sHD0qsCKpyS4lKLo9HhJlQoi1tWoPBoBBwxxoaDJe8kkhLSWC00R5raJAszRx2fWB3aBns7xeWlr6uLjxZUmJbMZc235zCQiAaxRsnTgiGDQCSgCcee0rIzSksjK8TZuWZvXQpnpw/HxHmraP3aG1sRH1ODnrOnoXb6xUWeduEa5cL2YGAsJRFBwcdLXQ8eZs297Y9e8TmSXkedC0dYNr27ROHAHpvbl11UtwIXDHgc039vZM11856CcSrhQ6GQiM6VExXUN8Wl5cb3iITMUDIL76eVQYtAGLOD/T2CplBjCG0VskrUFRW5qjckkx8Zf/+ONvSvn1SMiqBkhErt21DXnExSioqpMMmtc9rJmfzJHN6Pr2v2+MRa9ttMtYBEOtokCmIpNSFQyFxOO85e1YycJDhhB+W7ZRmVclVDTC05lRGKjIMHaiuFvegBP9YNCpZfhdSwnE0isObN1sqfqtEAInWHxkG+AEiIysL2YEAsvPzLfUwSJGNhEKSsYcf0LlcVr2oaj+p1cNV+ce9TGolcs4cxw8EqtGA9BY+5/nYSjAPh8caGrB2925hjCECCpUjn+5DVWipZgO1g/YEb3Z20h7ricSkVe57enosn/3ud7/DL3/5SyxduhRuc+FdunTJct3g4CCOHj2KzMxMFBcXi8+Liopw6tQpyZoPGOE6brcb801F6Oabb0Y0GpWKYIXDYfz4xz/Gddddh0LTNZlOEMI0O1tsFjzx6sLLL09U08YVV02aUu+MGcKqlFNYKNxxfV1dUgw+YCRonWpqErSWZN2/78yZeHGlUEjaFLmS88aJE5bCLwAEg8LrBw8KoUafhcx5OxgMSopmf28vHi0owCM5ORLVWllNjWAsKL3jDtGuqLkZxyIRUaXS7fVKNG+84FFJRQU8WVlCSSSIjYYQiwkPg0rhyOn0eKn1vBK5CA0gW+zJfc3d0rwfueWSwqqoAJvT5huLRBBlFneX2y2s59S+wVBIjFMOW7sUcnO1sxM97e1SKA4dxA5v3izGKBoOW+hUjzU0xEOHdu7EFy5ehJcl8atsIKo7n5idhCLh8dizz9AcMWkAObMIJYlzcKsYB7fyh0MhW6o+ai99zue9k/WSLLUxWAvJaDiDs2VRtVXAUHjJgkmhKTQviEGL1ubqnTsFFS9nXCKlKdTVhZgZ306Jsyq4Mrdk3bp4+IcZ+raitlYwnFCIHCBbcznbEqexJO8fKWck31ww1gclmB5raBAKPQBEBgYEzzlX3NXDjS8/X4rzJ8MJp7/kbGb8nenw39/bKw5IVECLlPr8BQvEIemRnBzpEETv32V6/VUmGn6w58ruospKYV2nfYf6Uw15Uw9jZKChKuMq609rY6Poc15k8dCGDThQXS3J3JNNTRI9sHqg4V4XkuH8WVwe8HBDOgiQV5sYuiz7DIxwL27wUdl7SCZ1tLSIgp2AETrpFDJrJ4NOPPusITdnzIDPIQzO7fUiw7Tmp7uRIiUJtRs3bsT3v//9VLUpKdTV1SEzMxOLFy/GrFmzcPbsWTQ1NSEjIwOPP/64UNrr6+sRDAZRWlqKQCCAS5cu4T//8z9x7tw53HXXXfjoRz8q7tnW1oa6ujrMnDkTq1evRm5uLo4fP46XXnoJt9xyCz772c+KaxsaGvCLX/wCa9aswezZs3H06FH85je/wd///d+jtLTUts0TXcSKJ6JICbUw2EDqFN7/qQi7xM6EMJON3F4vYtGohclGsFMoDAOUwOPNzkbh9ddLDCmErSYnOmBsYhY2mwTt4bBLDCKGg6KyMlx96y0pxIQnjvLKtCo7A1wu5M2bJwTYoQ0bxD14AikHLxBmV8iJF6F5KBKxxJCqTAU8GXbmnDniPVxut1D2nRK8qC1ur1dKvuP9UFxejtcOHhTsGADEoZf6ifclV36kQinUJkAkpzsVseH9TkmrySSI8eRbzkqizmNelE29nxgfVtyM5kLTli0iORIuF9wZGYiGw8jw+1G5bZtgEfH6fAgHg5aEt0Tx9o/k5IjD5eqdO7VyP0yoSaIq4wi/xu4ztfgU7QWERHMPsE/Y5ImHdkmr9BzOrpKoIJGlCBJgKWQlWL8YVMYWlb2MF5cjWZ5bVGRhhVLns10CqFSsjpro8WDm3LmWvYQX/+LMU1x2quPDyQ0yzUONWmww2YRWp/XI+5zkD8WZE+sXJexnZGVJxbnouWrSNZfXidhu1KRjQD6wqHsSPReASP51uVxC9hMTFB9D+jcv6phMP0myXBljFcmw9IwFxjWhNj8/HxvYpj9eeN/73ofLly/j4MGD2LVrF44dO4b3v//9eOKJJyRr/J/8yZ/A7Xbj8OHD2LVrF773ve/hmmuuwZe+9CVJsQeA0tJSPP7441i4cCEOHz6Mf/qnf8Kbb76JT3ziE9i4caN07f3334+PfOQj+MlPfoKnn34ag4ODePDBBx0V+3RAf0+POKWLohtmqECljXVvKoInOF11KDbm9fsthTg4Jz7H2t27RTw6WRTIhU3hJFc7O21/W3rHHeLffd3dyA4ERBInsV24vV6pPe6MDOlzr8l+80hOjpTcRe92tbPTKEXPQJYRsqpw67uIkzWfx92ivH/sFPsD1dVik8jOz7eUSm9tbJSsd+p4cIsOL39Ong+4XFi9a5fx/Y4d4t92CV7UDzwMBgDy5s2TrO9kEfXNmoWOlhbDQwPZhXzhpZekv+n+VOSMro9FoyJEyS7JjedNkDWL82pTf9iBPu/r6sJJlnPAcy/y5s0TRdno2iNKaI3gwVe8SCLEygT3/gyaMc0UghXu67NYrdS4aRUigT8WS2tXdrqCrJMenw/ZgQBig4PoaW/Hi1u2SNeoFkmyPrft3YtgZ6fIx4mYxp1wMAiPz4cvXLyI9uZmbHW78UhOjsWjQ7H1CxlvPQfNKzX/IhFvOa0ht7k+yXItyV5WyKqspkZ4skj28dhren6oq0s+zBPriWkUiYbDUl0PJy57+pyK3PFiddyy66YcBrL0ut1YvWsXAIjQFrpXUVkZXtm/X0py523h5AbkGfXl5QGAZL3mOVVOcLJQc48rJc2T15e8J68fPIhYJGKECSn1QXh+Ehlqbtu+XSRJk+fQLq9BLQyptpGHaFFRxRW1tXGPaiwmeXCpgBXPIaK+5oYPJ5nT2tgowkcJnszM+GGQw+1GUVkZMvx+9LS3Y6vbndbJtaO23Gskj4my3FtOwy4X8oqLBRWkWrp5OkCyupKVMhIRZcs5dWROYSEQi6Hn7Fl4MjPxrrVrJcsEpxrlVgTAvnQ7/1ulnCPaN8BqVfGaXOvcAqZaHOwsaMTtC0Di1VfBvQ3qc4DE3P8AJO7p1bt2CUuMar0jqz6/jxP/crK8x2Rd92Rm4kNPPWVYFU16P96HEhhVph0dID3zxS1bBCXoA6Z3S6W75Pz8al0AUmic3pFTtDl5RGgTQjRq8QTYUdVx6xWnxnPqS5UfnbwaRMkHwOKh4vfkNJ5kwePWuGTo6zSs4OuYrNbCy2di9a5djmPLKVKdQHPk4YwMyVrJPVVOfPUApDluR7vsNN6q58u4mSGL6UAeCYeFXKZ1wXnesxTrNhD3SlAtABV8HTv1tRPlJL+OrOzUbioIR3Nc7LkuF3z5+UY4EKNYfMjGMqx6PjhNLxCnGe3v7ZU8pMl4/Iaz7tQ6AnZeOtojac9x4rEn2FEEA7Ll3qnWC5+bXr/fME4qVMS0zw7lzeJQ56DqFTnx7LPSviJ5n008NI4q9Ljy3Gskj4lS7oUrnkMJ/5goN9NEgZRBwKpQ2YWGSJuQ2XdOShZdwzcku+IypIxl+P2I9PfLShRkZZ6uv237dkngq8phIlfkUIKOC1A7jvahQJzXFOJFz1MVZ+5CXVFbK4UIkIXXzk2e6D22MitLXkmJZeOlw5u62avc9onCg/jz1E1I/b3dJmUbEqYU4gKMGOGQafWnTYs2UrvNXApFYAdUu/dxOjxxVg07ZYHCakgxam1slMK0ANiGDyRTuEjDGbzvSKFTC6ipYSN2YSqCt1uB1+8XhaHsZBQpLnbzmxeWAmTOfGpLogJ5kVAorqSR1dumfgUQN3S4YOQdUbGlouXLhRznoZPED8/fW/1elSGJCsrRs6XQILu6A4wzfpFJa8lDWwgZfj+uvf56KdxPPYDzvrQrHCjx5CtF+1TZC8RlXaJiiQTVYGW3DzjNASfl2u57Hia4escOW6OIXXvsDGMAbH+bqB0AK0I5OGhb3EoNJaLaDTTeDyUKo00xJkS57+7uxvnz5zFnzhypMNQbb7yBf/u3f0N7ezsKCwtxxx13YPHixal45KTDRCn3wnrDhZEimMjSOh2gKibqBsQFyYWXXrIIcEpUUq3kkpIE2aKlWsUAI0Tk8vnzlsJK3AKS4fMJpa1o2TJ0nT5tqwjzd1CVK/XdnRR8p/wBu/5L5vAgHSrZYYdfRxZ2o8NcwluSYcaMqzH7gH2Rk69kZgqBu3rXLmtsrrl5NG3ZgsG+PiNuE5AOYGpce9u+fZZDnBqLandg4QqtutE4zRUnuDweeLKy4iEzpiLnVH0TsB7U1U2Yb6B2McR2Mb1qroSTxYssnrzKJ4AhlQkNe9jFsIuqpwpInvADp5qnoRp51EJ6IjcCkKzhTkqZzwzt4FZqnmvDFVTVgwVAMpQsrKwU1UM9Xq+k+FNVZP4by78ZyLtBByHVG0mx/fxwb7f2qY9UCz3lPWT4fJI8HrhyBZGBAck7oN6b5Bnfgx6KxSweOH7QVg8UZMThBf34uhVKPctZoGf3nD0reQ+c8jISeTG4J5GebXdwJ92D5plagZz3s/Cy2hRPI9gVObTLAVAPuNzrSbkMQNywZ/EimX2fv2BBPBzTpBvlhzUnT+tYYUKU+2eeeQY//OEPsXPnTsyZM0c0pKamBj09PaJYVGZmJr7+9a+jqKgoFY+dVJjIsJxjDQ3IKSy0MMEQppNyz5VObh23uJzZxmFnFSIrChC3NKt9zK0lqlVMgAlsHkLhpDDy39hVueWWGW6hAmBxpapIxsqqtsPpIKCGBNhZjYWF3e0WiZo8AdauKqJTciAP+VArEqoJ43aWbG7tl1zfiAtxfkjjVWu5st3e3CyNNe9r21AEE6ISMLM2llZVSRugqMKrbGJOCgQ/WFKynLqZq2FiagKkqOLMxprPZ09mJt52ww1S0jh/ZlZenlAE7eacRvIQFWFNjns1sZNb7vlcU5UaNcnUrmIzAOFVVD0CPMGW39e4eVwpBWBbAZoOf3lz50oHEsBakZcOEDS/SeHiiZU8AZxAfOa0prlHDIAwOJRUVNiGvxAy/H4pH4XLXDooUz9xQ82qIZI51UR9blSiPCPqM05UoI6XXZVrXyCA/p4ex/lA71V39apVJrHD1FDeON6P5FkA4qFJwnhDxkSHw5jkpVbmD38/Tn7A9xyVyMHO8g5AjAs/WHn9fly3Zo1xb8XDIsDW20i82qnChFSobWtrQ3FxsVDsAeDHP/4xLl26hIqKCjQ2NuKuu+7CwMAA/uM//iNVj9VIApS0whNI3Ur120SJOVMNPE3mujVrRJIW0ZzZcUVf//GPi0IqZTVyEROezMMr3mYHAiguL8eT8+ejpKJCJICWVlVJyTpE2UXCjJLniKu+p70dz9x4o/F/JcnH7mTOOeV54tWxhgahNDoVLSPKSqJM41V5+TXxBsjUboTWxkbEAImqj2+GREPn8fngCwTg9ngQ7uuzMNsQT7P6WxKslECnJqQSPz7N85xrrpEKovDiW3RfUYHWLPiyiCUPUhIcV6Zi5h9KTLvvzBmLYg8AA729UvEpwXuvgBhu6KC3etcug97NrGxcVFYmrKGIRgGXSxoLcierScyc0u0xs8AeT+Ljf6tVlanWA2CwAdGGyou3RQYGRAVgoiYlOr7ZS5cKWtdpWSgvBeDFn3gRJ55YyAvy0ZxYUVsr5AUlaBJVJSV0U5w4jU17c7N038G+PlFUiWRZa2OjlLQoquKWlQlyAUrmbtqyBbFoFG6vV1R0BSDqUFw+f95CNkDtLFq+XNBCcnSfPm1JrMzOzxdKtWh7f79UqCikFp40k995EueK2lrBLU+FwnifA8Y6FVVnzb2C6HSjg4OCQz1RMifJoNW7dmHpXXfhyfnzRQ0CXuyQxpIKDZbecYeRzGveo6ymBl+8eBErzQKE9B6r6usFWULvhQvY6vGIgoyUqFq5bVtcFir9QnsPJb6qxc94Uu7qHTtEgi0lafd1deHw5s1YVFkpzTMnJrgYEDcExWKCWprkO/HNU1L/yaYmiaZXyJZYDDEYBwLatzi98aLKSkEbTQgHgzjZ1GQZZ+PGxp09Xq9IqHaqEZJuSJlyf/HiRbz97W+XPmttbYXH48Hdd9+NoqIirFmzBu94xzvQ1taWqsdqJAmu0Lg8Hgs14HRJvCClk/DK/v1CWSfuYyo+dd2aNVL1RYtyCAAuFxZVVorFTsVKAEPw88JDxGyiKsOL16yxVP47UlcnjdGF1lbD+pmfL4Q8WZTUDYQr6PSufZcuGULOZD5YWV8v2Ft4MRfOXsAFK92frL6CT9jlshYPMdsf6upCOBTCLdu2CWYX2hRIaV9UWYn+nh7jXU2ueAGXC+FgEDFAbDBwuRCLRHBo0yahLHMFhkACne7Xc/asxOLBi29RfxErBhV8adu71zgcmJVuudKu8oqToLc76EQjEfFsYiiycCibxWSIYafv0iVxMHvjxAnctn274NsXfRSLiTlD177IOLmDnZ04tGmTuD4Widgy6HDQ+LgAsZkVlZUBLhcysrKsmylM7n12YDlSV4eOlhbRZooH53NOZWPRsAcxb9HBieDNzjbYtkxWLV5n4cSzzwKIV2smhYTWH63l+86cEQV9FlZW4sn58w0vkZnbwZWybJNNyq6IGhkTrnZ24rbt20X9kIHeXqkGBCl9ZM3OKykR8rKnvR1fycyUDp9dp08jFongtYMHpTok/b29yCspiRuoXC4sNJXIRZWVUlXcVfX14rq8efOEcqsyhHEmHzIMCGuzaXEmpXiR2VdHTRmXmZsrqniX3nGHVOtErTROUFmFyLhgV+yQo6SiQqrgze9Hij0PAxSy1Szod9+ZMyipqJB+Z2etjjIjRnF5uVQwkZCVm4uFlZVCNvODFQBxaKN5JhmmaN4CgNstincRwsGgKCxoqTDudiN85YpRo8XcBziLUujSJTFXXtyyRfKkU/G2tbt3CyOb2+s1DBB2QSzmZ5GBAbTt2ydq4qQzSw4hZcp9X18fsrKyxP8jkQhee+01LFy4EHkmlRMAzJ07Fxe1a3ZcQZntpNBw1hwShKp1ZKqCFFYS+LS5kGVi9tKlwmJJCgpRFtLGJgoXAUAsJqgPn5w/37AqmeCKaiQUwqMFBWKj5slwp8xYWC6wVSsn0RzSQWLt7t2I9PeL79Vy8rSJLzIr6yIaNYRcLCasWURdSNRl3HvT2tiI3gsXABhhF2S1IyWSrE558+ZJmwVBtN+sEMjbRl6PzNxcoRhQXxBVpdvrNWg/3W5RolyyiEejOGoemLgCQ+AeFNEmVlCLb+7UX6Tor6yvFxbIaDiMvOLieBEaE33d3RgMhSTvDLdYl1ZVCU8NWd5zCgsFFeZMk643w+83Cs5QUi0rRtXX3S0OM6KIjAJS1ulQEDYVgzDVsTAt/Byhri5BecgPdnRwoyI/rx08iMvnziHwznfCZ1ZtpIMBbabZgQBu274dHi77zfHiFr/ZS5fiWEODVL1XY2hY+slUOgW1qE1S54XWVjGugFw0jBdmou9X1Naibe9e9LS3w20e1IqWL8dVClMzlWdSgnkRNSrwxNdShs8HRKNS8TgBlws5hYVCwedWYzqcqDKQqmKL6wYHcd+ZM7j1618X65TW7iv792MwGBRVcY/U1cFj0gYPXLmCFbW1WLt7N1bV14vK5CodIzdAiGYDoqAUGWyIvpjuSfS9dmtJHUdugKF/R8NhxCIRREwPBHk6OA9705Yt6Dl7Viqkp1IIq7SSAMRhR6WsJYMJGTEAQ07SYQUwD280/cy/eYViKmDFKTWLysoE4QPNs2zKxTRDZ/jBsXT9eqtXOhLBhZdfxuodO4SsyQ4EgGg0Xi08GsWhjRtxtK4Oq+rrjWJfzDsQVg4NsUgER0yDSEdLC1bv3IncoiJbOUleZ/G5uYdSgbJ0R8qU+0AggHPnzon/v/rqqwiFQnj3u98tXReJRJDBSkhrjD14OIZQoGC4mrymIFY52KcqSNkgqrULL71kVBU0S6NfaG3FzDlzAJcLwc5OtDc3AzDiPMmqIiVBut1SyAgP7eCKKildBJfpQSldvz5ucTbDQcgSQULFFwgIJY/CQx4tKJDc0m179mCrx2Op/GonhFyQBb/bFOKcj/3w5s3icBIJh0UYDd/Q6BlH6uos4Ttc+VP50LkyoLp3SVmJRaPC4iSpLkyRoX/Z8TkvWbdOeCnI4saTAxdVVorNnfcXWdf571fU1sb54U1lnPNv8zAYDmpXt2mBJE5mXjKdKjSG+/rEePNn0Pv2XbqE1w8eNG5s8i3TnImEQkLp85o86CKkzO3G6p07RX4A78dwMGhb4p3CzCjU4JX9+8X7098UDkAeGR7CRqFWA729wuL3xokTFj5qjaGxorbWYnn2ZmcbniWWi6GCewwJrY2N8crX7AB2tK5OzDOP14usvDxcePllyYDRtncvXtyyBcHOTsF9TvfhVubWxkYR/uJitTqE9TUWE3OBFHxugafwnwPV1eLACiA+580EUZIzPHxFyDRTjpJlnYeK0BqluX5482ZxLwp/am9uhguQGG5iplGMFwNELCa9N/GlUwjkcOc7HYaig4NSTRru6Rg01/qgadhRq8NSW56cPx85hYXC0PBQJCLlFlCIDdVjiQ4OCg/bbdu3Gx6CvDxRR2BRZaUUDiSksJn3RfvW2t278eDgIO45ftw4NJrK/6FNm4R3hTyjJCcIefPmCVlNc8Lt8UjyeqHZDm92dnzemGFghzZuRLCzE9mBgLhP6fr18arFZow67X897e04tGEDes6eNerG0D1NL80DV6/igatXpXo0NO9nzpmT9h7IlCn3ixcvxpkzZ3Dw4EGcOXMGzz33HFwuF9773vdK13V0dKDAdL1pjA9UBar/yhUAhquJXIF2VsGpCLIUe3w+SUnjmySxCYSDQSGc6MTuMYv/UHxp6fr1wvJLVi0AQCyG/itX8FA0GrcMAGKz882aJSgWAwsWCKWWrGHHGhqk+Eo6lJCyFerqsroRo1G07dmDZ268UVjdY5GIscnCSCijQjQ8nAWAJLiP1NVJFh9vdnb8/2xDs7Pk0WbJY0GP1NXhkZwcPJKTg0MbNwrLMm205GY+UlcnQsdmL10q5qxkT3G5pAIsTli7ezfy5s0T8ZRXzRCVFz73OUuhFX7gyCksxMMZGYYibXo5jjU0iE0FMPIAeAEdXoqcDokUe86LWREGenvFhs29BBnZ2UYoEsU5K2NLhed8s2bFPURmG6ltpJBQuAXR44mCPFVVlnwbmPOL5EQkFEKws9M49JljQbkFK236nOdX0Ljw2H1eAGiyxKumC8pqagz5AQAuF+47c0YogS7yvJICbQNaO3RgJwWOQtB46B7cbmT4fPHiRBymPKQ/lCdEXinaP7ghKWb+LhoOwzdrlli3VARqoLdXjvE3PYxte/ZIyfCAMeeX3nUXXG43wsGgOIzSwQKIx7+T8hiD4RkjeP1+FJeX49GCAkk+Hqmrw8MejxT+RDHngMlYlZlp/Ns0ypBlmif1U5/1XbokZIKTR1zNheppbzc8lWafCbYc5hG578wZYeF2ud04tHGjdJjhhbx62ttx4aWXjPfZt09Y/3nojmrQ45Z/HlbZ19UlriU5vYrJrcH+fkvoJnl5xTwyDYj3nTkjCqIFFixAf0+POKj2tLfjVFMT7jtzBtd//OOAy4VoOGzxEJDnl9NRUpGycDCIUE8PSioqLCFI161ZI+SkVHSMhY2Rp5bYpigXIj4ZjBXFwzzTFSlT7j/+8Y8jIyMD//zP/4zPfe5z+PWvf43S0lK8613vEtf8/ve/R0dHB/7oj/4oVY+dlLj//vuxceNG6c+hQ4fG7HncygZAWG+AuMtzuljuSSHlCUekqLm9XotrLoMOAYBIVKLEWd5vJHwjLBTHBcMaRJYBEkCxaFTE9/e0t+PCyy9LGxnF0b928KBQml/97ndFezOysizt5LjQ2iqFBNHmGeruFm0uq6mRKjaSMnZ482bBeECHQaqKSQcaXuE2p7BQsCrwyoMEnvDKw07IckgVHOmQQKFjPAwmosThr6qvFxZjDp54yBV2ft/IwIAYV3IbUzxvZm6uGFeqwkrhWHxTCQeDCJvsPLTxkcKawSzYpICohzC7GHxxMGTWekKG3y8l03HuasBIEsvKzZWUKpqP7c3NwhpJoUcexVIKQMzj0KVL4h1JKbva2YmQqSxRohoP56Ex9hcWSrkVXJmnpF2t1A8fapI7zeFYNCoK7OUWFUkhEaRIL6ysxKMFBTi0YYM4MBJnOsXMBxYsAAAULVtmVKA1DwsiDAKwHCC8ZlIpr75Na44OeVRt25OZKSqhfuHiRZRUVMSVOgpTRNyDaLwcWwMuF1wAXtyyRVwbNLnO7dYwKY+LKiulZMrBUAhte/ZIFWxdHg9cUJKTIYdU+vLy8K61a41qsaZRpuv0adF/gBJGGY2KpH/Vq0cyig4P/b29cWYgBXnFxcjMzUV7c7NYa2S0oBwlAleuhVeQJbFy6z95MEV1YLdb5AoABrsM7QFeJid5Yjz3brrcbmHoOFBdLbwJXEa5PB5xACEDGxnMXB6P8Pz1dXXhQHV1PO/BhNvjAVwu9F64IA5mhOz8fBG6Q3vQkbo6KS+CKnvTPqceHuMNNZ7xSE6O8MTEALGeeLgSr2KejkhpEauTJ0/iBz/4AS5fvoyFCxfiYx/7mETX8/zzz+OFF17AnXfeiRtvvDFVj500mCgqTILKTcsx3nyt6QRebU/lUF69Y4eo8KryhNM1nJZLrdIqVQY2kTdvHno6OkTBjNClS/HNhZ5vE0vLuZCJjotXzn3bDTc4Up1yFJWVieRMAqdc5JzExMCgVkiUCjGZIOu/XYElKnfP23Dh5ZclHnlO6wYw9gSFPs2uiqxK+Thz7lypCBVRqBUtWyYVZVGLqKhjDcgFT6T1o3B6SzSoJm0kEE+yJStb6R132FaJtS02x8bLrs+BuNvfrhLlVvNACcTZbzjIkuVU0ZOs9U1bttgm3olCag7Va9V3TKaAjoYzOK0fUfjx4kZq8TE76lVe4ZZzuPN1I4FVcqbvOH0jrRcAgso2Fo0aMo2Sc+fNs63JwCEoJ5W1Q/SSqky00ES63ShatkysQVoXarE142Vd0ho/vGmTRcFX+4DTQ9I6suNbJ8XRFwgAsRhC3d3w5efji11dFirdPl5czIEmktMeiwJy6j6u7EOAM7++WtSOUx7bVZFVi/rR4YDvbXayxQ4ujwcz58yRwptEoT4aJ5cLq3fujMscG5pTuo7L3+LyckPOE+uNsn+SLFPbLeaXQ3vJm2FXD2BaUGECwKJFi/D5z38eDz30EO68807Lw2+99VY89dRT01Kxn0jYuskUTBfLvcrWIdzVnCKSYrXXr8exhgbDLWe6/Hi8NAljHtcuWBNMqi1PVhbgdktWr8vnz8fZLbq7JcV+9Y4dhivZ5sx9oLraYhG9fP48AMMaTKXiCVIyEAPFvHKcNN8RMCy//b29IsSEJ6JyS1lPe7t4L09mpoXhgSv2GT6fiHmkNpC1hsfOU6LbwspKcW9fXp7kChcJtiy0BojH2WdkZUnMOiebmlB39SoeMvuIW5C5haqspgYlFRWS65/H85fV1Bh5AcydS1YgCt0SiMVwqqlJWKl4ErtqxaY5SbRxanw8xeofNeeeFIJh5nyo3rkn58/HMzfeKOco8M3XnOMuIB5frISO0WZYVlMjJW+LW5jzQsgOM9mQJwCqbms6LE6GhLR0AJdX3DJOTFJkjVRjygkramul0BTATDI05QJPOJy9dKlhUVbZSUzqQR6qQgnrZGENB4MibIwSQ8lY4vF6pYR9wU5FcdEmew0xpmRkZ+OV/fvx6ne/K+glAYMhiDytPJeHJFz2rFmGwcBE/+XLONbQEI+1ZgmjiMWEl+1YQwNu27EDD8ViwohhQTRq8PKbIWZqPhHJibW7d4uDTiQUEvkH9DdnFqOwJf4MuFzCMuz2eo32mNeEGVWjb9YsS/uICQaIs5pRrPqppiYpP4pi01XLM4V/cgY4Pu98JjkKz2+gUCsBzoRjggghLHkLAE41NRl5O8o8FV6XWExi7yEQnz0dOtv27hXsTHb7Z/6CBThSVyfCKokM4PqPf1y6TjCZmUxwIqdi40ZB7NDT0SHy8dIVKVXuNdITPLlHpavicX3TAWoilcQoABjF1sw4ZhIafAMkkdXf2ytikrlg46wJR+vqBHPDrV//uhRzKoQfE0JFy5YZ1GTseat37RKbbdu+fdK7cA5zYv3hFIsUBuPyeCTBSYxAxg+MdogYfpPXWcTdut3CckEbGGe4iQ4Owuv3411r10oxqHRoopCcPvNvHr4T7uuzxM7T+HS0tFjCiS689JLkCic++OLyctSbSdHEOsOZdXjcsZoERRt8hs8nLGLE660mAj85fz7am5vhmzVL3ojMfqOEP9H/oZCIYxfub7NiK28LvTMpUFyJ4gib3M+5vAAgo8NU+1A6bJjrnNrty8+H3wyp4m5nr3mwjIbDUrKghboTEBu9qkAeqasTLv+es2cFxeGB6mpx2LWjT9WwQqVMDHV1GcmUzBhBc4wnNhLUZGfAUL59+flGOKIZcrd61y50vvqqwSTm8RhhHTSmbrfIq6FxjkWjwthAc8dtR5QRi4mwOjUBnuKhid6R8gEEZzyFzlDybn8/XICg1gWMQywlai6srJTkaai7W9TSyCspwRIzz4Dmcn9vr8QcAzCOfXMt81DNcF8fBnp7UVJRISWTc7Q2NgpPSAyyPD5QXY2TTU1CFkSYnOf9lZWXJ1nOaRzo0EDzQMq3UEIiad6QAYQOJjSORAbADQyPFhQIgw439vHQSgrdFMm6d9yBL1y8aHgMmOwrWr4cAESuAlwuEX4oyABMhEMhPDl/Pq5bs0Z4KciIRvOawnIEXC4p2Zi8JITsQCD+bBMXXnpJvEcMECFPal0SYWwzWZgAM6dCOYilu4FCK/fTANza+8WLF2UFnyVITgdQESGKyxNxh6YlkwRo/6VLxsaQmSltjpkzZgillSffcNgxJfAE046WFhE/zYs8dZ8+bVjUTaW6tKoKZTU1IhaVmAPocHKUceETpZxk0TEVutu2b8ct27YJhZ74qLlVCDAsWtn5+dJn9O5cKZY8FyzxmApCUdylnZs2FokYCi4LFyEFkixKpKTwmgHGjw1LebivT/w+MzfXKEBiWp65dYsONgvNpDY7azIlmi6srBQJh9SPFK9+oLo6vlmaMbuD/f3yJuVy4Z7jx/GQGWZEfUfUnxS/TrHJvC20OYW6uqR4YF8gIJiS+FiIzczsA9pwiUWJrHJS+8y+umXbNilJm/69qr4eK+vr4wdZk7Xk0YICiSufW3WJR7qspgZ1V68K6k9SIHjtAl6Exm7NaNiDDk49HR2iCNGSdeuE9yZ/wQIhWygH5GhdHQ5UVwu6U/WwGI1ExBwmhe3Qpk1CKY2GwxIHPjF60WGA5h3VCFlVX48YIFFf8vlJ65D44ckLQYo1VxaXrFsnvJ/kqRM0jGadhhdNGk9KSuXx7VISrlkThLycZKwhKzB5GMgDRXKruLxcrOW/GxjA6p07LWuNH6DUgzrB6/Phth07hNyV4v2JBcyGfpEnpB9raBDjQCFEZNG+9vrr8VA0ahiOTIMD0WdSPgLJDCq8xfng1SRcnkhdXF4uZLIa404UleohIMPcOzOys8V+5J0xQ+yBJ559VniMeV0MntdEdJkU37+qvh6D/f3xHAOzvyihm/bWLMZ8BhhhSN4ZM4xrzZwlkYMAozgbWfsd4XKJ/DK7DDfL/pRm0Mr9NAIl5lACFQCLhXKqQ01g5EoIFVzKKykRp/fIwIBQDgEjS15lMlDBCwGtqK21VRLJnX7dmjWCkWDQZC4CAMRieP3gQTxWUBBPgDSfT+EmMcQrDZPA5xSaGdnZEt2jWvVQxW3btwvhTwgHgyKxiG9qwnNBiEaFlYisP05o27dP/DYcCgmLuUpbd7Wz02Ktob7hFGzcAla0fDl8jE+Zb0BqlUUOomykcV3FKj6+sn+/5TfkSRAHQ9PyD0Ak9NG84axC5BonNzd5ItTNidqwqr5eWFkBiDm0qr4+zg3NaFK5Zeqe48fjYQYmo0Z7c7NIZuxoaRE83KKCsTnvi5Yti7MymZ8JC5riHaJCaBYGIA5WsGY6yZvRQoREmUWISIklBZXCYzgrUwwQxag4qwiFeRDDjeTBU8I1eTEpXn20r6tLkAyQ90UohkyxDixYIHHx37Z9uwgNoblGMoKoUmmtqnSKbmUuhc2wvBggLNaHNm2SGVAAZM2cKfJUqOAdVcMm8JhqNWSMlNsXt2yxhLcd2rBB1ImgQ8rz994r4tIpmflYQ4OofaGCe1DIe/LA1auWAlg0DmSAozG/0NqKhzMy8OKWLZbDGsWEExkCeUfbm5ulseRhOjzc75X9+8V9eTw6vQcl2nKu/cVr1ojKt2r4aHtzs/AkXmhtlRRjOlReeeMN5JNuYtYx4fOE6i+4PB5ce/31UuHHFbW10ti/sn+/qOpL7fH4fMLLITwqiVJOWQ0bYgvjIZOWyr5phpQm1GokxkQl1FoSmFhiktvrxd+Z7AvTCRQPPtDbK21+uUVFliQs2gjfOHECs5culRIyKaGMkmMpRpknLF0+d84a70xFi5SxyDQTbPlma0lQM1FUVoYLL70kLBoPmb8hCxKxqrg8HmRkZSEcDMIXCOCLFy/isYICic2Av3tZTY2UGMzBE2sBiFjZwVAIbrPycYbfjwyfD/1monDevHmizLwKSt5VcwBo0+VuUzp0UP84JXFRghaP919YWSkS3TL8fuQUFkoJqnRvnpDKxzYaiYj+yJs3zxI3ChgWokh/v+hrnug60NtrhDBlZwsLK7VfSvplCYVrd++Oj5NNUnHITMZze72IDg4a7RwcFOFKPElZ7TPq3+fvvVemlAOsieXmdy5TkUoEnnDH+3/QTKimdmkkh9bGRiOxMBSyJLXyMC8RWmAmGfaTXOOyxszpoTkvzbu+Pss8t1uDgJzgTV43aqOId6a4a5agHzSLYvlMZZMnTBYtX46u06fF+gMgyTAAQtmNhsPwZGbiQ089JSgbAUM29ff2Gv83+wEwDq+UOCrthWb/UbK9Ly8Poe5uFJWVYeldd9l6H91er0XZpfXEr+XkByQHnLyZnKCA9yklzapreaC31xgn1td58+ahuLwcJ5uaRB8eratDX1eXtOZUuc4Tqi0kDjakDjw5msaIxpUnXlPSKf3d09EhPTfD78fiNWssITEcFAImJfJTm1jbaE9T1wp5B8lLJI0Tk2+UmE77A+3DJLuA+ByihGlKxp42CbUa6YlElrJoOCwVH5ouIGsTF9SU+HVowwbjZG8qO7FIBF2nT+O27dslCjQqDc9DD5q2bAEAyfIyc84c+eFmTL/qKoyGw8ICxq0o0cFBuaqtiTdOnBC/d2dkCNdwWU0NisvLpQqnghGDmqD0R3RwUApZIaXBuHm89LpaeGpRZaXBTkBFpwBEzNhY8n70nD3rSN+Z4fNZOPcplKispgZrd+8W4R4UVla0bBkAWPvVRNuePcLqRBYqGicgTjXKK6gSnSRPSqTkWnKjuzwerN61CwNmnQgOHitMNJoramsFFZvwDgWDoiCaWg250nS788RUGidOyQqXSyj2NHaCT9wMRVhohkAAkOKZiW+e+ldKVDPvx935PObYTjGhuF9xCzPcjUJFPOZBhvIrFrLQDI2hcayhAYPBIHyzZuFkUxOCZh0IwIhFL6mokHNxzNARLj8Kr79eKNoUywwYY/Xqd79rKDAmpzjx0QuL+IYNePW735XaRAnehzZswDM33igqsYKMD2ZtDJpzGT6fkbsUDIqwEylJO2YUtiIv0rGGBqMSq0mnSKGLLsQpKokOdJVSLG+R6TWjQl9UdI8qpVKiPQARJkchfZT0+saJEzjKa32wBFEyXtDns5cuFaFSPGGXrMk8dIRTL/NqsJyggMfMk/JJMuAIlyXRKPLMKtdFy5cLjw6nCRbhTGzsOFVv3rx5olq5GDMYyq66N4nfmM+kNva0t8dDIc0aBRQqxf+W5BcMGSyK8tmAwmEtDF20B/JwUsQNWovXrBHViQHD00k0sFzmEk0rYORS8JCuaDiMVfX1CPf1WeYQVSmm+ifpLMdGbbnv7OzEk08+ifoEBWU0DEwkFeYzN94o3GJFZWUWykSVEmuqQmVwyZwxAz1nz6KorAydr74q0TXmlZQIy5FqsQHgSF0mWdRtriOrk7AO21kvuIUCkIQZWYiXrFuHkooKycJF48gp18QtFVovyWprtpNTRQJwpP5SvQN27Vfpy7x+Pwb7+6UCWVRkidNADjUX+bs5WdGdrE6iLx1o8/jcACC9m521EIBQWskCyq06dvSWwnpkWlWJwlCluXSiBiTPAPUheUyoLfxepNDbjR/3KLhcLsQAYfHiVJa8XZKFkqzCfX2SNY3645X9++H2eIQixi2rZG3TSAzV8yJg9rUjlR+XOWwtutxueOyUJhNEiewol5zA1lteSYmghSUrOKc59OXnwwUjX0CSk6a1fWV9vUT16PJ44MvLs8gZOznxSE6OTMdp0vjyebfKXB9k6eYexp5z54BoVPxerDW2Vmlu0zqgkDl173Cip+UUldK6p3EyvXA8HJN7v1T4AgH09/SId5W8hab3hlPUStSgCiUop/3lXgKvzyes8+RNoAKF3NBA9yS6X753AJApdc05Q8nDkvfW3BvIEu8yjVTqnKMxAWChKfX6/XHZBIOcgstFus6TmSlkFGDKuFjM4imlPuZeqfHWm8bVct/f34+2trbR3kZjjMHjwzpffVX+0uWaNnGwUlGlUEgohm+9+qrEigOXyyjQ1N0Nr99vS8VF1GWlVVUSW8iF1lZZ2JkKD8XrzZg9WyjYlox7YjXhVhNTcaLYzMVr1sCTlYW2ffvQ3twsVf2jRCgLu4nJegNAWHQl1hXzfXhpeMLrBw+KEuJqMhwxrVgqZCreB8CwIFFJcyqQRRveIlY8R2X8AOSkNR6vSeOX4fdLSXiUsMxLka/euTMejx+NSgdcnphF1n6y2BAiAwMGa4ICopobDAYFjSYVUSF6S86uI7xCpiWfEtopbyJv3rx4qXmzL9v27kXb3r1iQ8owrX+l69fH4/XdbhFHS5SG5BXgBa0OVFdLHoW8efPwYCSC1Tt24GRTkxRvTfG/YgzNzY0s+qIwmbnR0qZPyk9kYEDM3RW1tcJzZJegpmGFSBa0qRhL45uZm2tlQePXm14dwPCmccW+qKzMEqtMhYaGA5fbLeZkcXm5obTDYCgpq6mJy4JYTBQVutrZiYei0Xjbzbynw5s3G5ZVlk8iyRk2n1RwOk6SNTwvhwow8VwCXiGXCAnIWyoK6JnUmV+4eFFiCwMQL9Bn3oOeSd5D8kZwSmpOG0zeQ292tpSE7i8sRMy8P7GN2SHU1SUs07ygV5S1nfaZspoaS6L9YH+/xIZWVlMT92wPDgqiAq/fL+YVMXfRPST6VDNWfUVtrUT7S14oAIZxZflyUcVXULyaoLwIyjexq0GQnZ8vQhz7e3tF6CAfF9qHM/x+qbgez4PwzpgheRVUxV4UOqNiaxkZUuJxukKH5UwT8EmoComM7Oy0dzGlCjykZJAxq5BrlpBXXCwqx4b7+oTr2oJYDCUVFYItxDaRMBZDDBBJOUTdyN2FxPVMSv11ZnKSUPJdLtyybZtQnKi9bXv3ihLZsUgEbXv34tDGjVZLninkOEsLbSq8oiWFbXCLrTj0RKM4tHFjvOy52y1CZfhBgdgJeP9mBwLwmqXt/YWFojDSVrcbX8nMFAmAVL1X5evm7e5m1WsBWfh2nz6NFbW1IvZ0YWWlVI1zlY2H0e31io1KonW0cWqGLl2SLfEul3TIycjKElVxOb0lZ/ERBXkAkWDa2tgoDhuXz5832sEpDBl3s8fnM74z3eCC8SkWg8vtFqw7bo9HSiCmROe2ffvirnr2fEpqVhlBympqRN0GaouIzWaH0XAwiD6T5UJikojF4C8sRFlNjWAnWqk9vUmDV1nl8M2aJcLV7Oa1Hdxer0gqpNj50vXrhYIdi0RwaONGKXwlGcQiEaGInWxqEp+T/KLEfn7gD3Z2orWxUQqtGezrM7jQz53DQ9EoVu/cKd6RWKfy5s0TiacEUpy5ckdJpn1dXUJJpwqogNyvfJ0QHSwgV6rtu3QJrY2N8b6x6R+eU8ONRcHOTrxohhoRLWVOYSEezsgQfP7hvj5xeHF7vQh2djoWjqNQRd6G27Zvx0lGDCCqrivUs1IiqPlda2Mj6nNysNXjkeqpiP3HNESI9zRlE68xwMeWwrbofkCcqc7o2KjwEAsiANZfHq9XipMnak2OhZWVwgDCQxMthiaT8IAn/ZdUVBi0vC4XIqEQsmbONC71eKT1AEAcLukAw1mh0rk+kFbupwmkSajEN3vNmEhVoZqK4MV+MmxiCgk9Z8/Glf1YzIh7zc+3FIQBgEMbNwprp8rf7cvPN5IfTaUw1NMjrLyE2UuXYu3u3ZLV+LWDB3H53Dn4r7nGuMgsIa7y8lOegKBVY0qgtPmY3MH9vb1S/GAsEsHVzk7RJ2RpAcxNwAxfEZSM/P5M+eWHRxcMqy93K680qRZ5ESwqOEIxpHC5RIEYonRTi/cM2PDAz166VGw84VBIWJ36urrQtm+fZD0DrHHi0XBYMF+I+GETkjfHHAcOsj6tqq+PF4NCnGIzEgpJTCLEpEGMJXlz5+LQhg2Sq3zJunVxK5eNEhEJhSSGoGg4LCx+3MJFVH/E+EBt8Pp8gkli9Y4dACDRgAJWRpCOlhaLZY28IV8wY+upfw5t2CB7B02mHsoH4cwfGkOD2FEASF6TiFlHgayihLx58yxyigpfUf2Ch8x1z5m7eNhaR0uLUKzFuDNOdfKQCU8Y4pbNiJlY6/J4RLgHKfBcMQoHgzi0YQPam5uF/OHK5IHqahEacuLZZ9Fz9qyjxV7QD5tzmPrI5XYbnlempJNBhBe8otA1UUeAQfRlNIrDmzeLooZiTSvW4rDJeka5QeJzUzYQLSUxBHELe25REUrvuAPRcFhSpt1er1S8S3jUFAOEKMqXnY0Hrl7F29/zHuPA9cILghpVzTsoqaiIy2PTYABAMMzwHAHAmEuUO8NrDDh5tyknhOcd0B7EFXjBYsRzfFwu+PLyhEHHFwiIA0JHS4uQOxlmgbPsQEDsO16/X+xbfV1dIv6f9lHaf8LBoMi3IHm5qr5eeDhcHo9RV0DNk0tz5q9Rx9yfO3cOmzZtwsEEyREaBiYy5p7H0LY3N0sl4J1KxU91iOx6Vq6a4pzVODwef58IFvYBAudfZqwPAAC3Gw9FIvZx8AQz7CESDsc3SBavSMmbfYwpYmV9vXQ/KjufV1ISZzgABNuKNzsbhddfL1zqnI0gKzdX+g2BmBhURqbSqiqcbGoSVm4eY+1Ufp7uB8Rj3bMDAWSq8Zhq17D4Sc4ck5WbK8WpllZVCbYRu/G0MCmwkvM0BhZrvk3eAMXrLlm3DqeamuQ5Y7JNJMpVyM7PN+KRTUs+Z8axg9fvF+PmcrkQ4wcwhSGFzw0KDRMsHpxZxaZ/eTv4ePI8Fj73KbaaxnO65PWkGjxfSpIviMed8xh5kavBwNeIhUlJmd+UW9Le3BxnizIto7Q2KH/HjgGGyyS+n6gMXRJMI0LX6dPx/IIEOU08L0hlxepoaZHWl5on4vF6ERkYkPKoyFJLyjGXjRS7z98PgLQmyVocjUSkHBg7UPtzCguNRGKWM2HJIWIyiPqVfifl3sA+p2WrjXeBs6dZZBy7FwAhK4vLy8X84t9RTg/PQRD5TGY+hdfvxwNXr1rawfcBnqfm9fvhMb28vM9pTgGQcibUnAaSw2osv928cZKrnD2N7yHErGP33PGAZsvRsIBO+kfq6nCqqQm3bd8uqKKmmzXtQHU1Hs7IQHtzMyq3bTMsL8yquXrXLiMOz7RWFJWVYUVtrcQrD0AoahzECJGtWLop9IZiDLkFC9GosGrGlFg/spBl5+fHOauZ8kZlwoF42E/R8uUI9fSgvblZeg59v6K2VtoUOJOLyBdgVqlQV5dU6bG0qkocXMhVvaK21sKTvKq+Ps4KgbjrnAqslFZVWcKYqGIqIXTpkoindMLspUuF1YYo4mLRKL5w8aJUvIviQH2BAHovXEBfd7eIf/f6/YJJoWjZMmHVljjb7dpgelQACGs4xeu27d0rzxlTeeYFztQqisR2wvMBFlVWClo/Ozxw9arBaT9vnkgM5IW0aCPkViwKw+MVeVfv3Am/TQgI9VEkFELpHXcIT4UaQ+zx+eJVMzMyRFgUD0fTTDnDBw+j8Ph8gnGF16zgnllVsae5TfN8pTl2xxoa5Cqp5pqfMXs2AEhMYEKJNSuFxiIRvLhlS7zaNlsboa4ug9UH8TV/oLpa8PDbwsyBIS8XeZTtQGw9R+vqxNwLB4MI9fSgpKJC5CDR+1KoYWlVFfLmzROVdN1er5Ab5GELkyJn/lYwlSkek1X19UZxK2o+GV0Ya5gTKK/pQmsrMrKycP3HPy5kjEoOULp+vcinipj8/hdaW0UYjzoXSAZRmJYlRAWGddpD7DVmMS1RdMxEcXm5xPYj5pfphaOQTqoLQNb37EAAiEbRdfo0fPn5yA4EcN2aNXi0oACPFRTgmRtvlDwI9N5vnDgRZzNjhfQAYx9cVV8v9JcXt2zBQG8vXj940PDKdnfjxS1bhKeX9wH3KL/16quCGx8AvnjxokFUwPLZ6B1D3d3C48tDKsPBoGG06u4W+U3pCm25H0dMpOUekE/KnDlluoHYVlweD2bOnWvJ0hfMAJyxxsyOV/mMnbjWgTgnsiczE+9au1awBxCfLofgYS4pQc/Zs8ibNw/3sXbZsRwgFrNwKEuZ/i4XMrKzMRgKiXei5xCrhCNsrNRkjSelTXoPxcpGrBukRPAwIJW159DGjdKzSquqDFeujdXOibWIrOfcgulyuxEDhEWQmB+4Zc3l8eDBwUHZgg2rledYQ4PBAMLZPczfL1m3TrLkSIwQDHZc+twq64SEPNmmUkXsGsS8Q23mHNR8XnMOcOrX3KIiYQ0TFi3Vemr2NQDJ4i/dz2buUFE3lXdbY2io/N1Uw8FSk8GJ3YZZZ2353ukyr1fMIQC2VnbVM0m1NWyf7yQ37TxgMNcr1ZJQrMVwu+HJyJC8qcKCztqpvh9fc+KdlPlKYZMWecPnvsM6OPHss/L6dZCbXFaqMszyrkobaN2q7C8Zfj/qmEWc6nJw9hvVo8brmQBxdhyVqUv1sqnsaDwvi1vQVc+J6iXm4PcgdiUOMipQhEGiej3iI0WvcfIS03W8FgCxIAGwyFkaM5fHI9WbcfJKjBW05V7DFjxZMBaJTIsYezuQtSkjKwvF5eVyDHY0ahVEpCwriUl0L7I+qIwVZDWPRiKiOiPx5EowmXkeLSgQlpues2eFhZMEK2c58LLy22q1R+IU9ni9GAwGkT1rFq5bs8a4b3s7HsnJwXVr1sTj6BWUVlUZzDKBgOS9oJhUil+UGHmUwiiqV0gkepltpITNspoaQfNIONnUJMWrim7yeAQzjMvjiccCm7GwrY2NxnPNdsWiUckiSLH9fGOl8TzCea0hWwfJ66Uq9vQuwoJkWsQrt22T2SNMhK9cMWJ6zbyA1sZGOZ5agdvrlWJsb9u+XR4v8jiZ1lWqTEvruri8PD6XTcYLo/NcFg9JNBwWJeBX1dcb+Shud5y1RFxoeCokHnCWME6JvSpc5vdA3NujkRzKampEAvVrBw8KNhSqq/Hk/PlxznDTCsnzIxCNijhwsmRaYoXNeHxKQJVC0ZhlnnsCad3asn4BcblpytrsQMCQYSptokkmQJ+6PB6RFA9AsEK5TIs7XUOJxGSVp3DHZ268UcTnu4C4BZYqgMdiyDQLDlLlaDtDgmD84nlHrE+PNTSgS0nut8PJpias3rlT7BOqcWKgt9eI47cDW7ceny/uwXO7sXjNGskTRntLOBgUceVqDkF0cNDWS08eTe4F4Em2xMpGFcx55VzKF6PKuHQdHVrsFHvKnSC2IDsDB4VDte3di8cKCoT3kea3Nzs7XoeDxekf3rwZB6qr8eT8+Y7J6FSPg1d1JhYkyXjndhsHS9MDIoU8Qq4bkG5IiXKvi9wOD/fffz82btwo/Tl06NCYPpMURJHlbgpQClGhjPapDqJ5o9jik01NRsx9MnM4FpOFsMuFtbt347bt20W4jeQGNe8Zi0QEraLEIsKue+PECQsfOi9o0tPebmwkJMTYdeQ+La2qgttU6GcvXQrvjBniWu62p/fOys2V2HioBDop5iGT/xmAsGLT+6lCkCfZ3bJtm+SOf3L+fNn9j7hwBayMA5FQSApFIPe5Ly9PJHAtWbdOSvbiBwYndz4hb948EfJEyaaWI47Sz8caGizxtbw/CcXl5SirqRGUetJ7mZt62CyidWjjRitlKUM0HEZfdzeev/descGu3rlTHEYtbXa7Eb5yRRxKLAqXGc/qZSXpJSXQ5UJxeTkObdokkut6zp0Tv+NUh5Ro7PZ6hYKkFoXjhwJRvRSQQpk0kgOtn8FgUFp3g2aoBimAvvx8+AsL45zkJohNiqgu7RiQqMiPBFJmzLGLhMOCrQUwvKAvbtni6L3MDgRESGFfV1c8n0c0zCjExek+Z86Zg7KaGomJRRSbgrPXOXTpUjykzaR4XMlCA70+n0jo5MqpFHpn3p/enQwCVzs7LYxEnNqV4GYHEEIkFMKRujpkZGVZZIfb6xW0u5JBgIWKEK0v1QYg9heiKCY5SkYrUpw57SNPsH7mxhtFOB0lmHIaYKLoFEmnZpLtVzIzcdT0GKn0nmQk62lvx1aXCy9u2SKH8/B+hcEGR55b7rHg1MN8HPq6utC2dy9cAG7Ztk3McTVMFYjP8572dovxRDAIuVwS0cGiykpLMUUgbiBSqUBpjBZWVlrGO10wauU+Pz8fG3i4gMaQeOKJJ7Bz507pz+rVq8f0mYJNABCKEgARKmFreZmCUOkdB3p7bVkPAFgVflPIEEgx5rzJQrkhikBGq9jX3S0xNHBQTCz/La+qmOH3S8KINnWuJJVUVIjnX2htRSQUEkqc8NqYwp+oGollx5udjYWVlUJg8wqJgKG0HmtokBgRiCmjqKwMq3fskErSUz+TkJWsN+Z7RkIh6f0IHrNqLcXDXv/xj6O/p0diESJrub+w0AgTMRX8o3V1wiVtgdttKCVmzDDFvh6pq7NU7KV+DnV345kbbxRsPV6/H1m5udImxOPmTzY1xa3SynzymtZw/gyqeKl6UUQuB1MwXtm/P27FVZhxAADRqAhbCIdCFi8TYPCAh4NBDJoKB48nhctlbMbsvsRgEQ6FhIXzVFOTOEBRkhvF1dMacnu9FhaREIu5TmeWiXRDa2OjPE4El8sYHxvO8OxAwKgybc4pUva5x7akokKy1s5eutQxRMzt9QpKwv7eXjx/771o27NHVL/m9SQ4MnNzZQVIsdqT141bWHvOnsVWt1viPierLa9ezetttO3ZI+YttXX20qU41tCA0vXrBf0qKbEq3asnK0s8P8vcG0UzTY/HoY0bxWe0PiW54XLFa06YyA4EkGEmh4aDQQujDGfKEXTLlNjs8yEGo86IOLgQPbPJygPEQ45KKiqQN28eCq+/Hoc2bhQKdklFhdG/pqePvJKU90NrkVdVP1BdbWEloyrsFNoU7OwUB4SOlpZ4rDyM+dZkPp8Og7xf2/bswSM5OSL+nfovf8ECYaiyGI3N/fdIXZ0jvzyxCpFs5OMKGPKP55CI9uzdi6N1dZKxS/pboQKlz6Y0FWZOTg5uvfXWVLRFYwxBi2xRZaUQFC9u2SI2YFuL8hSE4HY3kya5m9nOxWaXkESbR+H114tEIRKG5MYtveMOkdApkpWYm1q1EFzt7IyHp5huY2J26WhpkTjjAYgwIUoy6mlvR9OWLVJ7uTCicJGHolE8cPWqcK+SRTUcDIrS4U1btsiJXS6XUNLdzPoSMjnNu0+flnjoibqSePPVpFmyRIXNA8rJpqZ4KXoAWTNm4FhDgyilzovGkOWSYseDnZ1ob26Oe0kQ52V3eTyS4u31+dDe3CwoPql0PFmdbWFuhiEzjMVfWGixtHlnzBD/joRCgi9e9SBk+HziMz5OLkAKhSmtqkL/lSvWpkSjeObGG0W/28KcV9zKqb4PYCrb7LBIoQdCoTLv4zHnOg9X6+/tRQzxypzP33uvSGzLYEq/erigd7a0SSMhmrZskWJ8SbH0UOy2aVmm8DeaqyUVFbISYyaqktFAJKOaskWyqpvhMmTdp+q2F15+2eqhQdw7uKK2VoQPejIzheJN3jJ+ACAq4lgkYj1UmIdaChPqaGnBFy9eFFVRHysowPP33mv1GLjdePt73oOZc+ei+/RpIV+udnbi0KZNgsOdcgCONTTgSF2dtF64ZCZmGarDQeg5exaHNmyw1LwQBxmXC0VlZYgBkpLs9ngkIwvfB1zme/vy8yW5FGY1WFz8eroH4p55SrglmU51SXra28XeQ+F+ZPThNW7IiELc844w788PCKq8GwwGcXjzZkdFnLw5vMDZhdZWkSxrGypl9pMUsmXOqexAIE4hSkYwG4VcJP2bBwHam0WookkIkB0IGEnTauiqK14syynsJx2gY+6nCbh1WVSZI7cWlMIWUxikKNJmaDmpI668l1ZVSZYYCjvJys0Vll+VT53cePxEn5WbG48hdxmluYlDmgQTJZwKxGISJ70tXdesWZL7ejAUQjQclmJD+7q68Py990ruW9oInGJNB5lwBMxEN3MTtWOC6OvuRrCzU/DQk9IQ6ukBIFtP3F6viNGkRDsKGSD0nD0reSUcBSg7lFBYwSKTf7mkogIPDg6K0CQA4lpyNXedPo2rnZ2JWTyY9XkwGDRYQFisO22Sq3fsQAYlG9L66utDUVmZyA/oMxllaA4RIuGw5AI/1dRkCWOi973Q2ir6zW7T4cVe2vbutViu1OuFxbW4GN2nTwvWG4LH57Mo6dFIRCoQxK2P9H5UPIyH/YgqqdM432ck4Af7cChkhErBmDdkzSbrK80IF2DtY3NNk9FAeCHJI6lY1UsqKiQ5JupRwOrlJE/gsYYGsZdEmKy4fP48btu+XZAK5JWUWJRBlbGFFGuSKyS3SObahoBFo7jw8suSlzrU3S0V/TvW0CDV0xAeJfPAT/2SN28eYmSxZYqxCrFfrF8v+itv3jxc7ey0HISi4XCcX72vTwrjobWzqr5eim/nfc29dWTk6OvqwqENG9Bz9qxtpXB1XKnWAQCh+B/atEnk0RBJAJcvGX6/CMWKv7hbYrEBjMOn1F6zaB6Nmx3UPSVRNV7ywIRN44cnI0PUZlHDq6jdLrOYn/S8mFGI77o1a4THhEIW6WBJfSTVwzG93DQOiXKmJhopV+4vX76M73//+/jqV7+KBx98EAcOHBDftbe347//+78Rstu4NMYUrY2NeLSgAJc7OuQvzA1+urjJueuxtbExTpVoCtvsQAC3fv3rgrs3f8ECseFcePllrKitFclCS9atE9+RRZvYQ8haQVZ1EY4TiwkXIC/PzRNOAUPBpRLlFtefyyXREZIVlVz0iyorpbAREp4hM5GRXKkWNgy3W6ZmpLhzmwMAJTSRoktFWnhlRkqG4tYTt9crzcOsmTPR190thXH48vOl5D81TldKpmWf3bZ9O3594ICojvhYQQECZowqeVTovaiKrHSQUT0qJiMGj03myjt5WKh0e0QpfoNYDN2nT+PBwUHcsm2bEVp16RKKy8ulCq3RcFhal5ScSsgOBCyUq0vWrbPE92bn50uHdG92NgaDQbHBUSViese84mJR8Zi76akIEc0lKkJDyJs7V8z/vJISqW0UuyqqTtpt0i7XtJE3qYCXKxfRqKg8XHrHHVhVXy+UECBePG2lqXSpiEGpFOoEsxp1sLPTNi8ka9YskYNRWlUlnkux3iRTAYiEWh7CUVxeLh+qXS6DmnD9+nhbTblCh0iyAtOBRn4x2UNBoYcu5Tuiou1oaYmzyJjfl65fLylrUiFDurVJNSust243rv/4x/Hg4CDW7t4tPOTF5eVSKJ9qpad2kmz2+v1CqQcMlpf25mbDkMR+UrR8uW0hRfV+BGGdZocfisk/Wlcn5cGELl0S4UwdLS1SEUKS4Xx/KF2/XoRg0lof7O+37BcZPp/FQEPyiOD1+w1vqzrX+J5k7qvHGhrEwZEfIIl0gKz4gGHwikUiyGBGDtFHZoEtXswqc8YMKW/hKPPqwO221AFJ54iHUVNhchw7dgzf+MY3EAqFEIvF4HK5sHLlSnzuc58DALz88svYunUr7rvvPvzpn/5pqh47aTBRVJgqzR8HL0YzXUD0WJzGkKjQiAJsK1lnXUYxHrI6DEURRlALP1FxJQBCoFIJ8gutrY6UmqRYtu3dCypQRFRnZTU1caovRtVGmyzR5xUtWyaqIfIYQg6aB5wik+ggr7zxhkxBl5+PrJkz0dPebhTM4QnJ/P6cfpHgQINnB+proi4FIDafrtOnLdbtCFVqZeAFmABI9IGcYpAXXeFtJKozJ6o/Kje/sr5e0OLxQjQZfj8Wr1lj+a1Kj8fvmZ2fLwqnEG2kSl1KFR1pXLIDAYkCs7i8HK8dPCjoEylJGoBU2IYKm1Gb1u7eLYrAZPj9iPT3287L1bt22VIwujwe+PLyHAt0CUXKfJZGYkgFwmid2RROU+U4ySUqeERrZqC3VxR583i9ielwFXAKR6LEdCpMJu05pmzy+v3wFxba07qahfws1IUmY5MIE3RZi7yJAlJ87bNnenw+QYObN3cuLp8/jyXr1lnWH8kWuq/L40FWXp7F4kz0udRWtQ/4muDv/OKWLc79bUNbbCcrSR45URkTfSTvW7K4cyplR/nD+k59vlpMj+Yc0fkS5bMqD9QiV1xWUZuoT7cqxhWifj20aZOtl5kKrpEsouKcJRUVEhWwLxAwDBWKHM7w+0VOBAeNKa0vfj03Vo13Yb4JocJ87bXX8NWvfhUejwd/9Vd/hW3btlkSIt7znvfA7/fj5z//eaoeq5EEOFUigeLuKIxhOlHT8ZhLsjD6Zs2SkovIWubNzhal0y0UYW63SFpaWV8vxfKFursFi0W2qehTPCW/F20k5A4F5BLbbXv2iLCTmcXFyJs3T1Cd0buoLu6es2fR3tyMuqtX8VAkgnuOH4+HVqhuWhOLKiuNxD0muK52dqK4vFxS7AGg//Jl+bmK1Uz8n8VzS987QLVIUWyw6oqmcCjyFlCSKN/cqaAKud95UZJDmzbhyZISHN68GYvXrMHqHTukIirZ+fmizeSFUFmSsgMBYcXp6+rCoY0bxVgG//AHYTmKhEK2/NVqDK+wsMFwS0dMTuWFNuNC/SCsVm63OLDw8DsKRaD4VGK24JZ2Hg9M70j0gl6fT67MyQpp0fyTQslMpYI8AImsq9MlgX+0IKuox+eLhweYbEOtjY0i/4KS00mOc4atmXPnYulddyErNzcekhAOIxwKWTxgAORkQh4mwxSvGIw1RhS+VECI5lh7czOy8vKkYlThUEgk3FMujpiL0agobKRSTkr5PzFrkTdRQIpBJIIHgwgsWCBCinrOnkUsEkFHS4soYERePZItdFjIyMoyvAlm/g7Nf7LWkgzMKSyUGOf43ObMWCIpmvWpyENxu8V6peJUdrIyHAziQHW1iA1XEYvFkJGVJVnAaa2qRQYplFH1CpJniJK0iWY0dOmS1KZIKIT6nBwxFpGBAXT813+JZ9Mee7KpyQgPNL08X7h4UVj8CTPnzEFrY6McVmTKLs7ypyIyMIAjdXV4tKBAJHgT8cCK2lqDPtQMnVy7e7cgVKBxqNy2TRpj8m6SZ5/2fmqXGsM/LWLu9+/fD5fLhYcffhhr1qzBO9/5Tss1Ho8HCxcuRHuCUvIaqQcJIdpsXWYRH560OZ1iYPnmQkmVi8xEqBPPPouHMzLgv+YauDweQdn1xYsXJaHEXXlNW7bgSF2dUd12507kFhVJCi6FWZCreFV9PRZWVuLw5s0S48xt27cboRuscioHpzejQwgpc8RjT89s27tXUFE+WlBgCa1we72SMt22d69cJMtM1rVTwpasWyeeaxfnyNsRDgalJFz+fLjdwsXt9noltoUMv1/MzYzsbKlarxoPStZMfm9fXh5WmgKdDlYCbJNv27s3XqXVVNpX1teLHAlPRoYIfQIgLIcr6+vlBGx2/3Bfn+B8twtpMm4jj210cFAKEaDKmK/s3y8zSphtAEzaPZNxhOdTEAMRrw4MxBU+uFwy57Z5P+Kf52PLFa1Qd7fY6IOdnXisoAAz58yRmkZznA686nf0LPV3Gvag9S5CyADA5RK5LSL/AhCx01Qx2hcIiOrSz997bzzhn2BT04PCffJKSrB6506s3rFD3J8f8mPm/KRkczo0U+hN2549IqxQhD6yQ0lHSwuWrFsnJY6Hg0GRODtsKIowD1WyJOua/UfsMjyXIBaJiINCuK8Pj+Tk4PWDB+HLyxNrVs1Pu/DyyxLjnJSjQmuNGT3y5s4VX4s8FLKUw5ANFksyU8Bf2b/fEk4olHnKEWAHNJor3PhB+56ldgaMRG2el7Z2926DVU6pnp7h81mU3Z6zZ4XMI69NJBQS7T3F2MS4Ynz5/HkcoTayw8FAb6+VbY3D7cZAb6/UX7OXLpUSxqla+6MFBThaVyfmd+n69WI+rt29Gw8ODuKe48cFmxLpRFm5uRYWJMK0iLl/7bXXsHjxYixatCjhdfn5+ehOlMCmkXLQZp2/YAEAY2Pl8ZFcWZzqIOXnlBnjTgKMFEkq7c0tPJyz/dGCAgQ7O6VNctBkHlHjQkmBpdLmFDt6pK5OWBn6L1/GQ7EY7jl+HGU1NYK9RqXr8vr9kmVW5XiW4vJNYd3T3o62vXsNwUeC2RUvRlO5bVvcuqpsjuT2p0MQKdard+1CSUWF6A9KTlMp8OhZXr/fQv8GQLKkcbpHUrAXr1kTj1k1+anvOX5cbDbZzIpMVJx5JSXwZGYKyrZDGzZgq2ldJMo/9VBhNMaqgIukwIEBHNq4Ef2mhdTldqOvqwtH6+qE8muxfsZitowi0iVqnyj9T4pELBIRFRQpOZdi7aORiPAwUT4F5Xi07duHomXL4PJ4kL9ggVD4KR7YkmhruuI5PSDRBnLQPCOPxeXz56V34PHR7c3NckJyf794T+l3Go7gBy0e8ka5LaSgidljxsoDkMYuGg4LZdvO4gvACEHMy0NJRYUINTjW0GAbV6x68+jZZNGH+feK2lq0NzcjZobIUB0FmqOqEtt74QIeyckRbfTl50seUS537ZJbASNUY1V9vcXiTu/ozsgQcnhFba0libf0jjvieVhKLhHPBaLDMhUNJKV+7e7dcUvw8uXIysuTZAT3RAjjzvLlonCgnUGg/8oVcc/ZS5dKfQLIeVHZgYA4PJO86u/tlXKK3jhxQnhRVH53ok0tLi8Xe58qy5asWxf3VieCOScoxIdkJ7VB9LvbHU9sZoXPVI+MBDM8LaqEIF3t7BQ5ROQ9oMNmX1eX8GRSnYCjNoYRst7TYTUGxbNsHtrs6IbTBSlT7vv7+5Gn8MPa4YoNxZvG+ICSOnvOnRMKopOyOFXB+f5Vjt+8khKhQJF7LmhSqHFrFPEVl1ZVWYQbuSHFaZ+sYxS/aCr7BFU42LkfvX6/4G5Xi0ORIsb5hH35+dbQGNHA+OfHGhos1lkgLsSenD8fgMF2c+GllwymGNaHlIhJVQntlFx/YaHg21aZFFQQ9RjRX1Jfc05qev+FlZVCieg6fRpH6uoQ7Oy0Kh1mhdpV9fV44OpV/N3AAB6KRLDi//0/oy0UY8/o0I7U1ckcz7GYbI0CpGTAcDBoZQ8x55BIHLNhtpH+VqBu8FQjQVgWTWXcYyoWiEZlar5oVORZEK81jRMvCETvRxsqMdnwjY6zOkmFe8yKzZwrnbwqtKHSfb1+vzQX03lTTEeU1dTIrB0wZAUxlajjSQn7BJfbDZfHE0+WVuDJzER2fr5ksSTFRli+Hdhi8ubNE8m1iyorhWI5c84ctDc3i7BCwWzFEtJVqFSGcLmMRHXTAKAeWOxAyl5HSwtu275dsHbRM0lhdIFV/zWftWTdOuFVUItKDfb1CfaXA9XVglJ38Zo1IqEWgOSZ4CGEKrIDAWTNnAkgbkzo521lCHV1CYPQGydOiHDIWDQq9SOFvdDhWbCcRSKS94AXEaR+kTvRYHyjOaCio6UFZTU1qLt6Fat37RJ7p2CdsWHJIvR1deErmZmSgcPCPU9eXyINcLkkLy8RSBzauDGea2Z6NwRZw4wZuG37dtmz7HYLZicKk4rBGDNiDmrbu1fQhRPjkgswKo8zec3HPB2RMuW+oKAAZ3lsnA1isRja29vxtre9LVWP1UgSrY2NYhGkc8nksQa5qyOhkKhSSOjv7UX36dPCSuyCwo7CYRYV4qEkdCAIXbokFcoCEBfEzLpVVFaGk01NIl4VMKrvCUHJwItL0UGDh1PxQ5qDXQ4AC8dxu5FTWCj45IWC7zKqH764ZYt4Dg9BoiQ9QPYAtTY2ivhGcegxrT8lFRVwud0GL7JDmApcLhH2dKC6Wo6zRXwzEgetvXsFWwV5RvgGqiohhzZuxCM5OaImASX0kXUNsZjlfmoRKrlBsTidKIwNgkJWSMm92tkp/qb4XqNxbsk6yPuArHN2z+NKUYZJm7eostJSdIcwe+lS6R16OjrwZEmJpW85yGIlxn/vXhHCQPMr06QXdZl0iV+8eFHUTjjZ1GRJUiy94w6EQ6H42Lvdab0ppiv4wZ/m94tbtthSDA6GQiirqRFyxG0mpXt8vniFY3O+F5WVwTtjBgbNond0KOAHXJfHg9U7d+LvBgYsuRSXz583ZIIZI03zq+fsWTnfREmWtFPuee4JIBcZBCCYtajddofjJevWCTl5ePNmqzw070dKJqcabdu3TxyEV+/YIdazNztbYpYRLGBm9dZHcnLwzI034uGMDLzwuc8Jz4TFQ8d45lfW14u6KzmFhZJMss2FoOabeS1uM3yG990r+/fjQHW19fBs09ehri5s9Xjwgkl4QiAjTE97uzBiUCVqUqCvvPGG8GQ/f++96OnoQOerrwqDjv+aa8T97IpGOXo1lfHMys01Dg/z5mHgyhVxyBvs77fct6ejw+hDU85Q7hlVJc4OBLB6xw6jFgHjsl9VXy9VIOeytv/SJckrT4cNr3LQTkekTLlftmwZzp8/j+bmZsdrXnzxRfzhD39AmaK4aIw9REy9qbxNpwRaDl5mm6y0PD6Pl9UWjB9keVQQi0SEECgqKxPxemStHFTYXOg+RM/FefK5kr6itlZyWVJSlqUynxkXzyHFhzOQ1cPj9Qp+e+KDPtbQgEWmJdybnZ2QZxixmLDk9Zw9i56ODhx54AHJalxSUWFY20zrzxGTP1m0g7rD4xEWb4mfXUk2JUjhRSyUx66tgu+fhTLQmNOmS/SZxJLDS41nBwJSbQK78ae4crKcd7S0CGpCcvmSsnCyqQm+/HwRZnSqqUkq8EXK09rdu8VmZKHQY7RwLkBY4UO8EIzZXsCwBvpmzWKdEg+DskNecbGwWIk+Nb0ZL27ZgkcLCvBITo5Q3lQrP60hAdOy/8r+/dIB2Sk5TsMK6tvWxkYpNCdqhmtJBgSmGEXCYTxaUBBPdjTXw0BvrzisxwDh2aLDcQzGXnGgulpSwEhhpnZwL+eSdeuk3AA7FJWViSJtRWVlhoHJjmLTjNHn4YOSQSBm0M/6Zs1C9+nTFiUrw+/H2t27hZyMRSIysYfyTElBJKXOlKvtzc0GR34oZISUcShrKBwMipBO8h7SAZwOIW6vF9n5+bj161/HSlOhfP3gQcO79tJLIu/Hl5eHwuuvd+hJA4sqKy08/9FwWMT+89Agqb3kfWEhiZK30+XCLdu2xfucWfp72tvF2o8MDAhPtiSHTaORrQFBpRpmyJs3zwjtZP1KByDubefGExUe5bADQCTX8py5jpYWsX/QfC8uL5e9qRQWqZA5RAcH4fX7EQmHsdXjEUnU6YiUKfcf//jH4ff78bWvfQ3f+ta38NprrwEAQqEQTp06heeeew7/+I//iLy8PKzhyX8a4wKyWMPlEqdQNbRjuoAWMiX/Eec7WVSoah/Bm50tJ6zaoOv0aQAseTk/XwpJoJATv2nhok2RW7gJduxGgBFXzVlb3B4PDm/ejGduvFGE6hzevNlQsBRBSkodxZDS78nyTsW9nFgYpPtwRKPxWElACEtqf05hobThq5VXZxYXAzCS3g5UVxtzcQiqTGlzsgFZvpxCEBCLiTCRQxs22IYuZebmCld53rx5IiyKPwOQuZWJF5m7fBGLCU79kKmM0SHjZFOTYBQh5elAdTWO1NUhdOmSGCvObU2Kisc8oFOhs1u//vV43oMZalRcXi6Yb0gRk3INFFw+f96xKiRVtFUPUrRWLHGpLheKli1D29698blsrgW1LzWcwSs/l9XUiFwTr6k4lq5fL1X4pMMfxdgT3BkZcbYc+kz1EJleKwq5Ex+bFmEyMHCKzSXr1mHt7t0oq6mxctebKK2qwtXOTgwGg8grLhb/RjQqajCI2HHzne3CCinvh9YSLwpH83uxKadPcjlpWlt9puVWDUOkd6R1keHz4VhDgzAyhM2q2Bxev98SkkmGCrJyV27bhvvOnMHSu+6Cy+0WuUDHGhrEuPJDNP3d19UVr4sCmVue0NHSInt3WT9RWFRJRQVmzp0r+paqG9tZ0vl9XtyyRXonSx4A31tUWWKGA1pgeiupeOPqXbsk5pqrf/hDPC/ARF93N17cskUKs+GQjDcwDhyi4qwJu0PAitpase/SfO9oaRE5D9n5+RLHP8CMUrEYwmaxSPLgpCtSptxfc801eOihhzBz5kz8+7//O774xS/C5XKhpaUF999/P/bv34+cnBx86UtfwixuTdIYc9hVJKWY2OnGlANAnNzDfX2SdT0aDmMwFMKLW7YY8eWm4AiHQjIVoonSqioLIwlPgCPGiVu2bRPsDXSwoKIaZOF+7eBBbHW7jWQyJVRDCKxoFH3d3SIxlCw1FFNNMZkAjNCN7Gy56iNROJqbUlZurgi1cKS2TABy63MBu8p0NRMuvPSScIMKhdvEknXrpGvb9uwxNpYhnp9bVGSEuTBwy3UsEsFgf39C70PCECEY4QCUWNV74YJIUuTPOLRxIx4rKDASR+lzag/FipoHBcoREAqVGftJSY4nm5rkJEPWtgsvvyzmSXRwUBQwI5pEKqQleXFiMZxsakJ7c7MRN/3SS0aYjsn2o4IS9RIdmuQfGHPpxLPPoufsWVGERzBgxGKGgkJjyYqdtSfw7mrIIHkR7OyUrOa3mIojIIc42Ca6wlooDYBFgUE0ikg4LBipyEpKFbnhcomQQ7JSt+3ZI4xDTrzprx08KOZITmGhiOF2m15EX14e3v6e94gK07ZFttxuLL3rLonFiUIqVtTWCst32969eKygwBK7TiFsVDNARWZurgidG+zrE4myUiKv6XWg/q+7elUiEsgy6ZRv/frXxaGXktyFXDYt2/29vXIir+JRIKt/aVUVXEqxOsCYF/ccP27rUew5exZfycw0qta2tyM6OIjsQAC3bNvmWMCMHyCE3HS54Js1SzLOuEwygqLly0XI3epduyQCiZlz5kjhR16/XyjCFMLT3twsHVYH+/oMuWcTd8/DbOhQRxTWdh4UnxmmmDdvHkoqKgRVKxkz25ubjX3fnO+0vgAIphy+jkqrqiS5SPMCSO/wnJQWsQIMkv0f/ehH+J//+R/8/ve/RywWwzXXXIM//uM/xoc+9CHk5OSk8nGTChNVxIqKbVBRGl78Bph+BWXUol68OAuHLxBAf09PnCbRLJ7CLVZ0cCI3btvevcJKtrK+Pp5Qhjg1Ii/IxK2adhsjFTHihVGyAwGEqF0q3G64zIRGT2YmvtTfn7CNCysrcbKpCZFQCBk+HxZWVsY3aaVNLo8HM+fMEdZ7KuBhub/K624eTHgRFCrGohYJgUsuGuZyuyUlnDazsCmc1WcQSquqjOJkSpiIVNCLg70rFehRi7Ykg7x589BDSlQsJkJ/BA0l68uMrCxRAOtoXZ194SezD5asX49X9u8XxYhcgFHI56WXpKJmUlEphzlFhVtIyYmEwwbzjlk8Ry3UIrrPLMTmzc42KlEqfVhaVWUUnNm4UQoD8GZno/D666XiQA8mYsHQEHisoEDMCyqIVFxejo6WFttiUJ7MTEQGBuQCfQ7ziqgyJZgMJLSeqdibXaE+glOhNUCWraRU2sk//m+v34/r1qwRconWOq0lTv5ABZQSwnwnp0KOdmuUP0stekgVdql9AMQ6pv6iZ+WVlDj2m7S/mKCiWy5ACklR4VRkyQnEkkUyRO0zdQ/kxejI08HHwrZIGKu7QfIegGP7aD+5fP688GzQ70vXrxf9S/KJJwR7TRnmJDONB7hEkjg9j8IxneaBWnCL9x2Xq0XLl+NqZ6dYI+OF4eiQKVfuNZwxkRVqydUvQkWys8VCHe8qa+kA28qPZpINr+DIq57yfuIKLS1uXkkVMIWJwmZgfGEInYWVlUKQCIXK5UJecTF6OjqE0qYqzGrVU6/fL8YyOxAwXOPm+6zeuVNqp9pGVSmm8BKKQ2zbt0+eM6yvRKVIpmBKih2/N7lyWVJl6fr18fub11DF14RCm/VvRlaWrYWe3uOIGgdO/WW+h6VCoSm4L7z0kvF/5XDjy8sT1WPFezmIUK4gEBtDMnPB7r6lVVXoaGkRFRfp/nQ9r1CaqCI1YB6Y7NiUTEYKO2WEDjyJ3pmUdtvns99MN2PCaGCnvHElZfbSpXjjxAnLOqDwK1Gpmr4zD7jSAZEpem6v11CkbPYFx3llKs8A7Oc4axMP66N56FQtlw6LfO9S28QrmgpDgM3aOdXUJOVQ8cPn6p075YrVfX1yFXCehG7KNHXtARAGEiEfhuiXorIydJ0+HTcgsINVT3u7dF8AUoVirvyGeYVw853cGRmIRiJirCXl22VWw7WrHM7k0cmmJqmitzho8srjyv4BxI1YTrLZEab8p37naG1slOuwwFoxl+TzwJUrhvGS9qxhtMHOsFFUVobu06ctMpGqdI8nJqRCrUb6QkxAliTjLywU3ODTheOeQIr5qvp6IwaeCXoqeBQzE4S41YkqpnLWGkrIbW1sFHzQLo9HVDxUQYmTX7h4ESUVFaJy3+I1a0RVwv4rV/BQNIpbtm0zYj+VuD6vzyeq7fkCAcOFaxZGyV+wQFDmZWRnS6wRB6qrjefx0AvTik5/iEHovjNnUFJRIcWCShR1MVYp0vxOKrZkJobRv0UOgvl/Ea9ofkaJoxSPrvZZaVWV9Fl2IIDbtm+P50KYiinF29M7L2KUmQT+Hi7IfOAiYZhZiQgz587Fyvp6KWGZKg6r7Dw8jp4KQ9mFw1A/tu3Zg9lLl8Z585XwGAqh4xsV0egBRoEpYl2iPICENJv0fox1xJudLZKEeVxsXkkJrluzJh5jzPqFc4jPXrpUrA3bQmPQiv1wsYrz2wPxkD7TO9f56quYOXeusQ6UHJue9nYc3rTJ+MDtFuERVzs7RfhB1+nT8TlH1lNTeeXyThpXE26vVypORe2zg9fvR8+5c9JnNA+jkYjwGHFQAbdQV5fIMVD3Kh53LmYlMy7QAUGSKbEYfIGACJsEIAocUVhiOBjE4U2b8HBGhnQgyfD5DJmblSVyqUQ+DfHhM/YdAI5r/8JLL8mhJbEYjv3DP6CnvR2ezExx38H+ftyybVs8Xn3HDpwyPTK2imsshlu//nVRnVzNtfB4vRgMBiW56M7IMMKA7rgDMUAky/b39opcIMqnyPD54sxo69cbVJFmWJEnM1OEcdm2TckFE3PIbLfH58ORujqJQQ6AJXSY+p3LolgkgrBp6afDyrAOF7BWoAUMPn4LOYZNm9INI7bc9/b2wuv1wjcK5oNQKIRwOIxch+pfUw106pozZw7cSozd6tWrsXr16jF7Np26ybU73u6kdILqZn3t4EGxqN1eLzJzcw1Lh4MFn1tOuEWJrKrkViYX6NXOTsmVTv1O7QAQF3g2Fhw1ZKTw+uuFtRyArcWLngXAYm1T3ZLkVqc5Qv9P1uVLII+CneuXWwRVd+lQ8GRm4kNPPSVCirh1h4cC8DChRBZEDhpvx/dU+p57FcgyTyE1ZDkk5iQaX96uRBZtID52fH5K3o2hoHhUaP5m+HwipCxr5kyRBE2MFNRfGWZcNM1T/g4ApBAB1SLqM+Oz6foVtbUWa5t6f43EEF5XdX7SvLEJeXMC9X1OYaGYG7QmhUxgllsRnqdYaunf2YGA8DiRB8HJW5QdCCBMlUohezX5nsTDUEQIHrOC8zAhmkMktyhsDIBQ4AHEPdYmaG4Kjxqbo2oYoApVBnDvAg9tJC8crQkK43EBcc8qH0cblFZVifuoHov6nBzRl5JXjd6DeQ2lUD3EPQ2SNd8cI8krqdyPh02Fg0HBbtNz9qz43mndS+FZpsdG8kzv3WuEkypVcCm0LKK2izy/Dnke0n5q8536LDvQXBChlua9fGY/DYZCKF2/flyNFeNiub/zzjvx9NNPj/TnAIDGxkbceeedo7rHZMQTTzyBnTt3Sn/GUrEnekSeVHOkrg6P5OQI7u/pxJhDFfmo4BQvg00sE8QoEItGkeHzyTH50Sja9u0TCcpUiZEsNuG+Ppw0K+C+9eqr6O/txammJotCI7L2AdlSHI2K6on0vdfvx+pdu/DA1asGGwEx3yhWIsBginCqMEkCM6+kRGyeJP6IVq+/txdPzp9vm3hG7BaismJZmeC9dgFS8RaOaDgMLxVcMpNMk0VkYADHGhoMT4Jp3T+0aRNaGxslKkA6zJTV1AyZ6ETWomgkYon5t7M4AxBUgZTMR5snXRGD4aq95/hx0R5eB+BYQ4NgsrC7P2BYzIKdneL+JRUVsmKvhCFIn7NCXOR9iIbDQhkh5StkVtsFICr5UjsGTfYIskrROxSXlxvsQez5p5qaJC9GqLtbFL2iuU6WVervQZPWNd2tXukCSpq2A9G1JipOxa2z0XAY/b290twg+UXz0uP1WusVcLpZs3BaXkkJVtbXC5YtrthLSZ5m4nX+ggUSn3wsGoUvP1/sSSSviP0pOxBAOBiEh5IXTZlIfdLT3i4S2hdWViKvpER4XalvyPKtHox5fRN1HnKFjzyBnL6XZAChbe9elNXUYFV9vdFWGCw1xKBFbCynmpoEHaNEBpDgMHayqUli4jpQXY2HMzJwoLpaopMVRRL5e5h1QdQcHEpCVq35ABJSIPM9hMa/uLxcosUlprmympp4hV4zAZknb8diMcFAVlZTg9cOHhR7rfoORDBgaZdJPey2STYWtUsYaN8CDLmp1voh9hzeT0QjfPn8eekwtqiyUiTktu3bZ9tf6YARK/exWAw6XH9yQGXVoP/z0trTabPlblIXIHPHK4iZfNIWmMw1PPyiaPlyYRWgDZlYAIgrXKUejRB/MrHimEI61NWF9uZmUZ2RhFtrY6PkAlVZYwBj83q0oEAUfFLLfNNB47o1a+DyeBBYsABPzp8vWBGiJqexZXWbVrtYJIKsmTPxUCyGe44fF2EcGT6flbWHwePzic2quLx86NLlDMXl5cbmThuAGQpA1W/dXi+O1tWJQjIRZeNyud0Ss0XM9LaUrl8vh+2YFiWJZcj8PVXgpE0aMLwviyorhQWVxvhAdbVkXTxiUmQmKiBFCAeD6OvuxtG6OomWTq3wG6PENgBEPUnziIcr9BE1qmmFta0SbG5opevXS+EPxMLzyv79gh+ds0jRb6nvXjt4EFc7O3Fo40Z8JTNTUPqpnqPpFgo4UtDhSiiYrK9jgFCqPWa4CIXXZQcCWL1rlxSeZXuQNWsRUEXTyMAAnr/3XvsDhTm3VtXXC2WcqrTOXrpUrKNwX19clrF2StZqxJmiAEh1EmIwDspEVUwHdZJPgvGFQtr27kWwszNedMv8nApeZSthc3y/W1Fba1t11xcI4L72dty2fXs8QZ61idhlqG20p9Jh+fl77zU8ueaBpu/SJVH06VRTk7UAlyL/6X15cUKqz9G2b59UoZveGYBEKxoJheSQzlgMg6GQqOadLFweD7pNqmeXxyMYilTFlvQLqtBLxSDvO3PGokxT2GRrY6Mc8qIcUix0ra44tfSK2tq4p4a+druRlZcnapfQb1yIyyApr8mE1+eTaoJQDQlijuKhQx0tLeJ90rkg6IjDcj7ykY9g9uzZuH6IYguJ8Morr+D3v/89Dh48OOJ7TCZMZEIt5ybmjCcAJJfndABPpgVsmFdMlFZVSSERXr8fMSBugTJdv8R4YBe6IMFUAEl54iEaRWVltm7torIyEd6SV1KC/t5esfGSy5cnWaqgpDuVHYGYk8gVj1gMbq8XuUVFYp6oCVEZfj8qzTwAHmYEQE7aswHxm9McE8lZSnIbXK54CID0IszNykIHOlpa7NkoFHc3WRMHzUqpFDoDwLBuMfeuz7RuPX/vvYiGwygqK8PVzk4p3ISzh0jjooRLkDtdYhJRXMZ0f4mRQX0PtxvZs2aJPuOeCXX+kkseAA5t2uQc0mOTRKeGjlksfxTyw+YTVWXmLBqOmGayJlUQIXIsoVOsT7NPKbwBABCLibl3oLo6HirHlR4Tgg3EZNGSuPDNcDpakyRz1BAaVabxOZEdCCBzxgz0nD0rEn2FjGRhPmoYDQ8VokR7mqMU5jJU2CCtBWkdKHOQh0dS6BLJN0m2sLa6TApgHnbJwzuHAr0b9Sc9R03O5YmtxJDm9npFzgQfp9yiIlFrI6mQR8Z448R+RSGCfNzLampsQzY9mZl419q1tqFEToxLdiEu/N5qgivJ5qYtWzAYCglmON4GlQ7Wjg1PPNf0epTecYc1QVmZdyebmkS4rsvlMqqSp3FYzqiU+1TA5XJp5X6cYGFKAUTs2nRKcuMx95yKjSuzRWVlWHrXXRZaPwBCEVYrBEqKj5qpb/YzKU/JCmBH9hpF2cvOz7fGS5pCS6X2ovZQ/LuqBIuYUoXhhmLxeey4HZ2bHTjdHGex4YcMroxYlFx2H0Hxx1iB+LjEolFZkbGJa6WDisQipbRTpcWjDcVO0QEM693lc+cEk0lWXp5gm0g43nZxt0yBp3h5ipMmmlVqox3Dg4h9dco94PNTOZDweF0uM9SKkQSKvbaNjbV5LrGTaAwNUop4Pg/Fp9Ocos96Ojrk2PJ583Bfe7uUS2OREQkUXQB4yJw7RDlpR7XpAqxKN1PQl6xbJ9azLd2gmQyfU1gYPzQS44tCr6jOUR7bLeX1mJDi9hUmGB52SHSLRcuW4Wpnp6Rsc+VTzX/hzEVEHcnB869Uqk+LcYQpuOo4UJ/Yxuq7ZJpmp0McIcOskm5hTWK/4XS5pNy+dvAgBkMh5M2d6+yBZPsKN0AQVSgQrwjL5wkQT7ZvbWwUhhX+nra0wi6ZOtmWCcgOLpcRUx+JCDrPRAdFeraaMzXeTIPjotz/6le/GlHj7PDud787ZfdKZ0ykci9ovsxFzQXYdKPCJEuW8GC4DPrDrtOnpQRZAPGEVqbkArAqZApFGqdiJAUPiAs2shSrhwQSNFyo0qbJE9yIYo3zKdMhgBQByTrP4PZ6RQykndeCK+xkSeKUaMKyovaLy8ppTigqKxObB1lfuJC3S0ZTYbdREniiJu8XoVyoiVemQsE3iez8fPGO4oBhHpDW7t4dV3TN33Klnix9VAkYgGUuqN4NO3pL/q4AROJin5IUyK1KAGSlwhUvVMU/t7OCAbBNxKQ20yZLSp2UjMcsuup6IUpZu8S16SZvRgNeo4RbGSmJkwIL+syDst0hr/fCBSP3gtG+0iGY1+sgbyYpuqXr16OkosJQpujgwJQiOw8R5d/whFOy/gKGZTVzxgzJa0dWZ/VwQuCGFy7TVGKAvJISCwEBAOlgIBEVKM/g9+RKPe2XdnU8OL2nXVKzXfKqqjjzA1ciAwf34vJ3E0Ye8TI2+xWDlBALG0+z+nu7ZziA5DCXgwRuHFKNKoTVu3YBgCUhl5A3bx76r1wR8ofGhhJ7uZc1WahzNhEPPh2cuJFF89xrTKhyrzJ3APHwFK64TQcIq4gTU4FpZaeNjZQ4afNTXNfESGLHDww4cESrQtPGqmnnZSALqh0nMx9TwBBYTnzwtkKMKQ9c+eYHFGENZv2nskYApjXMLHoEyKw+ZKVRLVRSm9xueDIyJDerHTMEQbUsqzzzxxoahKJDLDl27m9+wODrhcJ3JA5sZS6pjB12xXCAeCgOZy6JRSL2DA6M3YHCATjHNj8oSaEESriNCB3o6xNuZdWtTc9TDwdq+IBdAbMTzz4rWV7VwxT3REwneTMakCFCXb/ZgYAYBzr4Ox2saSy44YAO9eq4AgqrDr+XKRcBSJZ4brHO8PuNsEVz7O1CEMmgQb8F4oeTSH+/VBuEQlB48cD/v71vj4+quvb/zuRBMhgCwbQlCEHAamvaisa2Ij96C1fTGoRWrkK4trd+lNsotFVpNYJvjU21+Gh51dbaTx88bL0ttj6ilVsp5noVxSv4QBEIKKiRkBCSTDKZOb8/5qw96+zZZx7JJDNJ1vfz4QPMnDlnn/1Ye+31+K7SmTOdstQ+THJWKD4PeU0XnTsegGP986JU+oE6r6gIU4lFCHBNYI4XJhIrdI3ClkwH/vyiIliWBf/Ro+qAQPKKexQcz9RCAOkzbpzg8pz3VcKwred8z+P1BwhUi8PolaD3j1H0y/FInUmMeR91D4txDGzQnqEzsTkMMeywk27DhPDcC6JAjDDHDx9WCZ3l1dUqdm84JdRSkporQiHsqa9XChP1DTEicMW+cu1ajCgoUEmQuzdvhr+lJapPt9XVRSlReaNHK4UZCHMNc4Vn+7p1ij2Cl4OnMA9KcOyxk3J5UlquXX2WhOD5K1eGE1hJUCHMk06MBiqB1E4YokSugw0NKlHsiaVLw1z2ulUM4c3+8SuvdCRqF5SUIG/MGCOrD5Wt15OZqbJuWVUVCidMwGfmz1cbMhA+IHiysowl1Dubm/H4VVcptpnTL7lEcSYDYe7+r//sZ8grKlLJhb7iYsyqrVXlzKm0OVnxJkyfrsqXl86cicKJExHo6FD89TQ+pLiGgsGwYswUeyAcM9126JDi3j66dy9aGxsVc4kVCmHUhAnRcxFwMEnkjR4dvqfd70G/XynX89evx9X792NWbW0UK1HrgQPYtXEjejo6lAIBVi3ZAY8HnTbHNRDeHCmJclZtLfKKitDd1qY49SnhT2dI0u956rx58BUXDzt50xcQG01WXp4j8bOrrc1RdZSS7imBWfHaAypBPOD3K9508jJ6gEjyvD2niDFJPyTkjR6N0pkzw8+zQdziAFTiosrjKCpS8lOxrXg86vBrBYOwEA4JAYCRJ54YDmVjiqEVCin2JysYVLLpglWrIjLA40EoEFDKcLudLOrJykK+LX/yRo9W7DV+O1ny/JUrsby9XbH+BI4fV7Kqs7k5KlnSA6i+NslAeicum4Ld3epATn977VocevIoEKlPYGJBswB0HTsWHqPOTnS1tqKzudnJbGQ/U42/3lZA9e+Ohx7CE0uXKi+uUbG3k66NsL/Lyc+PSo7WyRI8WVmYWlGB7evWqfHR70VJsiZO+ai+CAbDY8Fq9wAAQiHFvgOEDxRfe+AB434BhJOAlTfG/s2zK1ZEQoLo3vbhuLutDY8uWhRFjJGJEOV+mIA2XqIVJHC6vuECUkjKFi500HWVVVUpxgl/SwtaGxvx+iOPKOo+nZaurKoKjVu3RqwMxGpju4B5n1I/0zOIkqy8uloJz1BPj2JauX/SJDy9bJl63vz16xVLi+OZCDMKbLHZWKiCIFlxrWAQuzZsQOPWrahYudJhUfUfPQorGIwIWyYoiXJtRk2NUvxpM+YHgSg2A9WocBv49qWzvWyrq8PBhoaonwa7u5Ur//VHHsHs2lpFrZbj87lbuNkYWIBDYedzvqu1Vb0rKR8qcY/aaDOA8Hs8sXSpg+rxWcbuUUzEAqEQLIQtUGSxp3lD1IMHGxqcTESecGEiujcxcQDhTVFtMvbfjVu3Im/0aOTbBcw4LSCx9BB7ycji4sjGZStd3W1tDmo7HcSYE7IV/1Aw6Kjgyft0+7p1aqOjwlU5Pl+Eio7aHgph14YNw1Le9AXUX7Nra1FQUqI+DwUCaD14ELs3b3ZYxJVSM3o0zl+5UhUgozlPoQV06Cemq9m1taqoIVnnCTQfPXAaKUhuKlpGy0KgszPMukTFkDZtCh8UeMVnpmx2EzUnwoqtv7k5srbtdUHykRfWAqBYTPhhoNOmY6VCUz1+v5K1V+/fH/GqhUJ4YulS/PLss/H4lVeitbExYt21LHi83nB8uX0QzvH5MKu2NprK1gZXHnU2KvJEWPa7hwIBBPx+lC1ciMLSUgezVXggvVFUjkCYXUjliLEiicb6BrYcctzWVuItQB3erGBQ5VDQ7yIvEvaIkEcy6jBiWbglGFTzjCdZKxY4hOePFQxi18aNeHzJEnM8vG2IKK+uVpSi1I90UFBMQPZ4kMErRztI9DBa2BEnnIAnli4NyzuNOpgOnzz8KWCz2xEVNlfwiVmQdAJi+8lUSFjOACKdYTmmkILhGJajF0AxQS8uRX0GRFyYOT4flre3m5OU4XRtkzvZLWmZktU4OwQPeyF3JsH0TAdjCVhCJcUuer0onDDBGF9pTMZFWJjebG+G1G8UpkMxj0b3LWOK4cKTx3iaEvK4kM3x+RRrAcVq6u1wsFPoyWaAkfFAj9fXcwpM8bh6f5FLWyXJaiEoVJacs5SoEvB2nOhHb7wRaTvL1+DJh9RnUUw89t/kxYkK99LGkCfy8QI8pnEzJdnR/Nf7hhex0sfIrU23yHbTa7gWZ9PmHw8FA6KL9ukhZzp7WHZeHrqPH0ewu1sphMQaNe3yyx15Pio+XGPpAeCQoVFtNiT08/h1IBJ6ZGToiRFXrj/fkYQfK2nSrYAVy7u5zTZq6DAxspgf4kwQNRVpUnHrrP2WZUW9q04IQfHgFHLHWcf08D23vKbIC8WPs+eMY4AzzNeYK8b7wB476gPO0hV3PsG5N0WFdsYpREaoXLvWKO/psJCdl4curdAXPZvGI5MTaget5X7nzp248MILjX/eeustdV1jYyPq6upwxRVXYP78+Vi0aBFqamrw4osvut57z549uOOOO1BVVYX58+djyZIleOyxxxzXBAIB/OY3v8F//Md/YP78+Vi2bBl2xHJLpxHEO1u5Zg2Wt7croc+5eYeLm5wWs251BKD+TxZUsk4HOjrQuHUrttXVOeLHH120SFmPeMET7u4m68iuDRvw6KJFjueQhZ44hHVhm5Ofr6xqHCbr0YgTTojw9NpW8211dRFXPrOYqbAXu7iIqWQ6AGSPGKHaCITDWmiDJCu0jqzcXOW5UCEDgOI2p8JclmXhzUcfdXgmKteujXBls4NGwO9X/fXsihXobmtD6cyZjkIupOzqruiyhQtVKIji3/d4VL/4m5sddQhi1Tyg57Q2NuLpZcsi4QjaZr9lxQpsX7cOuzZuhBUM4tD27ZhaURHecEIhHNq+3Wm9sn9P80TB7kMgrOiogi10PcJeqNMvucTY1MLSUjVXSsrLcf7KlY7wCwIPFzj0yiuqP5r37gU84aJhW+yiahzcA9F59KgqiPf0smWOAwX1dTJ1DQTRKK+uRuWaNcjTeNsBRMbU63Uo9kDE+n/BqlXKm0frcfu6dXh8yZKouifB7m4VQkPKzaHt27HjoYeUzJswfbqa57AsZNvyitY5tVG3ZPN6CpxR5dj77yv+9xyfD1MqKpBnF6MixY8KEIIru5pFecL06VEex10bNhgVe29OjgphieUN3LVxI+6fNMlRjIkjFENRdlj1ecgRaxeXdx77HagfLli1KlzDQrvniMJCxfl+wapVKrGUFGeqfeDNyYH/6FE8vWyZWsOxlN+8oiLkjx6NKRUVrmvWk5WFaZdfrv7/6KJFKiwzt6BAhQgebGhwHGZyfD7k5OcjJy8POT4f8goLUTpzpgrtAxAJM7J/N7K4OBzSCISLJ9oene3r1kXCfFi4qXo3r9dRgEzHsytWoKutLSpEqqerC+evXInrjhwJF0bTYAWD4XwHew1kKgat5X7nzp1Yvnw5LrzwQpxyyimO784880wU2ok627dvx1//+lecdtppKCoqQldXFxoaGvD6669jyZIl+NrXvub47SuvvII77rgDU6ZMwYwZM5Cfn4/Dhw/Dsixcdtll6rp77rkHzz//PObOnYuSkhI8++yzeOedd1BbW4vTTz/d2OZ0We7pZKtT9/GS2cPJcq8nnOr8ynQaJ4s6h85IwWPguZWD6Ol4UloUnRa3xDIrFCWRmcZEL5fugG2l5owyukVfwbbSRiXf2eCUd9xKx/np3Sz+9A6WHdOtW2d0qy73THCWCGLRoAQrbqkyMVMYqf5sq5tDaXZLpEZ4jDxeb3wrXBw+98LSUhw/fNg1kSse9ORgPu84HaIb5zRZ1biXRyUjs/fP8fnMCXSMFQUIj4U3J8fhbdAZm0zQExiHk6xJNcgTRF5AsnASM5HJy8c9lQCiPLW61TNhC7QLiB3HtM4JOqkDT17U64aQ14oS1U3J+Tr0fc7RDq8XeYWFYdlhg5KAeT/qUEmZtozVSRVKysvD+Q72OnLsEzHkjQK7hiclK4YjU+gN4OrV5CQIOsc/gJiyiydrx6Im5uPI5Qx5LqlNtF95srIw6qSTnB4JxvUfleBr6iZ2DxP7F2clovvqlnmiTNXJGkweBd6PRBjAGZ8y2XI/6JX7mpoanHvuuUn9NhgM4pprrkF3dzfWsZipjo4OfPe738VnPvMZ1NTUwOuSSPL2229j2bJluOyyy3DRRRcBALq7u7F06VIUFhbinnvuMf4u3UWsOHcvF6DDiZaOu7bJfcez6d3YTWLBjQJtdm2tsjQTtZxyDWtMMKawGn1cyMrGLVaFEyZEcQ5zRhlOQRkLHq9XxYQSKKxGZ8vRKSwJOq0b9ScvolVYWqoOPBTPygtimdykJeXlaN671/Esk0JKViYTHSBnFHFszNSHVIXSVpD04mAOxgWXg1HhxIloPXhQhbEormb9mnhVar1e3GJvlKTQcQYRzkzkAaL6nDNpELtGFBj1Z7wCZHS9KfQIcDlwaswb/GA23GROKqD3MfW/LqOIhUlXbHlog1vtjPyiIuQalCGgd2EneWPGOOYeL7TEGaz44Z2zAhVOnIju48ejQkNofRL9IdEjkqEKgFK8uHFFyUV+MNfYZEyy3PRutAa5POZ9RN9T8Ug3I4oeTqgXETMeDLSDAK11Yn3h7EqcCjVR8EJeemEuk9JbXl2tDGEUusVDX3lI8Knz5kXtG1xGmGoFcBAdsh5ipUIO2R5KtJpqD9b7QAuRIvIDTqNsKjRmCiUaKAyLsByOjo4OBOMU0eHIysrCiSeeiPb2dsfnzz33HFpaWvCtb30LXq8Xfr8fIcMJ9/nnn4fX63VY/XNzc3HeeefhrbfeQlMSpZ0HAuTOtBA+lXsQCQHJZLdSf2BbXV0krMEe22AgoJJcx02bhieWLnUkk5Lrk4czcPcxZ4igaym+kUJYCidMQOnMmWqzy8nLAz9XT62ocJS/bjt0CHePHetI2NlWV+essrhmDWbccEOU6zTABKej7LsGj9eLwtLSMMUa0SyqLz1KQeChWzSXdm3cGHHld3Yi0NGB3IICnDpvXuQWthDkG9uE6dMjCbweD67evx/v1tejtbHRGPqh3gFha11WXh58xcVGy1NOXp4zVMceDzo8UIgOR+HEiZhxww0onDgxnMTm8SDo92NkcTECnZ3I8flQVlWFINsY8kaPNjI+HHv/fcCy4CsuRnl1dZSrvqS8PHwNHwOW0F1SXh7+/5lnqjAk8sBks/CFPfX1ygXe2dwcTkBjY9fT0aG+Myr2drgZJbCdxsaM+k0P++DhCIUTJ2JbXZ0jZIu4oilRreSss1RyOR3waDwkmTY5UA4DB4V+EaMR4dD27WhtbMST3/++I/l1wvTp4QR3O5SADtG7NmxA4UknAR4Putra0NHUFA5T0Axbn/rCFxz/LykvD8sdCn2wx5ZDn3uhQADdrL3UBp6AnsXWb+uBA4rxK8+mZuXMTaSYH3v/fcyurcWp8+aFq7iSvLMsh+yh50Rz1LA2x6JgZHKUSAr4Z6GeHhWCQ0QBXW1tisHIyNjCZbOdbKtACa0a+Gc9dgIoyWeSF1QfY0ZNjTG0hCPf3vvUYwEVUqN7qS9YtQrz16+HBzY72ZIlDgac9qYmR+grEA65JJaxgw0NuP7IEfiKixHo6FDMTUCEPckVdojgro0bHXOrpLxchV4SwQMlgRMjoEmxz8nPD4cJ+XzIHjEizAQH4IJVq8Kho3b13qDNHtXj9yuF/2BDgyOUKBORMuX+8OHDCV/7wgsvpOqxeOCBB7BgwQJcdNFFWL58Od555x3jdX6/H62trTh8+DD+8pe/4OWXX8YXNIH16quvwufz4ciRI6iursbFF1+MBQsWYM2aNehm7pu9e/di/PjxUSenT3/60wCAffv2pez9UgVSNHPtcA8SNK8/8khGZ3ynGioWk8XY5eTnKyaawzt2KJqt8upqeBBWKjtbWlBy5pnwZGWhrKpKxTcGOjvDVUt9PuSPGYPzV65U4RQji4sdCg0/WGTn5UWYGxBW2DgFWCgQUAwtpEQRC0R+UZGqKrmtrs7h/qV4VrqO4mMJXGmz7P6gDdQRy29Z2FZXF7bq2SD6Q/4eBHKJvltfrz4j6wYHWTuyfT60HjiAO3Jz0WkLanVHLYY2e8QIZemh+FudZYLea0pFBQpLS1G5di1uCYWwvL3dwbzT2tjoEPQji4vVZkQHoUBHh6Ko7OnqcsSNwuPB1IoKFRPrzclRGwSPEQUQxTrSvHcvskaMUPch5p9DL7+M7rY2TLv8ctzc06OKsHBKzoqVK1G5dq2i8+MomjzZcTA0Uezx7yjemZRsfYzKFi6M2gy5+5ro+ogJ5fErr8SYyZPD/b5mjVpHBOW5sSxk5+Vl9IaYadCTkznjic7exREKBHCMvFEIyxeaT3vq6x2HAio4RHSSivGLQac5Pbp3LypWrsQtwaA6HJ+/cqWR5YXLHKKrvXvsWJXbNLu2VhV54+9TOHEi9tTXwwoG4W9tBQCcMG6cmj8zamqUslW/bJnKqSHFL8qjmZcXNnLphgFDIn5+UVE0i40GRYsJhCluFy7EBatWOTwj/uZmlTjMmX8cz3ODZSHU0xM2yDEZ7libtlFJKfKjRjluUV5drehrVf6L9twpFRVh2Usx64Dab+gAV1ZVhVm2J/rusWMje1UopKz0PN9CZ8SifZf2EDIqqvBUG1MrKlS/540ZE2HI0fqF7z/Ne/cqSmI6yHBWwChjgterKFJ9xcXqoEGHFSDCuMM9oll5eY7xzXSkTLn/wQ9+gL///e8xr+nq6sLPf/5z/PjHP+7z87KzszF9+nQsXrwYN954Iy699FLs378fNTU1ePfdd6Ouf+ihh3DppZfiP//zP/Hwww/jnHPOQbW2yRw6dAjBYBB33nknpk2bhhtuuAH/+q//iieffBIPPPCAuq65uRljbEsCB312hMU8mtDR0ZHQn0AfYh910IIjqw0pfVYwmPGUTqlEeXU1rj9yRFmC4PUqJpzt69aFlS+vVyUpKhESCuGjN97AqJNOQunMmWpjIQHQ09WlrCekLJJCQ9ZiSt4hCxe3wPhbWpyhEXb8Hx00WhsbldXjuiNHHBuc8i7YYRacNnP++vWKotDj9YatSyzucltdHd6y6fRamTJA91aWcJv7nFz5HGULFwIIb9wBvz/Cfb9pk9rAiQKULHfBrq6IpcoKc8KTt0NnViCLfWFpKaZUVKg2KHo9RA5DuzZudFgH6T0KS0ujDjpA2NJJ1ko98Q8IK6ZdbW2RTdmysKe+PnzosSyMKCjA+StXItDZqZSGQy+/jJ+MHYvdmzc77hs4fjzMM19ailtCoQh9pmWpg9z2desc7aW/n12xQnk2dP7twzt2YGpFRVTbgUhRHAW7/Xr/0AZaUl5upCc1gilJh3fscFiy6KBYOHGiQzEMaAcTQWzo9TFyCwocCjGfzyXl5Q6FlOYjJfjTQdEDRNiXCGR5Z7ST3JprhUIq+RSAg4SBW2rJgpvHFNLcgoIIZaEdCtHZ3OywfjqMFDa6jh9XirrHbmNHU5PDY0SyzS2sTCX12m15etky9R0/kIdf0mmwUDUDAAeFMZER8NojlatXO4oekoczm71zoKMjvHbtfqcEZOpnMhw56pFYFiw2luo79g5UqG5bXZ3Dot3Z0qKocWfX1oYNSkTxyEBJvd7sbEVtSvvNivZ23BIMYv769Yr6t9Om/4U9JhOmT1fvyxXqbXV1+OXZZ+P27Gw0bt2qauo8fuWVePPRR539br/Tnvp6NYe6jh2DFQyqOV9o1wHhlJger1eRIlgI79f0XUdTk6rFwfssOy9P7VOUfA1tT+QylhKTPQjTEA8WpCzm/uKLL0Z3dze+/OUvY+nSpSjQXEFvv/027r33Xhw6dAglJSWOWPdU4dChQ/je976HsrIy3HbbbY7vDh48iCNHjqC5uRn//Oc/kZOTgyuvvNKhpC9evBgffPABvv71r+Oqq65Sn69evRpPPfUUfvGLX6CkpASLFy/G+PHjceuttzqe8cEHH2Dx4sW44oorME93dSMSL5UoqqqqsMhmWEkVeKVanvQ03OJg9UQzHvupJ3ypuEpG30YClVM5klUacK/6x2NfTdUh4fUqCjP6nsek8zhnvpE4Ym+1CrtuFf8ozjAqgcnjQclZZ6G9qUk9e8L06XjjT3+KFPew340q6vJEWz1un/qSU/LxOHwe/w2EYyQp7pXiP02l32PBLS6Sex7ixb7n+HzosUvdc8pMILpya6LlzmndlVdXGylNTeuQjy23CnKaVfJORHeEM6bYkXRsJ8XyvuE5IopKj9GJuiVQ67R46t20OGKeACiID91yTzHHNK8pyY/3P0+AzPH5lPGCDsVqHdvg9+TrnWQbj2Muq6oKx2H7/ShbsEAl9nLKV1N+jokWkapU03tyOUQKL5eLYIcVPeGWUFJejg/+7/8QCgTMlUkZvfBUAzUuIdsOt6T5zyuHc9lL+SqcvtJBvanH7zP5TuuP4uQpUZpXveaVonlcOD2fFG43UF9FEQW4JPneYllRewv9n+cg8bwukllctwCc1JXwhKvYGttqvyfVaKHcNJ6rNn/9etyWlaX2YROts8p54HkfdoK5IsfQ3pvvsXpuGU8+V/3MaIt1VqqBQFpi7u+//35MnjwZ//M//4Pvf//7ePXVVwGEE7o2bdqE66+/HocOHcL555+P+++/P1WPdaCkpARf/vKX8dprr0XF4E+YMAFnnHEGZs2ahVtuuQWdnZ244447HHHPuXac1syZMx2//cpXvgIAimIzNzfXaFWn0J1cVoTGhIcffhibNm2K++fiiy9OsgfcodM80sIdTG6m/oIe+0mFUoh6MScvL+ymJToy2/L0bn29spADYTfw08uWOWMxLcsRezxh+nTlQiTrG1kRcnw+IBRShWAotnT++vVqI7ktK0tZY3hco8OKFwrh9UceiXovTgtGFGvl1dVRcZ2FEyeq0BCyrjW/805kY2Dv1rh1K+6fNMkR56rgCRdM+uXZZ+M2r1eFCVDhLAozycnPR2dzM+qXLcO2urpw/sGYMcgvKkLFypVK2XVV7G0rF4XIKPq7jRvR2tiIZ+1YSr5pdR8/7vw9/U0WHI8HAb/fUShmakUFZtXWhjmkWW4FeU+i3Mf8fjbIc6YXfeKeDe5Fo7hqeh63CrY3NeGCVatQOnMmutraXAvN8DGxgEhccyiEZ1esUHP9iaVLHTSnFuycgLPOgq+4GGMmT44o9ox6Dgi7xjmtLL0bEAkj8GRlOSoyC+JDr8Ya6OhQnrxnV6xQB+RD27ervp+/fr1SsMhryPnN9ZCr7Lw8dTik9U6VqXMLChw0jAcbGsLevFBIheARveah7dvDlt2WFkUdPKOmxhEWx+ciDwnlNJ/EFEXhJBRqSCEi46ZNC4f1HTyIAK1jrxeVa9di2uWXR3KpNMW+sLQUZQsXKivsu3bIjwmhQCCSy2KHKD66aBFuz87GUz/4gcoRovCUno6OsLGAeVv9zc3OkB9bMQx0dipWli0rVqj+21Nfj5+MHYuOpiZHXsyUigoV1sP7lcJGHe9oe+q8OTmOsEwrGHSMuzc72xgW9Muzz1YHfAIVSATgmIdEoUsWch6OQ2GLdA0sy/UQUrZwYfgdAVXkT8XJ29XiAah4eq9N46rLXMe8ZhW8Od20vj/5jx41esXLq6sxu7ZWVd2lnsqxKTAHQ8RDStlygsEg/vCHP+BR2+Xy9a9/HXv37sVbb72FwsJCfO9738MXv/jFVD3OiIcffhj/9V//Ffdk89RTT2H16tVYu3YtTjrpJADATTfdhFdffdXxGRC2+l911VVYvHgx5s6di5tuuglHjhzBmjVrHPf8v//7P9x444246aabjO+ZziJWusU+XiGnoQyHNZ5ZJckST6w1nOHDxCSR7fNhRXt7FJMF/x2BLGi8CAu3yoR/yCgxmTVbpzvkxWjI2kNW166WFlihUBRrgW715vOAW2QcVG/caqK58OOx78QqmMQtUCamFp1+E3Bar6P6l1n1+HsRSwRtMJxBglv8iHGC0zU6xsXw3jT2HK7sSry/7LaaLNimNap7k3SGEcecMfW/ZjnM8fmQZb8rf0/TnCVKPNN3AIzeDDe2qazcXHztgQeGpbxJBUwFgnSPnO5xpLVPMsdtHEk2cUslAOPvL1i1KlzjwV6zRFEZJQ9oTdqWWGW5t5l5CGRZ1ed1LA9WYWkpjr33nvIM5Y0Zo9qtUxLT2qcwy9cfecRIdesqU9j+0KlRCjus/8Rm5QkXueNsYo69xWDJp/7h40lUwrpXTpeNOk0lZxwixrb6ZcsUtWbkQo/yjEZ9ZyPb50Owq0v1F93PRMVM146bNg3tTU3OPSUGbTAVg+SyoqS83FHkj2Sl2gNNeycDZxOj/ia5R/ujzpCnPMmeSMEyvfgb92jptNkDhbSx5WRlZeHb3/427rrrLuTn5+PJJ5/E7t27ccYZZ+DnP/95vyv2QDg0Jjc3F3laXKoOsrJ3MMVi6tSpAKJj5pvtCTTKTlY5+eST8f777zt+CwC7d+9W32caTEwJw6VwlQ4H64xtWfe3tuJdotfiDB82An5/VIyrB+ENh7Lswx+GNxKdwYYYVFS8um39D/j9kWvthEP+PVlWeRIlCRqy9tzm9Sr2FLJaNe/di/LqahXTSsWkAKiy208sXYrWxkYVU5hfVKQSjchqsnvzZvxk7FgVN055Bqb4dI6eri6V3ErMQmRN4pRjUbGydr4DKbi6x6ly7Vrk2TUs6HqVF8CKd82oqVEML8S3T5vNyOLicGEw+x1y8vIwoqBAJRNS7KYD9iav3s8ej+3r1qF25EjclpWlEqgJJeXl4Vhjm5Uhv6hIWZ+62toclm4AkUTjgwfx9LJlyuvCLfpkRVMJkZYVCRljz/YVF2NWba2DZceTlRXmzG5uVt8Tg1ZUPoLHozwUnNqQkOPzoWjyZHS1toY5nykpOhhUDBrcGxgKBkWx7wVo/gNw5NFcvX+/I1GSvDoEHgNNa4dixFXejz1fsuwkZ4qJJlYskh20d5x+ySUor652MEc5YrjJUuv1RizKzPIKICp51d/SohR73XtK64qK/3HLMM3XsoULVbufWLrUQUoAhA/qN/f0YP769SoEx0QLyWU9EJYJvIhhZ3OzKlxE7Faz7fymC1atUt7PkrPOUt7W648cwfL2dlx35IjyhEQp0aGQyk0KaIQKVjCId+vrlZWa1in1wS/PPjuqfocVDKqChP6jR8PehY6OqOd6s7PhycrCafPm4ZZQCGVVVaoII92rp6Mj3F89Pep9y6urFRMN93j2dHYq701rY2OkKCKXzwYE/P6IrLDvd+jllx31NOiwOZuIQOy9sfPoUUeScI7Ph8q1a1U4qmKxQ3iOjygoUPtjzgknKKs/Fe+Dff2uTZsiTFS2F1j3aOWNHp3xEQ8pp8Jsb2/HE088gY6ODliWBcuy0NjYmHIGmVY7e55j3759ePHFFzFt2jTFUd/S0hJ1XU9PD7Zs2YLc3FxMsJM0AGDGjBkAgGeeecZx/dNPP42srCx87nOfAwCce+65CIVCeOqpp9Q1gUAAf//733HqqaeiWKPbywSQMvj6I484QnOGI3SmExKKPX6/Q4jyRMAcewO8YNUqtUEGbIosUsDyi4pQtnAhDjY0KHYT+nxkcTFu83ojZbXZfZVCbwtJBa8XgePHlbDMLypC5dq1KkxHceMbrC5+O5mKFEi1GVZV4bojRxQLBRBmKCDFQQ+bCNhUa5ZtpSClnjNO5Ph8TjYGQFVfbD14EEWnnIJbQiHc1N2trNWPL1nitJTRRmG7+8mrRJs+CVcAjrCYsgULVNVVitVsbWxUrAcAog4ih155JRwGsHo1sn0+dLa0YGRxsRorSjjkLt88mwlJsUcsWKDihHvssKtDL7+sFOBsnw/tTU0qbtdXXIzrjhxRB45QIKBc+1yBC9rUcIHOTrWhcqWLRlqn2cwfPVolNlOSGyUp5hUVKapBYkai7/32AXPXxo3weL2Rip35+YrqlMbaf/SoioX2FRfj0MsvhxOxbbYVBTvcZ1tdnaL3dKuiK4gNkyGGwkMat25F0M6BIKWWV76mgyCtndKZM+FvaVGH2Oz8fHiyslA0eTJqR45E64EDijqW5AavtPzW5s24f9IkB8uXgm3xHDVhggrpAqAU/dbGxki8vc0sQxbdx6+8EiOLi9V8d9Aw2iGGABwHjvnr1yulnbPmUOI9kRZk5+Wp9TVu2jSlnKsEX1s2NFPYho1ARwfyRo9WB15irLq5pwdFp5yiWKLuGjkSW1asUAeGdjtE5Sdjx+LusWPx6KJFzlAbrc8AhBX8jRuNScFdbW0qIXZWba0jhyiqwKI9nrySdcDvdyjhZGihw8OujRtx99ixKJ05Ezf39ETl6ABhNjnq9+3r1kXCnVgoph7a6c3ODvexvbfpVWB5mBIdJvMNJCX5o0crrvwnli7FuGnTImx39sErFAggOz8fy21PKhmt+L7Mwyfp/yRDg93djgTanLw8JRt1JZ7uQaxtmWywSGlYzs6dO3Hffffh448/xsknn4xrrrkGW7duxX/913/BsizMmTMH3/nOd5DjUsI5GaxYsQK5ubk47bTTMHr0aBw4cAD19fXIzs7GPffco5T22tpadHR0oKysDEVFRWhpacE//vEPvPfee7j88svxjW98w3Hfn/3sZ3jmmWcwY8YMlJWVYefOnXj++edx8cUX49vf/ra6rq6uDi+88ALmzZuHcePGYcuWLXj77bdx5513oqyszNjmdIbl8MSs4ZY8q0Ov2EvhG9k+HypWrnSGijC3LK+syZOe+Pe0GUcl5WphO+OmTVPJkO/W10e7F5lbmISofk+9AiQV5Yp8EEkeo6qVZCXjhU14hUBVdMS2CFFxKyrMZEq+5clmKrGWw+NBdn6+SsJzTf5koDbrVTnp/uSq1cN1eBEcvfKw6tqcHOQWFISTBclNbrvT9UqelEBqCqMxVYalcJguu2gKL9wDRFdf5Il4eXayK09W5OEYvEgNub95siJ37fOQGdO85aE/rQcPqv6hEI36ZcvCCqOhci3N9+7jxx1xzR6vF56sLIdllJ6jV0YVJAZedVSv/OrJygrnuuhJhrbs4JWMAfdKwjwkhRcSikpqteWJXqyJJ6WWlJfj8I4dan7y9eRn96lcs8ZR5M2TlYWbe3rU+/LCT1m5ufjM/PmOec6JEPi/6fuR9uFThdRoIWPUtypkBYjIWTtuncIZ9fBHPSxFX2tuSa45Ph8swPk8j1bpWy+QZ/d5YWlpJGzHTsSlZGq6jpJS84qK1PN5ZWkua3TwdUqhLBQaxMfSVGSQt5P3CScaMIWE8erV2Xl5GDN5Mg69/DK82dnIyslReyqASJ/bctoR9mOjcu1aR+JryZlnqj2Wxo7PkWMHD6r9khcd05NrdcKBdIXkAGmqUPub3/wGf/nLX2BZFr75zW/i0ksvRbZ9mnv99ddx77334uOPP8bEiROxbNkyTLItVb3FY489hueeew6HDx9GR0cHCgsL8fnPfx5VVVUoKSlR123duhXPPPMM9u/fj7a2NuTn52Pq1KmYM2cOvvSlL0Xdt6enB3/84x/x97//Hc3NzSguLkZlZWUU+013dzd+//vf4x//+AeOHz+OSZMm4dJLL8WZLPlIRzqVeyCaYWW4IipumcVB63H1lWvXKoGml8nWmWjc8hkcsdj2xkaxoZQ8ppdILznzTKW8mRh5HAcQFrdpOrRQXGNUW+z2ZOXkINjdra4zMQTxGE+uXBLrDLF1RCm8nB3Cfl7emDGOioGm6pe68k7Prx05Ej0smWvU+PGO6rJuhy3X9migDZDHtHMmHz62xoOMPQ+4wqxXE/VkZcGblYVgd7fjoAEgKt6Y/+aCVauMh0cgcqhSMdDUH4i/cTnidjUmCsfY2Bs4r9wIwBHXqvcrVUzlm3w6WCYGO/g6oMTYcdOmhWOT/X4UnnQSWg8eDDMTUQy8KZ6blECNAYcYdErKy9H0xhsOliS+dvVYZ3Ugta/RY8J1hYjgycqKqrrsYIpxi9NmbCV0CHFbLyRPeUV2ig1XbDYx2FtMxhpdfpJ3j/KTAPfEfzJYKLnBvI0UC04HC6W8MmY2zjREBze6Lr+oSF2Tk58fDoth1wY6Ohz5Nj1+f7hwod2P/F11o4jqS30+GPqNy14gfKijkFJqEz90cvmsV7FWhw02d+hdTLkChaWlqj840xngZF9Sz9HnmMs+amKkGwxsOSlT7ufOnYuxY8fi2muvVeEreqPWrVuHf/zjH8jJyVFJt8MJ6VbuCbo1dDjBRIGpW4O4laBs4UKlDAFQG6SehMuVbxOtFrf28JLglJhJVF2U6KMLFiCycWX7fMZY9crVq43KJ7c6m6j1uLB2WD8QUc447SK3gvCNTiUmvfKKOhhUrl4NAMoSTIq1bi1UBxttgyDLmVLi3cQVSyzVFQtugYfXC69mXXa0gSeaMaq3CdOnq03bkcxmb6a+E09E64EDynsQDAQcVsnTL7kkTCHY2ali96k9tIHqSVtqU7Qt6NzSBcBp2WLUq6bkxrzRo6MUGa4U6XSGREOXlZ0dts5riZGKqo4r/obEXlpDXOHhniRBbOjWRi5bAKaskAVfA81rOqTRIZzvAaUzZ0ZkghaWYVL0+Fyma3UrLB0cdcMGVzx50igdPknOmJJegUiiqU5PS7Ji14YNYevuhAloPXhQeRwBO8SJQsi8XuSPHu2g2nRYzNlnJPdUkiYjNhh10kmO9zMlrbqRI8Si0XUop6a1ZcsNvk9weRy1R7C25RcVhSv52t6fm21jgIMKl/U9eWPcmIUcz/B4oihSeYKvTjtJ+yfPKaN9lR9mqE+KP/vZcH0TRmwAQHk76cCWV1SEosmTnePJDkoqwVs/iLEEbcBpbOHyntPRDqSCnxbl/u6778ZVV12FE044IeZ127Ztw5o1a7B+mCmVQOYo95xfm6yKwwW6JRRwWmOVpYnCNTTlS+dF5orKXSNHKmsL3xxHFBRE86prrCl8TCie36SoUowtwRGKwyz+dFAhtzPf5Og+JlYYh/sXEQWQ85bnjRkTZYlT7bH7iYSmztXPFVdi5CGrIwCHMOfWOf0Zps1fVzDo3dzCc5w3jYQcFJSUOMKW9NCDsqoqhzXUwd7B4NhgDRu/UvK1sTax7mTl5oYTVzX2Gt1db/JKZPt8yDEwF5G1jx9sHSEf7LCjtzuKCYlZwXTrr+KwZs8VrvvEoHuudGWZlD6drURfb1whvVmLmXdlebIPdHSY52GdgJPHnFtGuQez69gxVViprKoKAByygWQnt2bT+xgLU9lt0g8XurdMtzYDYaWRlFpvTg6+/rOfKaODa7ggC3HilmBqB38fx1qxPbR6OBqX4xz6mjV54HQDAFcu+X1JOdbrGRCyfT6cNm+eUlTPX7nS7GW2weVqwBSqZ4BDZrKQR93jSfM6Vrglh4nViGQeecF1lif999zi7vC+soOtHk44hdVE4PN/WLDlXHfddXEVeyCctPrzn/88VY8V9AKcGWC4Mebw5CteTZZXW+QWTmJIoARRxdtrg6UIRRgCbNcjJWe2Njai/eOPHe3IKyyEJytL8ftSRU8gouzB63V4GPzNzejp6lLXlVVV4XReFC0UUmwF2+rq0Lh1q2JKCHR0qPelRMmutrawNd1mzyDGjVm1tcrdPLK42FG5lxItdRc7sS2MmzbNwcxDCcG7Nm1SXNd0QCFGHrLI60lZVjAYxdGflZuLC1atwtd/9jNV+ZaqNna1tKh3oyqKhaWlKkFWr+yqYL8XEK6mefX+/Y6E1Xfr6x2c9O/aSbt0/xk1NWpNFU6c6EjMpftHWdPtZDdK3OPsQO1NTSrhmxDs7lb1EIjnm9z3PcySn2XXZFD94vXitHnzwsw52mZAFX2JM50r9uOmTQM8Hnh4Ehy1u6PDwezhycpyMGIc3rEjfJC0lR1HhV8gwmktiAvOEEP/zysqiswpy1L1IG7u6cHil15SbC309whWUNKU2ExsOCXl5WrOUM2NPfX1KtmbyAS629rCzFAMxPylM7LxiqkHGxrCVJg2Zttep+3r1im2JXofB8OKnQjqsYsYHWxoUBWuKUzMUbnZDtej+1ECcWdzs1IMvTk5KK+uDr+HfU+dDY0zvfCaFwCQN3o05q9fr6o5E4sL/a5s4UIHAxFxonM5Tu3yFRermh9U/TYUDKr34yQFuzdvxoyaGjW+FFZHbGnEgrVr0yYnrz2rgeFBuBIsPOHq308sXaqSsCdMn67mACUe+48eVfKTPLHxsGvDBpXAXLZwoVKAfzJ2bGSs2f5G0tGy5wNVqeXw5uSo/VdVSw6F1MFIZ0oi4gyqI0L7OK/tQWxhlWvXhvcYNp/4+JFiT9/p6zITkXK2nEQwduzYdDxWYIMWDk3U4YYRhYVKkaVFSgwRxCRUctZZiiqMb4ihQAA5+flKgZtSUaGYJRRbCRBFNagLHv/Ro4q96NFFi5xWfVKcQyFV7praSUqXNycHr2/a5BrfObK42KFk5/h8mFFT49iUQ4GA2lyWt7crqwcQYcM5vGOHolPLHz06orQBioVm3LRpir2ivanJsQkSbR5RQHJKSgV7UySFmg4LnD2DnnnCuHEOT1PpzJnhd7KsKAYf+u2s2lpVVl0HFScLdHaq3wBwFO7pbGlB6cyZKJw4UVFl5hUVIej3o7utDY1bt0aYlTwexTxElres7GzF3kHXAGFlnN8HgGK4gWWhoKTEwfRD7CHtTU3hd7EVF8UQYtNcdjY3Y/fmzeHDha2gKUVGh72ZBW3lhayDh3fsiOpT3n7elzSmdODweL14etmyyLj29KBy9WqlOJFCJIgPYogB4KDEVP1pFzriSX+cYpUo/ejAd7ChIarwDjGpHd6xQ80ZIHIwJmMBV3Z4uAMdvIk6kSzLyrOA8KGcK+B00FRUwloRvFlEe2h/1rx3ryq4OGH6dLUu6LBfXl2NipUrw3S5a9bg2PvvOzvS4wkfGuzn0vylwxKtP86Glj96NE6dNy+8H5x5ZthjaLeJLO9cLpPcuiUYVN4O2mvJmETXEy0pL0zHD2VlzGjD12Cgo8OhnN4/aZLjwEQHK926XlBSooqEBfx+h4FGMZvZzEor2ttRuXo12puawu9pj0nA748yBhI9MVmzOZr37sUou14QjbOiA/V4kD96tLp2ti2jZ9sJySavTYhCHS0rHGJmj4nqG79fMURtq6sLyxnLgq+4WFGWFpaWImiz3O3atCnMBIdIeG5eUZGDapnmR/aIEYrGmYpc0eEqU5EW5V6QXpCAobAUnW97KIMsJ7Qh0iLlVRSp+ifxyHMlGQhz5s62FXeySG+rq8P89euVoCO3IAmP7Lw8x2ZXOHFixCPAhLMO+o7aeXTvXiXcophxGChOlCwX5Hrl9J6ECdOnK+sPWXGzRowAPOHCT3QwsRCpJFlYWqo26o/eeEPNIW4FpIqQhaWlDuthFDye8LULFqh5SZscgKjKypTwS1SSnCOZQJU5SSHivOCcF3lWba2K4Qx0dODxJUtwf2mpM1bTpmujdVM0ebLDQ0BUgfB4HBVm6WATDARwvq14KN54rxcVK1cqfv3O5mZsWbHCYW2aUVODEfYGmO3zKYvahOnTHVSDdIjhFnGyCgIR75LbQZ48JJ6sLIwaPx67NmxwHNCoPgFV0aW4Vd0TULFyJfLGjFGHRkJOfj7Kq6uVd8N4yBC4gihXWxsbw4cmG9xIQSCLuW4pzi0oUDKOlEOap9ybSd7HrLw8x5rpaGrCXSNHhikdaa15vSirqopSpCnhl1vWqYDZafPmhQ+AiFQ+VcXYbHTa9NUXrFqlPD5++zOS1WSVDgWD2PHQQ7g9Oxs7HnpI3YOofylBNSc/H1MqKtSaHDN5MgAY+f2vP3IEvuJidDY3KxpR2g9I5lKVZ6onQDHpuzZswKOLFjlpchFtSCudOdNREZWDYtXJcp49YkTkS7vviFq0tbFRGU4AKA+Eo3qrTY0LAF2trRHFn6hvGaiNNDY6Xz3lfHEZRX2gPEr2++rtDDCqaQrVo3nKlWU9ZMkBNk8O79ihDmNkxefeVF7bh4+Veic7LJbaSZVxaS7w+RHo6HAcogcDUqbc79q1K6k/goGDbs3hGG4FrXihoF+efbbqFz1chwQDt2iSa3hqRUUkfMeOxyehyIUUKYNBm00ib8wYZeXqOn5cbc6xinxwwQ1Eux6BcIwzWWXIXUmJr2RtpvHVi7UA4Q2BH2A8gGKk4ZbhqbaXYsdDD+HYe+8py3RPR4dSGnZt2hQuZvLKKw73cVQoBhPSJWedBSC84enWEJ3nvry6Gs+uWBGxOtnX5Y0ZoxRQB80jm9u0cd/U3a365fErr4ziaOdeFFJoO5qa1EHCdECid+KFx8j7Qy76q/fvV0pBns3frIqaIcxpTUoRhV+RReu0efMUB/7BhgbMpgJGeXmKK99RLIialJWFMZMn4ydjx2LLihVqDpPFy5uTo6z+irNeQ0FJCa47cgSlM2eiq7UVnc3N4bwJFiJWOHEittXVRW3MdLAEoPrt0Pbtw8aYkApsq6uLWE9txUQ3UvBibzz8gKz2E6ZPV//m1ngAzvod+fnILypSax2Ao8CbyilCmIOcrP4AlLKvPrO5zHkoxLv19eogrQqx2VD85aEQtqxYoWpRUDhO/bJluD07GyOLi9XBkgon8QJKTy9bhoMNDTj9kktUyF+gowO7Nm5UhwKai9yzwZVvPeyCDqSFEyYoCzPVG3jqBz9wHIZ3bdyIJ5YudYTp8MJ9dPgiyzuvRwJAhYBQG3ml17KFC9WBi3vGiL++w/YUKDlXWgpYFg42NITrZLC8LoRCyC0ocIThPLtiBe4aOTISOmNfmz96tCpKeJrNHBjo6ED9smVRHiWyftP1FPKYxBBlBgAAX5pJREFUk5fnqKfC91vC9nXrHCF/QNhDzOvI0OGCDj30XNqjCDQPuafQ4SUCVMFC3ZMfay7E0qcyCSlly4mKz4yBzZs3p+KxgwrpSqh1S8pyo24c6uDJq0AkqcdUsp2zEej0lTwZS2cd4veicu2k6Ohl1nnWvkpItcu064wSxIpClI1uvM/cTc8/M5XU1vmcASiGmmPvv6+S9PRy93qyZRQVos2WY6KN5EwXQCTxVWcIMtG3qntp1HxudJ3EwKFzb5vKqAN2kjJgpLYrLC11cHDD4wnTD9qJwcfef9/BtU9sQzp/vpFNRKNm4/OSU5MSgwd/DoV+8YRuYl7SaQF5gjNPyONsJcROxBPuTFSe+lzI9vki7nNEM/LojEOC+FB87Fr9A9O65jKdyxgAqi4HzVddbvF70G9J1ikWlWAQJWeeiea9e9VBjhLjOX0vl0mcztCRKMvmO1FhciYZXptD547PLyqKShBXtK0mxihArQcAijVI3xvpeTpDEZfPlJCs7yMO7yFVRs3NxdceeACAoc4AY9Mhb17l6tVh1h872RVwJtvqCajqVjzRlMldnR2O19nQE+rdOOx1elOTzKLviPWNt9Ukw/X6HYBGLW0YQz6PTZSr+pw36TaK9AJm4go+/m46kYmFbqCQloTar371q8Y///Iv/4KysjLk5+fDsix88YtfxFe/+tVUPVaQAExJWfT/wRA7lmqQy5ZCR0zhCtRHFPJQXl3tSPoB4LCkEqg6IYWNPLF0qfou0NGBxq1bHXHgM2pqHElZF6xaFf6/vemFenpUbP6zZHWwkyQBYPfmzaoiK7lSydUJOMvQ87AZsuzzio/07Hft6rWtNgPMoZdfRmtjI7ra2hRTDRCuiEiJSmVVVdEJq3al0vsnTXJ4HHJ8PkytqFBWYJ74qnuR9Jjj7evWqb4j1y7FwFNIDLd8Xb1/v6qkypONASgLkGNTttmH8myrJA+ZIuuOSvayf0uJwcfef1+FuBDomZSwSmFa9cuW4basLEdl3LIFCxwxpGQt5J6KvNGjVQhAoLNTtd1CJFSAPss54YRwNUU7CS3H53O4oPm6p35e/NJLuLmnB1c3NuKWUAjnr1yJZ1eswN1jx6rQqNMvucSp2AMRKyJT7OHxRIUi8DhjQWIor67GivZ2FctNn/Hx00MQACjLKVkkKUaf5ivF35P1mFuwyare1damPF4FJSUq54Nb8+l+NNdJIX5i6VLseOghFQpCoRoAFNsMxWzTe5FHygOoCrnb6uqgmw1pzatK1VVVyC0oCHsuXeyVOSecoNYXrWGTVZas668/8oj6m0DGD04yoEDGBvZ8yiPiyerkXSTlPXJxSIV3kmcxy87Lofek3DAlT+1cgtMvuSTSFvs+NE9I/uvobGlR5ADqAKAbaG0vMMlXmie8QjiXvTyckUIo6WDIwUNWt9XVRUK07CrYerVaPZH19EsucYwbHUzo91y3AaAqBhPyiorC+5VGXMHvpXsUaP/R9YBMRUor1MbC8ePH8fOf/xyNjY346U9/mhCzzlBDplBhCiLgVhqeEa9XMuQFgDglmG4BJ+s+h06JyGnBdAozsmLoRa3KFixQlWyjaNls8GItpsIu8Si89Mq9vJCKTofIeZt5/xBFnTc7W8XZm6zyOiUp3cfNG8Kp8kxWKV5shizrFG+rc/FzSlPaIHSPCFmAdH5wByUpp4VjNKTcw5E3Zgy6jh1TVnad3lOnJuQVMOk7/d11L4vOvcx5pJU1H9GVNBM50HMrHfWVW6VT6gfeJ7fY11EMsl4xWRAfbpZEt/kPwLGOTTS0bkXeqO7GbXYojD6G3ApMltcxkyc7PGMm/nBa52SBjzUHTDzwVLSI5IpeYIreWUeOz+dYF29t3qzkC/HW8xoltHbj0U5yZX3U+PFoPXAAhRMnRoW1UZiSLut4f5oKy5kqEzs8fQYZbNpHttXVKZpeUwVpXtSLV8T2s8rd3DvKKUZNhb6OHz6sDv5lVVWO6usm67guZwE4intxbxF5QE1eXQAOqlbaz1VNBlsGcnnevHdvmAXIlvl8Xuu8+7xOCtGmpiPaIS0894nA7/fjP//zP/GlL30JS5YsGajHZgxoYMaPHw+v1+k0qaysRGVlZZpaNnxhqmgIwFU51kNTyqqqIjzSnGfcVB0SiCpSFaVAs8JPJKz04h9GvnY7acxUXINcpYUTJ6Lr+PGoQjMEN1cpP/gQTGE1pgMDPZuUY4JeSE0VxTJUdgXgqHyru+wd5eoNVRRJMfB4PLAARyGtEaNGKbo+nnhscvM63OExKmVyRZb3F69uTIcY06bl1jcmJcCtaqKpEjF5OkzVFeM9060uAoFvzjysiQ5ovD3Cc58cTKEj+uc8BAFwhjjwEAbO3c3XuF6Ve8dDDxnXbayDhunQWzhxIo69/75xXrmFE/KwBwoJIplnKlDHCwmOYYWLYoWTRB0IWFhZdl5e1AHYdJBScAkDolCjZCrD6/2jyx/9YKGvd37Y4GFIUSA5aQhLoXbwQzytbxpP3fDkODyxJOIRhYWOgog0lxxymxWlIkSNmVYXBkDUQcdUnMqtwJsquMgKR5rCfkxjnM6QwrSE5SSCvLw8fPrTn8aLL744kI/NONx7771Ys2aN448o9ukBd/Ppn+vXzKipiXLF7amvj3A5h0Iq+ZSf7jmtWzAQcCS1cW58ugexNlCSm7+lxZHNT0olJUdm5eaqpDE93AKIJI+1HjigOJY5UwEHhcqQS7KrrS3C804HUq9XccfzsBpTqMWhl18O/719O3559tm4PTsbjy5apJKdXn/kEUe1Wx7aw92is2trI0wM9mfcha6SXO1+IHiyslCxciVuCYVUsl6gs1Ox8nAebv47cuny8Ckg4orNtsf59EsuUQlZ5DIH4HAre7KyHOFdPMyivakpisGkdOZMjDrpJJTOnOloCx0i+fhQgjgQodujz3mID1nZ9CQ2cjdTIvSujRtx/6RJeHrZMrQ2NuLd+noHewiNdUl5ubq3o+AOAHg8jhASSlqkcC5iKhEkBjdObbfwSn3u8hAGCofg7DB6OMa2ujoVttLe1OQISXAjYCCLfMCma6UwMArto9BDeh6FvPBaI7QGKJyIlGsu8zibCymNBxsaVHLx4pdeUoxl/L1pDvLwFv5/mptWT08UYwr1CbVXZwRzhNfYScQAFHOOKfSV9ykPjdJDgvSQw/LqarVXmdY7T4onhZVIHKgGB+e81/uV2gKE2YqITYcO7q0HDjhZ2kIhvFtfr1iMOIXluGnTFLUwEN4D7h47NszMZoetHtq+3aHYEzMXDyHmycOdLS1qz1IhaJalmI1obhFOv+QSFe7I6YizR4wIV1K3+0lPqHXsd/YzgAil9GBIqh1wKszOzk4cP358oB8rECjwhcn5hSl+vKS8XMWoA874VmIvobhJD+CsqgqoOHoec3/BqlUq5tXf2qo2sLKFC51CxOvFyOJiB1MFF8AkfC5YtUrRswWZO9MkePQcA/q/zlRAbAoUu0sx4iQ4iZGgcvXqMPuNvYFzxVXvY87TTqwWRDfK20DvVbFypdqcRxYXq8MAMWfQpq+3l2g/HbDjRWksiSkoKyfHNeZbV1pIGaG486n2uFWsXKk2NJ1qcFtdnVJgOQ+3CfTePN/ALeaT6AD1GFFiraE5QkoY59ImRYkXItIPVZ6sLOTk54cPnfYmTUVlKB6bxpoXmbFCIccaGDV+vBo36lN/c7OjdoIgMeihByaFgqggf3n22Sq2WJdtZGnkCi3NFcXsYsdvczkzsrhYUeTydaqvHxOVBlf0KV6b+M45deyE6dPhzcmBv7kZrY2N2GMri7Rm6Jnjpk3DE0uX4pdnn63YXCw4uerdlC2ag77iYlx35Ihat6oeiW2lDQYCxnfkOQ28LsCMmhqcv3KlWmeVa9Y4Cj2RoqnLZE5ZSvHmREFL8oxyvvhhY/u6ddi1cWP45kwO0NouLC1VMtebk4Or9+8P589YFmbccANGFBSED+LMyHH6JZcolhyiXH18yRI0bt0aXeGWJwGzfB8aJ8V4BCjlmSoTA1AFoYyeZ58Pn/23f0OuRpvc1doaZfwCtHoZNlOQmlsIewoONjSgdOZM3NzT46AjVnPTBqfGpv2bckL4/uwrLkZ5dfWgYBkcUOX+xRdfxOuvv46SkpKBfKxA4ABfmFzo8kJMpoXLN1o3ikcSwlx5ffyqq7BlxQqHUr1rw4ZwCArCSZIKoRAOvfKKg8OdlHmuIDZu3RpWsLxelJx1llK6dcHDmWOa9+5Fd1sbSmfOVBuByUNBibUqttKQAMkLhOiKK+ehNxVBInpP3gaT5ZESR/U6A41btzqqKVJkIfHvk4WGqPqoL47u3QsgbKmhTRVAJCHYQJFK84UOOXQwMSUycqWAFNhQMGjsH11Jo8MepyzUk/zokFe2YIGau/oBhyenvf7II5hdW6viYul53DtDG3JOXh4uWLVK0VYSPACeXrZMJb8B4RCpjqYmRbtKhdXCg+tV1loaN+oX8jSZqqQKzOBWbbLq0ljS/zkVpO7Z0e/lb25GVl6eUqD4/Klcs0aFPNDcIM8bAAcdLIWu/WTsWNw1ciR6/H4HFa2yZnu9KhyMCiV1Hj0aXqM2dSznrQfMBwUgrCzSe1II42xm3SdvJJ//+qGEvGsji4sd1XQJ3uxs42GK0yrqhglKOCbO+vLqamUoOv2SSxxjRd5Sfg+qMQFEQuvmr1+vPC1RbSW2G5tOl1vbZ9TUhBPrvV586gtfcHgHqA2EnPx8h4EiYBfPAwCEQlFyl6g4iXGJ06bW2gcDR+KsTV96sKEhUiPDTv7ltM1U+yPQ0aHG7PErr8SjixY55ieX0Y8uWqTGNN+27FOBQepLIoKg2hA6HTFB3wfrba/lro0bMaOmJsyaZh8+9GKXmUwMkLKY+wdsuicTOjs7cejQITQ2NsKyLFx99dWYNWtWKh47qJApCbXJxAAORTy6aJFKQszOy4uKF4+XzGSKx+cg+sMJ06eHrSwsVo8nbwIRYc7jKD1eL0KBALw5OSgoKYkZR0v31eMlKR610xCfH4uijN/DLYbXRDPmFpPKKTt53L5bclms2HMVd8/o11SyGEtMdYvH5cmlQHQcvE6NSW0E4EgyM8V96mOg03Hy9zIlOFNbEomx5QlsPIYaCB8ueQK3HkdK+QGmeF2dzk7F7LJ4V3pGuIM8KkF2dm2tmtecvjUWRexwlD3JQs/90BPCOShJ0C1hmuYkJXe70QXy+WBKqjdSIsKcMKnHYRNIftE8fPL731cKPiWh6nKX4r7pt3wd8nUSi+6VryUyXtBBhOeU6HSgUyoqVBw3JenGS/gk8HwhIJJzYpKxvM20zmPlTOjrF4hOLHbkihkSQhWRgZ2wDMDxTjqVMM8ho4Rc1wR7NeDOBGA+z/JsGl/KQeI5E5SETe/L8wBonlDcPuWcUdK0nthP+743O1vNNW9ODm7S8hJUMjmi90pdPg800hJz/+yzz7r+aWhowP79+3HiiSfi+9///rBU7DMJg8Gl1J8gqzOd9LlFh1tTOU0YYHb/Kssn0SoiYjHYtWmTIyyFhCmP0Rw3bZoKoSCrObHMhILBqFANisHMHjFC3XtkcbGyohHdF1myFDe6Xe0wx+eLCskga9L2detQO3IkbsvKclR7pOvI4kbWGX7A4TScVMY7x+dDTl6e8nTwaoJWMOiI+dfjbrknhRREUmBz7Hj3GTU1Khwne8QIx9iRdZpXHaR8CLIgjzjhBLQeOICnly1TVnwAqiAMFd8hy1yeHUfPrSEmF/72devw1ubNsCwLTW+8EbXW+G/0sBw9xpYsV3yucKtR49atUbkPVBSNh3JxKyHNMyCseLQdOqTc2tvXrVNxyzknnOCguwMQVXgIAIJ2WXqa1yMKCnBzTw9KZ850hInwcR6usidZ6PHzDq8aQ1lVFRa/9JJr1VMgUtQni60fE7g3ikIZVPEgu0Iy4JR93pwctB44gLtGjnSEBDnisG3rJ7feZo8YgS0rVuCz//ZvihaTe9t4SBjJxRGFhSo8T48Rp1AWCq0wKfbweCJyme0DuQUFGDN5snp3TnnIQ0DIwuwBomhAdW8wwDwR9v4Q8Ptx/6RJaNy6FV1tbUr28ErpPLZ/3LRpDg/n9XYRKHoWlyecCpUwsrhYhTHljR6N+evXq7BLCnkcWVwMWBYKSkrCXp1QCM1792JGTZj6l8JASUbRu/R0dBgVe74fUj93Njfj8auuUvKA5o8HYZlONKvc68G9MrRPEsjKf+iVV8LJ0Hl5kflm11QgTyddT1SweUVFKCwtxdd/9rOotpeceWZ4uLKyovbKWPllmYaUWe537tzp+l1OTg7GjBmDT37yk6l41KBFJljudUaU4Wg90y27nJWA00maiirpdJEOS7ULawKhcu1abKurU9YwTvUWz3MARFzlUWwNGuiwYioY5LC2kfC1LFerj7KqsA2a0xkSswWn59St0CbaNk5bRpaR+mXL1HNMjCqmuWu6l06zyfvOyCQDJ/vPlIoKVUQsx+eDj9GkxbM66ywTJupTN7YRfXypTYodiWgmGR0oL6RD7EKmZ5g+0y2K1A8OFif7WWrOsTbobEG6xdRBCepiTRUkD1oH3W1txmJh+rUkS7ilmZiMYnkj+WfxCpDxeRjlESNPpVbwSF+HnG6W2qxT1rp5GXSaV+7d0mUCL/6mQ7eSc8v6E0uWGMMM4fGg5KyzlOVef7YbA47ufdWt8rHuY+oXE6sZfycuD7mXsnLtWgAR2abonL1e5I8e7Si2SMUNFeWnvR9EefXigNqte1vieZFNNKF8P51aUaG88hRiSL/lxcF0VjTTnHKbC7HkeH8jY6kwhzsyQbl3CyMYrtCVda6QEJUZh8k9R0KZcwPzkB8ASsnTDwZAYgqjib4OlhXFqwxEDhEmBde0AZB1iGLyuUtWKXn2OwBwhKZQxT9yVVOcphUMqvAMPXxIKfIan72j4qPHg8o1a1xd3HS4cOPL1wWxqf+OHTyoNmtvTk644IytsNJmqNNcxsMdubmOIk46Pam+YZugh09EKdysL3mImYkGNRb0Kpd8M+d89boCoXN/U3/qVK3c3U70oyJ3UgM3CtREFMnwj8LyyHTYMhkX+IG1pLxchUGQkuQW6sgV1jGTJzt+R8oWN4jcwv4d65BO/9YVPABKydOpXakdvJJzTn5+mLHMPnzE4jBX8sm2/HNZRcYLAA6+eV4BVpdFPGTQTZnncktV6WUHa147QAfJL70NJuNGWVUVSmfOVH2qxoUqGuuJtTa8OTkYUVCAKRUVxvArZ4PMIVCxxjeRkFHeR7yK/HUJ7A8meazPf05BrBsDB1qeZSwVpiD9MIURDGeQ67PIZjeZUlGhEnLIFWti15llV1KkEJURBQWRTcqyVNIahYCULVyo+l6nRYxXIZgndD67YkVEsJGy7fGo5KSS8nI8u2IFOpqakOPzIa+wEI1btyoWhD319Q6Ks6zcXMX8QKwvhRMmYNrll+Pq/fsj1JR2Yhy9IyUSU3JSlu0StYJBtemFenpUKA5PEN1WV6dcp9zd7Ui0tKyYLm76m1fcBcLKv570x1l/iL3o6v37HYnM5F6nEJ/8oiJcsGpVFBUmQW8X/Z9vglRlMlZin/57UuwpfILc1jNqnKwc1B5ezZI/JxHQXCeqPFgWxkyeHA5dOvNMFUYxsrhYhVtRIjlP+GvcuhVAOIzNT6FgALrb2lTsa7xQEIE7TAnYFNJA85TkBykruzZtQmtjI3r8fgctJMkjYkXSE8SBSCgQDxEhMoCyqqpwsrgdzkJzbf769ahcswa+4mJHZVySXbkFBWjeu1f97tkVK1R4JMkiTq9K70ht54nij191lUrYJ+pfbqH0IBKCxCk4PYDDk5Q/ZgxOtSt9A5GQFTd5PGr8eHXdiMLCcOiJ16tCTngVaqIb5gmivzz7bDy+ZIlSxOevX+8Io6KK1PS3HpJChZW8WVkOkgVecEnHrNraqHeiMD2O1x95RM2dPfX1DkOOrtgreYGw3Ow8ehS7Nm0yhl/RtVm5uShbuBC+4mJ1+KMQxLzCQgDOkL1Y4XvP2vOA9kKaXwAcLEpAhC6TM8Pxe5v0IZ1lihKOeVL4YAjP6bVyf8UVV/T6z+LFi1P5DoIkQBMXgFImMp2vtT9AG+buzZvDDAw2Q82e+noluPV4OxIO9BltFjw+snDiRHiyshD0+9Ha2Ij2piYVN54o37H+7xk1NSrele7Ln1m2cCFu6u5WvOnEfMA3GJXAi/AcKLAZq3JOOMGx+XNKRgBKua1cvdrB10+l64FwfKUHULHgFLPuzc7G08uWRW0+/H2I9nP7ujC/O6cdO374sNrQ9fZQvC0pwnvq6x1KPB0MHr/qKmVto1h/fi+VG2BvRvljxiDQ0QF/aysAuB6+qF0UL0sbDsXylpSXq41j3LRpKo5XV5wo74DmGK+SrNPgERWrThXHlSC3DcekIL5bX+/gxYZl4fCOHRGqS5sNyY21iLeZNrxsZk1SByaEFX1iWxlusqavSCZPgeZCDjt08/jzxS+9pGgBeV6J273IgEF0gvPXr1d5LsT5DThrTvBaG1x54iw4/qNH0dHUhPyiInz9Zz/DLZblKJYFRB8yAiRHWFEiUt5ymBFilh1zrx+iSeEL+P1Kdu/asAGwLLXeCCZZ3Pree6rt/uZmBDo7w8xfdl94AGXYGDV+vPKIEg5t367abQqXIIYtThXL+48MKbkFBQ6ZpAwwdjvo0KHnNXGMKCxEflGRg8GK9pMgT0ZllJeEY++/j7KqKnUoU+NhM6uRDM0tKFC/PWHcODWOpBhz+UbGAz0XySTLqDVBv9/BLEbebDLW3Z6djd2bN4d/w7j8+b11qmNTX9E6UHVWtLolmYpeK/cfffRRr/98+OGHqXwHQS+gb8zDLcGNlDEqIkVJmlSciRTjbXV1URYVPbmGh7pQ9T4KVXE72dOGwZVXvolz5VFZdTQLqG6douQznrRGSh9Z+aZUVDiovEhIkZVCt1TrFJWcvpKsJvwQMaOmBtMuvxxAWLkLdHQg0NHhoOfj73N4xw4H1R9n9gl2d6Pz6FEjFSeNAynu/paWKOpOEvYAAI9H8Rbzd7v+yBEsb2/H8vZ2XHfkiPJI6DUA9HGjxNLO5mY8umiR2nDyRo9G5dq1+OiNN/D4kiWYMH06mt54A1YwqDYawGlR4pSnPLEagKI7pev5HOHJhDqfua6Y8IRn2sCiFAw73ODusWMdGy1ZbcdNm+Y4INCmR56O2bW1ao2QokEbIs0FN5pGgTtMig4VcdL7k9YrJcLOZuEe+nUUIhH0+42eKN2AQZ8fbGhA5Zo1WN7erpSbZ4lfXKvBwI1JFuCwdgc6OtDj9zvoHE3KFSmdjsRUe16R7CMvVMmZZ6q26t6H2WScCIUc4WicRtaU+E3/ploQpBArq7btqbUA1S7aBw5t3x4+8Hu94WKDNqZqFMoA1EFg1PjxyvDGQ1Nm28YIjz0OBDJS5I8Zg/NXrsTy9vYw176t4HOyAO7JpKJfxDJGPPtZ9nuGB81SCjolyZIxxZF/YIdRXmcn+5qUdBrHqRUVjsMfhYztqa8HEKY6jhWqyr3r9B78IHnBqlXKIBHo7HR4B3Tonl0+z2k+Nm7diq7WVpSceabDk5TpRgqJuR9ApCvmPlaC3XBNcOOJoDxhUk+05fGmRLeoJ6mpWHs7ZpOXvr6ZVe7kv6OYRk4bCEDFiVI1Uk4laYpxNsVSusUXAnAkn5oS1Hg7480Jum5kcbGiLzMl5ubYJd15EqxbQjMQdvu2HjyoFHOKrwecOSPUfh5XrOcX8BjwROIjTX3I31fFHrOYdHg8yBszJip2luaAKn9uU7Lx5/D30/udJ7ya6Et54hsl2Op9RGPBE8UdiXV2smMUpZ12T35fUzI5zwEwxTrzNaLfV5A8OC1svP7UZYA+f/KLipCrJfabxtpEm0r3pph3UyI8EL1uVUKnHftvimHW85v0XCVT8ilPgjQls7pR8rrlKLnJWwCKPpLnGfDEcdoHgMQSSJVM0JLWTbS48SgayWvJyQ/4M3T5xvOdyqqqsKe+3pg3QHMmx+eDBThCcSrXrIkaF5P8MCUr63Kcv6PbXCKZZaLc5VTEpOjrNLKOvUojfeBt5XTLnLY6HflDEnMvcMDNcsOtfcNtsyXrwvl2pdHy6mpHSXPeL2S5JAWcu4v9zc0RJdSO2eRUXhzkLSBXMBC2aFrBIN6tr3dY4qkSbk5ennJ1k0AkKyx3fwOx4wvJMk5CiitmuiWVxzTGsqgRqDgUp14kC1Z+URHOX7nSEUrC4yS5x0BZizwe3MJ41f0tLSp8jGg2OR0nWa6yR4zA08uWqXhcKuJElW0TiY/k9HO6dWYLs06WLVigQoty8vOV5efxJUswsrhYfcfLnxMlG+CMmaZwAH08PFq7dCirjF21kcaK9xH30FCVZF58RxX+ystzJlyySpD8vjx069kVK6IKbtEc3lNfr7wK1x85gso1a8Lvywu2CRKCaQ3OZuFygLlyLYF73/gcIxk4paJCjaNepEcPP9C9CHQ/8ijOMoS2PLpokWOelFdHijxR7D+ngOWVbLmHVLd282JsJtpI/u5kwT/Y0ODIAyIFl1uQeV4Tz4viXoDy6upwKJBNwUh9yT2h3FJP7aFwGB7+qK8vKvJHsfW8r7n85v2vUzpvWbHCGG7Ec5T4ns9zKnj13uuOHHHshfSe2Xl5YcWeUYqSl8OtkBqfO3we6nSv5L2kd9FDh7knh3uuOYh6mRR72Neqgx2rjlxYWqq8Do1bt+L27GyMLC6O8lySxV4fg0yFWO4HEJlkuR/u0C2MABzML8vb2+Pew0FJx+jl3LwiUewkQFQhoFgeFhJMJqsPt+qQIKICH4d37HDQvxELkKkPgIhXg1v0TAw/ZK3L8fmQlZenLD2ckYYL8nh0iCaWG73oTGFpKbra2hyMOVH0kwwmS2CsdaDToHELl87Uw+cSt9LR4cTtvdzmEe8//f11Nica4z319ehqaYEVCqmiU9wipVuXdAYOPn+oDQRqi26d1621vD90SyKfi+kuADMYsX1duNozFRGLZxWP16/xqP+SYYdym7d6u0xrydQe3fquyxxuMQUihdn0wm6xKEHpvU2yL5YV3PSebvKAwNl1uHeCrwmT94vLXz7eJpYYXebSXOEeYWLBMcli3ZtjYhdzk1kOr63Hg7KFC1E6c6arfNGf0VtZzN8BgGs71X7LWJB0Fil9vtCY6V53t3k00BgQy/2KFSvw6KOPGr/76KOP0GYodiJID+Ilcg5H7Nq4EVYwGA6PscGZX4D4fVReXY2pFRUqcZAsCHo+AxVmmlJREZWYU7ZwobL4mMaJrErUXiq5TtfxmGpSbrNHjFAFuMhyweMoqZ16zD6BJ62StYUSecmq1drYqA4LFsJsQTymmtpNBxNu8dU9Dm7gMf6UN9Dd1qYUULJsq9h7gs0aREmspvwGDj7O3ALIrdxAxFrKLWG8P9Xjs7Md84Z7T0zziaxdgY4OBPx+R3EZshpR/1N5dRq3648cUbGvwe5u9c6xEtK4xZP3NY1hT1cXgHCsNc8H0K2hlMjHPQzcCkft1JlbMt3ilUnYVlcXMwkTSIwBbfu6dVFMUgTu8dNZQGLJQKJg5OteJwKgtauvJQKXeXreCbfU6xZTHl+tJ+6awOXR9nXrsGvTJjU39bboeUd8fVJ8NxAtD/S+UjLJsoxrV39vslQT29AsTc7oHhi9TXyuhGzWsoMNDUr+PH7VVSqJmXsOdHIAnaXHrT+v3r8/zIBkvyMl3OtFtqgPuezl7+I2x9zmD32uJ+Tqv6f1wlmQTLll/Pm6lz7ePMpk9Fq537lzJ96zs8d1LF68GA8//HCvGyXof8RTOIYy+LvyarG6sHYLW+HgDCJ6Nj5tUqSYvVtfHw5RsMNELli1yjUsigucp5ctU2E8FNZA33G3LCnvvPIutWF2ba0SXLzCpEnA8SQ4EqZckeNhNwBUFVoT5SVX5t1oJQlu4WOUPEzWlmAgoMIJuDu7rKpKhSq0NzVFbW4m+jLO8rGtri6cKGazJ+nsM27MOdSP9HwqTEbvQd/Thlq/bBluz87Go4sWqe+p73r8fgczjV5VlMJreLuIQpBoTQ82NES1VT8E0jy4f9Ik/PLss5UrmjZRSjTvPHo0SiGke+lKiD6HqJ3EZBLw+8V7mCT08C1S0t2YPdwQK1yCDqecBQRA1IFYV8KcHCrhQwKttfply/DE0qUYWVyMPfX1Kuk61gFEDxU1VWulcBJ9frutTd5mvuepfBnLiupHLv/unzQpnCSusQOZnqnLL1qXhRMnOtYur0DNLcH0vjyxlNr+6KJFrjKD7zv0GZEHTJg+PZz8z5KYcwsKHLKYswjpB7N4B3E+B0j51mUqtY3fj78PP3zQvOb9UjpzpgpnIvlhSsjV53Wswxe/Bz/clM6ciVEnnRRmbtPmEa07NyNRpqHXYTlz587F7Nmz8YMf/CCp74YzMqGIFcHNBTkcECtpkiMRFxx37/IiILw4CS8+Qslvse6tJ061HjiglPuyqirXqo2AezITf2/TWMerVKkn3yaS0MffsXHrVmMIkOl6t0RhBfuZsRKb3JII6d+mIj8XrFoVSVKFe9XPeIgV+rKtri6cLGxTx/HqtUB0uFi80Ae393Qb+2yfLyoJUIElBk+xiwDpBcj4vfR54Ra+o1fUHC5ypj/A14Ke/BpLnsWaR/p8BWBM/NTHlwpXAVBVrtV1NMcZkh17U8hOvLWuvzsPnaGwR568D5irYfO+jpfgmcwa1YkPKAyKh9kRAQB/Lk/qTCRcxJSMDMB1/PVr3arF6s8zFbXj4VU8/Ijfi4e/nH7JJVHJx0AkrJD/O5EqzHqxQr3f9ffjc8RUMZ7PBQAJ9U9/QRJqMxzXXnstrrrqKsefxx9/fEDb4OaCHA7QXbpuiOU6pP9z/mcejkNWsi0rVjgo2Oi0b/KcRIXY2Ek/JWedpSxHxE0ORCdZlldXO4qi6G3WrScmFzqfB/wz3UrFE/rcwr34b0i507nS+e90Cxb1DefPJ7o7PTnY7V66lU8PmSJrPs0FRSvHLGLxwrP0793c2tQOSrClZEJ+zfz169V8ot94AFcaSXofXpzLdFikhEZKAuTeHV7YiCc6k5WR13zQ5wW3VpLlUK8PQUmMw03O9AfcLLZu1ktCeXWYSpFT/PLv+HzlITA8BFAfXypClTdmTJSc4MnjnJ42HtzkRyxLsh5WQvf5ydixYZYmROp78D0vx1aOOltajGtb98C6yQM9RAaAw7uit4+Plx6qM6KgQCn2/LmmcBFqx6OLFikSAXqG7q2cXVuL648cga+42FUuUb90t7WhtbEx7DF2GRvdK8s90Hx/1et5EKhWAoWQ6vOEPDWmEEPeDn3f4N4pLhtpj8srKoK/pcUhd7mF322e6R60QUFCYvUSF154oXX//fcn/d1wRnt7uzVnzhyrvb093U0RWJb10tq11n2lpdZLa9fG/MyyLOu+0lLrVsC6r7TU+H/+2z9VVVm3ejzWrYB1q9drvbR2rfXS2rVWXVGR9ZOiIvX/+0pLrZ8UFan70D3rioqs+0pLrVqfz/F/+vdtWVlRv+HtcGtzst8n029/qqqybsvKUm3W70nf/6mqyng/eqe6oiKrrqgofB+v1/EZ9R21+7asrKhxivdefIxM42x6v970o9s8ivUct+/q7DlCc0m/juZaXVFR3Pbp8zCRvonXn6axod/H6wNB78HHK96Yxls3/LpY45bM+CY7/lwOJCqTTPOf3yeWnDA9L5E203rkz6P+JzlHz76vtNS4ft36O9E+c7wj7TWAVevzxXyPB8vLw20fM8a61eOxan2+qGtI7t4KOL7rzdjz/tB/R/e71eOJmruJ7mv837Tv0juZxjfe3pHpSEaHFOV+ACHKfWZBFyCxNhddmOn/15VX0730TYHfx7RBk+LPFaeX1q51PMtNyL60dq11p60gmxRq0zv0tt8sy3JsNIkqzfr9bsvKUu9M9+OfcSHudlDoy3vp7bkVUH3spjxZlpXQePS2DfrBxgQ+T/rapmQUHv2Aytsa6/Ak6D3clPVEFKHezM14cs50TbwDtJsyy5W923NyjLLL7eDNlTVdaUzlQd6yzOtNHcJJ0WYKa28OLbHA78cNKrEO+AR+8OAyleNPVVWOgxH1XzJr2m3e6XKNDhK6sp2o4cPt3m6HpWQOpDTXHywvzxhZlowOKWE5gmELzlLwk7Fj8fiSJY5QD91FzLPk9TAVPeyEJxTSvfwtLQAiSUjcpfiuXbSKfguE457h8aDHZoeh53GWG7dEsm11dWEe4lAIrz/yCB5dtEi5iok3mN+zt/1GbuGsESPClGMLF7rek4dwmEKCLli1KorrmD4j3niK7XTjN6b+64vblLtkaTxNDDME3p5EkrATbUNhaaRisgW4MjRwdiPebisYVLGsifQHz/Xga8Atnll3/VNbcwsKHMmQgr7DxPhEc4SYnUy1EGKF1pnub2Jy4uNoWnv6NXrom77e+fWmsC54PIqBTA/jM4W4FJY6QyzpM+IujzUX9T5JJJHUtN4oNEcRH9gFkeiZvQlL42E3/G+eFH/BqlU4f+XKqJoZbqDwnsKJE8MfeDxR82b++vWoXLtWhQvROCbKcgZEwlh4PRIeskOyIm/0aGNIWSyGv8atW43X6cQFiYy3Dj4fSYYe2r7dESaq8+5nKvqUUOvx6PnyiWMzK8U+XJBJCbWCMLhCA8CRlKYnmbolpG5fty5crdDvV1z3OnhCDvHMcz5jC4iZ+EUbgynh1O29nl2xQiVnccTinU4GiSac8TYlkiAX61m8H1KV0GRSYHliKykHbjzdejJiognObklwOjNNbxLfOfe+6TemJECeCKevgd68eyrHaLjDLRmQf5fM+ks02T6ZOapfY0qy1OUYT4CMSp63+cm5PKXkx2y76rVeTRyInndu753s57FAa4HXPCG5keia1aHLV0IyCa+xrok3b9wIDtyeA5gTWE1zisuNRMgWTP1B99XbwKufu5FPJEKQAUBVuW1vakq4gm5/YsASaq1wWE+v/ggEmQBKHgOAHJ8vygLEE8i4VUe3RPV0dKBwwgTFcKKf7CmJCoCq3kkWeQuRpJ6pFRUqOarH71cWmQnTpyt6MbKgAIiyJNCzASjaTVX51X7HWLzTgNmK5/ZO3Mqu94sOTjGnVzaN9Rx9LAD3xNHeWFZM1nae2Mqtg4AzWY4sdv7WVsc7UvKuTj8Yi1LN1A6635SKiije/ljvR9Y3k7WQDrQ6R7mbFZTmip4UR8m+nc3NeHrZMqXc8HYDzuqpibRdEA1KMJxaURHVr/GszUQ7+PSyZY75ZfKekTeOJ4frlJPcg6lfwxUtU5Il9yBQAiQlofLk+cq1a3FLMBglT0lOkuW3s7nZ4SEwVdcGzPLCzcumf57InCUyg4KSElXzJFYiqAl6oijJSEo+BRBV58QNiXgQTfOGt6Fx61Ycs+nOE/HG6gmsPClW/w2Nu+6JjgU3TxUnpyC5Rt7DRCqycxAV8p76erUHLH7pJWMF3YwnB0h9VJDADRJzn3mIFw9pisvnccamWFa3uE39t3f6fFHxqzzem8dP8s8pYcgUc2uKQTW9IyVWPVhe7mgbvy9vfyKxqG7X6TGSPO6Tnk8w5SUk2gYea3srYN3m9caMzTe1L973fBzu9PkccaOm8dbj5fVxTDQelL97vDjqeO/D+6nW57Nqfb6YMf2x1ghPFqT3ijVvEp1HAif60o9u+TC6rNBjufU5RXOZyz6OZGLL9bVhimN3e3fLisS9U1w+vRe/Tzw5nEhOgNvzY71XImvYBNMaJ/lF60vvH7d8oERyI+K1gc8Ft9+7yXZdTsXqo2RzQeLtyXw+uz3H7TvKX6B+TlUOVaogMfcCQYLQY+N16NYNPc7Y7Tfc4s+f5aBiy8uLsljolFv8c16kyi3m1o0WjxcBAYDDO3Y4/uZWDZPFJZFYVP06U5ww95QAwKHt242FcXheQqIWSvqeYIVCRvpNbj3X8ydM1jU9LpgKePX4/Spu1NQunZqU2qjaB0RZRckqqxcq4u/uRkVJMFED8ncni2DlmjVY3t5upMfT30NfI9RPRZMnAx4PvFlZ8ObkqLwI/VmctnFQWL0yBNTPZNHm/WiSMSaQp07Ph9FlBV+bVjDomD/cC+Um+ziFpu4B0KFbb8mXb/LpkzwaWVysPHMWwvz0latXKw8B/T6/qMhRXdvUzlgx5Lo8MHkZ3azwsWK6E5VftMZ5zDvRY+pVa03eQSCSG0FeYj3XwQ28DTr9ZizPIlEOczkxYfp0wONB26FDDllm8gYlkwui9yPfV/OKipBXWOj6HJKZbl5TKhbIwwwHbe7QABw2BDbEcp9+cEsHt9wkekI3nfhN1qpErD1uVpdkr3ezZJgsT/Tdg+XlUew+Jst9LGuHqV94n+pWas4IdN/EiQ6vA1nBdStybyy9nO3hVpvxhoO3S78vfZcI40Ki7BE0bmQlJ8+CyUoZr32me+ttiEW9Z7K69sY6xS2L1FY32rlEGH8EZsSa/7rlvTfQWZU4rWKdPV587upj6CZPk7WaJ2Lx5pZk071jWf/19vJ3iSXj3N4j1rgksp7cruH948Y8pbfXtLYS8TDHgmmcTG1LxAvA5cNLa9cavQrx7pGo/DftXaZ5yeU7f994Xpx0Y0CoMAXJQ5T79IMLHBPdokmhjSXI9A1WFyjxFMBEhFdvqR+TEW5u9+PtS0TRIOVAhaww4a6Hr7y0dm0knMMlrKO3wjXeQcRtQ4wXepDIfVz7xrDR9eW+sdoVS9FOZNwTeUaiSohOZSpIHKYx4X1vUnSTUS71ec7DXfQDesx1b2hDLENEosqV/r5uCic9j+7tBv2goMs1N3mezME+kXbo/ezWPtN61eVwskYX0/f656YDlX7gSUSe6DVL7iuNDveJhWTlv2nvcuPZH4yQsByBwAU87IUnllqAcnNT4tmWFStc3Z78foUsCZG7fGfU1DiSvdzaUxgnTCFedddYdJi6+zkZujAAaG9qUqEWsdpK3+Xk5wMAejo6FKuFQiikqu6Sm5jczWULFkRV3oz1bia4Vbc0YURBQRSDDQ8VSKRyc7y5wfuGKr3m+HzILypSybmmBGAezkPXxEtu5jCF0dD4xErGS8YFTf07f/16XH/kiGKmmDB9etS9p1RUGMdWEB+meczXtSmk0I1ylsMUXrh93TpHuAuvSus2dm7fl1dHqt7yKtxu8kdPxjT1AYXflM6cGfUez9ohRPHoICnEZ9y0aY7wEbewRr3/44X0ANGhhUB0sj+RKfCq5dSfhSxpM+j3o7WxEfXLlrkmP+shJqa+c6MDdVvzvB16mCcfc2rfs1p1YE7qsLy9HZWrVyOvqAhthw6p0K/sESPihpQlS2tsosY8/ZJLEiZjiJfsPFhoMAFIWM5AQiz3mQfTSZ9XPEzWiupmOeiLpSAZNyZvR6yqlclanBO1uHKr8a2ILgKle0jiFdpKBom6cN2u642VqC8WdpNlKZG2JuuqThSJvr/JGqg8Lyxps7/aOdwRb5wSsWab7pHq8XLzDlhWYkX/3MDbGesZ8X7r9lkilvBEvCLc88srltN4JCI7uIXfrd2xrOfx2p2IDIv1zpSASpVxebv0sTB5MFMpG9y8LG6yyO37WGsjlcXIegMJy8lQiHKfOTAJtURcrsk+o7cuxb5eF0uB7Q2jRTJ94vYM0/1MSmFvkej49cY12x/u3ETaqysKvZmffT2E6DC57G/PyXEcjE2b5GB3iQ9GuIV/mJBq+aff1+0gkexzTffri+xMZl7GUpJjhbfQnzs1hqx4v49VJbWv64l+zxX0ZPvQlN/jZozixpxUVn3VD3hkTEtUYde/j3UQSHflbVHuMxSi3GcO4lmlk7GOpbpNsSxcbtcl0j6udCfjTUjkQBBLkTNZ1+gd7qQEU6YUurXfDX+qqlK0jlw499VjwtFXqyZthPFoJ5NtQyKbTry5niz4M/XY4ETaIZb8gUNv1m6y49TXw3I8q2p/tSFZmOSnSbbpv0lk3cezdicyFsn2gZILmlchntzUlWK9TwZ6ndPz6oqKouLrYxk13L7PZCOEKPcZClHuMwfxFn48AaUrkKk4DJiu4SEu8Swj8e5pUnpjtcvNIhKrP0z9xYWvrvC7WX9Mv3GDztjilmho6pNEoR9WkrWE6xa8ZDa+WAq8bkV3s5j3xnKfyNxI1OsQ736C/kO8ftfXbm+VxL4cfGNZVfu7DYm+r2kNJyOnetOGZPaV3h7KeKJyIl5d07rmv0s2jLSvcoG/h1tdkWSt96loV39AlPsMhSj3gweJCNVECnYQerv5cFpH+q3bvZIVXvHaxTcuLjTdvAKJKnk6TBR28SxiUX1koPBza2Oi8blubU/GEq5vPL2x3PP+cduAEqEhjPVevZ0bvT3wCfoPA2317k1OUKrblOj1evE+y0p8nprWWqoU097+Pp58TxZ9ZWZLRP7ohpJUxbHfaYcX3cni/+O1i4+pG8NYJskvUe4zFDQw3/3ud60rr7zS8edvf/tbupsnSBK6kErUwtKX58S6VyzhlYhSHus5/N6pFnqx2pVMjGMsnmu+iSRjZXPr00Qt4YnQ4sUDv4ebldWNj9rtPfV2xZs7OhLZlDPR8jUcMNBKCT/splLBTxTJzDNuee/N71MNt0NyovtJqmPA9bnjFvIYS07EOyBwOc1pcvs6dzitsgmx+tQ0Dv3Vx32BKPcZCrHcZy56I+B7uymkYjMxKZjx7tsX70IyB5lE2h7v99xrkOizkhXeqWprLCRSWCeZNuj/1uNl+djFGk+9XYkeIN3aFeszQf+iN2Pn9ttEr9cPkzwsLtXPjIdkDjMmy70bUiWnYx2Q64qKEl67vbWOJ9M+/f885NHNO6C3JZ7s5oYFXgslHaxyhET2jkyw4Ityn6EQ5T6zwIVBbxZwLCEWS1ikQuHj1rJE75OMdyHeptSXTS8RRZueQUwOppCUZJAupbM/n8vngInpItZmF29T7+2G1ttDlCA58PFKVJ4kopjFAx9f3cLbX1VH471Df62xVCh1se5h2j9iWYv5veL1g+6Zc+ujeO+oW+5NcJMlP9E8jiaLuKnIVV9hMnz19X6ZYrCQIlYCQQLYtWkTrGAQuzZtSqiYlI5YBaFiFQSytL97gxk1NYDH47hPIsWNqICH6Vr+faz2J1PsyNQuvVBMIrB68VyOZIuh9AfijU+i1xB4MZnzV65Uhcfo9wcbGmAFgzjY0BD1W7fiPLxQTbLrgX6X7NgKkgcfr0TliWn9JDvOepEl+l3pzJkYddJJjgJT8e5hema8+W96h3hrO5k1lWg7U3EPU2E5U5GsRxctwu3Z2RhZXByzPbxv9EJa8YpVud1z/vr1uCUUwvL2dtf+1feVbXV1mFFTg1m1tcj2+eBvbnY8mxfW8jc3w1dcjMrVq43t6M3YJVpcMJFn8PdJ597RKwzAYUNgQyz3mQVTAk5vkKw1KVFLQDyrSSLW1t5abFJpuU+mXfpv3Bh20olkPCD83ROxBPbVWhjPutfbd0oG/en1EYSRqJeNX59Ka6beDlOSem/G2m3+x7Jo9/aeqUCq57PJCn4ryxPQZb0b81k8z1xf2+X2vT4PTGxvid6Tv2cyY5fsXNef4Sa/MwESlpOhEOU+s5DJioYu1BMRLrHc7skkbKVCOUtW+ejtcwYCyYasuCnYiSphvVViTG0dCCTzzEzbLIcLYikwqbivqeJqMmMdb96nOpSnL7/rb+XPdH99H3hprXuhwP440Mcz0JiMMZaVWFhPqtrYW8SS76k+JPUVotxnKES5zwyke4EmAi7UeysYLct9E0jk2abrE1US+kuZSAeSfZdUvGs8C2Z/W9iTudZtY+/rMwWpQ7IH1N7cN946SWQOubUnHfPGTcnrb++Y6f4mDvdYxpxExjUZGRPrWaaDnek5pjycTJQHfZmn/Q1R7jMUotxnBjJxIzG1IV51vVRvKolYjRNVEhK5LhP6OREMZDv704KpI5YylowySNfqLvn+4D8XpAb9Mafj3TOROdRfa6yv3kNd4e5NiFOiazdRg0kyv01UYY9lDHI7rMWqzkuyzO2e/e356M31sX6f7j1LlPsMhSj3mYG+bEIDhXgW9/5oY2/umehm0hcrU7oFqo7+OFgRBvLgqd+Ls670xvOiKz28LL1geKO3CjH9NlWesN6yOKXC89HX94j3+1iH6UTba6oWHu8eiRwSkjl0JPKuqbSu69dnwv7vBlHuMxSi3A8OJCuEdaE6EJtRb4ViLKRSceyLlak39xpIpMribUJ/KwCxwOnzemt15+8rlvv+RSYdevvTYJKK9Z+ossmv78v36YCevBpLLrkhkWrYibwzjdmt6F1xqnhjnkovkH7wzMSxJYhyn6EQ5T6zkYgyYlr4uoWSBE8yBZgSeU4iyBSLUn9amHt7TSp+a7JA8j5P1uKd6o0kGct/rM27twpVfxw6BWYkquAMRN+nwuOU6rnTl/mdaQaFRPCnqipH4m1vDCx9rf3C75toeE8i7Ur2+0Ta11dPTDowLJT71157zZozZ47xz5tvvqmu279/v/XjH//Yuvzyy62LLrrIqqqqsq6//nrrf//3f+M+Y+PGjdacOXOsq666Kuq77u5u6+GHH7a+/e1vWxdddJF17bXXWq+88krM+4lyn7l4aW1iVRZNBWPcLPdusYj9iUSFXioUOUImCMb+sgwmsgn0RZFKdd/Fez63zqfS+hUPmTBHhhoSDU3oa9/39+Ga4NbO3hoPYt0vXohQItf0Fv152OLtToRxS+8j/v9k9hJTX7n9Pplx7i8ka4TJFAwr5f4Xv/iFtWXLFseflpYWdd1LL71k3Xzzzdb69eutp556ytq8ebN1/fXXW3PmzLGefPJJ1/s3NTVZ8+fPt/7t3/7NqNzffffd1rx586yHHnrIevLJJ60f/vCH1rx586xdu3a53lOU+/QjnsDh7DSma/XKf715ViagN0LcDf1tuU/kuX3ZjBNVkuJd2xsM9ByJ5XbvT2TyWhiKSKXlfqAOZskog72xSifz22SuSxb93Z90f7fKsLHkdG/mCt87EzEUuLUjWVa3eM+J9T6DVR4NK+V+27ZtSf+2p6fH+t73vmd997vfdb3mJz/5ibV8+XKrpqYmSrnfvXu3NWfOHOvRRx9Vn3V1dVmLFy+2fvjDH7reU5T79COe1YBb2+NZaRNBpsYd97dw648NjNpMFindM9KXDT9V12c6htr7DAeke8z64/CfzHWmz2PJ1b6EdKTyUOQGNyU0VZ4C015mWakJF3V73p0+n3Wr19vrZF66prcJz27PGWoew2Gn3Le3t1s9PT1J/f62226zLr30UuN3O3futObOnWvt27fPqNz/+te/tubOnRvVwY888og1Z84c66OPPjLeV5T79CMZwZ8K4T5cGUNS0Xf6PfgGkKhlSsdgdcdmEqTPBhaZrKD0JTymt9fFu7Yv/ZWuvo5n/e4N3CzmqQ4XjWd1T2SO9Eam6MYeUxjSUJNVw0q5v/jii605c+ZYc+fOtW644Qbr7bffNl7f2dlptbS0WIcOHbL+/Oc/W3PnzrXuueeeqOt6enqspUuXWqtWrbIsyzIq9zfeeKN15ZVXRv321VdftebMmeMazy/K/dBCIoIjnZb7wS7YdGuOLsx7815uB4Z0K06DKUQm2T4b7PMw3eir5bs/EW8uJGORTqb9iVrfE0UqZEtfkErLfSLPSuU7psLq3tfnpjNsbCAxLJT7N954w7rrrrusp59+2nrhhResRx55xKqqqrIuuugia8+ePVHXr1q1SiXczp071/rxj39stbW1RV33t7/9zVqwYIGK2zcp91dddZW1fPnyqN82NjZac+bMsZ544gljm2lgmpqarPb29rh/uru7e9M1gjhIRZyhZfVPlcdUXtvb9iXzjP48vKQiDjORZ6RbYFvWwBwyUmW5S7bPMuUANdSRjn6OpxQPlrEf6HZmitzpKwbqUBIrNOvB8vIB6ctMmMvJKPdeDFJ85jOfwQ033IDzzjsPX/rSl3DxxRfjpz/9KQDgt7/9bdT1c+fOxR133IFrrrkGZ555JkKhEAKBgOOaY8eO4Q9/+AMWLFiAwsJC12d3d3cjJycn6vPc3Fz1fSxcdtllWLBgQdw/f/zjH+P2gyB5bKurQ2tjI7bV1Rn/nyhm1NSgsLQUM2pqUtae7evW4f5Jk7B93TrHNfT5lhUrEm5rsu3bvm4dfjJ2LB5fsiThZ7z+yCOwgkG8/sgjCT2DnmN6Rx3l1dW4YNWqlPRxrGdcvX8/yqur++X+icI0Von2U6KgeWYBKCwtxYTp03t1/2T7LFXrRBAb6ehnmgsHGxqMMiNTx15fWwPdTpLjW1asGJDn9QWx5NC2ujr4m5uRW1CA8urqlMss/hx9fh1saIAVDKK9qWlAZHimzmVXDMBhY0Bx9913W9/4xjfixuDfeOON1jXXXGOFQiH12erVq63Fixc7LOZiuR966I3lvj8tLfzebtaB/kqGMj3j1iRcrL2x3JvoRE0YKtat3iLVlqIHy8utWwHrwfLyPt1/uI/LYMBAj9FgmxPptMK+tHatdavHkzDrWroRq6/cwhz7I2l3qMfTJ4JhYbl3w4knnoienh50dXXFvO7cc8/FO++8g/fffx8AcOjQIdTX1+PCCy9Ec3MzPvzwQ3z44YcIBAIIBoP48MMP0dbWBgAoKirC0aNHo+5Jn40dOzbms30+X0J/TN4BQd+hWx4TsUQmYl1PRXvcrAP0+eza2n6zUsyoqUFeURHyi4pwwapVMZ9BfVA6cyZu7unB/PXrE36Opf3tht56VDIdic6fvliKTM84vGOH4+/e3n+ojstQwkCPUSIylObko4sW9Yt1Nxmk0wq7ra4OsCx4srIwu7Y27vXxvLn93Y+x+kofd7o26PejtbERz6bIM0F7I+2/pmcni4Hqv7RhAA4bA4q77rrLuuiii6xgMBjzus2bN1tz5syxdu/ebVlW7KJY9OfBBx+0LMuyHnroISNbzqZNm4QtZ4giEet6XxK5Bpv1oS+Wr0xOEBwIDITV0PSMZL0sbv2f7uRDQXykc+24PXugEyAzFanKWTF9nikysz+8s6mWm5ncf24YFgm1vFAVYe/evdY3vvEN64477lCfHT16NOq6QCBg/eAHP7Auuugiq6OjQ92voaEh6s9VV11lXXbZZVZDQ4O1b98+y7Is66233oriue/u7rYWL15sLVu2zLXNotynH6lYvPE2r2SETzqT4PqjDwROpMudnIpnxJubqTzkCoYO4s0LORQmh3iHbP55pqzJRJ+XzP6X6ndIpv8yBcNCuV++fLl16623Whs3brSeeuop68EHH7Tmz59vLViwwDpw4IC67s4777SWL1+uKtRu3LjRqq6utubMmWP9+c9/jvscU8y9ZVnWj3/8Y2vevHnWr3/9a+vJJ5+0fvSjH1nz5s2zdu7c6XovUe7Tj/5cvJkWy++GTBdgQwmDua/jzc1UHnIFmYnh5I1MBwZCYbWszF2TmTZXMq09OoaFcr9582br2muvtaqqqqx58+ZZ3/72t62f/vSn1vvvv++47rnnnrNuvPFG69JLL7XmzZtnLVy40LrxxhutF154IaHnuCn3XV1d1kMPPWR961vfsr75zW9a11xzjfXyyy/HvJco9+nHQC7e/hCoqdhsB6oPxEMw+NovYzZ0MBDem+GOvnrmUtG/mWpEEqQew0K5H4wQ5X5oobeWzb5gsIT+pOq5g0W56O/Nc6A258HS34L4GCjFcTjD1McDHWrCnyfjNbQxrNlyBIKBQjyu4lRxqPOs/kRZHnrzm1SBnj1h+vQ+P3ewcAv3NzvJQLGfDJb+FsQHsV91t7X1mhEkU+pAZCpM6yWZNZSK/uXPyzQmq8HMSDOY2w5g6LHlZDLEcj84kKj1o85mBOhvruLBZK1P97OTQSqtXP2dOCsWOUFvMFjWYrKQ9WBGLEYsye9KDpnYdrHcCwS9QLJVYGfX1iru+f5Eb6yp6bTADhbrbyqtXCYLXH/fP5MtS5nctuGETFyLqZgbbmtrMM+7vrSdfvtufT2sYBAHGxqirkmHVT8T51+iGMxtByCW+4GEWO4zG3RS788qsILMQaosWclQ1dHndUVFVq3PZ/2kqKjXz89EyxIhk9smSC/6MxdgMM+7vrQ93t5FMqcv8kaQfojlXiDoBQaiCmyiSLcFaiCen+53TFU8sW4Ro/cCYLz/tro6+JubEejoQGdzc8KWNL2/krUsDWR/D3qrl6DfkIq54bZ23e6dblmTCPrSL/H2LpI5uQUFQyZ/YjCMaVoxAIcNgQ2x3AsSRW+tOKmyRtPzb8vKMt5rqNHs9eV99N/Ge6/eWu772l+Z1N8CwUBiuM/9oZijMBzHVCz3AkGGIlFrQ2+tOKmKq5xRUwNPVhasYNB4r1Q8J5Osu315H92KGO+9yqurcf2RI1je3o7rjhxJ2JLW1/7KpP4WCAYSw33uD0XWo+E+pvHgsSzLSncjhgs6OjqwYMECbNq0CT6fL93NEaQB90+ahNbGRhSWluLq/ftTfv/t69ZhW10dZtTUpISCc1tdHSZMn46DDQ2Oe6byOZmAeO8z1N5XIBAIBIMLyeiQotwPIGhgxo8fD6/X6TSprKxEZWVlmlomGCgMRiWxvw8kgwHSBwKBwITBKNMHGr3tI+lbJ5JR7iUsJw249957sWbNGscfUeyHBzLVPRorXKi/3J+DKSEq3S7gTOirTGiDYGCQaWOdae3hyLTCUZmI3vaR9G3vIcq9QCCIKUT760AymAR3ug9lmdBXmdAGwcAg08Y609rDke6D/2BAb/tI+rb3EOVeIBCkRYiK4E4cyfRVf1k5ZbyGDzJtrDOtPRzJHvwz2QvRX+itcSTdRpXBDIm5H0BIQq1AIOhvSH6AYDhhsMVlp3N9JtpXg6FPB0MbUw2JuRcIBIJhiky2cgoEqUZfQnbSYUVP5/pMtK8yOQyKMBjamE6Ici8QZBCGo8tWkFqIK1swnNAXZbm3CmJf5HQ612eifTUYDASDoY3phITlDCAkLEcQDxJSIRAIBAOD3oZ2iJwWpAMSliMQDFKINUIgEAgGBr21ooucjg3xQKcfotwLBDYyQSBJSIVAIBC4Q+R05iMd4U4CJ0S5FwhsSILO8IJsJALB4IPIaXdkikzrrWdDxjZ1EOVeILCRCldrpgjXwYB091UmbyTp7huBIFMhITHuyBSZJuFO6Yck1A4gJKF26EMSrRJHuvsqk3mS0903gqGDTJ7ngtRCxnpoQxJqBYI0QSwPiSPdfZXJcbPp7hvB0EGmWHMF/Y9MlmmCgYVY7gcQYrkXCAQCwUBCrLkCwdCAWO4FAoFAIBAkbM2VPA+BYOhAlHuBQCAQCIY5JHxHIBg6yE53A4Yjrr32Wni9znNVZWUlKisr09QigUAgEAxnzKipUeE7AoFgcEOU+zTg3nvvlZh7gUAw5CHx3oMH5dXVMkYCwRCBhOUIBAKBoF8goR4CgUAw8BDlXjDsIIljAsHAQCg9BQJBKiD7dnIQ5V4w7CDWRIFgYCC82wKBIBWQfTs5iHIvGHYQa6JAIBAIBIMHsm8nB0moFQw7SOKYQCAQCASDB7JvJwex3AsEfYDEAQoEAoFAIMgkiHIvEPQBEgcoEAgEAoEgkyDKvUDQB0gcoEAgEAgEgkyCxNwLBH2AxAEKBAKBQCDIJIjlXiAQCAQCgUAgGCIQ5V4gEAgEAoFAIBgiEOVeIBAIBAKBQCAYIhDlXiBIAEJ5KRAIBAKBYDBAlHuBIAEI5aVAIBAIBIMbw8VQJ2w5acC1114Lr9d5rqqsrERlZWWaWiSIhxk1NdhWVyeUlwKBQCDoFbavW6f2EWFZSw+4oW4oj4Eo92nAvffeC5/Pl+5mCJKAUF4KBAKBoC8YLoplJmO4GOokLEcgEAgEAoGgnyFFD9OP8upqXL1//5A/XInlXiAQCAQCgaCfIR5gwUBBLPeCYY1AIID169cjEAikuymCGJBxGhyQcRockHEaHJBxGhzIxHES5V4wrBEIBLBhw4aMWpSCaMg4DQ7IOA0OyDgNDsg4DQ5k4jiJci8QCAQCgUAgEAwRiHIvEAgEAoFAIBAMEYhyLxAIBAKBQCAQDBGIcj/I8Pjjj8s9BwEGy/sPlnv2FwbL+w+We/YXBsv7D5Z79hcGy/sPlnv2FwbL+w+We/YX+tJWUe4HGQbLZB8s9+wvDJb3Hyz37C8MlvcfLPfsLwyW9x8s9+wvDJb3Hyz37C8MlvcfLPfsL4hyLxAIBAKBQCAQCES5FwgEAoFAIBAIhgpEuRcIBAKBQCAQCIYIstPdgOEEy7IAAB0dHb2+RygU6tPv5Z5O0P0GQ1uH8z1lnAbHPWWcBsc9ZZwGxz1lnAbHPQdqnOjfpEvGgsdK5CpBSvDxxx/jsssuS3czBAKBQCAQCASDEA8//DBOPPHEmNeIcj+ACIVCaG5uRn5+PjweT7qbIxAIBAKBQCAYBLAsC52dnSgqKoLXGzuqXpR7gUAgEAgEAoFgiEASagUCgUAgEAgEgiECUe4FAoFAIBAIBIIhAlHuBQKBQCAQCASCIQKhwhQMaTQ2NmLDhg3Ys2cPjh49ihEjRmDixIm46KKL8MUvflFdt3PnTixfvtx4j3vuuQennXbaQDVZAGDTpk34/e9/j4kTJ2L16tWO7wKBAP7whz/gv//7v3H8+HFMmjQJl156KaZNm5am1g5fuI2TrKf0Ipn+l/WUPiQ6TrKeMgN79uzBhg0b8MYbb6C7uxuf+tSnUFFRgblz56prMmU9iXIvGNJoampCZ2cnZs+ejaKiInR1daGhoQF33HEHlixZgq997WuO6y+88EKccsopjs/GjRs3kE0e9vj444/xxz/+EXl5ecbv77//fjz//POYO3cuSkpK8Oyzz+K2225DbW0tTj/99AFu7fBFvHECZD2lG4n0v6yn9CPRdSLrKX145ZVXcMcdd2DKlClYsGAB8vPzcfjwYRw5csRxXaasJ1HuBUMa5eXlKC8vd3xWWVmJa665Bn/5y1+ilPvTTz8d55577kA2UaDh17/+NU499VSEQiEcO3bM8d3bb7+NrVu34rLLLsNFF10EAJg1axaWLl2K3/zmN7jnnnvS0eRhiVjjRJD1lF7E639ZT5mBRNeJrKf0oKOjA/fddx/OPvts1NTUuNJQZtJ6kph7wbBDVlYWTjzxRLS3txu/7+joQDAYHOBWCQBg165deP7557F48WLj988//zy8Xq/jUJabm4vzzjsPb731FpqamgaqqcMa8caJQ9ZTehGr/2U9ZQ4SXSeyngYezz33HFpaWvCtb30LXq8Xfr8foVAo6rpMWk9iuRcMC/j9fnR1daGjowP/+7//i5dffhn/7//9v6jrHnjgAXR2dsLr9eL000/HZZddFuUGFfQPgsEgfvGLX+D888/HpEmTjNfs3bsX48ePh8/nc3z+6U9/GgCwb98+FBcX93dThzUSGSeCrKf0Il7/y3rKDCS6TmQ9pQevvvoqfD4fjhw5gtraWrz//vvIy8vDV7/6VVxxxRXIzc0FkFnrSZR7wbDAQw89hKeeegoA4PV6cc4556C6ulp9n52djenTp6O8vByjRo3CgQMH8Oc//xk1NTW4++67MWXKlHQ1fdjgqaeeQlNTE+68807Xa5qbmzFmzJioz+kzPf5RkHokMk6yntKLRPtf1lN6keg4yXpKLw4dOoRgMIg777wT5513Hr797W9j586d+Nvf/ob29nb86Ec/ApBZ60mUe8GwwNy5c3HuueeiubkZ//znPxEKhRAIBNT3n/nMZ/CZz3xG/f9LX/oSzj33XHzve9/Db3/7W9x2223paPawwbFjx/CHP/wBCxYsQGFhoet13d3dyMnJifqcLCfd3d391kZB4uMk6ym9SLT/ZT2lF4mOk6yn9II8/1//+tfx3e9+FwAwffp09PT04KmnnsK///u/o6SkJKPWk8TcC4YFJkyYgDPOOAOzZs3CLbfcgs7OTtxxxx2wLMv1NyUlJfjyl7+M1157TWIc+xm///3vccIJJ2DOnDkxr8vNzXUcyggkNEmICvoHiY6TCbKe0gtT/8t6yjwkuk5kPQ0caB3MnDnT8flXvvIVAMBbb72lrsuU9STKvWBY4txzz8U777yD999/P+Z1J554Inp6etDV1TVALRt+OHToEOrr63HhhReiubkZH374IT788EMEAgEEg0F8+OGHaGtrAwAUFRXh6NGjUfegz8aOHTugbR9OSGac3CDrKb3Q+1/WU2Yi0XUi62lgUFRUBAAYPXq043PyXh4/flxdlynrScJyBMMSdJLu6OiIed0HH3yA3NzcmFzegr7hyJEjCIVCePDBB/Hggw9GfX/FFVdg7ty5WLx4MU4++WS89tpr6OjocCQt7d69GwBw8sknD1i7hxuSGSc3yHpKL/T+l/WUmUh0nch6GhhMnToVr776Ko4cOYKTTjpJfd7c3AwAGDVqFIDMWk+i3AuGNFpaWqJO2z09PdiyZQtyc3MxYcIEAEBra2tUDPG+ffvw4osv4qyzznLltRX0HRMnTjRWX/z973+Pzs5OLF68WBVqOffcc/HnP/8ZTz31lOIRDgQC+Pvf/45TTz1VmD36EcmMk6yn9CLR/pf1lF4kOk6yntKLGTNm4E9/+hOeeeYZfOELX1CfP/3008jKysLnPvc5AJm1nkS5FwxprF69Gh0dHSgrK0NRURFaWlrwj3/8A++99x4uv/xy5OfnAwDuvvtu5Obm4rTTTsPo0aNx4MAB1NfXY8SIEfiP//iPNL/F0EZhYSHOOeecqM8fe+wxAHB8d+qpp+Lcc8/Fb3/7W7S2tmLcuHHYsmULPvroI3z/+98fsDYPRyQzTrKe0otE+1/WU3qR6DjJekovpkyZgvPOOw/PPPMMgsEgysrKsHPnTjz//PO4+OKLVbhNJq0njxUro1AgGOTYunUrnnnmGezfvx9tbW3Iz8/H1KlTMWfOHHzpS19S1z322GN47rnncPjwYXR0dKCwsBCf//znUVVVhZKSkjS+wfDFDTfcgGPHjmH16tWOz7u7u/H73/8e//jHP3D8+HFMmjQJl156Kc4888w0tXR4wzROsp7Si2T6X9ZT+pDoOMl6Sj96enrwxz/+EX//+9/R3NyM4uJiVFZWYt68eY7rMmU9iXIvEAgEAoFAIBAMEUiglkAgEAgEAoFAMEQgyr1AIBAIBAKBQDBEIMq9QCAQCAQCgUAwRCDKvUAgEAgEAoFAMEQgyr1AIBAIBAKBQDBEIMq9QCAQCAQCgUAwRCDKvUAgEAgEAoFAMEQgyr1AIBAIBAKBQDBEkJ3uBggEAoGg97jwwgsd//d4PPD5fCgtLcWsWbNw/vnnw+PxqO/vu+8+bNmyBXfddRc+97nPDXRz+x3r16/Hhg0b1P8nTpzoqJ774Ycf4oorrsAnPvEJPPTQQ1Gfc2RnZ2PkyJE48cQTMXXqVJx77rk444wzHP1JOH78OKqqqhyfDdU+FggEmQ1R7gUCgWAIYNasWQCAUCiEDz74AG+++SbeeOMNvPbaa/jRj36U5tYNPD7zmc9g3LhxOPHEE5P6XV5eHqZPnw4g3Jft7e1obGxEfX096uvrMXXqVPzwhz/E+PHjHb/Lzs5WY/Dmm2/i8OHDqXkRgUAgSBKi3AsEAsEQwDXXXOP4/44dO3Dbbbdh69at+MpXvoIvfvGLaWpZenD++efjX//1X5P+3ahRo6L6EgD27duHX/3qV3jttddQU1ODe++9F8XFxer7vLw89bv77rtPlHuBQJA2SMy9QCAQDEFMmzYNX/3qVwEAL7zwQppbM/hx8skn4/bbb8e0adPQ0tKCX/7yl+lukkAgEBghlnuBQCAYopg8eTIA4OOPPzZ+v2vXLmzYsAHvvPMOAOD000/HZZddhokTJzquO378OP77v/8bL730Et577z0cPXoU+fn5OOWUU/CNb3wD06ZNi7p3Z2cn/va3v2Hr1q346KOPEAqFMHr0aEyZMgXnn38+zjzzTMf1fr8ff/3rX7Ft2zYcOnQIAFBaWoqvf/3rmD17dp/7IhXIyspCdXU1qqur8cILL+Cjjz7CJz7xiXQ3SyAQCBwQ5V4gEAiGKDo7OwEAOTk5Ud+9+OKLeOyxx3DKKafgrLPOwr59+7B9+3bs3r0bq1evxpgxY9S1u3fvxoMPPohPfOITGD9+PE477TQ0NTVhx44d2LFjB773ve/hvPPOU9cHg0HcdNNN2L17N0aNGoXPfe5zyMnJwZEjR7B9+3aMGDHCody3tLTgpptuwv79+zFmzBiUlZXBsiy89dZbuP/++7Fnzx5897vf7ceeShwlJSWYMmUK9uzZg127dqk4e4FAIMgUiHIvEAgEQxCWZeGll14CAEyaNCnq+8ceeww1NTU455xzAIQV8rvvvhsNDQ14/PHHcemll6prx48fj3vuuQennXaa4x7vvvsuVqxYgV/96leYMWMG8vPzAQCvv/46du/ejVNOOQV1dXXIzc1Vv+no6FCWecIDDzyA/fv3Y+7cufjOd76jDiNHjx7F7bffjr/97W8oLy/HWWed1feOSQEmT56MPXv24L333kt3UwQCgSAKEnMvEAgEQwjBYBCHDh3CAw88gLfeegs5OTnGxNKZM2cqxR4Ih5xcfPHFAMLKOcenPvWpKMUeAKZMmYLKykp0dHRg586d6vPW1lYAYcYartgDgM/nw9SpU9X/9+7di+3bt+OUU07B5Zdf7vAyjBkzBkuXLgUAPPnkkwn3QX9j1KhRAMLhSgKBQJBpEMu9QCAQDAHofPcAkJ+fj2uuuQbjxo2L+s4UJ19SUgIgbDHXEQwG8X//939466230NzcjEAgAACKFYZb4ydPngyv14tnn30WEydOxDnnnKMUYh07duwAAHz5y1+G1xttb5oyZQry8/Px9ttvG3+fDliWle4mCAQCgStEuRcIBIIhAIr99nq9qojV9OnTccIJJxivHzt2bNRnPp8PAJTiTvj4449x++23Y9++fa7Pp/h+IBzG853vfAe//e1vsWrVKqxZswYTJ07EF77wBcyePRsnn3yyuvbDDz8EAPzud7/D7373O9f7d3d3u3430Dh27BgAoKCgIM0tEQgEgmiIci8QCARDACZu9lgwWcnd8POf/xz79u3D9OnTMX/+fIwfPx75+fnwer146qmnsHr16ihr9je/+U3MmDEDL7zwAl599VW8/vrr2Lx5Mx577DFcccUVmDt3LoCIFfyzn/0sPvWpTyX1DunC3r17AQATJkxIc0sEAoEgGqLcCwQCgcAVfr8fr776KkaPHo3rrrsOWVlZju8/+OAD198WFxfjwgsvxIUXXohgMIitW7figQcewMMPP4xZs2bhhBNOUBVkv/zlL+Ob3/xmv75LKnDo0CHs3bsXXq8XZWVl6W6OQCAQREESagUCgUDgivb2doRCIRQVFUUp9j09PQkXyMrKysJXv/pVnHLKKejp6VEx+meccQYA4H/+539S2u7+QDAYxLp162BZFs455xx1MBEIBIJMgij3AoFAIHDF6NGjMXLkSDQ2NuKNN95QnweDQfzmN7/B+++/H/Wb1157Da+++ipCoZDj8w8++AAHDx6Ex+NRMf+nnnoqzjjjDLz55ptYu3YtOjo6ou63b98+vPzyyyl+s+Swb98+3HzzzdixYweKioqwePHitLZHIBAI3CBhOQKBQCBwRVZWFi666CL87ne/ww033IDPf/7zKCgowO7du9HS0oLKyko8/vjjjt/s27cPv/rVr1BYWIgpU6Zg1KhRaG1txa5duxAIBDBnzhxHQu+yZctwyy234IknnsBzzz2HyZMno6ioCO3t7di/fz8+/vhjzJ07N6U89x6Px/j5sWPHcN999wEAQqEQOjo6cODAARV+dMopp+CHP/yhMSFZIBAIMgGi3AsEAoEgJi655BKceOKJ2Lx5M958803k5ubis5/9LP793/8d7777btT1Z599Ntra2vDaa69h//79OHbsGAoLC/HZz34WF1xwgYNfHwh7B+655x7U19fjn//8J/bu3Ys333wTo0ePxqc+9SlceOGFmDlzZkrehVh38vLyjN/7/X5s2bIFAJCdnQ2fz4fi4mJUVFTg3HPPxRlnnOF6MBAIBIJMgCj3AoFAMIjx17/+Nanrr7nmmpjMOm73mzVrlqLb5Dj55JOjimSVlJQ4KtwmgtzcXJV8258g6s3i4mLH55/85CeT7kuBQCDIRIhyLxAIBIIhh6effho7d+7EiSeeiG9961sAwgnAVOn2c5/7XEqf5/f7sXbtWgDAm2++mdJ7CwQCQTIQ5V4gEAgEQw5vvvkm3nzzTUycOBH/8i//go0bN+Kdd97B4cOHMXbsWJx//vkpfV5PT48K5xEIBIJ0wmNJHW2BQCAQDGHs3LkTK1aswKhRo3DGGWfgW9/6Fj75yU+mu1kCgUDQLxDlXiAQCAQCgUAgGCIQnnuBQCAQCAQCgWCIQJR7gUAgEAgEAoFgiECUe4FAIBAIBAKBYIhAlHuBQCAQCAQCgWCIQJR7gUAgEAgEAoFgiECUe4FAIBAIBAKBYIhAlHuBQCAQCAQCgWCIQJR7gUAgEAgEAoFgiECUe4FAIBAIBAKBYIjg/wObP8YVXQigUAAAAABJRU5ErkJggg==\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 759,
-              "height": 376
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 11
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_phased_binned = lc_phased.bin(15/24/60)\n# plot both the binned and unbinned data on the same figure\n\n#define a plotting region\nfig, ax = plt.subplots(figsize = (8,5))\n\nlc_phased.plot(ax = ax, marker = '.', linewidth = 0, color = 'red', alpha = 0.2, markersize = 3, label = 'unbinned')\nlc_phased_binned.plot(ax = ax, marker = 'o', linewidth = 0, color = 'blue', alpha = 0.8, markersize = 6, label = 'binned')\n\n# set x and y axis limits (for different targets these limits will be different!)\nplt.xlim(35, 45)\nplt.ylim(5330, 5410)",
-      "metadata": {
-        "source_hash": "881827d8",
-        "execution_start": 1686930107591,
-        "execution_millis": 4203,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "f4e42b82d9674789b9a3facad4725c4f",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 15,
-          "data": {
-            "text/plain": "(5330.0, 5410.0)"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 800x500 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 710,
-              "height": 453
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 15
-    },
-    {
-      "cell_type": "code",
-      "source": "sector_data = lk.search_lightcurve(TIC, author = 'Kepler')#, exptime = 120)\nlc = sector_data.download_all()\nfig, ax = plt.subplots(figsize = (10,4))\n\nax.tick_params(direction = 'in', length = 3, which = 'minor', colors='grey', labelsize = 13)\nax.tick_params(axis = 'y', direction = 'inout', labelsize = 13)\nax.tick_params(axis = 'x', direction = 'inout', labelsize = 13)\nax.tick_params(axis = 'both', length = 7, left = 'on', top = 'on', right = 'on', bottom = 'on')\n\nax.set_xlabel('Time (BJD-2457000)', fontsize = 13)\nax.set_ylabel('Normalised flux', fontsize = 13)\nax.set_title('Detrended Full LC', fontsize = 13)\n\nplt.xlim(35, 45)\nplt.ylim(5350, 5385)\n\n%matplotlib inline\nplt.tight_layout()",
-      "metadata": {
-        "tags": [],
-        "source_hash": "14f61450",
-        "execution_start": 1686930236391,
-        "execution_millis": 8135,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "5686335f359f46848e7529c5875dd63e",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "error",
-          "ename": "AttributeError",
-          "evalue": "'AxesSubplot' object has no attribute 'tight_layout'",
-          "traceback": [
-            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-            "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)",
-            "\u001b[0;32m/tmp/ipykernel_1032/903047381.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m     16\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     17\u001b[0m \u001b[0mget_ipython\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrun_line_magic\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'matplotlib'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'inline'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 18\u001b[0;31m \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtight_layout\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
-            "\u001b[0;31mAttributeError\u001b[0m: 'AxesSubplot' object has no attribute 'tight_layout'"
-          ]
-        }
-      ],
-      "execution_count": 18
-    },
-    {
-      "cell_type": "code",
-      "source": "TIC = 'TIC 158793333'\n\n# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\nsector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler')\n\n# normalize the data\nlc_2 = sector_data_2.download().normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\nlc_2.plot()",
-      "metadata": {
-        "source_hash": "c61d595",
-        "execution_start": 1686930465273,
-        "execution_millis": 164,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "bb2d67f9b6c443de8b66fe435504764c",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stderr",
-          "text": "/root/venv/lib/python3.7/site-packages/lightkurve/search.py:352: LightkurveWarning: Warning: 18 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n  LightkurveWarning,\n",
-          "output_type": "stream"
-        },
-        {
-          "output_type": "execute_result",
-          "execution_count": 24,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 848.5x400 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 781,
-              "height": 394
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 24
-    },
-    {
-      "cell_type": "code",
-      "source": "# define the pre-determined period and t0\nperiod_2 = 4.08\nt0_2 = 125 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n\n# phase fold\nlc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\nlc_phased_2.plot()",
-      "metadata": {
-        "source_hash": "231ce2a",
-        "execution_start": 1686930499885,
-        "execution_millis": 28,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "4f7f4ff37a434e43a1f5e667c36def0f",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 25,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Phase [JD]', ylabel='Normalized Flux'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 848.5x400 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 781,
-              "height": 394
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 25
-    },
-    {
-      "cell_type": "code",
-      "source": "\n\n# bin the phase folded lightcurve\nlc_phased_binned_2 = lc_phased_2.bin(15/24/60)\n\n\n# --- plot the data ---\n\nfig, ax = plt.subplots(figsize = (8,5))\n\nlc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\nlc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n\n# set x and y axis limits (note that the limits need to be different from the previous example)\nplt.xlim(-0.5,0.5)\nplt.ylim(0.99981, 1.0003)",
-      "metadata": {
-        "source_hash": "ef1ed32",
-        "execution_start": 1686930646597,
-        "execution_millis": 521,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "495ae0e7054443dd8778d6c1cf49529f",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 36,
-          "data": {
-            "text/plain": "(0.99981, 1.0003)"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 800x500 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 729,
-              "height": 463
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 36
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Phase folding",
-      "metadata": {
-        "tags": [],
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "911c0f5eb2ef4abfb72069c2b1f61f14",
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "t0 = 336\nperiod = 289\n\nlc_phase = lc.fold(period = period, t0 = t0)\nlc_bin = lc.bin(30/24/60)\nlc_bin_phase = lc_bin.fold(period = period, t0 = t0)\n%pylab inline\nfig, ax = plt.subplots(figsize = (6,4))\nlc_phase.plot(ax = ax, marker = 'o', lw = 0, markersize = 2, color = '#C0C0C0', alpha = 0.9, label = 'Phase folded')",
-      "metadata": {
-        "tags": [],
-        "source_hash": "ddaeea1",
-        "execution_start": 1686930081791,
-        "execution_millis": 7,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "66b30ecb9d024223819559011a6d9647",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "error",
-          "ename": "AttributeError",
-          "evalue": "'LightCurveCollection' object has no attribute 'fold'",
-          "traceback": [
-            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-            "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)",
-            "\u001b[0;32m/tmp/ipykernel_1032/3777572715.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      2\u001b[0m \u001b[0mperiod\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m289\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      3\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 4\u001b[0;31m \u001b[0mlc_phase\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfold\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mperiod\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mperiod\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mt0\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mt0\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      5\u001b[0m \u001b[0mlc_bin\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mbin\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m30\u001b[0m\u001b[0;34m/\u001b[0m\u001b[0;36m24\u001b[0m\u001b[0;34m/\u001b[0m\u001b[0;36m60\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      6\u001b[0m \u001b[0mlc_bin_phase\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlc_bin\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfold\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mperiod\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mperiod\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mt0\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mt0\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;31mAttributeError\u001b[0m: 'LightCurveCollection' object has no attribute 'fold'"
-          ]
-        }
-      ],
-      "execution_count": 14
-    },
-    {
-      "cell_type": "code",
-      "source": "# lets try this for a different target - I have added an '_2' to everything to seperate it from the previous example\n# we'll do it in one cell but doing it in mutliple cells works just as well! \n\n# define a TIC ID\nTIC = 'Kepler-22'\n\n# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\nsector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler', quarter = 3)\n\n# normalize the data\nlc_2 = sector_data_2.download().normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\nlc_2.plot()",
-      "metadata": {
-        "source_hash": "ad4fa023",
-        "execution_start": 1686929757273,
-        "execution_millis": 226,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "3b0c041443c743d9b63296eaf7e44690",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "\n# define the pre-determined period and t0\nperiod_2 = 289\nt0_2 = 271 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n\n# phase fold\nlc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\n\n# bin the phase folded lightcurve\nlc_phased_binned_2 = lc_phased_2.bin(15/24/60)\nlc_phased_binned_2.plot()",
-      "metadata": {
-        "source_hash": "f632fd3",
-        "execution_start": 1686929802407,
-        "execution_millis": 607,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "ab5acab0d8f142b4b3d7984a8bc35c1b",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "code",
-      "source": "# --- plot the data ---\n\nfig, ax = plt.subplots(figsize = (8,5))\n\nlc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\nlc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n\n# set x and y axis limits (note that the limits need to be different from the previous example)\nplt.xlim(-11,20)\nplt.ylim(0.99876, 1.00076)",
-      "metadata": {
-        "source_hash": "ff46f52e",
-        "execution_start": 1686929829320,
-        "execution_millis": 25,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "dc71fbca174a4e6792800c12b2e3a8cf",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "markdown",
-      "source": "# Binned bin components",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "0293efb62e2042f99997299eac686f10",
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_bin = lc.bin(30/24/60)t0 = 1370.768\nperiod = 83.9990\n\nlc_phase = lc.fold(period = period, t0 = t0)\nlc_bin_phase = lc_bin.fold(period = period, t0 = t0)\n%pylab inline\nfig, ax = plt.subplots(figsize = (6,4))\nlc_bin_phase.plot(ax = ax, marker = 'o', lw = 0, markersize = 2, color = '#C0C0C0', alpha = 0.9, label = 'Phase folded & binning = 30 minutes')",
-      "metadata": {
-        "tags": [],
-        "allow_embed": false,
-        "source_hash": "64d79049",
-        "execution_start": 1686929106103,
-        "execution_millis": 5,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "8203523aa3b84d36b3a07fba356cab30",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "code",
-      "source": "TIC = 'TIC 55525572'\n\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', exptime = 120)\nlc = sector_data[0].download()\nfig, ax = plt.subplots(figsize = (10,4))\n\nt0 = 1370.768\nperiod = 83.8889\n\nlc_phase = lc.fold(period = period, t0 = t0)\nlc_bin = lc.bin(30/24/60)\nlc_bin_phase = lc_bin.fold(period = period, t0 = t0)\n\nfig, ax = plt.subplots(figsize = (6, 4))\n\nax.tick_params(direction = 'in', length = 3, which = 'minor', colors='grey', labelsize = 13)\nax.tick_params(axis = 'y', direction = 'inout', labelsize = 13)\nax.tick_params(axis = 'x', direction = 'inout', labelsize = 13)\nax.tick_params(axis = 'both', length = 7, left = 'on', top = 'on', right = 'on', bottom = 'on')\n\nax.set_xlabel('Time (BJD-2457000)', fontsize = 13)\nax.set_ylabel('Normalised flux', fontsize = 13)\nax.set_title('Detrended Full LC', fontsize = 13)\n\nplt.xlim(-3, 3)\nplt.ylim(0.995, 1.005)\n\n%matplotlib inline\nplt.tight_layout() # this is the full detrended lightcurve",
-      "metadata": {
-        "tags": [],
-        "source_hash": "c6c9f229",
-        "execution_start": 1686919023420,
-        "execution_millis": 1641,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "74e9e9722ba64e388333b06735950036",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Determine planet size & mass from signal depth",
-      "metadata": {
-        "tags": [],
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "0bd95ed67ac245b1b73a382b729941ee",
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### first we need some data! \n\nA good place to look for radial velocity data of a given target is in the ESO exoplant archive: \nhttp://archive.eso.org/scienceportal/home\n(note that only southern targets are liisted in the ESO archive and not all of the data is publicly available). \n\nNOTE: once you have downloaded the ZIP file, click on all of the files that end in '.tar' to 'untar' them. This should create folders called 'data', 'data 1' etc \n\nWe should add additional API routes to ESO so that we can get the `Rsun` value automatically based on the target. For now, we'll just assume that the `Rsun` value is the same for every target, so that when planets are created, a TIC id and its information is just returned. We can then export/share the [deepnote]-graph with the specific TIC ID to the planet page\n\nSome definitions:\n1. `intransit_flux` -> the flux at the midpoint of the *transit event*\n2. `stellar_radius` -> radius of the star in solar radii (compared to our parent star, the Sun)\n\nIn this section, we return the `transit_depth` from the newly generated graph of the phase fold and use this to calculate the planet's radius",
-      "metadata": {
-        "tags": [],
-        "cell_id": "d85859971f124ee5982003cea70ecfe4",
-        "deepnote_cell_type": "markdown"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "transit_depth = 1 - 0.9989 # this is from the above phase folded figure\nR_star = 2.04354 * u.Rsun # this is the radius of the parent star for the specific target. Get value from ExoFOP\n\ndef planet_radius (transit_depth, R_star):\n    r_pl_solar_radius = np.sqrt(transit_depth) * R_star\n    r_pl_Earth = r_pl_solar_radius.to(u.Rearth).value\n    print(\"Radius of the planet: {} Earth radii\".format(round(r_pl_Earth, 2)))\n\nplanet_radius(transit_depth, R_star)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "476d100f",
-        "execution_start": 1678891085739,
-        "execution_millis": 4640446160,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "2d73f4114ea54f8aa0b48a0e33630661",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### Returning planet mass\nDetermine the mass of the planet using Radial Velocity data from the [ESO archive](https://archive.eso.org/downloadportal/848e2c36-c810-4d8e-bf2d-976b62864d2)",
-      "metadata": {
-        "tags": [],
-        "cell_id": "a11ea8867606408b85ca5e50ee8f22a5",
-        "deepnote_cell_type": "markdown"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "# Initial planets",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "498b4ab03edf46cda3a76c9e5a7b736d",
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "!pip install lightkurve",
-      "metadata": {
-        "source_hash": "5b6135d4",
-        "execution_start": 1686849159805,
-        "execution_millis": 13248,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "c21e3c7c4e56466592a33c76e087f40d",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "code",
-      "source": "import lightkurve as lk",
-      "metadata": {
-        "source_hash": "ce12877f",
-        "execution_start": 1686849177711,
-        "execution_millis": 2307,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "d1761820b5db48ffb8053c922bb54436",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## KOI-5737",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "9071ad7100d545698b0a1849a9ba4c5a",
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "TIC = 'KOI-5737' # 0529998039507 52980395 07\nsector_data = lk.search_lightcurve(TIC, author=\"Kepler\", quarter=3)#, author = 'SPOC', exptime = 120) # choose sector, return what SPOC data is available for TIC, set exposure time\nlc = sector_data.download_all()#.stitch().normalize()\n#lc_bin = lc.bin(30/24/60)\nlc.plot()\n#sector_data",
-      "metadata": {
-        "allow_embed": true,
-        "source_hash": "80600e5e",
-        "execution_start": 1686849181657,
-        "execution_millis": 4406,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "ccf2424c886d481bb7846a6f41f5ddb8",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Kepler-10",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "279fdfde1dc445a382620029d6884ae0",
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "# lets try this for a different target - I have added an '_2' to everything to seperate it from the previous example\n# we'll do it in one cell but doing it in mutliple cells works just as well! \n\n# define a TIC ID\nTIC = 'Kepler-10'\n\n# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\nsector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler', quarter = 3)\n\n# normalize the data\nlc_2 = sector_data_2.download().normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\nlc_2.plot()\n\n\n# define the pre-determined period and t0\nperiod_2 = 289\nt0_2 = 271 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n\n# phase fold\nlc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\n\n# bin the phase folded lightcurve\nlc_phased_binned_2 = lc_phased_2.bin(15/24/60)\nlc_phased_binned_2.plot()\n\n# --- plot the data ---\n\nfig, ax = plt.subplots(figsize = (8,5))\n\nlc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\nlc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n\n# set x and y axis limits (note that the limits need to be different from the previous example)\nplt.xlim(-11,20)\nplt.ylim(0.99876, 1.00076)",
-      "metadata": {
-        "allow_embed": "code_output",
-        "source_hash": "ba834190",
-        "execution_start": 1686920248924,
-        "execution_millis": 12451,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "84207144a5c440d78124657345fca05f",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Kepler-22",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "820286cf7a8b484ab1cc8344c03c0a31",
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "# define a TIC ID\nTIC = 'Kepler-22'\n\n# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\nsector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler', quarter = 3)\n\n# normalize the data\nlc_2 = sector_data_2.download().normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\n# lc_2.plot()\n\n\n# define the pre-determined period and t0\nperiod_2 = 289\nt0_2 = 271 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n\n# phase fold\nlc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\n\n# bin the phase folded lightcurve\nlc_phased_binned_2 = lc_phased_2.bin(15/24/60)\n# lc_phased_binned_2.plot()\n\n# --- plot the data ---\n\nfig, ax = plt.subplots(figsize = (8,5))\n\nlc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\nlc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n\n# set x and y axis limits (note that the limits need to be different from the previous example)\nplt.xlim(-11,20)\nplt.ylim(0.99876, 1.00076)",
-      "metadata": {
-        "allow_embed": true,
-        "source_hash": "7b93c112",
-        "execution_start": 1686920492689,
-        "execution_millis": 4087,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "cc9cea7e9e1448ad984db621ea412472",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## KIC 8120608",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "bdd6efb892e34d108d545ae056d54e9b",
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "# define a TIC ID\nTIC = 'KIC 8120608'\n\n# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\nsector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler', quarter = 3)\n\n# normalize the data\nlc_2 = sector_data_2.download().normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\nlc_2.plot()\n\n\n# define the pre-determined period and t0\nperiod_2 = 3.9\nt0_2 = 263 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n\n# phase fold\nlc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\n\n# bin the phase folded lightcurve\nlc_phased_binned_2 = lc_phased_2.bin(15/24/60)\nlc_phased_binned_2.plot()\n\n# --- plot the data ---\n\nfig, ax = plt.subplots(figsize = (8,5))\n\nlc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\nlc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n\n# set x and y axis limits (note that the limits need to be different from the previous example)\nplt.xlim(-2,2)\nplt.ylim(0.99876, 1.00076)",
-      "metadata": {
-        "allow_embed": true,
-        "cell_id": "9d854cd350a640f38165bd99026b90b8",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## KIC 6767227",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "4efb775212294507a5871f4d53f08b3b",
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "# define a TIC ID\nTIC = 'KIC 6767227'\n\n# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\nsector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler', quarter = 3)\n\n# normalize the data\nlc_2 = sector_data_2.download().normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\nlc_2.plot()\n\n\n# define the pre-determined period and t0\nperiod_2 = 4.089\nt0_2 = 291 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n\n# phase fold\nlc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\n\n# bin the phase folded lightcurve\nlc_phased_binned_2 = lc_phased_2.bin(15/24/60)\nlc_phased_binned_2.plot()\n\n# --- plot the data ---\n\nfig, ax = plt.subplots(figsize = (8,5))\n\nlc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\nlc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n\n# set x and y axis limits (note that the limits need to be different from the previous example)\nplt.xlim(-2,2)\nplt.ylim(0.99976, 1.00028)",
-      "metadata": {
-        "allow_embed": true,
-        "cell_id": "465beb64fd954806bad41557ab6b406d",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## KIC 158793333",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "af6db33331404cb0b4c686220d7b86ea",
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "# define a TIC ID\nTIC = 'KIC 158793333'\n\n# search what SPOC data for this target for sector 23 (for other targets first check what sectors are available)\nsector_data_2 = lk.search_lightcurve(TIC, author = 'Kepler')\n\n# normalize the data\nlc_2 = sector_data_2.download_all()#.normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\nlc_2.plot()\n\n\n# define the pre-determined period and t0\nperiod_2 = 4.089\nt0_2 = 291 # this value is from ExoFOP so subtract 2457000 to get it in to the right units\n\n# phase fold\nlc_phased_2 = lc_2.fold(period = period_2, epoch_time = t0_2)\n\n# bin the phase folded lightcurve\nlc_phased_binned_2 = lc_phased_2.bin(15/24/60)\nlc_phased_binned_2.plot()\n\n# --- plot the data ---\n\nfig, ax = plt.subplots(figsize = (8,5))\n\nlc_phased_2.plot(ax = ax, marker = '.', linewidth = 0, color = 'orange', alpha = 0.5, markersize = 3, label = 'unbinned')\nlc_phased_binned_2.plot(ax = ax, marker = 'o', linewidth = 0, color = 'navy', alpha = 0.8, markersize = 6, label = 'binned')\n\n# set x and y axis limits (note that the limits need to be different from the previous example)\nplt.xlim(-2,2)\nplt.ylim(0.99976, 1.00028)",
-      "metadata": {
-        "allow_embed": true,
-        "source_hash": "1c3501c6",
-        "execution_start": 1686930719593,
-        "execution_millis": 9,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "e4d1e2a38bea4390a4fe45ea3650c06d",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stderr",
-          "text": "/root/venv/lib/python3.7/site-packages/lightkurve/search.py:415: LightkurveWarning: Cannot download from an empty search result.\n  \"Cannot download from an empty search result.\", LightkurveWarning\n",
-          "output_type": "stream"
-        },
-        {
-          "output_type": "error",
-          "ename": "AttributeError",
-          "evalue": "'NoneType' object has no attribute 'plot'",
-          "traceback": [
-            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-            "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)",
-            "\u001b[0;32m/tmp/ipykernel_1032/2533204271.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      7\u001b[0m \u001b[0;31m# normalize the data\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      8\u001b[0m \u001b[0mlc_2\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0msector_data_2\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdownload_all\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;31m#.normalize() #as we're only lookign at one sector we'll use the .normalize() function instead of the .stitch function\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 9\u001b[0;31m \u001b[0mlc_2\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     10\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     11\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;31mAttributeError\u001b[0m: 'NoneType' object has no attribute 'plot'"
-          ]
-        }
-      ],
-      "execution_count": 40
-    },
-    {
-      "cell_type": "markdown",
-      "source": "# Flask routes",
-      "metadata": {
-        "tags": [],
-        "cell_id": "dbf36517dd924ec2b8e3afa1135fb3ac",
-        "deepnote_cell_type": "markdown"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "@app.route('/', methods=['GET', 'POST'])\ndef index():\n    return 'Hello World, this is the index' # jsonify(solObjects)\n\nplanet_radius(transit_depth, R_star)\n\n@app.route('/planetradius', methods=['GET', 'POST'])\ndef planet_radius():\n    transit_depth = 1 - 0.9989 # this is from the above phase folded figure -> set this to an input/value\n    R_star = 2.04354 * u.Rsun # this is the radius of the parent star for the specific target. Get value from ExoFOP\n    return planet_radius(transit_depth, R_star)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "473cea61",
-        "execution_start": 1678891085744,
-        "execution_millis": 4640446155,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "3c3f6e57db584c0596d37bb53b93b30c",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### Connecting to Supabase",
-      "metadata": {
-        "tags": [],
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "66ffcbef565841a2b47f9bda8b4204bf",
-        "deepnote_cell_type": "text-cell-h3"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "import os\nfrom supabase_py import client, create_client",
-      "metadata": {
-        "tags": [],
-        "source_hash": "f78d256f",
-        "execution_start": 1678891085749,
-        "execution_millis": 4640446151,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "315853f03cbd44889353287e3e529f4c",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "url: str = os.environ.get(\"SUPABASE_URL\")\nkey: str = os.environ.get(\"SUPABASE_ANON_KEY\")\n\nurl = \"https://afwwxlhknelxylrfvexi.supabase.co\"\nkey = \"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImFmd3d4bGhrbmVseHlscmZ2ZXhpIiwicm9sZSI6ImFub24iLCJpYXQiOjE2NjY0MzQ4MTgsImV4cCI6MTk4MjAxMDgxOH0.gk1F8Br9__04cvzqYIeeQ-U08KATiHovAw3r3ofNGAo\"\n\nsupabase: client = create_client(url, key)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "a6406178",
-        "execution_start": 1678891085811,
-        "execution_millis": 4640446097,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "6d6259432821429cae9f2dda08dd674e",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Retrieving planet data from Supabase",
-      "metadata": {
-        "tags": [],
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "8a32dd8daa774708996b7d1cd670cb14",
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Node data",
-      "metadata": {
-        "tags": [],
-        "is_collapsed": false,
-        "formattedRanges": [
-          {
-            "url": "https://nodes.desci.com/app/nodes/objects/am4844Bq9CWky6VfxoP2t_9pvv0CiGCjtZJJTfs07-A",
-            "type": "link",
-            "ranges": [],
-            "toCodePoint": 9,
-            "fromCodePoint": 0
-          }
-        ],
-        "cell_id": "f87bc694-148c-4a67-ae70-abf021677348",
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "# Function to retrieve planet data from supa\ndef find_all_planets(): # Right now this is just demo data, we'll push this data to Supa from Lightkurve later\n    data = supabase.table(\"Planets\").select(\"*\").execute()\n    return data['data']\n\nplanets = find_all_planets()\nprint(planets)\n\n# Function to add a new planet to the store/supa\ndef add_planet_to_DB(title) -> dict: # See `models/TIC.py`\n    planet = {\n        \"title\": title,\n    }\n    data = supabase.table(\"Planets\").insert(planet).execute()\n\n    return data['data']\n\n# GET request -> return all planets in storage/db in JSON format\n@app.route('/planets')\ndef get_planets():\n    return jsonify({\n        'planets': planets, # Then present this on react frontend, port 5000 -> 3000\n    })\n\n@app.route('/create-tic')\ndef create_tic():\n    return \"TIC 55525572\" # now we can return fields into the generator\n\n@app.post('/select_planet')\ndef select_planet():\n    data = request.get_json()\n    planetId = data['planetId']\n    planetName = data['planetName']\n    planetTic = data['planetTic']\n    sector_data = lk.search_lightcurve(planetTic, author = 'SPOC', sector = 23)\n    #lc = sector_data.download()\n    #lc.plot()\n    return sector_data",
-      "metadata": {
-        "tags": [],
-        "source_hash": "aa1159d0",
-        "execution_start": 1678891086094,
-        "execution_millis": 4640445868,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "c7660d8852234ab28481991100d9d24a",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### Running flask",
-      "metadata": {
-        "tags": [],
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "ba33bdedf39a40ffa3e25bcebf2f57e9",
-        "deepnote_cell_type": "text-cell-h3"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "app.run(host='0.0.0.0', port=8080)",
-      "metadata": {
-        "tags": [],
-        "allow_embed": true,
-        "source_hash": "18b2a555",
-        "execution_start": 1678891087057,
-        "execution_millis": 4640444906,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "b1b6860bdf364fcea023992c1ae527d6",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "df_1 = _deepnote_execute_sql('/* Send the radius to Supabase from here */', 'SQL_1A0CBA44_CA08_4A3B_BFC9_E0FF2214DAB3', audit_sql_comment='', sql_cache_mode='cache_disabled')\ndf_1",
-      "metadata": {
-        "tags": [],
-        "source_hash": "791d57f",
-        "execution_start": 1678672805150,
-        "execution_millis": 4858726849,
-        "sql_integration_id": "1a0cba44-ca08-4a3b-bfc9-e0ff2214dab3",
-        "deepnote_variable_name": "df_1",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "9391210f07c24da181665159744f1f88",
-        "deepnote_cell_type": "sql",
-        "deepnote_sql_source": "/* Send the radius to Supabase from here */"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Journal/long form posts. Let's add a form from Next/React to Flask that takes in data, passes it into functions. Also set up reputation. Add fields into profiles table for things like Orcid ID. Export supabase setup to Git. Generating images for spaceships & planets/assets, creation, generation. Update post UI, profile UI...",
-      "metadata": {
-        "tags": [],
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "3664aeea3dd841a1925ca7444aa549ed",
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Form -> enter into Flask. Generate TIC Id from ExoFop (for now it will be a random TIC from a set of numbers we know to be in ExoFop. Set up CRUD between Flask & Next/React",
-      "metadata": {
-        "tags": [],
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "85f61550-819c-443c-9cd2-1dbff55914d0",
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "1. Local database instance with Flask",
-      "metadata": {
-        "tags": [],
-        "style": "decimal",
-        "number": 1,
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "f170b9f6-654a-446a-9185-3612042b8453",
-        "deepnote_cell_type": "text-cell-number"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "undefined. Connect local db instance to Supabase",
-      "metadata": {
-        "tags": [],
-        "style": "decimal",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "396cd5cb-f2f2-4553-86e7-bcdeefa86ff8",
-        "deepnote_cell_type": "text-cell-number"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "undefined. Set up RESTFUL endpoints on Deepnote to generate & return metadata & figs.",
-      "metadata": {
-        "tags": [],
-        "style": "decimal",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "46fcbdee-c54e-4080-b962-fe61fac40d65",
-        "deepnote_cell_type": "text-cell-number"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=b4c251b4-c11a-481e-8206-c29934eb75da' target=\"_blank\">\n<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\nCreated in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>",
-      "metadata": {
-        "created_in_deepnote_cell": true,
-        "deepnote_cell_type": "markdown"
-      }
-    }
-  ],
-  "nbformat": 4,
-  "nbformat_minor": 0,
-  "metadata": {
-    "deepnote": {},
-    "orig_nbformat": 2,
-    "deepnote_full_width": true,
-    "deepnote_notebook_id": "b56a0704304940e49c38823795edaa20",
-    "deepnote_execution_queue": []
-  }
-}
\ No newline at end of file
diff --git a/deepnote/Star_Sailors_Light_Curve_Plot/Init notebook.ipynb b/deepnote/Star_Sailors_Light_Curve_Plot/Init notebook.ipynb
deleted file mode 100644
index da7db46c..00000000
--- a/deepnote/Star_Sailors_Light_Curve_Plot/Init notebook.ipynb	
+++ /dev/null
@@ -1,68 +0,0 @@
-{
-  "cells": [
-    {
-      "cell_type": "markdown",
-      "source": "## Initialization Notebook\nThis is your initialization notebook.\n\n**What's this for?**\n\nYou can put custom code you want us to run every time we setup your environment in here. \n\n**Awesome! Anything I should not put in here?**\n\nPlease don't install `jupyter` or `jedi` packages, they would break your Deepnote environment. Also, no need to put `!pip install`s here, we already save those automatically!\n\n**I want to learn more!**\n\nGreat! Just [head over to our docs](https://docs.deepnote.com/environment/custom-initialization).",
-      "metadata": {
-        "tags": [],
-        "cell_id": "143541a2ee6348e48b9cfef2a07949b3",
-        "deepnote_cell_type": "markdown"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "%%bash\n# If your project has a 'requirements.txt' file, we'll install it here apart from blacklisted packages that interfere with Deepnote (see above).\nif test -f requirements.txt\n  then\n    sed -i '/jedi/d;/jupyter/d;' ./requirements.txt\n    pip install -r ./requirements.txt\n  else echo \"There's no requirements.txt, so nothing to install. This is the case with most projects.\"\nfi",
-      "metadata": {
-        "tags": [],
-        "source_hash": "60b37886",
-        "execution_start": 1687320572017,
-        "execution_millis": 2384,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "f8031a00556c4ea3a970510c37bf0531",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stdout",
-          "text": "Collecting openai\n  Downloading openai-0.27.8-py3-none-any.whl (73 kB)\n     ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ 73.6/73.6 KB 17.0 MB/s eta 0:00:00\nCollecting fitz\n  Downloading fitz-0.0.1.dev2-py2.py3-none-any.whl (20 kB)\nERROR: Could not find a version that satisfies the requirement frontend (from versions: none)\nERROR: No matching distribution found for frontend\nWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\n",
-          "output_type": "stream"
-        },
-        {
-          "output_type": "error",
-          "ename": "CalledProcessError",
-          "evalue": "Command 'b'# If your project has a \\'requirements.txt\\' file, we\\'ll install it here apart from blacklisted packages that interfere with Deepnote (see above).\\nif test -f requirements.txt\\n  then\\n    sed -i \\'/jedi/d;/jupyter/d;\\' ./requirements.txt\\n    pip install -r ./requirements.txt\\n  else echo \"There\\'s no requirements.txt, so nothing to install. This is the case with most projects.\"\\nfi\\n'' returned non-zero exit status 1.",
-          "traceback": [
-            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-            "\u001b[0;31mCalledProcessError\u001b[0m                        Traceback (most recent call last)",
-            "\u001b[0;32m/tmp/ipykernel_42/3876215449.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mget_ipython\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrun_cell_magic\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'bash'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m''\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'# If your project has a \\'requirements.txt\\' file, we\\'ll install it here apart from blacklisted packages that interfere with Deepnote (see above).\\nif test -f requirements.txt\\n  then\\n    sed -i \\'/jedi/d;/jupyter/d;\\' ./requirements.txt\\n    pip install -r ./requirements.txt\\n  else echo \"There\\'s no requirements.txt, so nothing to install. This is the case with most projects.\"\\nfi\\n'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
-            "\u001b[0;32m/shared-libs/python3.7/py-core/lib/python3.7/site-packages/IPython/core/interactiveshell.py\u001b[0m in \u001b[0;36mrun_cell_magic\u001b[0;34m(self, magic_name, line, cell)\u001b[0m\n\u001b[1;32m   2471\u001b[0m             \u001b[0;32mwith\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mbuiltin_trap\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   2472\u001b[0m                 \u001b[0margs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mmagic_arg_s\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcell\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 2473\u001b[0;31m                 \u001b[0mresult\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mfn\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   2474\u001b[0m             \u001b[0;32mreturn\u001b[0m \u001b[0mresult\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   2475\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m/shared-libs/python3.7/py-core/lib/python3.7/site-packages/IPython/core/magics/script.py\u001b[0m in \u001b[0;36mnamed_script_magic\u001b[0;34m(line, cell)\u001b[0m\n\u001b[1;32m    140\u001b[0m             \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    141\u001b[0m                 \u001b[0mline\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mscript\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 142\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mshebang\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mline\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcell\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    143\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    144\u001b[0m         \u001b[0;31m# write a basic docstring:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m/shared-libs/python3.7/py-core/lib/python3.7/site-packages/decorator.py\u001b[0m in \u001b[0;36mfun\u001b[0;34m(*args, **kw)\u001b[0m\n\u001b[1;32m    230\u001b[0m             \u001b[0;32mif\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0mkwsyntax\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    231\u001b[0m                 \u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkw\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mfix\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkw\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msig\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 232\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0mcaller\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfunc\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m*\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mextras\u001b[0m \u001b[0;34m+\u001b[0m \u001b[0margs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkw\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    233\u001b[0m     \u001b[0mfun\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__name__\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mfunc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__name__\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    234\u001b[0m     \u001b[0mfun\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__doc__\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mfunc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__doc__\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m/shared-libs/python3.7/py-core/lib/python3.7/site-packages/IPython/core/magic.py\u001b[0m in \u001b[0;36m<lambda>\u001b[0;34m(f, *a, **k)\u001b[0m\n\u001b[1;32m    185\u001b[0m     \u001b[0;31m# but it's overkill for just that one bit of state.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    186\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0mmagic_deco\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0marg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 187\u001b[0;31m         \u001b[0mcall\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;32mlambda\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m*\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mk\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mk\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    188\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    189\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mcallable\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0marg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m/shared-libs/python3.7/py-core/lib/python3.7/site-packages/IPython/core/magics/script.py\u001b[0m in \u001b[0;36mshebang\u001b[0;34m(self, line, cell)\u001b[0m\n\u001b[1;32m    243\u001b[0m             \u001b[0msys\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstderr\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mflush\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    244\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0margs\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mraise_error\u001b[0m \u001b[0;32mand\u001b[0m \u001b[0mp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreturncode\u001b[0m\u001b[0;34m!=\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 245\u001b[0;31m             \u001b[0;32mraise\u001b[0m \u001b[0mCalledProcessError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreturncode\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcell\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0moutput\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mout\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mstderr\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0merr\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    246\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    247\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0m_run_script\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mp\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcell\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mto_close\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;31mCalledProcessError\u001b[0m: Command 'b'# If your project has a \\'requirements.txt\\' file, we\\'ll install it here apart from blacklisted packages that interfere with Deepnote (see above).\\nif test -f requirements.txt\\n  then\\n    sed -i \\'/jedi/d;/jupyter/d;\\' ./requirements.txt\\n    pip install -r ./requirements.txt\\n  else echo \"There\\'s no requirements.txt, so nothing to install. This is the case with most projects.\"\\nfi\\n'' returned non-zero exit status 1."
-          ]
-        }
-      ],
-      "execution_count": 1
-    },
-    {
-      "cell_type": "markdown",
-      "source": "<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=b4c251b4-c11a-481e-8206-c29934eb75da' target=\"_blank\">\n<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\nCreated in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>",
-      "metadata": {
-        "created_in_deepnote_cell": true,
-        "deepnote_cell_type": "markdown"
-      }
-    }
-  ],
-  "nbformat": 4,
-  "nbformat_minor": 0,
-  "metadata": {
-    "deepnote": {
-      "is_reactive": false
-    },
-    "orig_nbformat": 2,
-    "deepnote_notebook_id": "9c986a7d8a64489bab62a7cdc15c3647",
-    "deepnote_execution_queue": []
-  }
-}
\ No newline at end of file
diff --git a/deepnote/Star_Sailors_Light_Curve_Plot/Light Curve Demo.ipynb b/deepnote/Star_Sailors_Light_Curve_Plot/Light Curve Demo.ipynb
deleted file mode 100644
index a5e24f4f..00000000
--- a/deepnote/Star_Sailors_Light_Curve_Plot/Light Curve Demo.ipynb	
+++ /dev/null
@@ -1,567 +0,0 @@
-{
-  "cells": [
-    {
-      "cell_type": "code",
-      "source": "!pip install lightkurve\n#!pip install matplotlib\n\nimport matplotlib.pyplot as plt\nimport lightkurve as lk",
-      "metadata": {
-        "tags": [],
-        "source_hash": "425f2739",
-        "execution_start": 1683683384636,
-        "execution_millis": 11177,
-        "is_output_hidden": false,
-        "deepnote_app_coordinates": {
-          "h": 7,
-          "w": 12,
-          "x": 0,
-          "y": 1
-        },
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_app_is_output_hidden": true,
-        "cell_id": "c65f53681e4c48aebc114af1b12e36d9",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stdout",
-          "text": "Requirement already satisfied: lightkurve in /root/venv/lib/python3.7/site-packages (2.0.11)\nRequirement already satisfied: pandas>=1.1.4 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.2.5)\nRequirement already satisfied: memoization>=0.3.1 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.4.0)\nRequirement already satisfied: matplotlib>=1.5.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (3.5.3)\nRequirement already satisfied: oktopus>=0.1.2 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.1.2)\nRequirement already satisfied: beautifulsoup4>=4.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from lightkurve) (4.11.1)\nRequirement already satisfied: numpy>=1.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.21.6)\nRequirement already satisfied: uncertainties>=3.1.4 in /root/venv/lib/python3.7/site-packages (from lightkurve) (3.1.7)\nRequirement already satisfied: requests>=2.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (2.28.1)\nRequirement already satisfied: tqdm>=4.25.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (4.64.1)\nRequirement already satisfied: astroquery>=0.3.10 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.4.6)\nRequirement already satisfied: scipy>=0.19.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.7.3)\nRequirement already satisfied: fbpca>=1.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (1.0)\nRequirement already satisfied: astropy>=4.1 in /root/venv/lib/python3.7/site-packages (from lightkurve) (4.3.1)\nRequirement already satisfied: patsy>=0.5.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.5.3)\nRequirement already satisfied: bokeh>=1.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (2.4.3)\nRequirement already satisfied: scikit-learn>=0.24.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.0.2)\nRequirement already satisfied: pyerfa>=1.7.3 in /root/venv/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (2.0.0.3)\nRequirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (5.0.0)\nRequirement already satisfied: keyring>=4.0 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (23.13.1)\nRequirement already satisfied: html5lib>=0.999 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (1.1)\nRequirement already satisfied: pyvo>=1.1 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (1.2.1)\nRequirement already satisfied: soupsieve>1.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.3.2.post1)\nRequirement already satisfied: tornado>=5.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.2)\nRequirement already satisfied: packaging>=16.8 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (21.3)\nRequirement already satisfied: pillow>=7.1.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (9.2.0)\nRequirement already satisfied: Jinja2>=2.9 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (2.11.3)\nRequirement already satisfied: PyYAML>=3.10 in /root/venv/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.0)\nRequirement already satisfied: typing-extensions>=3.10.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (4.4.0)\nRequirement already satisfied: kiwisolver>=1.0.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (1.4.4)\nRequirement already satisfied: cycler>=0.10 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (0.11.0)\nRequirement already satisfied: fonttools>=4.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (4.37.4)\nRequirement already satisfied: pyparsing>=2.2.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (3.0.9)\nRequirement already satisfied: python-dateutil>=2.7 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (2.8.2)\nRequirement already satisfied: autograd in /root/venv/lib/python3.7/site-packages (from oktopus>=0.1.2->lightkurve) (1.5)\nRequirement already satisfied: pytz>=2017.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from pandas>=1.1.4->lightkurve) (2022.5)\nRequirement already satisfied: six in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\nRequirement already satisfied: charset-normalizer<3,>=2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2.1.1)\nRequirement already satisfied: idna<4,>=2.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (3.4)\nRequirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (1.26.12)\nRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\nRequirement already satisfied: joblib>=0.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\nRequirement already satisfied: threadpoolctl>=2.0.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\nRequirement already satisfied: future in /shared-libs/python3.7/py/lib/python3.7/site-packages (from uncertainties>=3.1.4->lightkurve) (0.18.2)\nRequirement already satisfied: webencodings in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\nRequirement already satisfied: MarkupSafe>=0.23 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=2.9->bokeh>=1.0->lightkurve) (2.0.0)\nRequirement already satisfied: jaraco.classes in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.2.3)\nRequirement already satisfied: importlib-resources in /shared-libs/python3.7/py/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (5.10.0)\nRequirement already satisfied: SecretStorage>=3.2 in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.3.3)\nRequirement already satisfied: jeepney>=0.4.2 in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (0.8.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy>=4.1->lightkurve) (3.9.0)\nRequirement already satisfied: cryptography>=2.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (36.0.2)\nRequirement already satisfied: more-itertools in /root/venv/lib/python3.7/site-packages (from jaraco.classes->keyring>=4.0->astroquery>=0.3.10->lightkurve) (9.1.0)\nRequirement already satisfied: cffi>=1.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (1.15.1)\nRequirement already satisfied: pycparser in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cffi>=1.12->cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (2.21)\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0m",
-          "output_type": "stream"
-        }
-      ],
-      "execution_count": 1
-    },
-    {
-      "cell_type": "code",
-      "source": "%matplotlib inline\nTIC = 'TIC 55525572'\nsector_data = lk.search_lightcurve(TIC)#, author = 'Kepler', sector = 4)\nsector_data",
-      "metadata": {
-        "tags": [],
-        "source_hash": "b77df147",
-        "execution_start": 1683683395823,
-        "execution_millis": 21058,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "7b0bb52482794920ab28b619f9f7efb8",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 2,
-          "data": {
-            "text/plain": "SearchResult containing 103 data products.\n\n #     mission     year       author      exptime target_name distance\n                                             s                 arcsec \n--- -------------- ---- ----------------- ------- ----------- --------\n  0 TESS Sector 01 2018         TESS-SPOC    1800    55525572      0.0\n  1 TESS Sector 01 2018               QLP    1800    55525572      0.0\n  2 TESS Sector 01 2018 GSFC-ELEANOR-LITE    1800    55525572      0.0\n  3 TESS Sector 01 2018             TASOC    1800    55525572      0.0\n  4 TESS Sector 01 2018              TGLC    1800    55525572      0.0\n  5 TESS Sector 01 2018             TASOC    1800    55525572      0.0\n  6 TESS Sector 02 2018         TESS-SPOC    1800    55525572      0.0\n  7 TESS Sector 02 2018               QLP    1800    55525572      0.0\n  8 TESS Sector 02 2018             TASOC    1800    55525572      0.0\n  9 TESS Sector 02 2018             TASOC    1800    55525572      0.0\n...            ...  ...               ...     ...         ...      ...\n 93 TESS Sector 38 2021               QLP     600    55525572      0.0\n 94 TESS Sector 39 2021              SPOC     120    55525572      0.0\n 95 TESS Sector 39 2021         TESS-SPOC     600    55525572      0.0\n 96 TESS Sector 39 2021               QLP     600    55525572      0.0\n 97 TESS Sector 61 2023              SPOC      20    55525572      0.0\n 98 TESS Sector 61 2023              SPOC     120    55525572      0.0\n 99 TESS Sector 62 2023              SPOC      20    55525572      0.0\n100 TESS Sector 62 2023              SPOC     120    55525572      0.0\n101 TESS Sector 63 2023              SPOC      20    55525572      0.0\n102 TESS Sector 63 2023              SPOC     120    55525572      0.0\nLength = 103 rows",
-            "text/html": "SearchResult containing 103 data products.\n\n<table id=\"table140469975736912\">\n<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n<tr><td>0</td><td>TESS Sector 01</td><td>2018</td><td><a href='https://archive.stsci.edu/hlsp/tess-spoc'>TESS-SPOC</a></td><td>1800</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>1</td><td>TESS Sector 01</td><td>2018</td><td><a href='https://archive.stsci.edu/hlsp/qlp'>QLP</a></td><td>1800</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>2</td><td>TESS Sector 01</td><td>2018</td><td>GSFC-ELEANOR-LITE</td><td>1800</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>3</td><td>TESS Sector 01</td><td>2018</td><td><a href='https://archive.stsci.edu/hlsp/tasoc'>TASOC</a></td><td>1800</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>4</td><td>TESS Sector 01</td><td>2018</td><td>TGLC</td><td>1800</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>5</td><td>TESS Sector 01</td><td>2018</td><td><a href='https://archive.stsci.edu/hlsp/tasoc'>TASOC</a></td><td>1800</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>6</td><td>TESS Sector 02</td><td>2018</td><td><a href='https://archive.stsci.edu/hlsp/tess-spoc'>TESS-SPOC</a></td><td>1800</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>7</td><td>TESS Sector 02</td><td>2018</td><td><a href='https://archive.stsci.edu/hlsp/qlp'>QLP</a></td><td>1800</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>8</td><td>TESS Sector 02</td><td>2018</td><td><a href='https://archive.stsci.edu/hlsp/tasoc'>TASOC</a></td><td>1800</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>9</td><td>TESS Sector 02</td><td>2018</td><td><a href='https://archive.stsci.edu/hlsp/tasoc'>TASOC</a></td><td>1800</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td></tr>\n<tr><td>93</td><td>TESS Sector 38</td><td>2021</td><td><a href='https://archive.stsci.edu/hlsp/qlp'>QLP</a></td><td>600</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>94</td><td>TESS Sector 39</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>95</td><td>TESS Sector 39</td><td>2021</td><td><a href='https://archive.stsci.edu/hlsp/tess-spoc'>TESS-SPOC</a></td><td>600</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>96</td><td>TESS Sector 39</td><td>2021</td><td><a href='https://archive.stsci.edu/hlsp/qlp'>QLP</a></td><td>600</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>97</td><td>TESS Sector 61</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>98</td><td>TESS Sector 61</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>99</td><td>TESS Sector 62</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>100</td><td>TESS Sector 62</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>101</td><td>TESS Sector 63</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>102</td><td>TESS Sector 63</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n</table>\nLength = 103 rows"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 2
-    },
-    {
-      "cell_type": "code",
-      "source": "lc = sector_data.download()\nlc.plot",
-      "metadata": {
-        "tags": [],
-        "source_hash": "31c6020c",
-        "execution_start": 1683683416893,
-        "execution_millis": 119,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "6ba4830da11d443098469ccf30a28441",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stderr",
-          "text": "/root/venv/lib/python3.7/site-packages/lightkurve/search.py:352: LightkurveWarning: Warning: 103 files available to download. Only the first file has been downloaded. Please use `download_all()` or specify additional criteria (e.g. quarter, campaign, or sector) to limit your search.\n  LightkurveWarning,\n",
-          "output_type": "stream"
-        },
-        {
-          "output_type": "execute_result",
-          "execution_count": 3,
-          "data": {
-            "text/plain": "<bound method LightCurve.plot of <TessLightCurve length=1184 LABEL=\"TIC 55525572\" SECTOR=1 AUTHOR=SPOC FLUX_ORIGIN=pdcsap_flux>\n       time             flux      ...   pos_corr1      pos_corr2   \n                    electron / s  ...      pix            pix      \n      object          float32     ...    float32        float32    \n------------------ -------------- ... -------------- --------------\n 1325.344410832442            nan ... -4.6069272e-02 -8.7908402e-02\n1325.3652445014002            nan ... -4.5820341e-02 -8.8205494e-02\n1325.3860781715148            nan ... -4.6398986e-02 -8.8216439e-02\n1325.4069118427358            nan ... -4.5985240e-02 -8.7512113e-02\n1325.4277455150193            nan ... -4.6764236e-02 -8.8827334e-02\n1325.4485791883365            nan ... -4.7242697e-02 -8.9031465e-02\n1325.4694128626431            nan ... -4.6172511e-02 -8.8696957e-02\n1325.4902465378946            nan ... -4.6892095e-02 -8.8885792e-02\n 1325.511080214056            nan ... -4.7264706e-02 -8.9295834e-02\n               ...            ... ...            ...            ...\n1352.9698212252272  1.8413842e+04 ... -4.5867737e-02  3.1861957e-02\n1352.9906547763596  1.8415203e+04 ... -4.5314983e-02  3.2954048e-02\n1353.0114883278413  1.8412926e+04 ... -4.7649063e-02  3.0529125e-02\n 1353.032321879614  1.8409219e+04 ... -4.6278905e-02  3.4344416e-02\n1353.0531554317351  1.8415561e+04 ... -4.7248747e-02  3.0718120e-02\n1353.0739889843226  1.8418137e+04 ... -4.7035951e-02  3.2893222e-02\n1353.0948225374348  1.8418711e+04 ... -4.7172233e-02  3.2667529e-02\n 1353.115656091011  1.8408289e+04 ... -4.8400879e-02  3.3412062e-02\n1353.1364896452278  1.8412682e+04 ... -4.6876866e-02  3.2839723e-02\n1353.1573232001444  1.8411135e+04 ... -4.8231889e-02  3.3609543e-02>"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 3
-    },
-    {
-      "cell_type": "code",
-      "source": "lc.plot(linewidth = 0, marker = '*', color = 'blue', alpha = 1)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "482f2c3d",
-        "execution_start": 1683683417030,
-        "execution_millis": 43,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "7c0559629efe46729733638c0a918723",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 4,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 848.5x400 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 769,
-              "height": 376
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 4
-    },
-    {
-      "cell_type": "code",
-      "source": "TIC = 'TIC 55525572'\navailable_data_all = lk.search_lightcurve(TIC, author = 'SPOC')\navailable_data_all",
-      "metadata": {
-        "tags": [],
-        "source_hash": "e96077c8",
-        "execution_start": 1683683417943,
-        "execution_millis": 1313,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "9f8d6fe7663e41ba8816fb320eff46b0",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 5,
-          "data": {
-            "text/plain": "SearchResult containing 30 data products.\n\n #     mission     year author exptime target_name distance\n                                  s                 arcsec \n--- -------------- ---- ------ ------- ----------- --------\n  0 TESS Sector 04 2018   SPOC     120    55525572      0.0\n  1 TESS Sector 05 2018   SPOC     120    55525572      0.0\n  2 TESS Sector 06 2018   SPOC     120    55525572      0.0\n  3 TESS Sector 08 2019   SPOC     120    55525572      0.0\n  4 TESS Sector 09 2019   SPOC     120    55525572      0.0\n  5 TESS Sector 10 2019   SPOC     120    55525572      0.0\n  6 TESS Sector 11 2019   SPOC     120    55525572      0.0\n  7 TESS Sector 12 2019   SPOC     120    55525572      0.0\n  8 TESS Sector 13 2019   SPOC     120    55525572      0.0\n  9 TESS Sector 27 2020   SPOC      20    55525572      0.0\n...            ...  ...    ...     ...         ...      ...\n 20 TESS Sector 36 2021   SPOC     120    55525572      0.0\n 21 TESS Sector 37 2021   SPOC     120    55525572      0.0\n 22 TESS Sector 38 2021   SPOC     120    55525572      0.0\n 23 TESS Sector 39 2021   SPOC     120    55525572      0.0\n 24 TESS Sector 61 2023   SPOC      20    55525572      0.0\n 25 TESS Sector 61 2023   SPOC     120    55525572      0.0\n 26 TESS Sector 62 2023   SPOC      20    55525572      0.0\n 27 TESS Sector 62 2023   SPOC     120    55525572      0.0\n 28 TESS Sector 63 2023   SPOC      20    55525572      0.0\n 29 TESS Sector 63 2023   SPOC     120    55525572      0.0\nLength = 30 rows",
-            "text/html": "SearchResult containing 30 data products.\n\n<table id=\"table140469939698640\">\n<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n<tr><td>0</td><td>TESS Sector 04</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>1</td><td>TESS Sector 05</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>2</td><td>TESS Sector 06</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>3</td><td>TESS Sector 08</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>4</td><td>TESS Sector 09</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>5</td><td>TESS Sector 10</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>6</td><td>TESS Sector 11</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>7</td><td>TESS Sector 12</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>8</td><td>TESS Sector 13</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>9</td><td>TESS Sector 27</td><td>2020</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td></tr>\n<tr><td>20</td><td>TESS Sector 36</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>21</td><td>TESS Sector 37</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>22</td><td>TESS Sector 38</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>23</td><td>TESS Sector 39</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>24</td><td>TESS Sector 61</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>25</td><td>TESS Sector 61</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>26</td><td>TESS Sector 62</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>27</td><td>TESS Sector 62</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>28</td><td>TESS Sector 63</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>29</td><td>TESS Sector 63</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n</table>\nLength = 30 rows"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 5
-    },
-    {
-      "cell_type": "code",
-      "source": "select_sector = available_data_all[0:4]\nselect_sector",
-      "metadata": {
-        "tags": [],
-        "source_hash": "97f1ab2a",
-        "execution_start": 1683683419305,
-        "execution_millis": 1,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "96f5189a2c7845bcbaff6ac87a717d08",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 6,
-          "data": {
-            "text/plain": "SearchResult containing 4 data products.\n\n #     mission     year author exptime target_name distance\n                                  s                 arcsec \n--- -------------- ---- ------ ------- ----------- --------\n  0 TESS Sector 04 2018   SPOC     120    55525572      0.0\n  1 TESS Sector 05 2018   SPOC     120    55525572      0.0\n  2 TESS Sector 06 2018   SPOC     120    55525572      0.0\n  3 TESS Sector 08 2019   SPOC     120    55525572      0.0",
-            "text/html": "SearchResult containing 4 data products.\n\n<table id=\"table140469973893520\">\n<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n<tr><td>0</td><td>TESS Sector 04</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>1</td><td>TESS Sector 05</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>2</td><td>TESS Sector 06</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>3</td><td>TESS Sector 08</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n</table>"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 6
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_collection = select_sector.download_all()\nlc_collection",
-      "metadata": {
-        "tags": [],
-        "source_hash": "362d2d64",
-        "execution_start": 1683683419347,
-        "execution_millis": 1247,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "e80ad2307e5d4cfdac3ee4e080b363de",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 7,
-          "data": {
-            "text/plain": "LightCurveCollection of 4 objects:\n    0: <TessLightCurve LABEL=\"TIC 55525572\" SECTOR=4 AUTHOR=SPOC FLUX_ORIGIN=pdcsap_flux>\n    1: <TessLightCurve LABEL=\"TIC 55525572\" SECTOR=5 AUTHOR=SPOC FLUX_ORIGIN=pdcsap_flux>\n    2: <TessLightCurve LABEL=\"TIC 55525572\" SECTOR=6 AUTHOR=SPOC FLUX_ORIGIN=pdcsap_flux>\n    3: <TessLightCurve LABEL=\"TIC 55525572\" SECTOR=8 AUTHOR=SPOC FLUX_ORIGIN=pdcsap_flux>"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 7
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_collection.plot(linewidth = 0, marker = '.')",
-      "metadata": {
-        "tags": [],
-        "source_hash": "f992f1d3",
-        "execution_start": 1683683420601,
-        "execution_millis": 42,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "5083f62d5f12412885e5f75e51193ad0",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 8,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 848.5x400 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 769,
-              "height": 376
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 8
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Normalise Graph Points",
-      "metadata": {
-        "tags": [],
-        "cell_id": "6450e6a9b74843d385d88407b4ca88a4",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_collection_stitched = lc_collection.stitch()\nlc_collection_stitched.plot(linewidth = 0, marker = '.', color = 'red')",
-      "metadata": {
-        "tags": [],
-        "source_hash": "17c6861",
-        "execution_start": 1683683421485,
-        "execution_millis": 112,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "8a005fc379e043529233e8ebacdec093",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 9,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 848.5x400 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 756,
-              "height": 376
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 9
-    },
-    {
-      "cell_type": "code",
-      "source": "lc.normalize().plot()",
-      "metadata": {
-        "tags": [],
-        "source_hash": "51cf4a81",
-        "execution_start": 1683683422264,
-        "execution_millis": 32,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "eef3bcebef1f42049e9b60923fe420d5",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 10,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 848.5x400 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 767,
-              "height": 376
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 10
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Binning Data",
-      "metadata": {
-        "tags": [],
-        "cell_id": "be4918f94c46442788702791fe9e1175",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "bin_time = 15/24/60\n\n#lc_collection_binned = lc_collection.bin(bin_time)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "76638ec6",
-        "execution_start": 1683683422870,
-        "execution_millis": 15,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "7f36026590734539bf01b35050fb0fd8",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 11
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Plotting region",
-      "metadata": {
-        "tags": [],
-        "cell_id": "90c930e88cde41ee90d4ed6a4a2d6e60",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "fig, ax = plt.subplots(figsize = (10, 5))\nlc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'gold', markersize = 1)\n#lc_collection_binned.plot(ax = ax, linewidth = 0, marker = 'o', color = 'black', markerSize = 1)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "8e90b5ba",
-        "execution_start": 1683683422885,
-        "execution_millis": 45,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "cf384f7a039b4bfdae9e9b81e407cc87",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 12,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 1000x500 with 1 Axes>",
-            "image/png": "iVBORw0KGgoAAAANSUhEUgAAA2oAAAHACAYAAADTM5uqAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/NK7nSAAAACXBIWXMAAA9hAAAPYQGoP6dpAAC7jklEQVR4nOzdeXwU9f0/8NfsbpLdBDaHnOEIECQl4TAgAoqIYLnypdqKFIWqLZHKF34IKHLIKVIvENGiVLFFS1u+EQVRbqGBciMmEgJC0YBICEEDWXJvduf3x2QmO3tld7PJbpLXsw8K2Z2d+czEh+bF+/N5fwRRFEUQERERERFR0NAEegBERERERESkxqBGREREREQUZBjUiIiIiIiIggyDGhERERERUZBhUCMiIiIiIgoyDGpERERERERBhkGNiIiIiIgoyDCoERERERERBRldoAfQ2FmtVuTm5qJ58+YQBCHQwyEiIiIiogARRRG3bt1CbGwsNBr3NTMGtTqWm5uLDh06BHoYREREREQUJC5fvoz27du7PYZBrY41b94cgPTNMBqNAR4NEREREREFislkQocOHZSM4A6DWh2TpzsajUYGNSIiIiIi8mhJFJuJEBERERERBRkGNSIiIiIioiDDoEZERERERBRkgjKoHThwAGPGjEFsbCwEQcCWLVtU7xcVFWHatGlo3749DAYDEhMTsXbtWuX9ixcvQhAEp78+/vhj5bgffvgBKSkpCA8PR6tWrTB79mxUVlaqrpWeno4+ffogLCwMXbt2xfr16+vy1omIiIiIiIIzqBUXF6N3795Ys2aN0/dnzZqFnTt3YsOGDTh79ixmzJiBadOmYevWrQCADh064OrVq6pfS5cuRbNmzTBq1CgAgMViQUpKCioqKnD48GF8+OGHWL9+PRYtWqRcJycnBykpKbj//vuRmZmJGTNmIDU1Fbt27ar7h0BERERERE2WIIqiGOhBuCMIAjZv3oyHHnpIea1Hjx747W9/i4ULFyqv9e3bF6NGjcJLL73k9DzJycno06cPPvjgAwDAjh078D//8z/Izc1F69atAQBr167FnDlzcP36dYSGhmLOnDnYtm0bTp8+rZxn/PjxuHnzJnbu3OnR+E0mEyIjI1FYWMiuj0RERERETZg32SAoK2o1ufvuu7F161ZcuXIFoiji3//+N86fP4/hw4c7Pf7kyZPIzMzEpEmTlNeOHDmCnj17KiENAEaMGAGTyYTs7GzlmAceeEB1rhEjRuDIkSMux1ZeXg6TyaT6RURERERE5I0GGdTefvttJCYmon379ggNDcXIkSOxZs0aDB482OnxH3zwAbp37467775beS0vL08V0gAoX+fl5bk9xmQyobS01Om1Xn75ZURGRiq/OnTo4PN9EhERERFR09Rgg9rRo0exdetWnDx5EitXrsTUqVPx5ZdfOhxbWlqKf/7zn6pqWl2aN28eCgsLlV+XL1+ul+sSEREREVHjoQv0ALxVWlqK+fPnY/PmzUhJSQEA9OrVC5mZmVixYoXDVMVNmzahpKQEjz/+uOr1Nm3a4Pjx46rXrl27prwn/y6/ZnuM0WiEwWBwOr6wsDCEhYX5foNERERERNTkNbiKmtlshtlshkajHrpWq4XVanU4/oMPPsCvfvUrtGzZUvX6wIEDkZWVhfz8fOW1PXv2wGg0IjExUTlm7969qs/t2bMHAwcO9NftEBEREREROQjKilpRUREuXLigfJ2Tk4PMzEzExMSgY8eOuO+++zB79mwYDAbExcVh//79+Oijj/DGG2+oznPhwgUcOHAA27dvd7jG8OHDkZiYiN/97nd47bXXkJeXhwULFmDq1KlKRezpp5/Gn//8Zzz//PP4wx/+gH379iEtLQ3btm2r2wdARERERERNWlC2509PT8f999/v8PoTTzyB9evXIy8vD/PmzcPu3btRUFCAuLg4TJ48GTNnzoQgCMrx8+fPx4YNG3Dx4kWHChwAXLp0CVOmTEF6ejoiIiLwxBNP4JVXXoFOV51f09PTMXPmTJw5cwbt27fHwoUL8eSTT3p8L2zPT0REREREgHfZICiDWmPCoEZERERETdWNjRvx03vvo8XkpxA9fnyghxNwjX4fNSIiIiIiCn4/vfc+KnNz8dN77wd6KA0OgxoREREREdWJFpOfgi42Fi0mPxXooTQ4nPpYxzj1kYiIiIiIAE59JCIiIiIiatAY1IiIiIiIiIIMgxoREREREVGQYVAjIiIiIiIKMgxqREREREREQYZBjYiIiIiIKMgwqBEREREREQUZBjUiIiIiIqIgw6BGRERERE3KjY0b8d+hw3Bj48ZAD4XIJQY1IiIiImpSfnrvfVTm5uKn994P9FCIXGJQIyIiIqImpcXkp6CLjUWLyU8FeihELgmiKIqBHkRjZjKZEBkZicLCQhiNxkAPh4iIiIiIAsSbbMCKGhERERERUZBhUCMiIiKiJoONRKihYFAjIiIioiajNo1EGPKoPjGoEREREVGT4W0jEdtwxm6RVJ8Y1IiIiIioyYgePx6379uL6PHjPTreNpzZhzxW2OpHU33ODGpERERERC7YhjP7kMcKm3v+ClhN9TkzqBERERERVbEPF7bhzP497sfmnr8CVlN9ztxHrY5xHzUiIiKihuO/Q4ehMjcXuthY3L5vr8fvBYK8bk6u9gWbYB9fIHAfNSIiIiIiH8jVm/DkZIdpe3VV2fF1imCwTwm0nypa26mQTW2tGitqdYwVNSIiIqLg4kmlpz6rZ75eq6FVrGr7TOXPQ6tFm4ULGsQ922NFjYiIiIjIBU8qUS0mPwVNZCSsxcU+VXCcVX9cVYR8qdQ1tJAG+F6RlJ9beHIyoNUCFovD9+7Gxo04138AzvUf0Ggqbqyo1TFW1IiIiIiCy5Vnn4Np504YR45Eu5UrXB53rv8AWAsLoYmMRMKxo15dw1n1yJ9VumBbL1eXbL8PrWbOcBpQ5WMABPUzYUWNiIiIiMiFkowMwGKRfq8jzqpH/lzjFuydEOUq2JVnn/NrpavGffAEIWifibcY1IiIiIioSXEWcpxNS2w1cwY0kZHK+95wFii83Wzbm/NfefY5nE3qgSvPPlfrc/uDPL3UtG0brIWFsBYWqqYr2ga5mhqEePJ9aDZoEKDVwjh6dIOZCloTBjUiIiIiajJcre1ytm4tevx4aCIiHEJGXY7N166Gpp07AYtF+j0ItJj8lLSeTGZX6VKC3M6dNa4X9OT7UB9V0vrGoEZERERETYazQHZj40ZYi4uhiYx0mDZXn1MMa9NuX9+9u+r3QIsePx7GkSMBQYBgMKDN4kWqYCw/V+PIkR4935q+D8E+FdQXbCZSx9hMhIiIiCh4OKuouWrMYX+s/HV4cjJKMjL83nHxxsaNyF/1JgBpup8n55Y/YzWZAFEMqkYaddnwpCF2vQS8ywYManWMQY2IiIgouLgKYHI1Rv6zXOHSREZKU++Ki6XOglUt4uX9vGw/4yw01BTAbN8HAGthYY3hRh6zMqYqgsGA1nOeD4rw4uq5Ort/T0OX3LETGg1gNisdOes6RPsLg1oQYVAjIiIiCi72lR7boGAbzmRieTnEsjJApwNEEfru3VF29ixgsUAXGwsALs8XPX589UbNgNNwJ18TACAI0BiNNVbUlHMKAmD347wv2wnUFflZWAoKIJaVOR2bN5W3s90THe63zZLF1c+wKkS7+l4EGtvzExERERG5YLue6cbGjchb9pKyNkx+D4BSqRLLy6UPWiyAxYKKy5chhIQAgoDw5GSH9VH5q95EZW6uUiWTN8+GICibNcvBIm/ZSwhPTq5+XxShiYioMVS0mPyUcryg10PQ65X3rMXFfn5ivrF9tsozRPXm1N/ekYxv70iGpaDA6fpA2+P/O3QYcsY+4hDSAODaK6/CWlwsPYeQEOVc9t/bhoZBjYiIiIiaFNvW9j+9974yjdE2KDQbNAiCXi+FtapwoGvbFtBqIVZUSBU2UcStvXuRt+wl6GJi8NN77zvt2Bg9fjwSjh1Fm8WLlECndEWs6tTYbNAgaIxG6ZrFxZ7tP1Y1LrGyUhWEYLH472HVgvJsAeiTkqCLjUWzQYOQt+wlWAsLIZaVKb8AKOHUvvulHGrLTp92eh2xrEw6n9ksVe0iIgAAeUtflK7fQPdWY1AjIiIioiZFruic6z8A4cnJSvfB/FVvIm/JUlTm5qLo4EGIZrPqc5XXrgEWC4TQUKmCJQhSyLBYUHb6tFK5aTVzhhJKXLXbjx4/XpoCWVVlk/cbk0OHaedOp/uPyePPW/aSzcAqVZUmISzMvw/MS3LQ0sXEKK+VnT2LFpOfUtro27MWFyvPyr77pW2V0yVBUFXT8le9qTwTISwsKKY9eotBjYiIiIialJ/ee18JQXLjCdP27aqmHNbCQilEAdW/iyI0kZFoNXMGtDExyrRDW+HJyUrFriQjQ5reuGQpcsY+grylLypTIuVA4jJUVYUZwWBQpvHJQSZ/1ZvK+7Zr6WRyhSpQ5KmfqgqYxSJ1p6yaoqg8U1llpRLOwpOTAa1W+h1AyYmvqtfwOSF/D+Rqmn0oE8vLfdqbLtDYTKSOsZkIERERUXCx7bLYbNAgmLZvd7r2ySVBgK5tW1RevQpBr0fzoUOrz1HVcMQ4ciTC+92JvCVLHT+u10MbE6M0LbENiPbkphi2DTdsOz0Ker1DMAt0i/5v70j2KSwKej3EykqpQojq+3DWQET1OYMBYmkpAChBGpACo/ycgqXBCpuJEBERERG5IK8ZazVzhtTq3du6hShKFR5RhFhailt7bUJRZaWy7ix6/HgYU1Icqke268nk9VS2lMYiISGwFBTgXP8B0jTCqiqTHEQAx+qZMSUl4PuoeTX1UqdT/iiWlSkhDZCqk1eefa7G74/yDARBmSoaPX689Jyqnr3VZGpwVTVW1OoYK2pEREREwUOupikt9/3BtkV+1Z/1PXqg86aPAUDdnt/TU+r1UqBz8qO62yqcIMA4ejTarVzh1fX8yXZPM9O2bY4HyPvQ2f/Zji42VlkX6I5cVdRERsJaVATjyJFot3KFw3MPdKURYEWNiIiIiMjBjY0bkbf0RaVph9/odKp1bABQWVCgXNNS9WdAClm62Fhpw2Y35K6SzribKglRlKZhBjOb4CWEhKjfq6qwyWvzjCNHOq5nsyN/L62FhUpjlnP9BzgcJ695ayh0NR9CRERERNTw/fTe+95Pc/SEXXdIuR28HAyVa2q1CO3QQdosW6sFrNaazy1X6zQa6fiQEGjCw92HtQCTuzaaPKgiimVl1feo0ylTH0WzGdHjxyN6/HiXa/3ckZvF2CrJyPDqHIHGihoRERERNQn1speWIEAIC8O1V15VhzQAxpEjUZadLVWU7MOdK/Ln5VBX9Tln3R4dPhMg3lauNPIUQJv1afKflbAbgHEFGoMaERERETUdOg8mlNlPx/OGKFZv4mwXmIoOHvRLiLIWFsJqMtX6PHWl6OBBr453VR288uxzfq2Cmnbs8Mt56guDGhERERE1CT+99766auOKp9UuL4kVFT59Tt+jh5OTuQkvNax/qyvyXm/WW7f8cj7Tzp3+rYJ5MtU0iDCoEREREVGTEOipb0JoqE+fK8vO9u4DAQok8to01fVrGRpv7dtXy1FVcztdNAgxqBERERFRk+DQTKKGboL+5nMDkAaym1aLyU+pp5ZqND6HUwCAxaJsZO0P1uJiv52rPjCoEREREVGT4FBRayABqKGIHj9ePbXUavXvNgi15cm01yDCoEZERERETUJDa8/eEDW06YXBjEGNiIiIiJqEyvz8QA+h0Qvm/d0aGgY1IiIiImr0rjz7XIOb+lYbV559LtBDCD4B6obpq6Ac7YEDBzBmzBjExsZCEARs2bJF9X5RURGmTZuG9u3bw2AwIDExEWvXrnU4z5EjRzB06FBERETAaDRi8ODBKLVZkFhQUIAJEybAaDQiKioKkyZNQlFRkeocp06dwr333gu9Xo8OHTrgtddeq5N7JiIiIqK6Y9q+PdBDqFemnTsDc+FgDkNsz197xcXF6N27N9asWeP0/VmzZmHnzp3YsGEDzp49ixkzZmDatGnYunWrcsyRI0cwcuRIDB8+HMePH8eJEycwbdo0aGz+4ZkwYQKys7OxZ88efPHFFzhw4AAmT56svG8ymTB8+HDExcXh5MmTeP3117FkyRK89957dXfzREREROR3gl4f6CHUK+PIkYG5cAMLQ8HMg63Z69+oUaMwatQol+8fPnwYTzzxBIYMGQIAmDx5Mv7yl7/g+PHj+NWvfgUAmDlzJqZPn465c+cqn0tISFD+fPbsWezcuRMnTpzAnXfeCQB4++23MXr0aKxYsQKxsbH4xz/+gYqKCvz1r39FaGgokpKSkJmZiTfeeEMV6IiIiIgouDUfOhSmbdsCPYx6E97vzsBcWBCCtptmQwvrQVlRq8ndd9+NrVu34sqVKxBFEf/+979x/vx5DB8+HACQn5+PY8eOoVWrVrj77rvRunVr3HfffTh48KByjiNHjiAqKkoJaQDwwAMPQKPR4NixY8oxgwcPRqjN/g8jRozAuXPncOPGjXq6WyIiIiKqrabW8fGn996v92ve2LgxaEMagODaKsADDTKovf3220hMTET79u0RGhqKkSNHYs2aNRg8eDAA4PvvvwcALFmyBE899RR27tyJPn36YNiwYfjvf/8LAMjLy0OrVq1U59XpdIiJiUFeXp5yTOvWrVXHyF/Lx9grLy+HyWRS/SIiIiKiwHLYQ62RazH5qXq/Zv6qN+v9mo1Zgw1qR48exdatW3Hy5EmsXLkSU6dOxZdffgkAsFbNjf3jH/+I3//+90hOTsaqVauQkJCAv/71r3U6tpdffhmRkZHKrw4dOtTp9YiIiIioZk2tohY9fny9X1MsL6/3a3pFEAI9Aq80uKBWWlqK+fPn44033sCYMWPQq1cvTJs2Db/97W+xYsUKAEDbtm0BAImJiarPdu/eHT/88AMAoE2bNsi320ujsrISBQUFaNOmjXLMtWvXVMfIX8vH2Js3bx4KCwuVX5cvX67lHRMRERFRbQWiwtTUCGFhgR5Co9LggprZbIbZbFZ1bwQArVarVNI6deqE2NhYnDt3TnXM+fPnERcXBwAYOHAgbt68iZMnTyrv79u3D1arFf3791eOOXDgAMxms3LMnj17kJCQgOjoaKfjCwsLg9FoVP0iIiIiosAKRIWpqWk1c0agh+BeEK+fcyYouz4WFRXhwoULytc5OTnIzMxETEwMOnbsiPvuuw+zZ8+GwWBAXFwc9u/fj48++ghvvPEGAEAQBMyePRuLFy9G7969cccdd+DDDz/Et99+i02bNgGQqmsjR47EU089hbVr18JsNmPatGkYP348YmNjAQCPPfYYli5dikmTJmHOnDk4ffo0Vq9ejVWrVtX/QyEiIiIioiYjKIPaV199hfvvv1/5etasWQCAJ554AuvXr8fGjRsxb948TJgwAQUFBYiLi8Py5cvx9NNPK5+ZMWMGysrKMHPmTBQUFKB3797Ys2cP4uPjlWP+8Y9/YNq0aRg2bBg0Gg0efvhhvPXWW8r7kZGR2L17N6ZOnYq+ffuiRYsWWLRoEVvzExEREVFQu7FxY71XEQPRabIxE0SxgdUAGxiTyYTIyEgUFhZyGiQRERFRAJ39RfdAD6He6GJjcfu+vfV6zSvPPhf0e9V1//ZsQK/vTTZocGvUiIiIiIjIvUA0T2lqnTXrGoNaE7Th6CXc88o+bDh6KdBDISIiIqoXV559LtBDaPTYWdO/GNSaoHfTv8OVm6V4N/27QA+FiIiIqF4E+5Q8fwvEejF21vQvBrUmaMqQeLSLMmDKkPiaDyYiIiKiBofVrYYvKLs+Ut2aOCAOEwfEBXoYRERERPUnJASw2Ru3sWN1q+FjRY2IiIiIiBq/kJBAj8ArDGpERERE1Pg1oWpaQwsk9aayMtAj8AqDGhERERFRI3Nj48ZADyH4NLDtoxnUiIiIiIgaE7M5IF0fGQ79i0GNiBTcY4+IiBotXdPqoReIro/5q96s92s2ZgxqRKTgHntERESNgE7Hro/OaLWBHoFXGNSISME99oiIqNFqYI0kfCHo9dDFxqLNghcCcv1WM2cE5Loes1oDPQKvNK0aMBG5xT32iIiIGi4hLAwtJj/FapoL+qSkQA/BK6yoERERERE1AtbCwoCuEwtEAxNvVFy+HOgheIVBjYhU2FCEiIgaJU3T+LHXWliIK88+F5BrB6KBiTest24FegheaRr/xBKRx9hQhIiIGiNdmzaBHkK9Me3cGZDrBv2Uywa2Ro1BjYhU2FCEiIgao8rcXO8+IAjuvw5ixpEjAz0E8gM2EyEiFTYUISIiAiCKMKak4NbevRDLy6FPSkLZt982iO6R4f3uDPQQ6pcgAKJY42HGlJR6GIz/sKJGREREROSEadcuiGYzIIooO306uEOazYbeQdXUw5+VSEGAJjLS8XUPQhoEAe1WrvDfWOoBgxoREZELaefSMHzTcKSdSwv0UIgoECorAYsl+DdKFgRoIiKkP2u1wdXUwzZEhYSoAqUvrIWFvn2wltcNBAY1IiIiF9ZlrcPV4qtYl7Uu0EMhotryImwJer3qc20WLpBChrcEoV6m28n7g2kiI9Fm4YKANfW4sXGj+wPk4OsrOfRpNN5X6oK5GuoCgxoREZELqT1T0TaiLVJ7pgZ6KERUW64CgpMAJpaVoc2SxdDFxirBp80L86GJjISg10tBrqagIAjQJyWhJCNDCmt12IykLDsb1sJCaCIiAtp5scYpl6Lo2TRFV+Sw7eGaNFvG0aN9v26AMKgRERG5MC5hHHaP3Y1xCeMCPRQi8jf5h36zuTp82ey1VnLiK9y+by9KTnyFs0k9UHLiK2giIiCWlUE0m2EcPVpaL+VsSp0gQNe2LSouX0Zlbq7ULt/TYKHVej9NT6eDLjY24FMea7x+bcOq1QrBYIBx5EjoYmNhTElRfne6dq2KvkcPlGRk1FzxCzKCKNYm1lJNTCYTIiMjUVhYCKPRGOjhEBERETVJZ3/R3eV78g/5qvVPWi26Z5/G2aQeUjVOEKAxGmE1mQBRhC42Frfv24sbGzcib8lS9QlDQgCzGZrISGgiIqCLiZGakdgQ9HqIZWXq1wwGNB86FKbt272qGGkiI5Fw7KjHx9cld89Z6aJpd98KTyplVd8Xe/8dOqzGLRiC4Tl5kw1YUSOXNhy9hHte2YcNRy8FeihEREREdcZaWFgd0nQ6QKuFceRI3Ni4EUJICCAIEPR6WAsLIYSFAVotdDExONd/APKWvuh4QrMZEAQ0GzQILSY/hbKzZwGo177ZhxVNZCSE0NDqkKbVQt+jR41jFwwGtJo5w+d79zfV+j7lRamSdmvvXun5uSKK0vN3VXkTBAihobjy7HP479BhqgpZi8lPNai97jzBoEYqtuHs3fTvcOVmKd5N/67Or0VERERUn5wGCgDGESPQPfs02q1cgZ/eex9iWRl0bdui9ZznoYmMhFheDlgsKDt7Vgp3oqgEORVRRNHBg1K1rWp9nNOQYtNyXjlfVVAsy852Pd6qqZva6OiArkuz13ruHNVaPvnPACCWl9fctbGyErq2bR1f12iga9sWYmkpTDt3ojI3V7UmLnr8eGhcVKjkKZLBFGg9waBGKrbhbMqQeLSLMmDKkPg6vxYRERFRfVIqWnZVmJKMDOXPLSY/BV1sLMKTk6tDgU2QkkOIxmisDmFVoU3Q66VpkjZazZyhWlOliYxEm8WLkHDsKFrNnFH92sIF0jhspgFqY2KkpiRVlTZNs2bQREYGfF2aM/JWAfIzbj3neem+R49WNwSxVbUuTzAYEJ6c7HBOITQUloICaf1f69aAVutwXKuZMxzOa0xJQbuVK3D7vr1BFWg9waDWBNlWsuyrWrbhbOKAOByaOxQTB8TVyTjqOggCtavaNYSKX0MYIxERUVCrCkOayEiHhhzR48dLDUUyMpT1T3InyHYrVyDh2FFoY2KUKpEuNhZtFi/CLzIzpOBmv4cYpPBXkpGBVjNnIOHYUSU8RI8fj4RjR5XXWkx+qjoIVgWyditXoHv2aVQWFCjX/Om994OqSUb+qjdRmZvrdB1aeL870WbhAuhiY1XVL01kJHStWgEAxIoKFB086PBZsaxMOqcoovLaNcBiURqEyNMgo8ePd+juaBu8Gxo2E6ljwdhM5J5X9uHKzVK0izIAAK7cLIVWAJY+2KPOQlmg2N7roblD6+2zNZGnlsqB2JfP9o2LxrZTubCIqJMxEhERNSaqJhc2TSvkhh8tJj/lsuJy5dnnYNq5E8aRI9Fu5QoA0p5hP733PsKTk1GSkaEEPPk107Zt0od1OulaVRtna5o1g7WwUGlGYu/Gxo3IX/UmAKlCFD1+vPKaWF4OISwMzQYNQklGBqzFxW7PFQhne/SU9izTaKBr0wYtJj+Fn957H5W5uapxOrsn086dgMXitNGKQhBgHD1aeea2524x+SnkLXtJ1fxFfobBgs1EyC3bStaUIfHQCoBFRKOcglibqt2UIfGIMoSgoLgcdyzd7deqlbfTPp2tHZRDmgCguLzSo/GxAkdERFS1VqxqipwmIqLGaXElGRkOFRy5clSSkaF8Xg4Npp07qz9ssVTv4Vb1u23lzrYiBEhBT25uIlfL8pa9BGthIcSyMlgLC5VrylMpg2r6o7yxtNWqhDJrcbHDNM3o8ePRbNAg1T3J1TbRbs87eUqoPFXUdiqjPD1VDm1yINYnJcFaVISSE1/V2637GytqdSwYK2r2vK3uTP9XBradykVSbCR+Lq7w6HMbjl7Cil3nAADPjUhoMJU7uaoG+Ldq5e0zt63uTRkSr1TUTl66geLyStwsNbsdn3w9T44lIiJqjOzbxntSSZPJ1TPbCo6zz9tW2YoOHpQajwCqKpj99eS28nLYsK0ytZo5Q7meQhDQZvGioKoS2fr2jmSIZWUQ9Hr8IjNDdX/2VT9l6wMAbZYsVu7pbPdEhzb93b89W+O1bZ+/UtGs2tPOk+9zfWBFjbwir0UD4FG1Ra7knLpS6FAVclWxeTf9O9wsNeNmqblBVe7kqlqUIQRThsT7rSLl7Jm7O7dcGewbF60EvLceTcahuUPx3IiEGquGchUOQJ2vCyQiIgpGStfEqs2hW82c4XGDCXmtmm0Fx9nn5eNs16+JZWXQRESoqkC2VTT7ipC1sBDamBiHtWpy23rj6NFBEThcaT13DnSxsWg9dw4AqO7PnnHkSKkxS0qK6p7s15l5sk0BoF5TqBBFhw6RDQWDWhMjh4Hp/8pwCAXyD/OLPzvtNogkxUotZNtF6R1+6Lef0rfh6CXcsXQ3CorLYQjRKIGnoZg4IA6Zi4cjc/FwTBwQ5/dOlbbnc3duOdidvHTD4RhPgrYc9AZ3a+mXcRMRETU0coBos+CFWnUAtA1tgOPURVuuQopcJfvpvfeVMCZXgpw1NNFEREhTCkVRCSHurhtIts/HthLp7HnLzVHkdX+2r8tbFgBAaJzj7CNPnrtyDq02uKaHeohBrYmxXd9k/wO/p+vVfi6uqPqT4NAV0n5NmFxJKzVbERMRhudGJODd9O9UYSJY1005G5e7NW++3Ift+frGRUMrAH3jol2Op7i80mXYXbHrHK7cLMXCLY5B2z7oLf7stNOwTkRE1FjZhiNnfA0+7s5rH+pk9gFOPoftejfbcVmLi1XdHz25n2BQmzGKFRXKn1Vr/jw4txx+AamSqmnWzOvrBwMGtSZGDgYpvWKdBo7m+uppftP/lYHOc7eh+8KdHocV25b+crCwraQ5qxrVxX5qtQ1/G45ewuLPTuPKzVKs2HUOdyzdjTuW7gYAh3AqX0sOSt7ch+3zOnnpBiwicPLSDafHyqH3VpnZ7TlFOAZteYxyGLSIcBrWiYiIGit5nZdqvZcNX0OFbejyNOzZBzh30wOdTYes6TPBwtMxOntuQmio6s/2z7Smc8vPTTSblcYsDQ2DWhMzcUAcpgyJx8lLNxwaWchBICJMh4kD4rDtVC5EAKVmC1bsOqcEH0/3V5PPFxMRpkwddBby6mI/tdqGv3fTv4NFBLRVeybK6+vkhijT/5WB+HnbMP1fGar1X1GGEI87MNqa/q8M5N4shSFEqzwH22sANVc8B3drCQFQncP2fq7cLMWB89fRXB8CQ4gGoTr1VNRgrWwSERH5hbwRsv1Gy1V8DRW2ocuTsOcslLiqvAGQNnV2srmzu88EC0/HaPvc5OcT2qEDoNVCMBgglpY6PNOazi1/P40jRwZ9oHWFQa2Jsa0U2f+wb9uw4o6lu6Gp+heZIUTaQd5+7VlNP9Q7C2DOQp4c4OynRNZG37hoCAAKiit8Oqc89qUP9sBzIxJg/690uaHKtlO5SpVKXv9lG+g8JYfiikqL8mxsrwFIz2npgz1chtqTl25ABBATEepQ8ZMrm3LgLDNbUWq2qqpzdVHZJCIiChbyBssaF532fAkV9jwJe95W7my3Bmis7BuqVObmoiw7W+oIKYo+BS3bxi7BHmhdYVBrYuRKEeC4Fsp2HdPNUjPMVhECgBdSuiudBeUQt2BL9bRAwHlwc1d5s59W6e+QcOD8dVU10BcFxeVYsOU0Fn12GiKAEI0U1zYcvYSUXrHQCkBKr1hlyuKB89dRWOp+WqIt28YuoToNBEiNWuTnaHsN+VhAPfXS9rnbBm3b78WKXeeUdYIyfYjGoTpXF5VNIiKiYCHvOdZq5oxancddGPMk7Hk7ZbEhTHGsLWddNYWwMADS1gYNNWjVFvdRq2PBto/ahqOXsHCLFDwAwBCiQZhOi+dGJACQfqgvr7SofqiPMoQAAMorLSgzW2H7D4wAYNlDPZSgZb8/l6v9wuLnbVMCozwGQKpKOZuW6a3uC3ei1GxRjdHT89k/I3tRhhBkLh6uOt52jzKtACx9sObr2e7RJhMgrTETAEQaQpQ95+5Yuhs3S82IqnpNfqbOnrvtsZmLhytfy0I0AnRaAZUWEWariBCNgIgwnd+ePRERUTByt58XBZcbGzcq+8kBUPaUawxhjfuokcdKzVZlbzPbDo22U/3k6XKlNiHNEKJRQoUcGmwrbncs3a2qlNl2GZQrSLKyqjHcLDVjx+mrqkqdLzYcvYQyc/WO9s6aa7izYtc5lyENkJ6HfeVwypB4lFdaIECqgHkSdKYMiXeYUina/H6z1Izl285iw9FLqkqd7TPtGxftsgpWWDXO50YkwBBS/bwrrSJKzVaYrdLVzFYRN0vNSnMR2/WIREREjUVNzUSCUbC24K9rto1AxLKyBtsMpLYY1JqYd9O/U8KARoCqI+OUIfHKD/Qu1tkqnzu7bBSWPVS9Xkqe5njg/HXVxta2DTDkILDtVC5KzVZEGULQLsqAMb1jlXObLbUr8Mpr8GzPohXgl+l88tRHAA57zb2b/p0SZO27NrpazzdxQBwiq6qVMo3dcy8zW1Tfs8HdWqqe6YHz1x3G+dyIBGgFdUCNiQhT1hrqq77ntuENgNJcBADXqhEREQUBZ002mkJos20EIuj1gCA4NFNpChjUmhjbwGIVoUx7nDggDhMHxCEmIkx5zxWrKE2vW7HrnBLS5DBSXilNmRSqrjVxQJyy1iopNlK1NYDcfOOuzjHo1U69ibY8FdNbtmvwAChrvLxpVPLciAQlyMi/ogwhGNWzrRJuLCKUKmH3hTtw5WYpQjSC0z3O5AqYs0rV4G4tlc6SgONzF23+HwC2fpOLtBOXlW0UAClULdhyGr96+6Cyjk1+5n3jopVtA8orpSpjTEQoIsJ0eCElES9VhW1DiEaprkaEad3u50ZERNQg6XTq3xsAZ002mkJlybYRiDYmRrXRd1PCoNbE3Sw1Y9Fnp9Fp7jbc/sJ2j344D9EKStVs+bYzAKrDSFhVVca2UiQ328jOLcSUIfF469Fkpfp25WYplm87g+zcQgBAvqkcV26WIu3EZZ/uR642yXzZL2zigDhEhOlQaraiotKKMJ0WN0vNOHD+Oioqq9fuyeeW1/NZRVFZu2YbyORpoQCUKYsbjl7ChqOXlM6OsnZReodK15WbZaqvT10pVPZTk8Ou/Lp8/gPnrysVN3l9mhwCr9wsczK9tPqhXblZ5rJaR0RE1FC1WfACdLGxaLPghUAPxWPOmmw05qYizjTV+waAhvNXCuQXzsKK/AO82SLi5KUbytozewKAnu0ikXWlUHmtrCqk9I2LRl5hKTrGhCPrSiFEAMu3nVGakwBSsFm+7awyDvl128Yl8rqpUzbX8MbEAXE4nlOArd9Uzz+X90PztEK04eglFBSXK5+Vg478uwBApxFgtorQCAI0grTuK6VXrHJvcjCU16oVl1eqnsPCLaehD9HCfqZnvqkcVhf9faIMOtwsrVTd154zefhV71hsO5WLpNhIZOcWwiJCudZNN10ob5aasWDLaeXrkKp7IiIiaoyix49v0M0oGvr4fdVU7xtgRa3JcbdWS9p3rNzl+yKkAKXq+igAneduw47TV2ER1e/LU+lsg5jcLl/udihNu9M6XEueCumLPWeuObwmV788mf64Ytc51ZidsW3EYbaKEATg829y8au3D6K4vFKZAjn9XxlYsOW0w3MQAVXDE9vzulqmZxvSZKVmKz7/JhcpvWKx9f8NwtIHeyDKEKIEaHtulh5CpxXwq96xyqbZvk4/JSIiCkZXnn0OZ5N64MqzzwV6KEQeYVBrglz9sC7tO2Z12/HQnlWUPudpExAB1VWeUrO1KhiKiDKEKM06DCEabP1/g7wYRbXp/8pQ2vLbs90zzJ2a9kJzdqfyc5CnJUaE6TBxQJyyWbU9Q4gWPWsRRu3Hs/WbXHSeuw1Lt2ajsNTs8nuos+9WYqPUbMXWb6SNt3+Z2Jot+omIqFEx7dwJWCzS70QNAINaE1NT63lfCVW/3OQAAI4hp9RsRanZiuLySqVKVelj58cNRy+ppjw640n3R0+ubgjROqwlsyVvOp0UGwmtIFUIowwhSkiOiQjFz8UVHlzJcyKkipwIKNe05+nUxs9reI5EREQNjXHkSECrlX6noNeUuly6wqDWxMhrl/xNrPpVUw7QCFKgaxelV71uGyDMVtGnPbxq2ntNI8BvVaJSs8Xt9Mit30gNTH4oKEGbSAM6tYgAUN0av29ctNtpprXVJlKvWkvoLRHgPmpERNSotFu5At2zT6PdyhWBHgp5oCl1uXSFQa2J8bVa5Y0ou73BbFlFaV2bfSdDe77s4VVc4biGy5aLHh11qrDUrOwdJ69TKyw1Y+s3uTWug6uNKzfLal05Xfp5tl/GQkREROStptztUcag1sRU1nFXP40ARITpHF6z5ckQbosI9fraNa2Ti7Wr4tUluSGHPKKk2EhlDV5D6atY283HiYiIggmbiTQstlsTNFUMak2Mu2YS/mAVoXR0tH3NW76253fnys0yj6bz2U/L9EWkIQS/TGytfH32qqnBtb6vTedNoqYu7Vwahm8ajrRzaYEeChFVMW3fLjUT2b490EMh8giDWhPT0MKCNzyJoJ5MqSwodt/10RPF5ZWqxiYN8bmP69ch0EMgarDWZa3D1eKrWJe1LtBDIaIqQliY6neiYMeg1sSE1HFFzV+iDN7vxe5JFPKk66Oz/c281RCDmb3l284EeghEDVZqz1S0jWiL1J6pgR4KEVVpPXcOdLGxaD13TqCHQuSRoAxqBw4cwJgxYxAbGwtBELBlyxbV+0VFRZg2bRrat28Pg8GAxMRErF27VnXMkCFDIAiC6tfTTz+tOuaHH35ASkoKwsPD0apVK8yePRuVleqGFOnp6ejTpw/CwsLQtWtXrF+/vi5uud40lADhbHPnmrhrlw9IU/k86fo4pnes19dujOqy2QlRYzcuYRx2j92NcQnjAj2UOsdpntRQcM0TNTRBGdSKi4vRu3dvrFmzxun7s2bNws6dO7FhwwacPXsWM2bMwLRp07B161bVcU899RSuXr2q/HrttdeU9ywWC1JSUlBRUYHDhw/jww8/xPr167Fo0SLlmJycHKSkpOD+++9HZmYmZsyYgdTUVOzatatubpxqpaZgcepKoUdr1E5eKvDXkBzUFCaJiBoaTvOkhoL7clFDE5Q/NY4aNQovvfQSfv3rXzt9//Dhw3jiiScwZMgQdOrUCZMnT0bv3r1x/Phx1XHh4eFo06aN8stoNCrv7d69G2fOnMGGDRtwxx13YNSoUVi2bBnWrFmDigppI+K1a9eic+fOWLlyJbp3745p06Zh7NixWLVqVd3dPNWpmvZaA2reOqA2GlKViqGSiDzBaZ7UUHBfLmpoGuRPYnfffTe2bt2KK1euQBRF/Pvf/8b58+cxfPhw1XH/+Mc/0KJFC/To0QPz5s1DSUmJ8t6RI0fQs2dPtG5d3ZlvxIgRMJlMyM7OVo554IEHVOccMWIEjhw54nJs5eXlMJlMql9EDdHtrZoHeghE1AA0pWme1LBxXy5qaLzv2BAE3n77bUyePBnt27eHTqeDRqPB+++/j8GDByvHPPbYY4iLi0NsbCxOnTqFOXPm4Ny5c/j0008BAHl5eaqQBkD5Oi8vz+0xJpMJpaWlMBgMDmN7+eWXsXTpUr/eL3lGQM0NRZ4bkVAfQ2kUsupgiwQiIqJAiR4/nuvTqEFpsEHt6NGj2Lp1K+Li4nDgwAFMnToVsbGxSgVs8uTJyvE9e/ZE27ZtMWzYMHz33XeIj6+585+v5s2bh1mzZilfm0wmdOjANuf1QacRamyW4kkzEZLU9Z57RMEm7Vwa1mWtQ2rPVFaHiIgo4Brc1MfS0lLMnz8fb7zxBsaMGYNevXph2rRp+O1vf4sVK1a4/Fz//v0BABcuXAAAtGnTBteuXVMdI3/dpk0bt8cYjUan1TQACAsLg9FoVP2i+uFJR0tPmomQJCKsQf49DpHP2BSDiIiCSYMLamazGWazGRqNeuharRZWq+tGDZmZmQCAtm3bAgAGDhyIrKws5OfnK8fs2bMHRqMRiYmJyjF79+5VnWfPnj0YOHCgP26FAoB7g3lucLeWgR4CUb1qak0xamqrz7b7RESBFZRBraioCJmZmUq4ysnJQWZmJn744QcYjUbcd999mD17NtLT05GTk4P169fjo48+UrpEfvfdd1i2bBlOnjyJixcvYuvWrXj88ccxePBg9OrVCwAwfPhwJCYm4ne/+x2++eYb7Nq1CwsWLMDUqVMRVrVj/dNPP43vv/8ezz//PL799lu88847SEtLw8yZMwPyXMg9TybqNaSui4G2I+tqoIdAVK+aWlOMmiqI8vurv17NwEZEFABBGdS++uorJCcnIzk5GYC0b1pycrKyx9nGjRvRr18/TJgwAYmJiXjllVewfPlyZUPr0NBQfPnllxg+fDh+8Ytf4Nlnn8XDDz+Mzz//XLmGVqvFF198Aa1Wi4EDB2LixIl4/PHH8eKLLyrHdO7cGdu2bcOePXvQu3dvrFy5EuvWrcOIESPq8WmQpzzZytuTZVdRBk75AxrO5uhE5DnbKllNFUT5fQECp4QSEQWAIIoifxqrQyaTCZGRkSgsLAyK9Wqd5m4L9BA8dvGVFK+Ov2PpLtwsraz1ebsv3IlSs8WrazdGAoAcL78HRBTchm8ajqvFV9E2oi12j93t0Wc8bbJS03Fs1kJE5F02CMqKGpEvPAlpnmBIk/BvcIj8KxjWfLmqorkbm6dTQt1NpUw7l4blx5azMkdE5AUGNQpKIWwNH3D8HlBT5+9g5c+ukr6OzVXo8sfY3E2lXJe1DlbRCo2gaTLNWoiIaotBjYJSXa2PYvYgIk/5u12/P7tK+mNs3qxX8+Q8AFxW3uTzv9D/BU57JCLyEIMaNSlagUnNU2wmQk2dv9v1+7OrpD/GZhv2ajM2T0Kj/fmDYRooEVGwY1CjJoXhg4g8Fczt+v0xNn8FUV/Ow83FiYhqxqBGTQrXXXnuV71jAz0EooCobbXH9vP+rBz5uwrlbdjz5fquPmMb7lhdIyJyjkGNmpSIMO6R5qm3Hk0O9BCIAkKu9iw/ttyn8GBbLfJn5cjVubwNOvbHO/u8s9dcXd/dPbp6zzYksrpGROScTz+1bt261evP/PKXv4TBYPDlckR+0zEmPNBDIKI6Upt9umw/m9ozFcuPLYdVtCrrt7yR2jNVORcA1Z99lXYuDcXmYkSGRjqcy36tmf39uOvwaBuUVn+9WvmMs3PKrye3SsbwTcOVc6f2TMXqr1ejxFyCOQfm4OCVg6iwVCBMG4Z72t2D4ivFKDGXIO1cmstGI/54RkREjY1PG15rNN4V4gRBwH//+1906dLF20s1eNzw2nfebnjt6b3VdN4u87aBS9m8f/5EgebLZs6uPuvPzZnlc8XoY3C24Cy6x3RHQVmBR+eec2AOdl7ciVBNKMosZQ7jS26VrApG0/tMBwAlaDp7Fvb3Jn9dYi5BYUWhMiXR1f3bPqvkVsmq8WkEDayiVTm2bURbAMDV4qvQCJoauz5yU2wiauzqZcPrvLw8WK1Wj36Fh7OKESwMIZztWhOGNMmGo5cCPQQij7mrOLk6/p5/3YNB/xqEtHNpSG6VDI2gQXIracqvL806XE1BlKtT2T9nwypakf1ztsdT/XZe3AmraFVCkDw++Zw7L+6EqcKECmsFCisKsfrr1UpIk/cssx+Xq3u7p909SkhzdYz9c5bHV24pR9uIthjZaSSMoUbotXrlmNSeqUqAq+meOQ2SiKiaTz+1P/HEE15NY5w4cWJQVJMIAJp2M412UfoajwnRNu1nJHs3/btAD4HIY+uy1sFUYUJ4iPQXgzWt2ZKPL6woxLqsdcjIz4BVtCIjP8PjNVvOzmkfMuYcmIO84jzVcUm3JXncJXFkp5HQCBrotXplfEB1M46RnUYq7+m1eggQlIqWVbTi0/9+WuPatre+fgtXi68iIz+jxnBq+5zHJYxD95juAIDE2xKR2jMVGfkZeKbPM5jdb7byvRiXMA4v9H/Bo3v295YIREQNmU9B7W9/+xuaN2/u8fHvvvsuWrRo4culyM9KzZZAD6HOGEK0NR5z5WZZzSdiRQ0A0DcuOtBDIPKY7Q/49sHEWchK7ZkKY6hRVfVx9XmgOoS9dPQlpQrnbgyynRd3QrT5l4oAAb+5/TceV+teHfwqvnn8G8zuN9vh3MXmYhy6cgjllnIAQIW1AtP7TFemGwJA9s/ZyrjktWXy2OV7EiG6DUe21cfkVsmqYwvKCpTf3TVRqalC6cmm2URETQ3nwVGj8cvE1n45D/dak+zIuhroIRB5zDYIyNMYY/QxqoqRbfAalzAOhx49hIOPHsS4hHFKUwx53Zd9cJGnHIoQlSqcuzHI5IpY0m1J0AgaiBCx7OgyzDkwx+N7c7Zuy7YiGKYNg0bQYGSnkQCkAKep+s970m1Jyrgy8jNUz0EOcM/0ecZlOEo7l4blx5Yr15KrboBUtYzRxyhTMm2nj3paGbOv6nHKIxFRNb/1Kj927Bj69+/vr9NRE+fLfmd7zlyrg5E0XQys1BClnUvD9pztAKRqEgAYQ40ehYbXT7yOMksZbvxwAycmnlC9J085FCDAGGp0OJfc9GNkp5F4dfCryuuvDn4VfVv3xbqsdege010Z086LO1XHubsfec3Z8mPLAcCh02K5pRyjOo/Cq4NfxfBNw2GqMAGQGnls/J+NyrnsuyvKAdWddVnrYBWtECAgTBuGG2U3MOhfgwAAhRWFyCvOgwgRB68cRERIhDI9U74324qau3sTIHi8vpCIqKnwW0XtkUce8depqA41lNVXo3q2rfkgO2V+mtbJNWpEDYf9tEb7iowAAc/0eQbJrZKx/NhyVSXLfmPqMos0NbrMUuawx5hcZVswYAGm95mO1V+vVk2BlJtq7MjZ4XL/sbMFZ5XX5OpXTeSgBEAJa3MOzMG6rHV4ps8zsMIKESJ2XtwJQD2l036qo7vph6426ZYrYwsGLEC0PhplljIUVhQq0yXDtGHKc7avotXUGOT1E68r9yZChKnChJPXTnLzayKiKl615x83zvnfvImiiB07dqCoqMhvA2ss2J7fN1GGEGQuHu7VZ6b/KwNbv8l1e4wAIKeGtvMbjl7Cos9Os/sj2KKfgp/cKt4YakRESASSWyUrFTVAChALBixQdUL85vFvVJ/Va/VKSJPJ57NtWS9P+bvnX/eoqla7x+52aKMPAKM7j8arg191aM9vX3VzRz5v6/DWuFosTUeWOygKEKAVtLCIFqWi5u7Z2Le8t51SKYcq23b6tve2I2cHtIIWOo00Ecd2KwDbaZm2lUW5kmi7DcDqr1crWwkUVhQ63K98b75ssUBE1BB4kw28mvr45Zdf4u9//zuaNWumel0URRw4cMD7kRK5UF7pfXXsrs4xNQY1T7LXxAFxWPzZaa+v39j8qndsoIdAVKPkVsm4dvEaSswlMFWYkJeTh7YRbZVQI0LE6q9XI1QTinJLuaqSJX/WNqSN7jwa+37YB1OFCaYKE/RavcO0ScFmboK8du3Vwa8qoWzZ0WUAoATGvq37othcrIxpe8529G3d16P9xG6U3YBVtCqdIwUIShgUIaJSrIQx1Ii+rfuqNqG2vb8KSwVMFSbV1EmguuL1+onXUW4ph16rR2rPVJy8dhLXLl5T7k1uiFIpVqLSUgm9Vq9sBWAbAG2nnW7P2Y5DVw7hnnb34PUTryvPRFZmKYNO0MEKK1qHt0ZecR7CtGEY2nEoMvIzOAWSiAheVtR+85vfYMaMGRg8eLDDe7/85S+xZ88evw6uMQi2ilrnudsaRFNDXypq3RfurLGrpScVNU8qc42dL8+fKBDkqpEAQemu6KrKZV+BOnjlIEwVJiUwyBtRy+uuZPYVKdu1VbadImP0MTjz8xnVZwE4bAItn/PQo4c8vi+9Vo9ofbRS4bMVGRqpTB20Pe+gfw1CYUUh9Fo9KqwVDpUq+fnYjm3hgIVKgJPXpVVYKmCFevwAVM9cA02Nx9gzhhrxTJ9n8NLRl5RjIkMjMb3PdHZ9JKJGq842vP7000+dhjQADGkNRKTBb/1j6lTHGO83Sfdk6wFPQuq2U007pAHAzVIzN7ymoJd2Lg03ym5AgIA2EW2U16+XXMegfw3CoSuHlM2iAShVIREitudsR4WlAgAQERKBbx7/BgVlBUq7elumCpPSml9eH9Y9prvSWXL5seXKhtbOQol9SJPP6W4dVmrPVOi1euV80fpoFJuLcavilsOx0/tMR4m5BACU3wEox5ZZyiCKolIxk5/d9pztDmN7/cTrKDYXKwGrzFLmNIABUN2rq2PCtGFKB0p7g9oNwuqvV6vO46qjJhFRU1SrZiJ5eXk1H0RB5WZpZaCH4JHsXMe1CzXxVw+QpNhI1dcaoeE0YfEnbnhNwW5d1jplCqDtptKVYiUKKwqdroGy1zaiLab3mY7xX4xXpia6IjftkEOZVbTibMFZp0HME6u/Xu3yvXEJ45T90QBpzZipwuQ0EH36309RKUr/bq8UK5VmHLbHihBRYZWC6fBNw/HK8VecXrfMUgZThQlh2jDVFM/acBXidl/craz1s8Vpj0REkloFteHDOTWK/Me2I39KL+/XR1n8NKfzh4IS1ddWEYg0hPjn5EHCEKKp8Uew2yJC62UsRL6y/YFeK2ihE7ybMVBmKcONsht46+u3lLb5Neke010JMAIEjOw0Em0j2kKv1Xt1baDmqppW0Hp0Hvuxy50WNYL6P/FW0YplR5fhavFVmK1mp+fSa/UwhhqVAFxb9k1abMnh0pa/wiERUWNQq6DmxfI2amAMIfW/F7rcZdEQosVbjybXyTV8va/ySivaRXn/g1h98XbbuVKztcYfwbKueF/VJKpP4xLGwRgqze/XaXROf/B3RQ4Ecrt5T539ubrFvtzEAwDio+IhVP3PG+6m+YWHeD8FXHa1+KrPlb76Dkt6rV65pggRy48tZ3t+IiLUMqgJAv/mi/yv1Gyp9fooAVJDjCi7NXml5pp/cHluRALaRRnwq96xynTKUrMFeYWu/2Y40OpiKwF9iGd/m08UKHMOzFGmzrmr3Djja7VI3rcMkNZTyRUquYmIt+eN0ce4fG9Qu0E+jbE2vA2unnJX7bSv3llFK9epERHBjxteU8Pgact120BjP00uxNvyjQ98WR9le28ipIYYt8q8X5M3cUAcDs0dirceTcbSB3tUBb4Qn6Zj1jVvvhPtovQeH98uyoAXUrr7MiSiemO7X1qg+Rr8zvx8xunrtq3ug4GrhiCe8qbaCXCdGhERwKDW5Jy8dMPrz9hOkzOEaLH4V0m4+EoK2kUZPPq8L7Gub1y015+xny4ZZQhBqK52/4hPHBCHzMXDkbl4ON56NNll0BVQu+mihhAN2kUZ0KtddSMTrSA9b3c8/dEwyhCCQ3OHIeeVFI/C+pWbpTieU+Dh2YnIV67WoQVbRckf69U8JUBge34iItQyqGm1nBrV0EwZEu/RcXJAsA9ZYToNJg6Iw/R/ZeDKzVLVewKcr5USbd6XhWgEt8HGl0AJVHd+1ApARJjOYaqjbRDyxVuPJuOlh6Qqmy0RQJmbaZU1haMXUhIxZUg8fi6uwK96x6JdlAEpvWIRptOonqkcCOVfMkOIxm2l87kRCcqfnT1bZ98PblNAwc7b5iHBSKdxfg+pPVODqrFGfQa1xNsS6+1aRETBrFZBLSMjw1/joHoycUAcXnqoB9pFGVwGpV/1jsULKd3RLsrg0O1Q3l/rc5sNoaMMIcqx7tZK2b/lKthoBc8DpT2586NFlM5h37L/v/lFPp1XtuHoJazYdQ43Sx07prm69V7tIt1uoC2H4nfTv8OVm6U4eekGDs0dipOXbuBmqVn1TJc91AMxEWEoNVtVITRMp4XZzcNPO3EZdyzdjTuW7sZtEaHQCkCIVu5cB5itIsJ06r94CcapnkS2EmISaj4oyIVpw1y+V5/hKJh8d5NbgxARAX6Y+lhaWoqSkup25pcuXcKbb76J3bt31/bUVIcKistRaraqqjXtovS4+EoK3no0WVmnJTfWsA11K3adg97m6/JKK6YMiUdEmOcVVrPV8UeQXu0ioRWkgDBxQJzX9zT9X45/cSCvMZN5sin2hqOXcM8r+5w2NHEV0tw5VUP3xFKzBe+mf4cpQ+LRLsqghFT5617tIqsqaVrldfsAWlyuXv8RZQhRVfFOXSnEzVIzbpaakXWlEBYR0GkEtIsyYExVBc/+83XVeZPIXzxtqR/MpveZ7vT15UeX1/NIgoe3jWGIiBqrWge1Bx98EB999BEA4ObNm+jfvz9WrlyJBx98EO+++26tB0j+9276d0o1RgBsfkh3nGYjB7YXUhJV776QkqjqiLj4s9O4crP6P641NRxx9vYPBSWwiNKUO1+6PtpP1Xs3/TsczynArTLvgpVc2fKloYkn+5PJerWLVBqVTBkSj4kD4jBlSDzeTf8OG45eUp791v83CJGGEJSaLVix6xwmDojD0gd7qMKzfTWtvNKCk5duKOHX9lpyN8cwnVZpmiKHcvkY26mSRFR3XK3FcrVJNBERNR21Dmpff/017r33XgDApk2b0Lp1a1y6dAkfffQR3nrrrVoPkPxvypB4JVCk9Ip1qOQ4qyhNHBCHZTZrs47nFKC5PkQ5j0VUhzPb4GAbXHq1i0S7KIPTKZLllVK1yyL61vUxpVesEkrk+9l2KleZDqkVPOt6af88bMkVRvleDSEaZc1alCEEv0xso6o2uhJlCMG4fh0QEabDcyMSlAqibUh0V9kDgJiIMJfNRkrNVly5WYofCkqw9MEe+Lm4As+NSEDm4uHKtNbnRiSormHbOMWXiiYReW/OgTmBHkLQsd+om4ioqRLEWu5aHR4ejm+//RYdO3bEuHHjkJSUhMWLF+Py5ctISEhQTYtsikwmEyIjI1FYWAij0Rjo4QCQgpg81c7ZD+T3vLIPV26WIsoQgogwneo4+T2tIAUq22mFz41IUIJGiEaA2SqiV7tIdGoRoazRahdlwKG5Q9F94U6Umi3QCIAoSnt2hek0uFlqhlaQpiz6IyxM/1cGtp3KRUqvWL9O5ZOfYd+4aJy8dEN5Rncs3e3R1EhDiAYxEWG4crNUeSa255Ura/L78tfydey/R33jolWh1PY6FZVWWESoriOTz+PsPaJg1/PDnoEeQq1pBA2+efwbh9cbw73VxujOo/Hq4FcDPQwiIr/zJhvU+q+tunbtii1btuDy5cvYtWsXhg8fDgDIz88PmmBCas6m9tlWVuSKEgCH4+T3UnpVr2u6WWpGRJhOmboXZQhRKmr/zb+ldEpsF2VA37ho3LF0NwARUYYQGPUhEAHERIQq1Sp/hTRA6tL43cspfglp9tUnueGHL9Mkw3Rap5U7+bzys5Tft30dqP4+PDciQbXnm/2atjCdFhbRdYMWd9VDIqp7IzuNdPp6U68q7cjZEeghEBEFXK3/S7Bo0SI899xz6NSpE/r374+BAwcCAHbv3o3kZDYjCEbOfji3DW/2jUScBYm7OscAAAZ3a6k6ZuKAOESEVbebLjVbHYLNzVIzSs1WZdqfqzDiTzVNI/SEs4DbNy4aWqF63zf5fuRKo+20T40AJUDJ0x3d3a+79+3Xs9keP65fB8RWbVhdU/ity2dORL6zik17jVpT7XhJRGSr1lMfASAvLw9Xr15F7969odFI2e/48eMwGo34xS9+UetBNmTBOPXRntxyHoBqvZQ77qbMbTh6CUu3ZitVNfupfd5eq7Y2HL2ExZ+ddjn9z5vz2E8ZdfUcbK8pQGrdH2UIQebi4X64I7i9tjz9Up5eKY+3pimvRA1NY5kemPVElurrtHNpWHZ0WYBGEzzsnwsRUWNQr1MfAaBNmzZITk5WQhoA3HXXXU0+pDUU76Z/p5q+6Al3U+YmDohDK6MegOOUu0A0rHg3/Tu30/885az65Oo5yJ0Z20UZ0LOq8+Lgbi19vrYzNU1bLKtqKCJXAGvTzZKI6s+6rHWBHkLAGUOD8y82iYjqU9OeBE/YcPQSissrlRbxnnI1ZU6eYtg3Ltrj9Wb+mJbojhxovFn75umYapqeeGjuUPxcXAGLCBw4f105pz/u2dW15emO8v5o9vuycT0aUfDQa/UOr6X2TA3ASIJLREhEoIdARBRwupoPocZMrqa1izL4pcIlV20AOEwFtJ1256y7obw+zt9sW9/bfu3JfXgzJldTC+V7LC6vxJWbpVix6xxulZmVbQj8fc8TB8S5DI6c8kiNiQaaBr/fWLQ+2uG1cQnjmvzUx+RWXONORFSrilpeXp6/xkEB4kuVxV01yNX57Kfd2X5t35CjLng77c+X5+LqGvbNWQD4ZSomUVPX/bbugR5CrV0tvurwWtq5tACMJLgcunIo0EMgIgq4WgU1uRU/NVy+dP1zF3pcnc8++Nh+ffLSDVhE4OSlG7W7GTe8DV6+PJearmEf2Py5DYE9+zBd19NLiQIh++fsQA+h1tpGtHV4jWvU2PWRiAioZdfHnj17IiuLXZncaQhdH73l7+6B7Ebof/YdIeVOkP7uPEkUSI2h62PbiLbYPXa36jV2fQQWDliIcQnjAj0MIiK/8yYb1GqNmiAINR9EjY6/1zpx7ZR/2AZeeV0cp1YSBTdnjUO4Ro2IiAB2fSQ/4LQ63/jzucn7ttlvWi4HYHm65XMjEmp9LSKiuvb6idcDPQQiooBjUKNa4/5cvvHnc6tprzhf1twRUd1jIHGuzFIW6CEQEQVcrYKaVqv11zioAeP+XL7x53PzZa84Igo8BhIiInKlVs1EqGaNsZkIEVEwaAzNRAAg6wnHplyN5d5qw9lzISJq6LzJBpz6SEREFES4jxoREQF+Cmr/+c9/MHHiRAwcOBBXrlwBAPz973/HwYMH/XF6IiKiRskY6vi3qdxHjYiIAD8EtU8++QQjRoyAwWBARkYGysvLAQCFhYX405/+VOsBEhERNVYl5hKH15y17G9qnG0ETkTU1NQ6qL300ktYu3Yt3n//fYSEhCiv33PPPfj6669re3oiIqJGq1KsDPQQglJecV6gh0BEFHC1Dmrnzp3D4MGDHV6PjIzEzZs3a3t6IiKiRksjOP5nmFMfiYgI8ENQa9OmDS5cuODw+sGDB9GlS5fanp6IiKjR0jj5zzCnPgIi2JCaiKjWQe2pp57CM888g2PHjkEQBOTm5uIf//gHnnvuOUyZMsUfYyQiImqULKIl0EMgIqIgpavtCebOnQur1Yphw4ahpKQEgwcPRlhYGJ577jn8v//3//wxRiIiIgcChAZfeUm8LdHhNU59ZDMRIiLADxU1QRDwwgsvoKCgAKdPn8bRo0dx/fp1LFu2zOdzHjhwAGPGjEFsbCwEQcCWLVtU7xcVFWHatGlo3749DAYDEhMTsXbtWqfnEkURo0aNcnqeH374ASkpKQgPD0erVq0we/ZsVFaqF3anp6ejT58+CAsLQ9euXbF+/Xqf74uIiPynoYc0APju5ncOr8XoYwIwkuByreRaoIdARBRwPgW1U6dOwWq1ql4LDQ1FYmIi7rrrLjRr1kz1XnZ2tkMAcqe4uBi9e/fGmjVrnL4/a9Ys7Ny5Exs2bMDZs2cxY8YMTJs2DVu3bnU49s0334QgCA6vWywWpKSkoKKiAocPH8aHH36I9evXY9GiRcoxOTk5SElJwf3334/MzEzMmDEDqamp2LVrl8f3QkRE5EqZpczhtTM/nwnASIJL95jugR4CEVHA+RTUkpOT8fPPP3t8/MCBA/HDDz94fPyoUaPw0ksv4de//rXT9w8fPownnngCQ4YMQadOnTB58mT07t0bx48fVx2XmZmJlStX4q9//avDOXbv3o0zZ85gw4YNuOOOOzBq1CgsW7YMa9asQUVFBQBg7dq16Ny5M1auXInu3btj2rRpGDt2LFatWuXxvRAREbnirOujVtAGYCTBxVmlkYioqfFpjZooili4cCHCw8M9Ol4OPv5y9913Y+vWrfjDH/6A2NhYpKen4/z586oAVVJSgsceewxr1qxBmzZtHM5x5MgR9OzZE61bt1ZeGzFiBKZMmYLs7GwkJyfjyJEjeOCBB1SfGzFiBGbMmOFybOXl5cqm3wBgMplqcadERORK24i2uFp81eX7xlAjTBXB/e9gq2h1eE2n0aHS0rT3V3NWaSQiamp8CmqDBw/GuXPnPD5+4MCBMBgMvlzKqbfffhuTJ09G+/btodPpoNFo8P7776v2c5s5cybuvvtuPPjgg07PkZeXpwppAJSv8/Ly3B5jMplQWlrq9J5efvllLF26tFb3R0RENUvtmYqXj73sctPoYA9pgNQQhRzptfpAD4GIKOB8Cmrp6el+HoZ33n77bRw9ehRbt25FXFwcDhw4gKlTpyI2NhYPPPAAtm7din379iEjI6PexzZv3jzMmjVL+dpkMqFDhw71Pg4iosbura/fchnSGgpnDVHCtGENoqJUl103h3YcWifnJSJqSGrdnr++lZaWYv78+di8eTNSUlIAAL169UJmZiZWrFiBBx54APv27cN3332HqKgo1Wcffvhh3HvvvUhPT0ebNm0c1rRduyZ1mZKnSrZp00Z5zfYYo9HoskIYFhaGsLAwf9wqERG50Ri6PibdluTw2j3t7sH2nO0BGI13nD1/vVbvl5CZkV//f9FKRBRsat2ev76ZzWaYzWZoNOqha7VapRPl3LlzcerUKWRmZiq/AGDVqlX429/+BkCajpmVlYX8/HzlHHv27IHRaERiYqJyzN69e1XX2bNnDwYOHFhXt0dERB4a1G5QnZxXJ9TP32EKEPCb23/j8PqhK4fq5fr+NrrzaIRqQz0+XiNooHHxY0hyq2R/DYuIqMEKyopaUVERLly4oHydk5ODzMxMxMTEoGPHjrjvvvswe/ZsGAwGxMXFYf/+/fjoo4/wxhtvAJAqYc4aiHTs2BGdO3cGAAwfPhyJiYn43e9+h9deew15eXlYsGABpk6dqlTEnn76afz5z3/G888/jz/84Q/Yt28f0tLSsG3btnp4CkRE5I4/qi5yBUgn6FApVioVruyfs2t9blc00MAKK0SIeOvrtzAuYZzqfW8qhZGhkSisKPT3ED3SNqItrhVfgxVWZYNqb9YFiqLo8l4PXjnolzESETVkQVlR++qrr5CcnIzkZOlv1GbNmoXk5GRlj7ONGzeiX79+mDBhAhITE/HKK69g+fLlePrppz2+hlarxRdffAGtVouBAwdi4sSJePzxx/Hiiy8qx3Tu3Bnbtm3Dnj170Lt3b6xcuRLr1q3DiBEj/HvDRETktdSeqWgb0bZWjSfkaXqVYiVGdx6Njf+zscZ9zLxtAKLX6qHX6hEZGomFAxaidUR1kypnQeWZPs94XNUTIdZbBdCWMdSIayVSSJPtvLjTq3O4C6RsskJEBAiiKDb8Sf5BzGQyITIyEoWFhTAajYEeDhFRozPoX4PqrKokV79qQ6/Vo8JagZGdRuLVwa8i7VwaVn+9GgIETO8z3aGilnYuDcuOLlO+1gk6WEWr03EIEGpsPiIHOdvGKxpB43RrAFdsG4doBA2ahzRHYUUhBAgwhhoxvc90fPrfT5H9c7bq3DpBByusHl9LJ+hgES0Y1XkUXh38qsfjIyJqKLzJBrWuqP373/92+d5f/vKX2p6eiIjIrel9pqNtRFssHLAQCwcshDHUqKpi2VacRnce7dE5BQiIDI3ECwNewMIBC9E2oi0iQyO9GlfSbUloG9EW5ZZyWEUrdl7cibRzaViXtQ6D2g1CeIjzvUjXZa1TfV0pVsIKq9PNsUWICNWGuq0qVoqVDt0x3QUnZ9Us2+qXBhqUW8oRGRqJBQMW4OCjBzEuYRwKygqUc8vnsIgWjOw00uMKWaVYCREim4kQEcEPQW3kyJGYPXs2zGaz8tpPP/2EMWPGYO7cubU9PRERkcfGJYzDM32eQbQ+GrP7zcbBRw8qgcgYanTaqEOA4BB05CoRIAWn5FbJXneZvHzrMnaP3Y1RnUdBI2jQPaY7lh9bjqvFV7Hz4k5cLb7qEMoAaUqnMbT6b1k10KBtRFuM7DRSdVzSbUnQCBoMajcIs/vNVu5Br9VjdOfRMIYavQ6XQHUo00DjNGBVipUos5RBhIh1WeuQdi5NNe7I0EjlnkWI2Hlxp/R11Y8cGkGjCs/OrpHaM9XrcRMRNTa1nvp4+PBhPP7442jWrBn++c9/IicnB5MmTUJCQgI++ugjxMXF+WusDRKnPhIR1a3hm4bjavFVaAQNXuj/AtZlrcPV4qtoG9EWu8fuVqpYqT1Tsfrr1UrDC2OoEaYKE5JuS8LG/9mIOQfmYOfFnQjVhKLMUqaa4idP55OnGgJQTTd0NkUyMjQSBx896DBOQApZBWUFSO2Z6jD1EXCc/rhwwEKMSxinuhf5Pm3HKQe8WxW3IEJE24i2uFF2w+OW+bZTHOU/G0ONiAiJUJ1HDoCFFYXKc3Z2D8uPLYdVtDpMtVw4YCHWZa1DjD5GadwiT5OUp4gSETVG9Tr18e6770ZmZiZ69OiBPn364Ne//jVmzpyJ9PT0Jh/SiIio7qX2TFWCgBxi2ka0RXKrZAzfNBwAsHvsbqXaJld9blXcAgCcLTgLQOo0KIcJ+XzllnJoBA1ah0sNQESIqLBWoMxSBmOoUZly+c0T3yidD+XX5YqcLEYfo/z58q3Lbu/JvtImfz0uYZxyL7b3XW4pByB1XTRVmJSwldwqGbP7zXZ6jbYRbVVTOjWCRgmhAgQk3paoVOx2j92N2f1mK/d78NGDypRTd9WvZiHNIECAVbQqVbSk25KU+5CfPQDM6z8P3zz+DUMaEVEVv3R9PH/+PL766iu0b98eOp0O586dQ0lJiT9OTURE5Na4hHEY2WkkNIJGtf/WoSuHHKYXjksYh4iQCBRWFCJMGwaNoMHITiORdi5NCW5h2jC80P8FtI1oizBtGKyiFddKrqmuGRkaiWf6PKNUttLOpSkB8Zk+zyhhypZtKBEguJz6CFSHOo2gQWRopMsw1CykGfRavRLU7GXkZ2BcwjiXa9h2j92tBK4X+r+gBDVjqBE/3voRVtGqTBe1DYnOvra3LmsdTBUmNA9tjrYRbTGv/zxkPZGF39z+GwzfNBxp59KU79vozqNdnoeIqKmqdVB75ZVXMHDgQPzyl7/E6dOncfz4cWRkZKBXr144cuSIP8ZIRETkVkZ+BqyiFRn5GcqUQHnqn33IkQPV7H6zlQrOuqx1ECFCI2iUToy2IcZ2fZhVtCI8JBwnr53EsqPLcLX4KpYfWw4AquCSdi5NCSQAVKGkpmqUbaiTm3XYk4NQhbVCtX6ubURbpaFKibkEaefSlAAGSFMMBQhKqLUNXPK4pveZrpzTfm2e/X3Zm3NgDnp/1Bsx+hinwVX+/qzLWodXB7/KKhoRkQu1DmqrV6/Gli1b8Pbbb0Ov16NHjx44fvw4fvOb32DIkCF+GCIREZF7cvhK7ZnqtLJlGy6cVYLkRhjNQ5o7PX/f1n0xuvNopfFIas9U7MjZobwvT7u0ZRtIAKhCSU3VqO4x3ZXfnQWjtHNpKDYXIzI0EiM7jXToSnno0UOI1kejsKIQq79eraq4ueusaDuuZ/o8ozxHZ/e1/Nhyp2Ft58WdsIpWl/vR2X6viIjItVo3E/npp5/QokULp+/t378f9913X21O3+CxmQgRUeDJjTxcNb5wdYy7z/Xb0A9lljLoBB1ahrd0aAwiNyfxpTmG7XUBeDQuudFIcqtkZORnKL+XmEtU+8zZ7n3my3RD2yYh9s8l7VwaXj/xOsot5cr+bu6eORFRU1OvzURchTQATT6kERFRcPCkiuPsGHefk5trzOs/z2l1zHY6Zm3G6+m45GpYRn4GrhZfRUZ+hjJ9U26BL0BQ7X3mi3EJ45Q1fPbPZV3WOpRZytAmoo3yfORjapoySUREarWuqL344otu31+0aFFtTt/gsaJGRNQ42Vew5EAid560/XN9NsqwbeFvu17OH2Op6TzOnol8nCdVTSKixs6bbFDroJacnKz62mw2IycnBzqdDvHx8fj6669rc/oGj0GNiCh41SbA2O7fJk8DBBynKQaav0Ia4HnYcjc1034c/hwfEVGwq9epjxkZGapfp0+fxtWrVzFs2DDMnDmztqcnIiKqM/YNP7whTz+Um3m4mqYYaLW5R3ue3p+7qZn2Ycyf4yMiakxqXVFzJSsrC2PGjMHFixfr4vQNBitqRETBKxirOf4eUzDeo61gHx8RkT/V69RHVw4ePIgxY8bgxo0bdXH6BoNBjYiocfN30PBkeiHDDRFRw+RNNtDV9mJvvfWW6mtRFHH16lX8/e9/x6hRo2p7eiIioqBmO3XPH6EptWeqqiGJP6/JgEdE1HDUuqLWuXNn1dcajQYtW7bE0KFDMW/ePDRv7nzz0KaCFTUiosYtEOHH12uy8yIRUWAFxdRHkjCoEREFH2+CTmOpQqWdS8Pqr1dDgODzZtdERFQ79dr1kYiIqKHxptNgY+lKuC5rHUwVJoSHhDOkERE1AD6tUZs1a5bHx77xxhu+XIKIiKjOeLIOzJdjg1ljuQ8ioqbCp6mP999/v2cnFwTs27fP60E1Jpz6SEREREREQD10ffz3v/+N77//Hp06dYJGw9mTRERERERE/uRzyrr99tvx008/KV//9re/xbVr1/wyKCIiIiIioqbM56BmP2Ny+/btKC4urvWAiIiIiIiImjrOWyQiIiIiIgoyPgc1QRAgCILDa0RERERERFQ7PjUTAaSpj08++STCwsIAAGVlZXj66acRERGhOu7TTz+t3QiJiIiIiIiaGJ+D2hNPPKH6euLEibUeDBEREREREdUiqP3tb3/z5ziIiIiIiIioCpuJEBERERERBRkGNSIiIiIioiDDoEZERERERBRkGNSIiIiIiIiCDIMaERERERFRkGFQIyIiIiIiCjIMakREREREREGGQY2IiIiIiCjIMKgREREREREFGQY1IiIiIiKiIMOgRkREREREFGQY1IiIiIiIiIIMgxoREREREVGQYVAjIiIiIiIKMgxqREREREREQYZBjYiIiIiIKMgwqBEREREREQUZBjUiIiIiIqIgw6BGREREREQUZBjUiIiIiIiIggyDGhERERERUZBhUCMiIiIiIgoyDGpERERERERBhkGNiIiIiIgoyDCoERERERERBZmgDGoHDhzAmDFjEBsbC0EQsGXLFtX7RUVFmDZtGtq3bw+DwYDExESsXbtWdcwf//hHxMfHw2AwoGXLlnjwwQfx7bffqo754YcfkJKSgvDwcLRq1QqzZ89GZWWl6pj09HT06dMHYWFh6Nq1K9avX18Xt0xERERERKQIyqBWXFyM3r17Y82aNU7fnzVrFnbu3IkNGzbg7NmzmDFjBqZNm4atW7cqx/Tt2xd/+9vfcPbsWezatQuiKGL48OGwWCwAAIvFgpSUFFRUVODw4cP48MMPsX79eixatEg5R05ODlJSUnD//fcjMzMTM2bMQGpqKnbt2lW3D4CIqKE68QGwqof0OxEREflMEEVRDPQg3BEEAZs3b8ZDDz2kvNajRw/89re/xcKFC5XX+vbti1GjRuGll15yep5Tp06hd+/euHDhAuLj47Fjxw78z//8D3Jzc9G6dWsAwNq1azFnzhxcv34doaGhmDNnDrZt24bTp08r5xk/fjxu3ryJnTt3ejR+k8mEyMhIFBYWwmg0+vAEiIgakFU9gMLLQGQHYObpmo8nIiJqQrzJBkFZUavJ3Xffja1bt+LKlSsQRRH//ve/cf78eQwfPtzp8cXFxfjb3/6Gzp07o0OHDgCAI0eOoGfPnkpIA4ARI0bAZDIhOztbOeaBBx5QnWvEiBE4cuSIy7GVl5fDZDKpfhERNRmDZkohbdDMQI+EiIioQWuQQe3tt99GYmIi2rdvj9DQUIwcORJr1qzB4MGDVce98847aNasGZo1a4YdO3Zgz549CA0NBQDk5eWpQhoA5eu8vDy3x5hMJpSWljod28svv4zIyEjllxwMiYiahH6TpEpav0mBHgkREVGD1mCD2tGjR7F161acPHkSK1euxNSpU/Hll1+qjpswYQIyMjKwf/9+dOvWDePGjUNZWVmdjm3evHkoLCxUfl2+fLlOr0dERERERI2PLtAD8FZpaSnmz5+PzZs3IyUlBQDQq1cvZGZmYsWKFaqpinJV6/bbb8eAAQMQHR2NzZs349FHH0WbNm1w/Phx1bmvXbsGAGjTpo3yu/ya7TFGoxEGg8Hp+MLCwhAWFua3+yUiqlMnPgAOrpKmKrIKRkREFDQaXEXNbDbDbDZDo1EPXavVwmq1uvycKIoQRRHl5eUAgIEDByIrKwv5+fnKMXv27IHRaERiYqJyzN69e1Xn2bNnDwYOHOiv2yGiYNfYuxgeXCU1/zi4KtAjISIiIhtBGdSKioqQmZmJzMxMAFKb/MzMTPzwww8wGo247777MHv2bKSnpyMnJwfr16/HRx99hF//+tcAgO+//x4vv/wyTp48iR9++AGHDx/GI488AoPBgNGjRwMAhg8fjsTERPzud7/DN998g127dmHBggWYOnWqUhF7+umn8f333+P555/Ht99+i3feeQdpaWmYOZOL5ImajMYeZNj8g4iIKCgFZXv+9PR03H///Q6vP/HEE1i/fj3y8vIwb9487N69GwUFBYiLi8PkyZMxc+ZMCIKA3NxcpKam4uTJk7hx4wZat26NwYMHY9GiRUhISFDOd+nSJUyZMgXp6emIiIjAE088gVdeeQU6nU41lpkzZ+LMmTNo3749Fi5ciCeffNLje2F7fqIGjlMDiYiIyE+8yQZBGdQaEwY1IiIiIiICmsA+akRERERERI0ZgxoRNWy1afbR2BuFEBERUYPFoEZEDVttmn0EY6MQhkciIiICgxoRNXS16VoYjB0PgzE8EhERUb1jM5E6xmYiROQVf3aZZMdKIiKioMKuj0GEQY2IAmZVD6k6F9kBmHk60KMhIiJq8tj1kYiI6m5qJ9fRERER1TlW1OoYK2pE1OiwUkdEROQTVtSIiMg3nlTLgrEJCxERUSOjC/QAiIgaNWcNPYK5yYfcdXL7bOlrZ+PrN8n1uIP53ogo6JWUlODGjRuwWq2BHgqR1zQaDaKjoxEeHu6X8zGoEZHvPPmhvCH/4O6Psdu225fP4ey1YHDiA6C8CIAAiBbfxhes90ZEQc1qteLjjz/G0aNHAz0UolobMGAAHnnkEWg0tZu8yKBGRL7z5Idyf/3gXt+B78QHUlVJtLivLtVk0Exg7zKgokg6Z79J0mvyvfh7zLV5RgdXAWU3AH00ENbM+fhquoaz+yUiqoEc0saMGYMuXbpAq9UGekhEXrNYLPj+++/x+eefAwB++9vf1up8DGpE5DtPAoe/Qkl9V2oOrpJCGuB7dQmQPlNfY6/tdWy/V74G7/q8XyJqFEpKSpSQNnTo0EAPh6hWOnXqBAD4/PPPMWbMmFpNg2QzESLyXb9JUtc/dz+Me3KMJ7xpYOGsIYa3LeXl6/UYW/vGGfZjtw0yNY3dk3FvmgQsjQEiWtRurJ58r1x9H2zHyWYjROSFGzduAAC6dOkS4JEQ+Yf8z7L8z7avWFEjIt/U91REdw0s7PljXZir6/ly37bnkteBGaKdBxn7cXoy7uzNUtXv6ilgcYH7scjj79AfuHzM+++fq+diO05/BHMiajLkxiGc7kiNhfzPcm2b4rCiRkS+cVcVsiVXWjZNUv/uy2bJcuVoUw0hwFlFZ9BMae2VvHbK1ThrGtfeZdJ9713m25jldWChzaSv7a9pP3Z31Sl5zG17ARAAQQO82sn9Pcjft+zNnn3/nHH2rFhFIyIi8itW1IjIN56uPZODgSlXqvrIv9dU2bKtXCnn+RGAKIWMsR+4rm65qvqUm1xf29OKm2D3e03kapc8Ztvn5uya9mN3V0mUP19eJIU0qxkoveH+HuTr2lbUAO8qhZ6Mm4ioCbp8+TLee+89nD17FgaDAUOHDsXEiRMREhLi8Tm+/PJLrF69usbjPv/8c/zzn//E5s2b8fHHH6veKywsxKZNm3D8+HFcv34dOp0OXbp0wdChQzFs2DCX1UtX13744Yfx5JNPKl/PmzcPp0+fdjjunXfeQYcOHQAA165dQ2pqqsMxCQkJWLFihfL1jh07cPjwYVy8eBHl5eXo2LEjxo4diwEDBqg+N2nSJOTn5zuc75NPPkFoaCgAICsrC/Pnz3c45t5778Xzzz+vfD1mzBiHY2QffvghYmJi8OOPP+KLL77AqVOncO3aNURFRaFv376YMGECIiMjXX7enxjUiMg3nu6lZR8M7AOCK/YVu8LLgC4csJQDSb9WH7N3mTpkyNePaCFNB0z6tXRN0QIIWufXdhc8be8nfpgUuuKHefackn4tHS+P2dNrekL+fEVRVeMTATBEuT+fJ1MXa9rvra66VhIRNWBFRUVYsGAB2rZti/nz5+Pnn3/GBx98gPLycjz99NMen6dfv354/fXXla+/+uor/N///R+WLl3qUWOK3NxcvPDCC7BarXjwwQfRtWtXmM1mnDp1CuvWrYPRaHQIQfbsr3Xbbbc5HNO9e3f84Q9/UL3WunVrh+Mef/xx9OzZU/naYDCo3k9LS0OfPn0wevRo6PV6HDp0CMuXL8eMGTMwbJj6v7X33HMPHnroIdVrzkLwM888g/bt2ytfG41G1fu2z1e2atUq6PV6xMTEAAAyMzORnZ2NkSNHonPnzsjPz8c//vEPZGVl4a233vIqfPuKQY2I/M+T9Ury9Dl3bd7tK2quAkNFkTpk7F0mTS8svCwdl70ZGP16zRtP249Dfr+iqLpSVV4Vik5/AsTdXXMVaewH0i/5fNueBSAC+5YBcy56XoVyFprkMdu+d+mwtJ3ApcPV1/WEbVv9TZOkYGt7366qfCc+kD4nABi60HE8rLIRUROxY8cOlJSU4IUXXkDz5s0BSO3a3333XTzyyCNOw44zkZGRqorNjz/+CACIj4/3qJKzcuVKWCwWrFq1SnXNvn37IiUlBSUlJTWew5NrRURE4Be/+EWN54qNjXV73Jtvvqm6VnJyMq5du4bNmzc7BLWoqCiPrhkXF4fbb7/d5fv257h27Rpyc3Px+9//Xnlt8ODBSElJgSBUT6GJjY3F888/j+PHj+Oee+6pcRy1xTVqROR/Na1Xkvcos18jZbv2yVUHQvmY94ZI54hoAYhQN+dQTUsUpGqWs/PVtM5Ofl9E9f0o5xbdr++yvRf5z7sXSJ8DAHO568+6G4uza8r3BgCnN1UHSftxuBrXpqqmJQKkYHb6E+lapTdcNz2xHVfZjepAV9NYiYgaqZMnT6J3795KSAOAQYMGQRRFZGRk1MsYsrOzcf78eZfBsFWrVkr7+GDhLBDGx8ejoKCG5lh+tH//fgiCgMGDByuvGY1GVUgDqrs51tfYWFEjorplX12x3Uha0EpTIVf1kH6X13PZbzAt/+C/fTagN0qhQK6W5dr8x2/bs1IlaejC6mvoo4ALe4HlbQFdWHXVB6h5c2b7qt7eZdLUS00IYK2UxuzKrgVAZYn0e8Rt1eOVWc3AK52k8wGOY7PnydTMiqLq1zQ69bNz1kUSUK8f1EdLgbTkZ8Bc9Teuoc1qbtcvPxf5OXJqJBE1QT/++CMeeOAB1WvNmjVDdHS0UhUDpCl2+/btUzZF9id53Vjfvn1rdZ5p06bBZDKhZcuWGDFiBH7zm984rGvLzs7G2LFjYbVa0a1bN0ycOBE9evRwONc777yD1157Dc2bN0f//v3x5JNPqsKsM2fOnFFNXZSlp6dj165d0Ol0SEpKwpNPPuk0eC5duhS3bt1CdHQ0Bg8ejAkTJiAsLMzl9Q4cOICkpCS0aNGixnEBUNbh1TUGNSLyP2dhQF5HJq+nErTV0xELL6uDjH3Djw79qypbFqD0plTlKS+Swo6KKFWUvtsrdULMzZSqPTJziWMDDNsQKL9mu8at8MeqShiqw4vs8jHXz6CytPr3QTOBbbPU71vNjmPb9qw0JdJZYHO3JlCe6qkLh1QWEwFtiBSAI1pIQUwOlc6mlEa0kJ5VRZH08ZYJ0tchBum4Ex9UBc9SoMfD6imV8rhW9WB7fiJq0oqKihAREeHwerNmzVBUVP0XaVqtFhpN3Uxq+/nnnwEALVu29OnzMTExeOyxx5CQkAAAOH78ODZs2ICff/5Ztc6uR48eGDp0KGJjY1FQUIBPP/0UCxcuxMsvv6xMKwwJCcGoUaPQp08fRERE4Pz580hLS8OFCxewcuVK6HTOY0h6ejrOnj3r0BTkrrvuQkJCAlq2bIm8vDykpaVhzpw5WL16Ndq0aQMACA8Px8MPP4ykpCSEhobi1KlT2Lx5My5fvozFixc7vV5OTg4uXbqEqVOnun02FRUV+Otf/4ouXbqgd+/enj3QWmJQIyLf2e7JdWFv9Tol20qV3HRDXkcmV21s1y/J1S9AChsRt1UHBPtKEUSgshxIfFCqwIUZ1YEHkCpuZSYo0wxlzqbxDZpZfX05WMpfy+HRPqDZfrZGVWMICZfOowkBmrcBivIAi5OgWVPXRsCxSinPzKgsrbqeAJhLqwJwVafMy8dcr3Nb1UM6Ru4aWXpT+lobVv1+ZdUzkLtX2o9FDoJyhZTr04jIzzYcvYR307/DlCHxmDggLiDH+sP06dMxffr0Or+OL/r06YM+ffqovg4NDcVnn32GcePGKY02JkyYoPpcv379MHXqVGzcuBFLliwBIIW+//3f/1WO6dmzJzp27IgXX3wRR44cwb333utw/ZycHLzzzjt44IEHMHDgQNV7f/zjH5U/JyUlITk5GVOmTMGnn36qXCc+Ph7x8fHKcb1790ZMTAzWrl2L8+fPo1u3bg7X3L9/P3Q6XY1rztasWYNr167h9ddfd5gSWVe4Ro2IfCdXo05vql6nJFem5PVO3+2VKizxw6QqWtdh1RWXTZOkKpKgkYKMIRoY8VL1+7ZrxPTR1dc1l0rBULQ4hjRAOp/cBRGQqkspbzhv3tFvklTZk8PjwVXVodGdyA41BBGbkLjtWSBhtPSZUa9K9xfSzPVHXe31Jtu9QHoucqVv6ELp3Mo1xeo/C0L1ve1bJn1u27PqNWoRdlM9hKr/NMjTMgfNrK7Wyd0r5c/K57x8TLqvy8e4Po2I6sS76d/hys1SvJv+XcCOdadZs2ZOG3UUFRWhWTM3/873I3ld2vXr1/12zkGDBsFqteL77793eYxer8edd96J775z/wzvvPNO6PV6p8fl5+djyZIl6NatW43VLUAKgomJiTVec9CgQQCACxcuOLwniiIOHDiAvn37up2O+fe//x379+/H3LlzERdX92FexqBGRL5ztkZLtEhBoLyqClZ6U2r8oTS52CQFtBMfSH+WKznht0mBY+8yadPm94ZI1aCQcGDYQiDM5j9yguA8oCljsMp/kH6zVKq7FLraePvS4apxe/A3ZaZc9+9rbNv2isC329Xvd1V3slKxbcwhs20CYq6aVin/LjcT0Tlp2yxaqyucpfIzq+o6KQfhq6ccPwNIFTX5/AuuStMeszdXN3KxDdG269O48TUR1YEpQ+LRLsqAKUPiA3asO+3bt1etRQOA4uJi3Lhxw+l6q7ogrxGrr+Yl/lJYWIhFixYhKioK8+fPdzkt0t/OnDmD69ev47777nN5zOeff46PP/4Y06dPV1Ub6wOnPhKR71yu0RKlZhvyn3Pt/oORvdnxsxEtqjsIAtWhwlxa3axCXn+lBDEnQsKlNVZXT1UdJ0rBTp6OZ78Bt7MGJZ5wti+arcQHq4JolcoSoLBEupd+k9yvb3O215vtnnE6g3S+EIMUmuyfr62QcPVzlZXeqJ6WGtHC7hxVATemU3WjF7lSBqiPjekkrWeDKK3DM0S7b4pCROSjiQPiPJ6aWFfHutO3b198/PHHqgrawYMHIQgCkpOTa31+TyQlJaFbt25IS0vDwIEDlamKsuvXr6O4uNirzo//+c9/oNFoVFMK7ZWVleHEiRPo2rWr23OdOHECZWVlqtb5paWlWLJkCSorK/GnP/3Jo73iAGk93pkzZ3D//fe7Pe7AgQMA4LRd//79+2EwGHDXXXc5/ez+/fvx/vvv4/HHH8fQoUM9Gpc/MagRke+cNckApKmG3e2CCiBVfCpLpIB0K0/6oV5eD3X1lNQApPBy9dQ70Qpode6rZ/bMJVKQiE0G8k5L1TrRWjXlb5b0OqDuMikCSgj0VNzd7t93FcQs5VK3R9W6O1uCNBXTVQfKiqLq9WLyvbqjC6tqiuIkhJ7eJAW5EmnxudTN0mbdnBzA3AVY++uX3nDfFIWIqJEaNWoUvvjiCyxfvhyPPPIICgoK8Le//Q2jRo1Stcp/6623sHfvXnz22Wd1Mo5nn30W8+fPx8yZM/HQQw8pG16fPn0a27Ztw8yZM10GtUWLFqFXr17K+8eOHcOuXbswZswYREdLSxCys7Px6aefYuDAgWjVqhUKCgqwefNm3LhxA3PnzlXO9cEHH0AQBCQkJKBZs2Y4f/48Pv74Y3Tt2lW14faf/vQn5OTkYPr06cjPz0d+fr7yntyYZP/+/Thx4gTuvPNOxMTEIC8vD5s2bYJGo1FtgL1y5Uq0bdsW8fHxCAkJwalTp/DZZ59hwIABDkHNYrHg0KFD6N+/v9OOkFlZWXjzzTfRq1cv9OjRA99++63yXosWLWrsEOkPDGpE5Bu5iURsctXUOZtKl0OTjCqVNnP3rWap4UfsHVIgEDTVP/TbVsy8yE4quRlwOoUxNxNIWSmNPenXUqCSpwaW3XAMK65se1b63VUQcRWOzCWum5MAkCpTz6o3rJY3lbaUu362rpTesJnyCMf7M9t9T2xpdJ49CwceNkUhImpEmjVrhpdeegl/+ctfsHz5coSHh2P48OH43e9+pzrOYrHAanUzM6SWYmNj8eabb+KTTz7Bjh07cP36dYSEhKBLly546qmn0K9fP5efbd++Pfbs2YOffvoJoiiiXbt2SE1NxZgxY5RjoqOjUVlZiY8++gi3bt1CWFgYunfvjqlTp6qadXTo0AHbt2/Hrl27UF5ejttuuw2//OUvMWHCBFWr/8zMTADStgX25C0MWrdujYKCArz//vsoLi5GREQEevXqhQkTJigdHwGgY8eOSE9Px5YtW2A2m9G6dWuMGzcOY8eOdTj3119/DZPJ5HLaY1ZWFiorK/HNN9/gm2++Ub336KOP4rHHHnP5HP1FEEXR1x+DyAMmkwmRkZEoLCyE0WgM9HCI/Eduxy632d+9QP1Dv6D1rCmHPhooN6mP1Ud7V0Xzhtx1sfCytJZK3ijatiOi/b24Yvt5e0ui4HvKhPT8Fheo953z/MO1u7Z8fV2YZ8/B1TV7jFV3iCQicuLy5ct44403MGvWrHrbn4qoLrn7Z9qbbMBmIkTkm0Ezq8PYLifBpqZgEdlB+ry8r5pME1J3IU1WXlQ95e/VTtWbXcvTCyvLPDuPu4YZQi3/9SpapXHtW+ZlSANqHdIA6ZqePgdX13S3Do+IiIjc4tRHIvKd3Aa/0tOqiw15fy/7EOLTVDsvONtoeteC6vVfpR6GRE2I+2l97hqeeESsno7pFz5U2Wp1D4LzrqBERETkEVbUiMg3O+bUMlTV46xrTYhUQXOlsmpz6NKbUoMTT4TVsCdOj4c9Hp5Lft1Ps75nuYvAue01H0ZEREROMagRkW/chTRPp/1pQuDnNOKc1Vy955iKIAUzJVSJnlfUKsvdb0pdWylvVLfPdyekaiPqYGQukdYyEhERkdcY1IjI/zydMmc1o/4qPc6uIwLmcsdtBDxhLnHclNrW6U+8P6eiKnhlb/ZsHPVeLfOCN3vTERERkYJBjYiaMEGa9ugrt81EalPlEm06PQZptcxTOs82LiUiIiI1BjUi8lEDDxAAALF2gerSYTenrmUzEdEidcaMvaN25wk0XxrNEBEREYMaEfkqiKfbeaM2gapW0xs90KF/9SbgRERE1KQwqBER+UpTxzuc1HUQJCIioqDFoEZE5CtXLfr91Q2yVuvciIiIqCHjhtdERL4KdRHU3HWD9EatN80OApEdAj0CIqJ6kZubi82bN+PcuXO4dOkS2rdvjzVr1nh9ni+//BKrV6+u8bjPP/8c//znP7F582Z8/PHHqvcKCwuxadMmHD9+HNevX4dOp0OXLl0wdOhQDBs2DFqt1qtrP/zww3jyySeVr+fNm4fTp087HPfOO++gQwfp3/vXrl1DamqqwzEJCQlYsWKF8vWOHTtw+PBhXLx4EeXl5ejYsSPGjh2LAQMGqD43adIk5OfnO5zvk08+QWhoKAAgKysL8+fPdzjm3nvvxfPPP698PWbMGIdjZB9++CFiYmLw448/4osvvsCpU6dw7do1REVFoW/fvpgwYQIiIyNdft6fGNSIiHzlqvX8oJnAtln1O5ZgVV4U6BEQEdWLH374AV999RW6desGURRhtfr2l239+vXD66+/rnz91Vdf4f/+7/+wdOlShIfX3Ek3NzcXL7zwAqxWKx588EF07doVZrMZp06dwrp162A0Gh1CkD37a912220Ox3Tv3h1/+MMfVK+1bt3a4bjHH38cPXv2VL42GAyq99PS0tCnTx+MHj0aer0ehw4dwvLlyzFjxgwMG6beT/See+7BQw89pHotJCTE4ZrPPPMM2rdvr3xtNBpV79s+X9mqVaug1+sRExMDAMjMzER2djZGjhyJzp07Iz8/H//4xz+QlZWFt956y+l1/Y1BjYiI6o6lPNAjICKqF3fddZcSgFatWoULFy74dJ7IyEhVxebHH38EAMTHx3tUyVm5ciUsFgtWrVqlClh9+/ZFSkoKSkpq7sbrybUiIiLwi1/8osZzxcbGuj3uzTffVF0rOTkZ165dw+bNmx2CWlRUlEfXjIuLw+233+7yfftzXLt2Dbm5ufj973+vvDZ48GCkpKRAsFmGEBsbi+effx7Hjx/HPffcU+M4aotr1IiI/M1fUx8bA3Mt9qkjImpANJrA/1idnZ2N8+fP45FHHnFaBWvVqhU6depU/wNzw1kgjI+PR0FBQb2NYf/+/RAEAYMHD1ZeMxqNqpAGAF26dAGAehsbK2pERP7GqY82Gsk2DkREfrJq1Srs27cPn3/+ud/PLa8b69u3b63OM23aNJhMJrRs2RIjRozAb37zG4d1bdnZ2Rg7diysViu6deuGiRMnokePHg7neuedd/Daa6+hefPm6N+/P5588kk0b97c7fXPnDmjmrooS09Px65du6DT6ZCUlIQnn3zSafBcunQpbt26hejoaAwePBgTJkxAWFiYy+sdOHAASUlJaNGiRY3jAqCsw6trDGpERP7WbxKDmozNRIjIX058IM1YGDRT+vdsII71A61WW2fVt59//hkA0LJlS58+HxMTg8ceewwJCQkAgOPHj2PDhg34+eef8fTTTyvH9ejRA0OHDkVsbCwKCgrw6aefYuHChXj55ZeVaYUhISEYNWoU+vTpg4iICJw/fx5paWm4cOECVq5cCZ3OeQxJT0/H2bNnHZqC3HXXXUhISEDLli2Rl5eHtLQ0zJkzB6tXr0abNm0AAOHh4Xj44YeRlJSE0NBQnDp1Cps3b8bly5exePFip9fLycnBpUuXMHXqVLfPpqKiAn/961/RpUsX9O7d27MHWksMakREVHcGzQz0CIiosTi4SmridHBVzYGqro71g+nTp2P69Ol1fh1f9OnTB3369FF9HRoais8++wzjxo1TGm1MmDBB9bl+/fph6tSp2LhxI5YsWQJACn3/+7//qxzTs2dPdOzYES+++CKOHDmCe++91+H6OTk5eOedd/DAAw9g4MCBqvf++Mc/Kn9OSkpCcnIypkyZgk8//VS5Tnx8POLj45XjevfujZiYGKxduxbnz59Ht27dHK65f/9+6HS6GtecrVmzBteuXcPrr7/uMCWyrgR+Mi0RUWPjr33UGoMdcwI9AiJqLAbNlKr0nvwFUF0dG+TkdWnXr1/32zkHDRoEq9WK77//3uUxer0ed955J7777ju357rzzjuh1+udHpefn48lS5agW7duNVa3ACkIJiYm1njNQYMGAYDT5i6iKOLAgQPo27ev2+mYf//737F//37MnTsXcXFxNY7NX1hRIyIfCeD6IxfYTKSa1RzoERBRY9FvkucVr7o6NsjJa8QyMjIQGxsb4NF4rrCwEIsWLUJUVBTmz5/vclqkv505cwbXr19XdXu09/nnn+Pjjz/GjBkzVNXG+sCKGhH5iCHNpUbwt7JERNTwJCUloVu3bkhLS3PamfD69eu4ePGiV+f8z3/+A41Go5pSaK+srAwnTpxA165d3Z7rxIkTKCsrU7XOLy0txZIlS1BZWYnFixd7tFccIK3HO3PmjNs2/IDUKASA0+P2798Pg8GAu+66y+ln9+/fj/fffx+PP/44hg4d6tG4/IkVNSIiX4W4+I8Jm4kQETU5ZWVlOHnyJAApEJWUlODQoUMApEqX3Ib+rbfewt69e/HZZ5/VyTieffZZzJ8/HzNnzsRDDz2kbHh9+vRpbNu2DTNnznTZon/RokXo1auX8v6xY8ewa9cujBkzBtHR0QCkbo+ffvopBg4ciFatWqGgoACbN2/GjRs3MHfuXOVcH3zwAQRBQEJCApo1a4bz58/j448/RteuXVUbbv/pT39CTk4Opk+fjvz8fOTn5yvvyY1J9u/fjxMnTuDOO+9ETEwM8vLysGnTJmg0GtUG2CtXrkTbtm0RHx+PkJAQnDp1Cp999hkGDBjgENQsFgsOHTqE/v37O+0ImZWVhTfffBO9evVCjx498O233yrvtWjRosYOkf7AoEZE3uMaLEm44x41RETUNBUWFuKVV15RvSZ//ac//Qk9e/YEIAUEq9VaZ+OIjY3Fm2++iU8++QQ7duzA9evXERISgi5duuCpp55Cv379XH62ffv22LNnD3766SeIooh27dohNTUVY8aMUY6Jjo5GZWUlPvroI9y6dQthYWHo3r07pk6dqmrW0aFDB2zfvh27du1CeXk5brvtNvzyl7/EhAkTVK3+MzMzAUjbFtiTtzBo3bo1CgoK8P7776O4uBgRERHo1asXJkyYoHR8BICOHTsiPT0dW7ZsgdlsRuvWrTFu3DiMHTvW4dxff/01TCYT7rvvPqfPIisrC5WVlfjmm2/wzTffqN579NFH8dhjj7l8jv4iiKLI+Ut1yGQyITIyEoWFhTAajYEeDpF/rOohdcgiYEmh42snPmBFzZazZ0REVOXy5ct44403MGvWrHrbn4qoLrn7Z9qbbBCUa9QOHDiAMWPGIDY2FoIgYMuWLar3i4qKMG3aNLRv3x4GgwGJiYlYu3at8n5BQQH+3//7f0hISIDBYEDHjh0xffp0FBaqf1j44YcfkJKSgvDwcLRq1QqzZ89GZWWl6pj09HT06dMHYWFh6Nq1K9avX19Xt03UcHANlnu7FwR6BEGkfloYExERNTZBGdSKi4vRu3dvrFmzxun7s2bNws6dO7FhwwacPXsWM2bMwLRp07B161YAQG5uLnJzc7FixQqcPn0a69evx86dOzFpUnVHH4vFgpSUFFRUVODw4cP48MMPsX79eixatEg5JicnBykpKbj//vuRmZmJGTNmIDU1Fbt27arbB0AU7BpJd6w6Yy4N9AiIiIiogQvKNWqjRo3CqFGjXL5/+PBhPPHEExgyZAgAYPLkyfjLX/6C48eP41e/+hV69OiBTz75RDk+Pj4ey5cvx8SJE1FZWQmdTofdu3fjzJkz+PLLL9G6dWvccccdWLZsGebMmYMlS5YgNDQUa9euRefOnbFy5UoAQPfu3XHw4EGsWrUKI0aMqNNnQEQNgM5FMxFBADirvAqfAxERkS+CsqJWk7vvvhtbt27FlStXIIoi/v3vf+P8+fMYPny4y8/I80DlfRmOHDmCnj17onXr1soxI0aMgMlkQnZ2tnLMAw88oDrPiBEjcOTIEZfXKS8vh8lkUv0iokaqssT56wxpREREVEsNMqi9/fbbSExMRPv27REaGoqRI0dizZo1GDx4sNPjf/rpJyxbtgyTJ09WXsvLy1OFNADK13l5eW6PMZlMKC11PrXp5ZdfRmRkpPKLi2KJGjFtiPPXezxcv+MgIiKiRqfBBrWjR49i69atOHnyJFauXImpU6fiyy+/dDjWZDIhJSUFiYmJWLJkSZ2Pbd68eSgsLFR+Xb7MznhEjdbIV52/PpbbFygi+ZdVREREvgjKNWrulJaWYv78+di8eTNSUlIAAL169UJmZiZWrFihmqp469YtjBw5Es2bN8fmzZsRElL9t99t2rTB8ePHVee+du2a8p78u/ya7TFGoxEGg8Hp+MLCwpxumkfUqHAfNff4fKqZcgM9AiIiogapwVXUzGYzzGYzNBr10LVarWrzQJPJhOHDhyM0NBRbt26FXq9XHT9w4EBkZWWpdj/fs2cPjEYjEhMTlWP27t2r+tyePXswcOBAf98WUcOyb1mgRxAcXLXh5/OpZowN9AiIiIgapKCsqBUVFeHChQvK1zk5OcjMzERMTAw6duyI++67D7Nnz4bBYEBcXBz279+Pjz76CG+88QaA6pBWUlKCDRs2qJp6tGzZElqtFsOHD0diYiJ+97vf4bXXXkNeXh4WLFiAqVOnKhWxp59+Gn/+85/x/PPP4w9/+AP27duHtLQ0bNu2rf4fClEwYa8Mias2/JXl9TuOYMaKGhERkU+CMqh99dVXuP/++5WvZ82aBQB44oknsH79emzcuBHz5s3DhAkTUFBQgLi4OCxfvhxPP/00AODrr7/GsWPHAABdu3ZVnTsnJwedOnWCVqvFF198gSlTpmDgwIGIiIjAE088gRdffFE5tnPnzti2bRtmzpyJ1atXo3379li3bh1b8xMNWwhsmxXoUQReZHvnr2vDALOLjpBNTdtegR4BERFRgxSUQW3IkCEQ3bS3btOmDf72t7/5/HlZXFwctm/fXuNYMjIyajwXUZPSbxKwYw5gNQd6JIFV+KPz17sOA05vqt+xBKvinwI9AiKienHw4EGkp6fjwoULKCoqQmxsLMaMGYMHHngAgiB4fJ4vv/wSq1evrvG4zz//HP/85z+xefNmfPzxx6r3CgsLsWnTJhw/fhzXr1+HTqdDly5dMHToUAwbNgxardaraz/88MN48sknla/nzZuH06dPOxz3zjvvKB3Pr127htTUVIdjEhISsGLFCuXrHTt24PDhw7h48SLKy8vRsWNHjB07FgMGDFB9btKkSaolS7JPPvkEoaGhAICsrCzMnz/f4Zh7770Xzz//vPL1mDFjHI6Rffjhh4iJicGPP/6IL774AqdOncK1a9cQFRWFvn37YsKECYiMjHT5eX8KyqBGRA1AUw9pABDivKkQvtvr/PWmaNDMQI+AiKhebNmyBa1bt8akSZNgNBqRmZmJP//5z/jpp5/w6KOPenyefv364fXXX1e+/uqrr/B///d/WLp0KcLDw2v8fG5uLl544QVYrVY8+OCD6Nq1K8xmM06dOoV169bBaDQ6hCB79te67bbbHI7p3r07/vCHP6hes9/WCgAef/xx9OzZU/naviFfWloa+vTpg9GjR0Ov1+PQoUNYvnw5ZsyYgWHDhqmOveeee/DQQw+pXrNtFih75pln0L599awXo9Goet/2+cpWrVoFvV6PmJgYAEBmZiays7MxcuRIdO7cGfn5+fjHP/6BrKwsvPXWW06v628MakREvhr+kvPXzVyjpji4SqrAEhE1cgsXLlRVWnr37o1bt25hy5Yt+O1vf+vQCM8VeS9e2Y8/SrM34uPjParkrFy5EhaLBatWrVIFrL59+yIlJQUlJTVPzffkWhEREfjFL35R47liY2PdHvfmm2+qrpWcnIxr165h8+bNDkEtKirKo2vGxcXh9ttvd/m+/TmuXbuG3Nxc/P73v1deGzx4MFJSUlTV0NjYWDz//PM4fvw47rnnnhrHUVsNrusjEVFQMES7DiAh3KJDUci9JImoaXAWbLp06YKSkhKUlZXVyxiys7Nx/vx5PPLII06rYK1atUKnTp3qZSyecvbc4uPjUVBQUG9j2L9/PwRBwODBg5XXjEajw5TVLl26AEC9jY0VNSIKEgK8biepjwbKbtTJaFwTpCYi7qb0DWWzFYU+OtAjICIKmDNnzuC2225TTSNctWoV9u3bh88//9zv15PXjfXt27dW55k2bRpMJhNatmyJESNG4De/+Y3Durbs7GyMHTsWVqsV3bp1w8SJE9GjRw+Hc73zzjt47bXX0Lx5c/Tv3x9PPvkkmjdv7vb6Z86cUU1dlKWnp2PXrl3Q6XRISkrCk08+6TR4Ll26FLdu3UJ0dDQGDx6MCRMmuN3n+MCBA0hKSkKLFi1qHBcAZR1eXWNQI6Ig4W3Pf0HKdvVOlKpE7qb09ZukDmoh4a67QEZ2AMqLAhA460lYs0CPgIgaibRzaViXtQ6pPVMxLmFcQI71RnZ2Nv7zn/84rOPSarUeT4P01s8//wxA2o7KFzExMXjssceQkJAAADh+/Dg2bNiAn3/+WemuDgA9evTA0KFDERsbi4KCAnz66adYuHAhXn75ZWVaYUhICEaNGoU+ffogIiIC58+fR1paGi5cuICVK1dCp3MeQ9LT03H27FmHpiB33XUXEhIS0LJlS+Tl5SEtLQ1z5szB6tWr0aZNGwBAeHg4Hn74YSQlJSE0NBSnTp3C5s2bcfnyZSxevNjp9XJycnDp0iVMnTrV7bOpqKjAX//6V3Tp0gW9e/f27IHWEoMaETVQouNaME1IHTQ5qar0GaKB0GbVU/ncTek78YH6a3et+kt+BhJGA99uByoD2NJf0AKixb/nDAlnMxEi8pt1Wetwtfgq1mWtqzFQ1dWxnvrpp5/w2muvoWfPng4dBqdPn47p06f75Tr+1qdPH/Tp00f1dWhoKD777DOMGzdOabQxYcIE1ef69euHqVOnYuPGjViyZAkAKfT97//+r3JMz5490bFjR7z44os4cuQI7r33Xofr5+Tk4J133sEDDzyAgQMHqt774x//qPw5KSkJycnJmDJlCj799FPlOvHx8YiPj1eO6927N2JiYrB27VqcP38e3bp1c7jm/v37odPpalxztmbNGly7dg2vv/66V108a4Nr1Iio4bIPNnXViTKygzSdsUP/6tcEN//63LfM9Xsh4dL5ZOYS4PQngKV+1i84ZYgGdF6sq9OESL9qUlnORiJE5DepPVPRNqItUns6tnyvr2M9UVRUhCVLlsBoNGLevHl1Vj1zRl6Xdv36db+dc9CgQbBarfj+++9dHqPX63HnnXfiu+++c3uuO++8E3q93ulx+fn5WLJkCbp161ZjdQuQgmBiYmKN1xw0aBAA4MKFCw7viaKIAwcOoG/fvm6nY/7973/H/v37MXfuXMTFxdU4Nn9hRY2IvGdfMXJFGwJYahGeBA2g03u2eXRI1fx/f280rdVJVaF+k6TpjoBUfRrt2NpXYTuLU9AAorX66/DbgJmnpWe4dxlQdlP6gAd7P9aZ0htVwUsABEEaiyBUj1sTIv056dfA2A+ksR9cVXOjkKRf1/nQiajpGJcwzuOKV10dW5Py8nK8+OKLKC4uxooVKxAREeGX83pKXiOWkZGB2NjYer12bRQWFmLRokWIiorC/PnzXU6L9LczZ87g+vXrqm6P9j7//HN8/PHHmDFjhqraWB9YUSMi78mBpSbehDR9tPTLEI3qxWcC8MLVqtdsCVIwCwmX3kt5Qzou3LHDlXJeTypAru5Bvt9BM6Vq2OjX3VeKutq0E1YCmCCNtUN/YFXVYuu5FwF9lG/j8he5Mmg1ozowOgmOgkaq/L03BNg+WwppunAptPYYK30PdDb7++ijpVBHRNREWCwWvPrqq/jxxx+xdOlSp10X61pSUhK6deuGtLQ0p50Jr1+/josXL3p1zv/85z/QaDSqKYX2ysrKcOLECXTt2tXtuU6cOIGysjJV6/zS0lIsWbIElZWVWLx4sUd7xQHSerwzZ864bcMPSI1CADg9bv/+/TAYDLjrrrucfnb//v14//338fjjj2Po0KEejcufWFEjIu8NmglsexYeNQBRrRuz6exoW22TpwIWXpb+HN0JyM0A2vaSXo/uJFV9BA2gj5SmIToLSh3621R5qrozdugPXNgrNbWQz+sVwXGd1aXDUniTK232vt1uc/+66mpU3N1SyBEtUjXt4Cop1J3+BN43U5HPHwKMelU6n6XcfUUxsoP0fOQqn9yRUdXIRJSOu5VX/X2znVIqPz9BC/xiNHD5mHRfB1dJU1H10dKz5to0Impi3n33XZw4cQKTJk1CSUkJvv32W+W9+Ph4ZYPkt956C3v37sVnn31WJ+N49tlnMX/+fMycORMPPfSQsuH16dOnsW3bNsycOdNli/5FixahV69eyvvHjh3Drl27MGbMGERHS//NyM7OxqeffoqBAweiVatWKCgowObNm3Hjxg3MnTtXOdcHH3wAQRCQkJCAZs2a4fz58/j444/RtWtX1Ybbf/rTn5CTk4Pp06cjPz8f+fn5yntyY5L9+/fjxIkTuPPOOxETE4O8vDxs2rQJGo1GtQH2ypUr0bZtW+V5nzp1Cp999hkGDBjgENQsFgsOHTqE/v37O+0ImZWVhTfffBO9evVCjx49VN/PFi1a1Ngh0h8Y1IjIe/0mSeuwSm8AEKQwYhvGbKfNKdP+BCDEAJhLAYhASDOgarad8kP9wVVSsMreLH1d/JP0+9VT1eeYc9FxPPJUvJKfq1/r8bA6GMkM0VXj9pBc8VrVA6gokj5rypXO6arzY2Vp9Z/DmkmfuXxM+iVapJAjQApN5UXVx4aEVz8fTwhaoE0PKTRrdNK1Wiaow6htIC6UNk2VvieCFBLj7pZCXkVR1fdQkL4H3253vubPNizL0x/3Vq3JM0S7DtFERI1cRob0794PPnCcTbBu3Tq0bt0agBQQrFarwzH+EhsbizfffBOffPIJduzYgevXryMkJARdunTBU089hX79+rn8bPv27bFnzx789NNPEEUR7dq1Q2pqqqohSnR0NCorK/HRRx/h1q1bCAsLQ/fu3TF16lRVs44OHTpg+/bt2LVrF8rLy3Hbbbfhl7/8JSZMmKBq9Z+ZmQlA2rbAnryFQevWrVFQUID3338fxcXFiIiIQK9evTBhwgSl4yMAdOzYEenp6diyZQvMZjNat26NcePGYezYsQ7n/vrrr2EymXDfffc5fRZZWVmorKzEN998g2+++Ub13qOPPorHHnvM5XP0F0EUA7kwovEzmUyIjIxEYWEhjEZjoIdD5D9yOLKvrglaqTGFXNmJTZYClxxy7Csu9pWpVT2qqmICYIiSfvC/dFgKb/IaKXvKZ6roo4FhCx1DGgQg9g4PqmpVx109JV3z8jHp/PLYO/SXXnNVUVveVrp/uelGZYkUwhJGV39OvveSn6uflSFaasDhqioWmwwUXJQqZ7ow6dnY36OglSqR8tgv7HXd+j+yg7Rezv75CVpAb6wOtPbdNOXPyf8MyN9b+XVA/c8HgxsRuXH58mW88cYbmDVrVr3tT0VUl9z9M+1NNuAaNSLyTb9J0g/l/SZJ1SuZfYv36+ek44YulH6QH7ZQ+uH94CqpKld4Gdi1AFgSCSyJAiJaSMcZoqQf/g+uksLZ4gLXa54GzZTCBSD9Pqyq2iNaIFX85PVpYnV1TtA6O5N63KJFClYd+kvHdx0m3cvYD6rv3Rl5rZy1srozpblEOpf8Ofn5Kd0WBel+tW66Lxb/JAVFc4m0VUC/SVUNO4TqtWaiRTpu9OvS9boOc3GvNlM65bV38hTUtr2k75f8OWtl9ccM0dWfk+9h6EIpxFYUVTeakattnq5nJCIiIhUGNSKqvbi71WFAGwalIYi5ahqgbbCTf4gXIYUDZapgVZCyDXaerHWSA4uglX7vN6k6XIUYqqtB8vv6aKliJAeTyA7V45XHYS6pDiXylMXLxzx7Hkp1ymbCgm3AsSXfZ4+Hq4OsM4JWuic5VMnnGvsBsOQmYGynPk5u+HH5mBTa5EYtPcZKn09ZWR005e+NPA2z4KL0mvy5EEN105Y5Fx0Dar9J1VM8D66Swlp5ket7JiIiohoxqBFR7dlWrwxV0w57PFzVEfBhx+PlsDFsoRQQlGOE6pbutsHOE/ZhSv5aG1YdUka/LgUbOVTIa7YKf5TGoLPrNFV6Q5p2aR+OaiIHQH10VShyEXBs79NdlS4kXLqX7/ZWHw9IUxblCpYcTNv2kqaJypXNDv2lz8y9KI3B3XUEu9/lAGZbwXNFfkZySCy7UfNniIiIyCUGNSLyzYkPqoOC/EN6ysrqQOJuuqJtCDvxgRSqUt6QKkO+tnS3D1O2YXDYQik02B+rlfspidJaLku543mzN3sfGuWmJpbymj9n+xwVgvoYuRmI2WZ89lML5WB69ZR6+mlNVUDb68vVvaE2VT1PQ6r8jGwbprCaRkRE5DMGNSLyjW1QsA9eDsHDhU2TgG2zal7LZHtOV+e3rzQBjlMtt82SrilPjbTd581SbteUQ1M9VdJb5hL17+44Xctl1+NJXiMWYrN+zVUwTfp11VTKsTUHrBMfVE+RtP8+yrwNqZ7uNUdERERusT0/EfmmQ3+pTX2H/urX7QOcKyc+AE5vqv7aXaCQz7l9dnU3wu2zpffsr2F/fXm9lCx7s1S1k7cAkImoapuvkda0hUVK0wV9Iu8XJ9R0YHVjFdv7DwlXhzyNDmjeRn2M3JDE1deekKes+rP65cs4iIiIyAErakTkG1cNNuS1UvYBzt6+ZdV/jk2W9uJ6tZPzSpzc1VG0VAcqeR8zZ8faVpIOrpLWS+nC1RUyuflIbLJ0fEiYdM7QZu6benjC3fo8e3J1b/tsqdoHAMNfUh8T2sy7qpanWP0iIiIKWqyoEZFvnFWCAMcA52o/LXl2nz5aaicv7/XlrBInf217PWfXlo+1/bztOOXX5XVxo1+vPlf8MPd7o3kj7m7pXHF3e7afmNz84/Qn0lq5iiL1+7UJje6w+kVERBS0GNSIyDeufsi3D3CupkLKe53Jx+1dJs0UdDUFz9lUP1/Hab8uTG6nL69xqy1n53c3FTTp11JY04U535yaYYqIiKjJYVAjIt+4qhS5q2i5+2x9hhFnYdKfHQq9Pf/YD6RfJz6QAmtFUfXeb4D0em2fjyeVPSIi8tlXX32FTZs24fLlyygpKcFtt92GAQMG4NFHH0VERITH58nKysL8+fNrPG7dunXIysrC6tWrsWHDBkRGRirvlZaWYsuWLTh48CDy8vIgCAI6duyIwYMHY/To0QgNDfXq2vfeey+ef/555etVq1Zh3759DsctWbIEffv2Vb4eM2aMwzFRUVH4+9//rnx98OBBpKen48KFCygqKkJsbCzGjBmDBx54AIJQvdZ73rx5OH3a8S9U33nnHXToIG2Lc+3aNaSmpjock5CQgBUrVihfT5o0Cfn5+Q7HAcDr/7+9O4+rovr/B/66CLLIvi+yyCKgEor2YUlxDSElTTNFMtEbpfmp/OaWZor6q0+Ka5q7gpaGaYofzSV3NKlIQYQSQwUFwQVQFpV1fn/4YXJklwtc9PV8PO5D58yZM2fmfcF5e2bOhIfDxcUFubm52Lt3L+Lj45GdnQ0tLS107twZY8eOhampabXbKhoTNSJ6NvWdNKSuEa2WSBrSzz6eCCX97OMESdF9UMTo3/+zAMr+N6GIIs5TQ865IpI6JoZE9IIpKCiAs7MzAgMDoauri/T0dGzfvh3p6elYsGBB3Q38j4ODA8LDw8XlK1euYO3atfj444/Rvn17sdzQ0LDa7e/fv4/PPvsMd+/exeuvv45OnToBAC5duoRdu3ZBRUUFr7/+eq19eHpfurq6VeqYm5tjypQpkrLKhOlJgwcPRu/evcVlVVVp+hEdHQ0zMzPI5XLo6uoiISEBq1atwt27dxEUFCSp6+rqivHjx0vKzMzMquzznXfegZubm7isqakpWT9r1iyUlpZKyiIjI5GRkQEnJycAQGpqKmJjYzFgwAA4OzsjPz8fO3bswJQpU7Bq1SpJYtxUmKgR0bOp6Rm1pt5WESqfCaucAbIpNCZR2SX/J0mDTDHnqSHnXBGJdEsn40REzaxv376SZTc3N6ipqWHVqlXIycmBkZFRvdrR0tKCi4uLuFyZUNja2opJRG3WrFmD7OxsLFmyBLa2tmJ5165dMWjQIGRkZNTZRn321bZtW0k/a2JiYlJrvc8//1yS9Li7u6OgoADR0dEYOXIkVFT+mfuwXbt29dqnpaVlrfUcHBwky48ePcKVK1fQr18/tGnTBgDQqVMnrFmzRlwG/kkUjx8/jjfeeIbX9zQQZ30komfT0PdrKWpbRbB4SfpnU6j2/Wj19OSrA1Q1FXOeGnLO6/uS66Zug4ioldPR0QEAlJWVNcv+bt++jbNnzyIgIECSpD3ZH1dX12bpS31VNzJlb2+PBw8e4NGjR83Sh19//RWPHj1Cnz59xDJtbW1JkgYAxsbG0NPTQ25ubrP0iyNqRPTiKbr7z59NdYteY0YNO7/xzzvmyh4q5hm1hlDEbJCcUZKIXlDl5eUoLy/H9evXERUVBU9PT8ntedu3b8f333+PjRs3VnvbXmMkJydDEAR4eHg0qp158+ahoKAABgYG8PX1RXBwMNTV1SV1srKyMHLkSJSUlMDW1hYjR46Et7d3lbZ27dqFrVu3QkNDA926dcO4cePqfMbrzz//hJGREbS0tKoc35tvvomKigp07NgRb7/9Nrp06VJl+9WrV2PRokXQ0dGBp6cnQkJCxKS5OqdOnYKpqWmdSWxmZibu3bsnuS20KTFRI6IXz5NJVFPdoldTolKfxPDNTY+n9j8w7Z/3xTHpISJqFeRyOXJycgAAHh4emDp1qmS9TCaDioqKZKIMRancr4mJyTNtr6WlheHDh6Nz585o27YtEhMTsWfPHty4cQNz584V6zk4OKBjx46wsbFBYWEhDh48iC+//BKffvopXnnlFbFev3798PLLL0NfXx/p6enYsWMHZsyYgZUrV0JbW7vaPiQnJ+P06dNVnkXr0qUL+vXrB0tLS+Tm5mL37t34/PPP8Z///Ee8zVFNTQ0BAQHw8PBAu3btcPnyZfzwww9ITU3FkiVLqjwfBwD5+flISEio81ZGQRCwfv16GBoaSp65a0pM1IjoxfN0EtWcz8s1ZBKW5u4bEZESy4uKwt31G2D8XigMRo1qkbr1MXfuXBQXFyM9PR0//PADFixYgPnz54u30QUFBVWZJEPRnjUJdHBwkDy/5e7uDkNDQ6xduxaXL19Gx44dAaDKZCSenp6YPn06tm3bJknU/u///vn3q0uXLujUqRMmT56Mw4cPY/jw4VX2f/fuXSxatAhubm5VZowMDg6WLL/88suYNGkSoqKiEBYWBuDxBCsffPCBWMfNzQ02NjaYP38+YmNj0atXryr7PHPmDMrKyupMvrZv344LFy5g3rx50NDQqLWuovAZNSJ6sTX383J8douI6JncXb8BZTdv4u76DS1Wtz46dOgAFxcXDBw4ELNnz0ZiYiJ+/fVXhbRdl8oJS+7cuaOwNnv27Ang8SyINVFRUYGPjw9u3LiB4uLiGut16NABVlZW1bZVWFiIsLAw6OrqYubMmZJJRKqjoaGBHj164MqVK7XW69GjBzQ0NGqsd+rUKdjZ2VX7TF+lw4cPIyoqCpMmTYK7u3ut+1MkJmpERM2pIYlhYyYkISJ6zhi/FwpVS0sYvxfaYnUbys7ODqqqqrh586bC265O586dIZPJcP78+WbZn6IUFxdj/vz5KCoqQlhYWIPeO9cYt2/fxl9//VXraFpsbCxWr16N4OBgvPrqq83Sr0pM1IiIFC1uE7Csy+M/G7O9tSdH34iI/sdg1Cg4HT9Wr9sTm6puQ6WkpKCsrAzm5uYKb7s6pqam8PHxwcGDB3H9+vUq6wsLC3Hp0qUGtRkTEwMAtU7XX1FRgTNnzsDGxqbKpCNPunr1KjIzMyVtlZeXY+HChcjIyMC8efPq/RqDR48eIS4uDo6OjrXWi4uLw6NHj6rtf+Wx+fr6VrvtxYsXER4ejoEDB2JUE3w/6sJn1IiIFO34AuBhHvDT/14E2tDbKitH0oDHo29ERKT0vvzySzg6OsLOzg7q6uq4du0adu/eDTs7O3h5eYn1vv/+e0RFRWHDhg11zn74LCZOnIhZs2Zh+vTpGDJkiPjC65SUFOzfvx9vvvlmje8YW7JkCSwsLODg4AA1NTUkJiZi79698PLyEhOd27dvY9myZfD19YWlpSUKCwtx4MABpKamYubMmWJbu3fvRnZ2Ntzc3KCnpyc+s2dsbAw/Pz+x3po1axAXFwe5XI4HDx5IEsnKfiQnJ2P37t3w9vaGqakpcnNzsWfPHuTl5eHTTz8V62/atAkymQzOzs7Q1tbG5cuXsXPnTjg6OkpiUOnUqVNwdXWtNg43btzAF198AUtLS/Tt21fSLz09PVhYWNQ3JM+MiRoRkaIJT/zlWWZsbOkXghMRUYM5OTnhzJkz2LVrFwRBgKmpKfz8/DBs2DCoqamJ9QRBQEVFBQRBqKW1Z6enp4fw8HDs3bsXp0+fxq5duyCTyWBjY4Phw4fD39+/xm1tbGxw8uRJREdHo7S0FGZmZnjrrbfw5ptvinU0NTXRrl07/PDDD7h37x7U1NTg6OiIsLAwyWsB2rdvj7Nnz+L06dN4+PAh9PT08PLLL+Ptt9+WzPgYHx8P4HGS9bTKVxgYGBigrKwMW7duRUFBAdTV1eHq6opJkyaJE5wAgLW1NQ4cOIDDhw+juLgYRkZGePXVVxEcHFzlnWjXr19HWloaJk6cWO25SElJQVFREYqKijB9+nTJun79+kkmSmkqMqGpviUE4PGUn3p6erh//z50dXVbujtE1BziNgHHFgAyAP0+59T6RES1uHHjBpYuXYpPPvkE1tbWLd0dokar7TvdkNyAI2pERIrGlz0TERFRI3EyESIiIiIiIiXDRI2IiIiIiEjJMFEjIiIiIiJSMkzUiIiIiIiIlAwTNSIiIiJqMSoqjy9Hy8vLW7gnRIpR+V2u/G4/KyZqRERERNRiDAwMAABXr15t4Z4QKUbld7nyu/2sOD0/EREREbUYLS0teHl5Yd++fQAAe3v7Ki8nJmoNysvLcfXqVezbtw9eXl7Q0tJqVHtM1IiIiIioRY0YMQIAxGSNqDXz8vISv9ONIRMEQVBAf6gGDXn7OBEREdGL7MGDB8jLy0NFRUVLd4WowVRUVGBgYFDrSFpDcgOOqBERERGRUtDS0mr07WJEzwtOJkJERERERKRkmKgREREREREpGSZqRERERERESoaJGhERERERkZLhZCJNrHJSzfz8/BbuCRERERERtaTKnKA+E+8zUWtiBQUFAABra+sW7gkRERERESmDgoIC6Onp1VqH71FrYhUVFbh58yZ0dHQgk8laujutXn5+PqytrXHjxg2+l64VYLxaD8aqdWG8Wg/GqnVhvFqP1horQRBQUFAAS0tLqKjU/hQaR9SamIqKCtq3b9/S3Xju6Orqtqofyhcd49V6MFatC+PVejBWrQvj1Xq0xljVNZJWiZOJEBERERERKRkmakREREREREqGiRq1Kurq6pg7dy7U1dVbuitUD4xX68FYtS6MV+vBWLUujFfr8SLEipOJEBERERERKRmOqBERERERESkZJmpERERERERKhokaERERERGRkmGiRkREREREpGSYqFGzi4mJQWBgICwtLSGTyRAdHV1j3QkTJkAmk2H58uViWVpaGuRyOTp06ABNTU04ODhg7ty5KCkpkWybmJiIXr16QUNDA9bW1li0aFETHdHzrbHxelJxcTG6du0KmUyGhIQEyTrGq/EUFauffvoJnp6e0NTUhIGBAYYOHSpZf/36dQwaNAhaWlowNTXFtGnTUFZWptiDeQEoIl6XL1/GkCFDYGxsDF1dXfTs2RMnTpyQ1GG8Gq+uWIWEhEAmk0k+/v7+kjq5ubkIDg6Grq4u9PX1IZfLUVhYKKnD34OK0dh48Tqj+SjiZ6vS83iNwUSNml1RURHc3d3xzTff1Fpvz549+PXXX2FpaSkpv3TpEioqKrBu3TokJydj2bJlWLt2LWbNmiXWyc/Ph5+fH2xtbXHu3DmEh4cjLCwM69evb5Jjep41Nl5Pmj59erXrGS/FUESsfvzxR4wZMwbjxo3DhQsX8Msvv2D06NHi+vLycgwaNAglJSU4e/YstmzZgsjISMyZM0fhx/O8U0S8Bg8ejLKyMhw/fhznzp2Du7s7Bg8ejOzsbACMl6LUJ1b+/v7IysoSP99//71kfXBwMJKTk3HkyBHs378fMTExeO+998T1/D2oOI2NF68zmo8ifrYqPZfXGAJRCwIg7Nmzp0p5RkaGYGVlJSQlJQm2trbCsmXLam1n0aJFQocOHcTl1atXCwYGBkJxcbFYNmPGDMHZ2VlRXX8hNSZeBw4cEFxcXITk5GQBgBAfHy+uY7wU71liVVpaKlhZWQkbN26ssd0DBw4IKioqQnZ2tli2Zs0aQVdXVxI/aphnidedO3cEAEJMTIxYlp+fLwAQjhw5IggC49UUqovV2LFjhSFDhtS4zZ9//ikAEOLi4sSygwcPCjKZTMjMzBQEgb8Hm8qzxKs6vM5oeo2J1fN6jcERNVI6FRUVGDNmDKZNm4bOnTvXa5v79+/D0NBQXI6NjYWvry/atm0rlg0cOBApKSnIy8tTeJ9fZPWJ161btxAaGopvv/0WWlpaVdYzXs2jrlidP38emZmZUFFRQbdu3WBhYYGAgAAkJSWJdWJjY+Hm5gYzMzOxbODAgcjPz0dycnKzHMeLoq54GRkZwdnZGVu3bkVRURHKysqwbt06mJqaonv37gAYr+Z08uRJmJqawtnZGRMnTkROTo64LjY2Fvr6+ujRo4dYNmDAAKioqOC3334T6/D3YPOpLV7V4XVGy6krVs/zNQYTNVI6CxcuhKqqKj766KN61U9NTcXKlSvx/vvvi2XZ2dmSCxMA4nLlLUGkGHXFSxAEhISEYMKECZKLlCcxXs2jrlhdvXoVABAWFobZs2dj//79MDAwQJ8+fZCbmwuAsWpOdcVLJpPh6NGjiI+Ph46ODjQ0NLB06VIcOnQIBgYGABiv5uLv74+tW7fi2LFjWLhwIU6dOoWAgACUl5cDeHyuTU1NJduoqqrC0NBQjANj1XzqitfTeJ3RcuqK1fN+jaHa0h0getK5c+ewYsUKnD9/HjKZrM76mZmZ8Pf3x4gRIxAaGtoMPaQn1SdeK1euREFBAWbOnNnMvaMn1SdWFRUVAIDPPvsMw4cPBwBERESgffv22Llzp+QihZpWfeIlCAImTZoEU1NTnD59Gpqamti4cSMCAwMRFxcHCwuLZu71i2vUqFHi393c3PDSSy/BwcEBJ0+eRP/+/VuwZ1SdhsSL1xktq65YPe/XGBxRI6Vy+vRp3L59GzY2NlBVVYWqqirS09MxZcoU2NnZSerevHkTffv2hY+PT5UHQs3NzXHr1i1JWeWyubl5kx7Di6Q+8Tp+/DhiY2Ohrq4OVVVVODo6AgB69OiBsWPHAmC8mkN9YlV5Yd+pUydxO3V1ddjb2+P69esAGKvmUt+frf379yMqKgqvvPIKPDw8sHr1amhqamLLli0AGK+WYm9vD2NjY6SmpgJ4fK5v374tqVNWVobc3FwxDoxVy3k6XpV4naF8no7V836NwUSNlMqYMWOQmJiIhIQE8WNpaYlp06bh8OHDYr3MzEz06dMH3bt3R0REBFRUpF9lb29vxMTEoLS0VCw7cuQInJ2dxVuCqPHqE6+vv/4aFy5cENcfOHAAALBjxw588cUXABiv5lCfWHXv3h3q6upISUkRtystLUVaWhpsbW0BPI7VxYsXJRedR44cga6uriTBo8apT7wePHgAAFV+/6moqIijo4xXy8jIyEBOTo74nx/e3t64d+8ezp07J9Y5fvw4Kioq4OnpKdbh78GW8XS8AF5nKKunY/XcX2O08GQm9AIqKCgQ4uPjhfj4eAGAsHTpUiE+Pl5IT0+vtv7TM51lZGQIjo6OQv/+/YWMjAwhKytL/FS6d++eYGZmJowZM0ZISkoSoqKiBC0tLWHdunVNfXjPncbG62nXrl2rMiMT46UYiojVxx9/LFhZWQmHDx8WLl26JMjlcsHU1FTIzc0VBEEQysrKhC5dugh+fn5CQkKCcOjQIcHExESYOXNmUx/ec6ex8bpz545gZGQkDBs2TEhISBBSUlKEqVOnCmpqakJCQoIgCIyXotQWq4KCAmHq1KlCbGyscO3aNeHo0aOCh4eH4OTkJDx69Ehsw9/fX+jWrZvw22+/CWfOnBGcnJyEoKAgcT1/DypOY+PF64zmo4ifrSc9b9cYTNSo2Z04cUIAUOUzduzYaus/fXESERFR7fZP/7/DhQsXhJ49ewrq6uqClZWV8NVXXzXhUT2/Ghuvp1X3S1QQGC9FUESsSkpKhClTpgimpqaCjo6OMGDAACEpKUlSJy0tTQgICBA0NTUFY2NjYcqUKUJpaWkTHdXzSxHxiouLE/z8/ARDQ0NBR0dH8PLyEg4cOCCpw3g1Xm2xevDggeDn5yeYmJgIampqgq2trRAaGip5JYIgCEJOTo4QFBQkaGtrC7q6usK4ceOEgoICSR3+HlSMxsaL1xnNRxE/W0963q4xZIIgCIoanSMiIiIiIqLG4zNqRERERERESoaJGhERERERkZJhokZERERERKRkmKgREREREREpGSZqRERERERESoaJGhERERERkZJhokZERERERKRkmKgREZEoJCQEQ4cObeluUC3CwsIgk8kgk8mwfPnylu5Og/Xp0weTJ09u1v1Vnq+EhIRm2y8RUWMxUSMiekFUXqzW9AkLC8OKFSsQGRnZ0l2tVlpaGuRyOTp06ABNTU04ODhg7ty5KCkpqbZ+amoqdHR0oK+vLymPjIyscuwaGhqSOjWdo/DwcLFObm4ugoODoaurC319fcjlchQWFkraSUxMRK9evaChoQFra2ssWrSoSj937twJFxcXaGhowM3NDQcOHKjzXHTu3BlZWVl47733xDI7Ozuxn23atIGlpSXkcjny8vIAPE7Ca4u/nZ0dgKqJ1JOJjrq6OqysrBAYGIjdu3fX2U9lsHv3bvz+++8t3Q0iogZjokZE9ILIysoSP8uXL4eurq6kbOrUqdDT06uS2CiLS5cuoaKiAuvWrUNycjKWLVuGtWvXYtasWVXqlpaWIigoCL169aq2raePPT09XbL+yXVZWVnYvHkzZDIZhg8fLtYJDg5GcnIyjhw5gv379yMmJkaSOOXn58PPzw+2trY4d+4cwsPDERYWhvXr14t1zp49i6CgIMjlcsTHx2Po0KEYOnQokpKSaj0XqqqqMDc3h5aWlqR8/vz5yMrKwvXr17Ft2zbExMTgo48+AgCsWLFCckwAEBERIS7HxcXVuL/Q0FBkZWXhypUr+PHHH9GpUyeMGjVKcrzKytDQECYmJi3dDSKiBmOiRkT0gjA3Nxc/enp6kMlkkjJtbe0qtz726dMHH374ISZPngwDAwOYmZlhw4YNKCoqwrhx46CjowNHR0ccPHhQsq+kpCQEBARAW1sbZmZmGDNmDO7evduo/vv7+yMiIgJ+fn6wt7fH66+/jqlTp1Y7sjN79my4uLjgrbfeqratp4/dzMysxnNlbm6OvXv3om/fvrC3twcA/PXXXzh06BA2btwIT09P9OzZEytXrkRUVBRu3rwJANi2bRtKSkqwefNmdO7cGaNGjcJHH32EpUuXivtZsWIF/P39MW3aNLi6umLBggXw8PDAqlWrnukc6ejowNzcHFZWVujbty/Gjh2L8+fPAwD09PQkxwQA+vr64nJtyYyWlhbMzc3Rvn17eHl5YeHChVi3bh02bNiAo0eP1rhdUVER3nnnHWhra8PCwgJLliypUufbb79Fjx49xL6PHj0at2/fBgAIggBHR0csXrxYsk1CQgJkMhlSU1MhCALCwsJgY2MDdXV1WFpaiskpEVFrxkSNiIhqtWXLFhgbG+P333/Hhx9+iIkTJ2LEiBHw8fHB+fPn4efnhzFjxuDBgwcAgHv37qFfv37o1q0b/vjjDxw6dAi3bt2qMWlqjPv378PQ0FBSdvz4cezcuRPffPNNjdsVFhbC1tYW1tbWGDJkCJKTk2use+vWLfz000+Qy+ViWWxsLPT19dGjRw+xbMCAAVBRUcFvv/0m1vH19UXbtm3FOgMHDkRKSop4O2JsbCwGDBgg2d/AgQMRGxtbj6OvXWZmJvbt2wdPT89Gt1WdsWPHwsDAoNZbIKdNm4ZTp05h7969+Pnnn3Hy5EkxcaxUWlqKBQsW4MKFC4iOjkZaWhpCQkIAPE6ox48fj4iICMk2ERER8PX1haOjI3788UcsW7YM69atw99//43o6Gi4ubkp/HiJiJobEzUiIqqVu7s7Zs+eDScnJ8ycORMaGhowNjZGaGgonJycMGfOHOTk5CAxMREAsGrVKnTr1g1ffvklXFxc0K1bN2zevBknTpzA5cuXFdav1NRUrFy5Eu+//75YlpOTg5CQEERGRkJXV7fa7ZydnbF582bs3bsX3333HSoqKuDj44OMjIxq62/ZsgU6OjoYNmyYWJadnQ1TU1NJPVVVVRgaGiI7O1us8/RIXeVyXXUq1zfUjBkzoK2tDU1NTbRv3x4ymUwygqdIKioq6NixI9LS0qpdX1hYiE2bNmHx4sXo378/3NzcsGXLFpSVlUnqjR8/HgEBAbC3t4eXlxe+/vprHDx4UHzeLyQkBCkpKeJzZqWlpdi+fTvGjx8PALh+/TrMzc0xYMAA2NjY4F//+hdCQ0Ob5JiJiJoTEzUiIqrVSy+9JP69TZs2MDIykoxYVCYalberXbhwASdOnIC2trb4cXFxAQBcuXKl2n08WXfChAl19ikzMxP+/v4YMWKE5KI8NDQUo0ePhq+vb43bent745133kHXrl3Ru3dv7N69GyYmJli3bl219Tdv3ozg4OAqE44oo2nTpiEhIQGJiYk4duwYAGDQoEEoLy9vkv0JggCZTFbtuitXrqCkpEQyomdoaAhnZ2dJvXPnziEwMBA2NjbQ0dFB7969ATxOwADA0tISgwYNwubNmwEA+/btQ3FxMUaMGAEAGDFiBB4+fAh7e3uEhoZiz549VZJBIqLWiIkaERHVSk1NTbIsk8kkZZUX6hUVFQAej6QEBgYiISFB8vn7779rTKCerDd//vxa+3Pz5k307dsXPj4+kok5gMe3PS5evBiqqqpQVVWFXC7H/fv3oaqqKl7oV3d83bp1Q2pqapV1p0+fRkpKCt59911Jubm5uZiYViorK0Nubq74/Je5uTlu3bolqVO5XFedyvUNZWxsDEdHRzg5OaFfv35Yvnw5zp49ixMnTjxTe7UpLy/H33//jQ4dOjxzG0VFRRg4cCB0dXWxbds2xMXFYc+ePQAgmc3z3XffRVRUFB4+fIiIiAiMHDlSnEjF2toaKSkpWL16NTQ1NfHBBx/A19cXpaWljTtAIqIWxkSNiIgUysPDA8nJybCzs4Ojo6Pk065du2q3ebLO07cUPikzMxN9+vRB9+7dERERARUV6T9jsbGxVZI+HR0dJCQk4I033qi2zfLycly8eBEWFhZV1m3atAndu3eHu7u7pNzb2xv37t3DuXPnxLLjx4+joqJCHEHy9vZGTEyMJGE4cuQInJ2dYWBgINapHPl6so63t3eN56Ah2rRpAwB4+PChQtp70pYtW5CXlyeZCfNJDg4OUFNTE5/ZA4C8vDzJ7a+XLl1CTk4OvvrqK/Tq1QsuLi5VEmAAeO2119CuXTusWbMGhw4dEm97rKSpqYnAwEB8/fXXOHnyJGJjY3Hx4kUFHSkRUctQbekOEBHR82XSpEnYsGEDgoKCMH36dBgaGiI1NRVRUVHYuHGjmDw0VGWSZmtri8WLF+POnTviusoRKFdXV8k2f/zxB1RUVNClSxexbP78+fDy8oKjoyPu3buH8PBwpKenVxk1y8/Px86dO6udqdDV1RX+/v4IDQ3F2rVrUVpain//+98YNWoULC0tAQCjR4/GvHnzIJfLMWPGDCQlJWHFihVYtmyZ2M7HH3+M3r17Y8mSJRg0aBCioqLwxx9/VBkprK+CggJkZ2dDEATcuHED06dPh4mJCXx8fJ6pvUoPHjxAdnY2ysrKkJGRgT179mDZsmWYOHEi+vbtW+022trakMvlmDZtGoyMjGBqaorPPvtMklzb2Nigbdu2WLlyJSZMmICkpCQsWLCgSltt2rRBSEgIZs6cCScnJ0kiGxkZifLycnh6ekJLSwvfffcdNDU1YWtr26hjJiJqaRxRIyIihbK0tMQvv/yC8vJy+Pn5wc3NDZMnT4a+vn6VEbCGOHLkCFJTU3Hs2DG0b98eFhYW4qch8vLyEBoaCldXV7z22mvIz8/H2bNn0alTJ0m9qKgoCIKAoKCgatvZtm0bXFxc0L9/f7z22mvo2bOnJMHS09PDzz//jGvXrqF79+6YMmUK5syZI3n3mI+PD7Zv347169fD3d0du3btQnR0tCSxbIg5c+bAwsIClpaWGDx4MNq1a4eff/4ZRkZG9W6joqICqqrS/8fdsGEDLCws4ODggGHDhuHPP//Ejh07sHr16lrbCg8PR69evRAYGIgBAwagZ8+e6N69u7jexMQEkZGR2LlzJzp16oSvvvqqylT8leRyOUpKSjBu3DhJub6+PjZs2IBXXnkFL730Eo4ePYp9+/Y16JiJiJSRTBAEoaU7QURERPUTFhaG6OhoJCQkNEn7Li4uePfddzF16tQmaf9ZnT59Gv3798eNGzeqzJRZl7S0NHTo0AHx8fHo2rVr03SQiEjBOKJGRETUyly8eBHa2tp1jmg1xO3bt7FlyxakpKSgf//+Cmu3sYqLi5GRkYGwsDCMGDGiwUlaQEAAOnfu3ES9IyJqOhxRIyIiakVyc3ORm5sL4PGtg3p6egpp18PDA3l5efjkk0/w4YcfKqRNRYiMjIRcLkfXrl3x3//+F1ZWVg3aPjMzU5xMpfKZOCKi1oCJGhERERERkZLhrY9ERERERERKhokaERERERGRkmGiRkREREREpGSYqBERERERESkZJmpERERERERKhokaERERERGRkmGiRkREREREpGSYqBERERERESkZJmpERERERERK5v8DVYe6DVMLWfoAAAAASUVORK5CYII=\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 874,
-              "height": 448
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 12
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Phase Folding",
-      "metadata": {
-        "tags": [],
-        "cell_id": "0f54cc0c787d4db3ba00e07e3a1c4c75",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "available_data_select = lk.search_lightcurve(TIC, author = 'SPOC')[0:9] # Query data, select data from mutliple sectors (e.g. all availablke first year TESS data)\nlc_collection = available_data_select.download_all().stitch()",
-      "metadata": {
-        "tags": [],
-        "source_hash": "c2032662",
-        "execution_start": 1683683423478,
-        "execution_millis": 2534,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "8d5265a0e64c4ee98bc44ee8a2246009",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 13
-    },
-    {
-      "cell_type": "code",
-      "source": "fig, ax = plt.subplots(figsize = (8,4))\nlc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'purple', markersize = 1, alpha = 0.7)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "97f3df29",
-        "execution_start": 1683683426022,
-        "execution_millis": 29,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "293b781652fb4a15abc633e46b2bd964",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 14,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 800x400 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 709,
-              "height": 371
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 14
-    },
-    {
-      "cell_type": "code",
-      "source": "period = 83.8979\nt0 = 2125.847\n\nlc_phased = lc_collection.fold(period = period, epoch_time = t0)\nlc_phased.plot(linewidth = 0, color = 'gold', marker = '.', markersize = 1, alpha = 0.7)\n\nlc_phased_binned = lc_phased.bin(15/24/60)\nfig, ax = plt.subplots(figsize = (8,5)) # defines a plotting region to plot multiple data sets\nlc_phased.plot(ax = ax, marker = '.', linewidth = 0, color = 'blue', alpha = 0.4, markersize = 3, label = 'unbinned')\nlc_phased_binned.plot(ax = ax, marker = 'o', linewidth = 0, color = 'purple', alpha = 0.8, markersize = 6, label = 'binned')\n\nplt.axhline(0.9988)\nplt.xlim(-2, 2) # upper and lower limit for x-axis, zooming in from -40, 40 wide to -2, 2 wide\nplt.ylim(0.996, 1.004) ",
-      "metadata": {
-        "tags": [],
-        "source_hash": "8f78dc0b",
-        "execution_start": 1683683426599,
-        "execution_millis": 15538,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "ce939ab7df394c10b173586d0691d3c1",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 15,
-          "data": {
-            "text/plain": "(0.996, 1.004)"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 848.5x400 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 756,
-              "height": 376
-            }
-          },
-          "output_type": "display_data"
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 800x500 with 1 Axes>",
-            "image/png": "iVBORw0KGgoAAAANSUhEUgAAAs8AAAHFCAYAAAANARRMAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/NK7nSAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOy9eXgc1ZU2/lZ3tdRqS7LVli1LXoWMvOEFswXi4GATG4JJIOCwhBknwCR8GZIB8psknm+yTb5M8n0JATImQzIkQEIIayDEDg6OzaZAMF6EjbzL8iJrs6xdre5Wdffvj8NR3b6q6q5utVbf93n8yGpVV917695zzz3nPedosVgsBgUFBQUFBQUFBQWFpHANdwMUFBQUFBQUFBQURguU8qygoKCgoKCgoKDgEEp5VlBQUFBQUFBQUHAIpTwrKCgoKCgoKCgoOIRSnhUUFBQUFBQUFBQcQinPCgoKCgoKCgoKCg6hlGcFBQUFBQUFBQUFh1DKs4KCgoKCgoKCgoJDKOVZQUFBQUFBQUFBwSGU8qygoKCgoKCgoKDgEMOqPL/55pu49tprUVJSAk3T8NJLLyX9zuuvv46lS5ciOzsbs2fPxuOPP97vmocffhizZs2C1+vFJZdcgu3bt1veKxaL4eqrr3b8bAUFBQUFBQUFhbMbw6o8d3d3Y/HixXj44YcdXV9TU4NrrrkGV1xxBSorK3HPPffgzjvvxF/+8pe+a5555hncd999+M53voNdu3Zh8eLFWL16NZqamvrd78EHH4SmaRnrj4KCgoKCgoKCwtiGFovFYsPdCADQNA0vvvgirrvuOttrvvGNb2DTpk344IMP+j67+eab0dbWhs2bNwMALrnkElx00UXYsGEDACAajWL69On4yle+gm9+85t936usrMSaNWuwY8cOFBcXJ322goKCgoKCgoKCgj7cDUgF77zzDq688sq4z1avXo177rkHABAOh7Fz506sX7++7+8ulwtXXnkl3nnnnb7PAoEAbr31Vjz88MOYMmWKo2eHQiGEQqG+36PRKFpaWjBx4kRlvVZQUFBQUFBQGIGIxWLo7OxESUkJXK7MEC5GlfLc0NCAoqKiuM+KiorQ0dGBnp4etLa2IhKJWF5z4MCBvt/vvfdeXHbZZfj0pz/t+Nk//OEP8b3vfW9gHVBQUFBQUFBQUBhynDx5EtOmTcvIvUaV8pwJvPzyy9i2bRt2796d0vfWr1+P++67r+/39vZ2zJgxAydPnkR+fn6mmzlkMAygtRUoKAD0s242KCgMHIYBPP88cPAgMGcOcOONai0pKCgojBR0dHRg+vTpyMvLy9g9R5WInzJlChobG+M+a2xsRH5+PnJycuB2u+F2uy2vYXrGtm3bUF1djQkTJsRdc8MNN+BjH/sYXn/9dctnZ2dnIzs7u9/n+fn5o1p5BgC/f7hboKAwetHUBBw7BvT20k/DUGtKQUFBYaQhkxTbUZXn+dJLL8XWrVvjPtuyZQsuvfRSAEBWVhYuuOCCuGui0Si2bt3ad803v/lN7NmzB5WVlX3/AOCBBx7AY489NjQdUVBQGDPw+4F584DcXPqpFGcFBQWFsY1htTx3dXXhyJEjfb/X1NSgsrISfr8fM2bMwPr163Hq1Cn85je/AQDcdddd2LBhA77+9a/j9ttvx7Zt2/Dss89i06ZNffe47777sG7dOlx44YW4+OKL8eCDD6K7uxtf+MIXAJD12ipIcMaMGSgtLR3kHisoKIw16Dpwyy1ASwspzoqyoaCgoDC2MaxifseOHbjiiiv6fmdO8bp16/D444+jvr4eJ06c6Pt7aWkpNm3ahHvvvRcPPfQQpk2bhkcffRSrV6/uu+amm27C6dOn8e1vfxsNDQ1YsmQJNm/e3C+IUEFBQSFT0HVg8uThboWCgoKCwlBgxOR5Hm3o6OjA+PHj0d7ePuo5zwoKCgoKCgoKYxGDoa+NKs6zgoKCgoKCwtiEYVAArmEMd0sUFBJDsfMUFBQUFBQUhhWGAfz+98D+/RR4e8stKn5AYeRCWZ4VFBQUFBQUhhUtLaQ4d3XRz5aW4W6RgoI9lPKsoKCgoKCgMKzglI8+HzB1KqBCiRRGMpTyrKCgoKCgoDCs0HVg7Vpg2jTg5EnguecU91lh5EIpzwoKCgoKCgrDjo4OoK4OCAQUdUNhZEMpzwoKCgoKCgrDDlWtU2G0QMWyKigoKCgoKAw7VLVOhdECNTUVFBQUFBQURgRUtU6F0QBF21BQUFBQUFBQUFBwCKU8KygoKCgofAhV5U5BQSEZFG1DQUFBQUEBqsqdgoKCMyjLs4KCgoKCAlSVOwUFBWdQyrOCgoKCggJUqjQFBQVnUA4pBQUFBQUFqFRpCgoKzqBEg4KCgoKCwodQqdIUFBSSQdE2FBQUFBQUFIYFQ5XdRGVRUcgklOVZQUFBQUFBYcgxVNlNVBYVhUxDWZ4VFBQUFBQUhhxDld1EfE5VFXDwoLJAKwwMSnlWUFBQUFBQGHIMVXYTfo7PB7S2Ar/9LVmilQKtkC6U40JBQUFBQUFhyDFU2U34OQcPkuIcCJiWbhUcqpAOlOVZQUFBQUFBYVjA2U0Gm4Os68CcOcCCBSqPt8LAoSzPChmBYajcqAoKCgpjDWNJtqs83gqZgpo6CgOGimRWUFBQGHsYi7Jd5fFWyAQUbUNhwBiqiGkFBQUFhaHDWJPtKtezQqaglGeFAWOoIqYVFBQUFIYOY0m2sxX9wQdVpg2FgWOUO2AURgIUj0xBQUFh7GEsyXYrK7qibyikC2V5VsgIhipiWkFBQUFh6DBWZPtYsqIrDD9G+XJQUFBQUFBQUEiMsWRFVxh+KMuzgoLCiIYK8lFQGP0YCet4rFjRFYYfagopKCiMWIzFVFkKCmcb1DpWGGtQlmcFBYURi7GWKkth+DESLKBnG9Q6VhhrUMqzQhzUxqIwkqCCfBQyCZWubHig1rHCWINynCj0QbnWFEYaVJCPQiaRLF3ZWCpFPZKg1rHCWIOyPCv0QbnWFEYiVJCPQqaQyAKqrNKDC7WOFcYS1DRW6ANvLGx5Vq41BQWFsYREFlBVRGPsQ3kWFDIFNX0U+qBcawoKCmMdbAGVkarxgONDAGVRzTQGQ8lVtESFTGJYaRtvvvkmrr32WpSUlEDTNLz00ktJv/P6669j6dKlyM7OxuzZs/H444/3u+bhhx/GrFmz4PV6cckll2D79u1xf//Sl76EsrIy5OTkYNKkSfj0pz+NAwcOZKhXoxvKtaagoHA2go0H99yTXLEyDODJJ4EvfYn+PfmkonlkCoNFn1G0RIVMYliV5+7ubixevBgPP/ywo+trampwzTXX4IorrkBlZSXuuece3HnnnfjLX/7Sd80zzzyD++67D9/5znewa9cuLF68GKtXr0YTmwgAXHDBBXjsscewf/9+/OUvf0EsFsOqVasQiUQy3kcFBQUFhdEBp8aDlhZg926gvp7+VVYqZSxTGCwlV2X8UMgktFgsFhvuRgCApml48cUXcd1119le841vfAObNm3CBx980PfZzTffjLa2NmzevBkAcMkll+Ciiy7Chg0bAADRaBTTp0/HV77yFXzzm9+0vO+ePXuwePFiHDlyBGVlZY7a29HRgfHjx6O9vR35+fkOe6mgoHA2QXEsxybY8vzCC/T7DTcAt92m3nEmMJj0CrUez04Mhr42qqbPO++8gyuvvDLus9WrV+Oee+4BAITDYezcuRPr16/v+7vL5cKVV16Jd955x/Ke3d3deOyxx1BaWorp06fbPjsUCiEUCvX93tHRMYCeKCgojHUojuXYha6TsrxqFf2uqG6ZASu3a9cCHR2ZV3Lt+O4KCqliVKWqa2hoQFFRUdxnRUVF6OjoQE9PD5qbmxGJRCyvaWhoiPvs5z//OXJzc5Gbm4tXXnkFW7ZsQVZWlu2zf/jDH2L8+PF9/xIp2goKCgqKYzm2oetASQn9U4rzwCFynZ97TlmHFUY2RpXynEl87nOfw+7du/HGG2+gvLwcn/3sZxEMBm2vX79+Pdrb2/v+nTx5cghbq6CgMNqgOJYKCs4xGg+bqiLv2YtRda6bMmUKGhsb4z5rbGxEfn4+cnJy4Ha74Xa7La+ZMmVK3GdsQT733HPxkY98BAUFBXjxxRdxyy23WD47Ozsb2dnZme3QAKH4WwoKIxcq9aPCYGKsyf/RVmdA0bLObowqy/Oll16KrVu3xn22ZcsWXHrppQCArKwsXHDBBXHXRKNRbN26te8aK8RiMcRisThO80iHqoaVWYwmC8JoauvZDpX68ezCUK3NsSj/U0kVOBIwGi3lCpnDsE7Prq4uHDlypO/3mpoaVFZWwu/3Y8aMGVi/fj1OnTqF3/zmNwCAu+66Cxs2bMDXv/513H777di2bRueffZZbNq0qe8e9913H9atW4cLL7wQF198MR588EF0d3fjC1/4AgDg6NGjeOaZZ7Bq1SpMmjQJtbW1+NGPfoScnBx88pOfHNoBGABGWzWskWwlGU0WhNHUVgWFswlDuTZHm/x3itEU0DfaLOUKmcWwbrs7duzAFVdc0ff7fffdBwBYt24dHn/8cdTX1+PEiRN9fy8tLcWmTZtw77334qGHHsK0adPw6KOPYvXq1X3X3HTTTTh9+jS+/e1vo6GhAUuWLMHmzZv7ggi9Xi/eeustPPjgg2htbUVRUREuv/xyvP3225g8WlYtRtfCHekKn7wRNTVR+0aioj9WN00RI/mgpaBgh6Fcm6NJ/o9VKFrW2Y0Rk+d5tGEk5HkeLUpGUxO5F7u6KHjqnntGlsInKvfl5fTZoUMjU9Ef6QeRgWKs909h7GKo5+5okf8KCiKGY96e9XmeFeIxWlxcI91KIloQDAPYsGHkWnbHurXjbLCsK4xNDPXaHA75rxR2hYFgLBlHRmmzFUYTRoPCxxuRYYxsRR8YPYemdDDSD1oKCokwltfmWFJ8FIYHY8k4oqa+wpBgtGwqo0HRH8tQ46+gMDIxlhQfheHBWDKOqK1JQUHCaFH0xyrU+CsojDyMJcVHYXgwlowjo7jpCgoKCgoKCkOBsaT4KAwfxopxZFQVSVFIjIEm6FfFNxQUFBQUZPDeAKiiPwoKgLI8jxkMNJhDBYMoKCgojC1kIjuG2hsUFPpDWZ7HCAZaKlSVGlVQUFAYO8hUCe/RujcoT6rCYEIpz2MEHMyRm5teMMdAvz/SoASngoLCUGEkyptUlN5E7R+svWEwxyxTBwcFBTso58sYwUCDOUZyMEiqrkflZlRQUBgqjFR54zQ7RrL2Z2JvkGX4YI+ZSqunMNgYAUtcIVMYaBTrSIyCTUfIjiTBqSpyKSiMbYwkeSPCqdLrpP0D2RusZPhgj5lKq6cw2FDb+SjB2aqEpSNkR4rgHKkWKQUFhcxhpMgbKzhRege7/VYyPBWreDr73kj2pCbC2brPj0ao1zMKcDYrYekI9pEiOAdiXVFCVEFhdGCkyJt0Mdjtl2V4fj49a+1aoKPD/pkD3fdGoic1Ec7mfX40Qr2aUYCzWQlLV7CPBMGZrkVHCVEFhdGFkSBvBoLBbL8ow/PzgeeecybbRiodZrBwtvV3tENtyaMAZ7sSNlo3pnQVfyVEFRQUxhJYhjc1OZdtI5kO4xSpGK/GQn/PJoxCVersg1LCRi/SUfyVEFVQUBiLsJNtVkrmaKfDpGq8Gu39PdugXs8ogVLCUsNopqsoIaqgoDBWIMtiWbYlUjIT7XtWMn4kyf10jFej1ct6NkJty2MYZ6sSNhboKiNBiI6kjUhBQWH4kK4ssJPFomxLR8m0ui8wsuT+2Wy8OhugtsRRDCcCbSQoYUMNRVcZOMbCAURBQWHgGIgscCKL01Ey7aonpiL3B9s4YGdlHykGiZHUltEINWSjFIYBPPkkUFkJLFkC3HbbyFgAI2FBjpQT/0gYi3ShDiAKCmcnZLmVSBYkk3FOZHEiD6nd/e3uO28eUFUFTJ1KmT0S9XEojAOi8Woonul0z1HGkYFDDdcogrgwmpqAF14A6uuB6mpg1SqgpGT42zeQBZkpZVPXKYdodTVQVjY8QmE4hVMmxnGkHEAUFIYao/nQO1BYya1EQX6JZByPY7J8zoC1hzQZF9pK4V67lj47cAB4+ml7o9JwGAcG+5mp7Dmj3TgyEtboWSYaRi/khbF8+XC3qD8Gmo86XWVTXkiG4TyX6GAtwuESTplS2lPhy48EQaagkAmc7RY5O7llJQuSWaQHOo7JZKiVwt3SAvz1r2RUOnbM3qg0HMYB8Znl5TRGhpG5+ZXKnjOajSMjZY2eRWJhdENeGCtXAjfcAOzeDZx//sg4NQ5kQaarbFotJKf3GsxFOFzCKZNKuxO+/EgRZE6glHyFZBjtFrmBwk5uWcmCRDIuE+OYSlq7VJCKRTyTYINEUxPw6qvAhg2ZlZmp7DmjOZnASFmjo2jIzm7IC2PyZHJJffKTI2fyD2RBpqtsWi0kp/cazEU4XMJpqJX2kSLIksEuOj/T70cp6KMbo9kilwmkIrcSXZuJcUw1rR1AsueGG8xYoFSoIEMBXad/hw6R4r5jBxnCMkG5THXPGa3JBEbKGlXifZTAbmEMZzSxXTvTWZDpKptWC8nuXvJ4DPYiHA7hNNRK+0gRZMkgK/lNTcDWrZndRId7Y1ZID8nyECvYw07GZWocU01rp+uJjUoj4bDv9xNt44UX6PdXX81cwP9oVYhTwUhZo0o0jCKksjBG40aezsK3W0jyvezGYyQswkxjKAXoaBlDWckHMr+JjoSNWSE1OMlDfDbBaRDgcFk2nWbvGMlcX10nLnZlJY3noUOJqYUjXbYOB0bCGlWvYxAxnBP/bNrInSykpiZg5056J+J4jIRFONogz+vRMIaykg9kfhMdCRuzQmo4m+Skk/1osIMAB4qBHtZHymF/8mTgggsSy4qhHO/B0lXGsvI/xrozcjDcgmawgi1GIwyDXGPV1UA0CqxenTgHaLrPEBWzsTrGwz2vBwJZyc/0JjpSNmYF5zhbDjxO1+1gBwEmat9QWbRHwmHfiawYqoPdYMn00bxXOMEY6srIwnBbNNIJthhKDIUSz89g19j06cCRI/TvuecGR0iUl9Nnhw4N/xgPBoYiV+lQKZ/iJprJHOPDvTErOMfZcuBxum4HOwjQCiOlPsBgwa59yWTFUB3sBkumD7cONNgYgVNtbCDViT8YAiDVYIuhwlBVWhIV2vJySuuXnU3W58ESErt3A5pmPqOpyQxOHCmCfSBzjee1kype6bRrOA53g/3ckb65n+04Gw48qazbTAQBpjLnW1qoXc3NJDeTyWXZyzdSDEJWGIhsGaqD3WAp6WPdqzOCptnYQqqCZigEwEiZzEOhxIvPOHQIuPtuCtJ49VXTKjwYQkK0PJeXxz8vUxkdBprjdCBzTdcpP2p7O3DyZGYt+APJ9T2QMRlsd/RI3twVzg5kat06OWikmhYyPx9obQX27QMWLkytrPbKlUMjM9KVMXayxen9huJgN1hK+lj36oyx7owsOJ34Q2URFidzfv7wTeqhUOKt8mJzGqPBFhKASRfZsMH+vaYjwAe7apcTdHQAdXVAIJDZ+ZrOvMjEmDh9rtP3JV43Urw9CoOHkeBZcNKGwVq3MsQ5X1VF/3bvtjcitLSQR3DePKCggNrp9Sa/9/79pDwnWrtW4+JUZvB38/OdV6yVIRtWDAMIBuPvN9TFWqwwWEr6WPbqKOV5BCDd4L50hDZTCIY7UfxglX4Wr3eSwi5TkO/L1gU7wZ6O0pcJRSwTB5fBOvykY6nIxJg4eW4qG6543dq1I8Pbo5AZyPIok56FdJXwTAQDZhL5+VT048QJsig/+iiVyp450zqDx6uvAjU19PtllyUuW21lFLFbu3bj4kRmiN+dOpWs9ekcOli2iFUFxftVVZE3oK5OeaZGG9RrGgFIJ7hvIEJ7JFjD0nX/pUp/Gc5gtkRKWTrvIBObXyZcaYPpjkv1cCOPSX4+bVSptivZc52+L/m6jo6x7bo8m2AlXzIlSwciz+3ScMpg6kZ1NVBWNjhz0TDIqlpba8qnQMB8vlUGj0OHSLHWNKC7O3HZajvZY+XR4/GQ340TOSq+15MngWnTTAU3Vbmr6/Tv0KH+9xuIYq4wvFCifIQg1eC+gQjtkcJ9ToZU+zgSuat2Slk67yBTSmsmrO8jxR0nU5HSda8mg9P3ZXXdSBkrBXukmwM5U7J0IHx/TsMJUGlq2cMl0skGa33I/WCFecYMUhJvuIFiTpg+xxDHz6kimWg9WQWKyzEuTuSo/F5TpVYkq2bL95Nl1kjdixX6QynPIxTJhPJAhPZII/LbbVyp9nEwDwWZVszTfQdKEbNHpt9ROmWbR9raGqvIJM94ILQHu/edavvSlV2i5dbtJgXVjttrFVzHvPx0qCKiUt7UZN2PtWvpOqC/4gwkPvymI7+tAsWtSnUnk6NW79WOhy3DaTVbvl8m5o9TjAR+/liBGr4RCpErlejv6S6EkaKEJdq4Uu2jVeBeOi58KwyGYs4WCSXM0kciS5MTCocVhzWRFdvJmhkpa2usItMZTJweuuzkkfy+02lfuvKc5VJVFeWxlykRiYLr8vPTG8dgkHjMtbXA3LlAJAK89BL97YYbgJtvNhVmANi61foZ4trj8bOiLw7kEGKlsA827OaTnVzIxPxxApX5J7NwDefD33zzTVx77bUoKSmBpml4iVdgArz++utYunQpsrOzMXv2bDz++OP9rnn44Ycxa9YseL1eXHLJJdi+fXvf31paWvCVr3wFc+bMQU5ODmbMmIGvfvWraG9vz2DPMoetW4kD9vvfm4EUTU1mQAUvOv5stMFK0IjgPqZjmf3974EHHzTHzinEMRbve8stwD33ZFaYPfkk8J//ST9H4/tjWI3ZUNxDtjStWkXvaO1aUn4TvX/eTPiaYND8/Ve/IoXEbl4qDB/sZEa6c5AVrtzc5AdjJ/IomUwbyL2tvrN2LXFoOQUd91/uFwfXsQzr6LBvp91YGgatjaeeAnbtIq71u+8C9fX0r7KS7sP71q9+BezdS/eqqop/V08+CfzgB/GyTxwDeX06ea+inGardzoyKZ1nM1KZT1ZId/4M133PVgzruaO7uxuLFy/G7bffjs985jNJr6+pqcE111yDu+66C7/73e+wdetW3HnnnSguLsbq1asBAM888wzuu+8+PPLII7jkkkvw4IMPYvXq1Th48CAmT56Muro61NXV4Sc/+Qnmz5+P48eP46677kJdXR2ef/75we5ySnCS8gcY3afJwaJapOvCF60qCxb0t4Qn4tqlajVqagJeeIE2nepqUvxKSpx9N1NtyAQyYdFI9x52lqampuTvX54j1dWZCxJSGDxYyYxMFKOw8/Jlon2DCbsUdMmC68R2cho1VhLtxrKlhdbGuHG0TmbPJiWxvp7+vmQJ/eR1dPw40NBAVV3FHM6i7Dt61Fr2pSvD2aM3EJk0EArYQL3CgzV/RkOs02iilQxr866++mpcffXVjq9/5JFHUFpaivvvvx8AMG/ePFRUVOCBBx7oU55/+tOf4p/+6Z/whS98oe87mzZtwq9//Wt885vfxHnnnYcXXnih755lZWX4wQ9+gNtuuw2GYUDPwBvL1AQQXXJ2KX+A4c+cMRAMFkc0HUEhWlVyc+kzJ+M5EtxhiZT+wUYmuMYD2Sitcpc7ef/yNWVlAwsSUhgaWMkM+bCUTmVPO3pBJto3mEg01xMd+MVDA6dRs+NGiwr3ggX0/+nTgTvuoPvwNs7XcXumTCGlfu7c5DmcU+lXMqQiT6z2a7tnD0VxEzuZNtB5NNLjMZzsoyNJuR5hw5cY77zzDq688sq4z1avXo177rkHABAOh7Fz506sX7++7+8ulwtXXnkl3nnnHdv7tre3Iz8/P6HiHAqFEAqF+n7v6OiwvC6TihRP9oMHgd/+lgQBfy4u6JF+mkyGweCIpiMoZKvKtGnOxjNdxW/yZOII7t4NnH9+apWnRKSr9GcKmbBocG7Y2tr0AmCtLE3J3r/VHEk3SEjESBLwYxWyzJCtqKlW9hyMgOChWn8DUYp0nf5xGjWRG21VytsqrkS0dDNYKX/lFbI+A8Dll5vfYdlXWUnW6oGWA5fhVCbZ7ddWzx5KI0kmrOd29x2pxrVkazDd8TcM4PTpzLd3VIn2hoYGFBUVxX1WVFSEjo4O9PT0oLW1FZFIxPKaAwcOWN6zubkZ3//+9/HFL34x4bN/+MMf4nvf+17SNg6GEJ4zh077+/dbp/wZyafJ4USqgsLOquLke+koj7pOFQ85GhxITzikq/SLGIjCN1CLhmEATz9NG/js2WTxTfUedusu2fuX58hAN5eR4IUYy7Cbp+IcTFbZ0wqjwaXNYD4yYO4DA5m3VtSnRKW8+VnMW+bD/223xV+j60SFssoEIss+qyDCgfTLqUxiudHRAezYQQcHpo/Izx7I3m71zpLB6nljOcA82RpMZ/xZHldWZr69Y2z4U0NHRweuueYazJ8/H9/97ncTXrt+/Xrcd999cd+dPn16v+syIYStBIjoxpGN3oNxmjwbrWeJBG6i8Rio5UcM+kxHOCdT+p1Uqhyowif2I9W5I/Ifa2qAG29Mnfs9UpSfTB+eFUwkm6eiUpfqXBiJLm270tJPPknrBSBjiqi0pgOrvre0JC/lnYy3bKWUy88dzCwTTvZFv588FTyer75qP558bWUl/WSufTLZyhZ4MSOJk3cmj1+62VFGE1aupH9WB4x0ZDzL4+7uzLd1VA39lClT0NjYGPdZY2Mj8vPzkZOTA7fbDbfbbXnNlClT4j7r7OzEVVddhby8PLz44ovweDwJn52dnY3s7OykbcyEFc7OjTQYbpxU2jAcGGol3krgWpVclrmwmTjADMSCnWqJWhGJrC+pwslYDQZGivIzUpT4sQinB5N05wLL2MGeQ05kWqLS0rt3mwF6lZVkvc100aNE81is4Jfsnqm8h+E4eOo6Kf2VldSfQ4eSPzcWo59cTVF8R0B8zuvnniOZKsYoWb0zqzkhj99YPpjLKUetCuqks655Hp/1ludLL70Uf/7zn+M+27JlCy699FIAQFZWFi644AJs3boV1113HQAgGo1i69atuPvuu/u+09HRgdWrVyM7Oxsvv/wyvOkQGxNgIIpUogUyVItnpCzSkaLEy1lP2tvNLAyZbFOmLNh2bbd7l7L15ZVXKAAonRyp6YyVFfc7HYwEPt9IUeLHIlI5mKQzF4ZC3jh9ht269ftpjRw9StctWeLMApoq7OYxW74rKyl7xvXXA3v2JOYtj/TKt5MnAxdckPy5LS2kXMdi9JOz87DRYflyYNs2U45+4hMk+3p7gWiUAia9XhorMQc9kLjWgVV2lNF2ME82P0UDzgsv0Py64AJ775LT5/A8vuwy4Kc/zWyfhlW0d3V14ciRI32/19TUoLKyEn6/HzNmzMD69etx6tQp/OY3vwEA3HXXXdiwYQO+/vWv4/bbb8e2bdvw7LPPYtOmTX33uO+++7Bu3TpceOGFuPjii/Hggw+iu7u7L/tGR0cHVq1ahUAggCeffBIdHR19wX+TJk2C2+0ewhHoj0QLZKgWTyafMxChPlKUeHE8nJaQTReZVgCdvEvR+hIOk3tx714S8lYWAKfPS6XcrhX/cbTC6Ts8G6lRA8FgH0zs5E0m35PTZ9itW14rK1YAbW106AUGR+m3msdyes2HHwbWrBnd2SCcPlcOSs3Loww9TMd46SXg8GHTK3DkCP29qgrIzgauvJKMBJMnx1usE2U3sWpnplIq2iHTcsnJgZHHdscO8zvp8MrtvPaTJg28HzKGVWTv2LEDV1xxRd/vzClet24dHn/8cdTX1+PEiRN9fy8tLcWmTZtw77334qGHHsK0adPw6KOP9qWpA4CbbroJp0+fxre//W00NDRgyZIl2Lx5c18Q4a5du/Duu+8CAGbPnh3XnpqaGsyaNWuwuusYdryfoRIumXrOQC05bBHdvdvkmA0HZM75QEvIOoEd3zEdV7STd8nWFxZe4XBiC4CT56UyViPBajyUGCleldGGwZwnsnJkGJQC0qrSZCaekSxHdaJ1+8YbqStfIoJBUn7LytLLKMPI9PsYroOnk+eKyuurrwKPPEKp+EpLybJcV0cBz8eO0fVLl9Ihp6aG5OmxY3QPuTiNXPkx2Z6SqZSKVhgMueTECMZju3JlfKacZGMhzoOhNrYNq7j++Mc/jhgTiCxgVT3w4x//OHbv3p3wvnfffXccTSOVZw4nrCaujKFSMjLxnExNZk0bWDsyAXE8BvsAYzcPBlIEwunGwMKLl5hsAXCyaQ3lWGUKQ20FHileFQUTsnK0YUPmPU1WSjEHCovuf6+X/u6EipWq8hUMAv/yL+RdWrgQeOgh5wp0pihWA0E6Cl6m1jdbMjm1X10dHbSYmrZ2Lf0DzLFZsiQ+IPHmm/sHUjqVk4MtNwbj/k492bpOsTa33eZsLKzia4aS1jKCt7OzD4kmrrj4+dqRrpAMlP7BHLNo1Fkgx1BhsA8wVvMAGHxlSxReq1b1twCks2llcqwGao23u3YwrcB2zxzN/MXhRqqKUCrXy8rRYFSatArO45iDaBT4/veBiRPtix1ZZbGQcy8zn9aqv9XVpDh3d9PP6mozW4+TtjulWA1EYU303VQVvETrO502yuMvB0XLwdZyQGJHR+LKj6k8O5NygytMlpc7t/w6QaqebKd7hjwP7MZ1sDCCVa+zD3YuPbaEHDpkctxSKQAwXLBaNCysOOWeU47ZUCkYmaJLDAR2/baaG3btSievKMPOApBuKr1MgAOVdu4Ezj0X+OIXqU1Old5EG2hLC/ESm5tJeclUvxI9c7j4naMdqR500qlalkw5yjTEmIOODpqL8+cnd3FbKV92Xivx2rIysjiz5bmsLPX28rPslPSBHEiTfTfVfSERzzydNlqNv2i5l+eTGJDIdCAgfRmTKJ1bupCzXdx9d2bvPxgGJ6t54GRuZgpKZI8gyIsSoAm9YwdFV8+cSe4yTaNNfjS4e8VFwwuUy40XFNhbV1gADWWJ5HTpEoksmulmzrDaHK3mhp01JRO5YK0sZPPmWVceG+wDRlMTcU/37TPvf+ONzpX5RNaq/Hyaj/v2kTIh9isZBmIhO9t43plAqlbHZNc75RsPhBfsZG2wglVVBXg8JBsTHZLt5o7c36am/hxZr5eoGgPhPCez5h48SH1Jh+7ixAObyr5gp2wPhKJgN/6J5pNcBp3/5lR2OqF1pgtxLA4dIs/CSD/Q2+2TgzlOcc8fnNsqMFJVKsRFyZa+SMT825Il9P9MulWGCrxAm5tJUbGzrgxXMFU6dAm7tg60D1bC2Wpu2KU0HKxcsFaVxwwDePRRKq1tdxjKBHp7ia/p9VIkO+DcApXIWtXRQcrK/Pn0s6PDmUKRaQuZQnJ5meqYJrveToHK1MHGqRwQFQHRKwekJkfk/gLW/fN6nVM1uB/ie+Fxk3PD88F91y6gp4foJ6nOfavATbbWpuJpEttrpWQlMgakMhYiEs0nkQ7Ef/P7nfdpMPnOo1VWWa1Tq3HKcDZienbmb6nAyES2CZ7QYlluIHNWvkxZDJ3ch/sTjZKFr6AgXjiKbvRkCutgWDmd0iVE2LV1sAM7Egk7v986F2wm0NERX3msqQl48UXgqaeA3Fy6ZjC8IZMnAzfdRF4Xj4ci2VMJtElEk/D7SZFIdeNwYllW1AzncCIv0+FPJro+k0qDFSUtFTkgKgK82adKlbLyXjrtXyoxASJPGzAr84mp7IqKgK98hQ6l6XjeZEut06widvPIyhiRqAy51bgA6R+Yrf6WyvzI1Fx1UpBlNMsqq3EKBDL/nFE8RCMfA1WgEk3owbCKpEuRSNe60tJi7cZKJCQyaZW2S6ieiC7hdPMd7JN8ormh62bQH5BZ7pqVZevkSWDcOJrn06YNjtVC14F166h4CxDfJ6ugWrv5lyh/6kADh6z6ragZzuFUXqY6pomuz5TSYEdJs8sA4DQAPB05Ivc3Uf9Ehf+556j906fTWgsEEit4VpX5RLhcQGFhemNqZaldvpys27W1icfCqfElP5+oK7W19vQSeb9JpsAnk8vy31J5v+nOVafK/1iRVUN1EFDK8yAiEwpUJia0nVLR1EQBWIaRXuU8vi+nM0u06Ylt4L9ZubFYKbKb/Jmy6CZKqJ6ILiHDrq1DsYCTtSvdEtvJnilbttj9O306cMcdzl2pTv8mPtuuT6kGhgHOlJdE7RsL1pqhDoZNhOFyHWdCxtpR0qwyAMjBWYB9AHgm5phV/+RA9KlTgePHie71xhvAu+/SWkt0ABAD4cTP001lJwc5y/SNbdtI0Z0+ndqUzMOZyPjCh5zx42nfEznmIlpa4oOJnaQFTCaXB+KdSmWuiu/4wAEat2uvHVyP6GAgnSD+oTgIjEJxP/IhvtiBCr6BpmVKxMl99VU6eQNUSjTRCdzqOeIGkCi9jV0bEgk5u8mfqQ02k7SKRBbN4RZMqQSjpCvAnczxYNCeF52JVFJOrE1WCouV8sL3k9cQW+XuuMN0q4+Ed5wuhiu2wA5DfRjJ5MHBipImZwBgiHPVSQB4pucYv3cxEJ3LR3d3UzW8w4fpuT09pDA6MRBw326+OfVqoXZBznx/wyAPZSBAnq7qamDOnOQeTjvji3jIKSyk6ydN6j8n5GDiVPZ0p/NrMGSI+I6PHAFCIeDNN61T0Y2kA7SMdIP4hwIjbKhGP6xedroLIxNpmRJxcg8dIsHpdgPXXRdftSqZUire99AhSm1jJzATBVGkullmaoMdKitXOoIpkzx0J/NnMIIb5fv/6lf2vGi7+ZGKNTk/v//7FMfRTmGRlRer7ARsfdq5kzagWAy4666Rt9GkisHm5aeDwTyMpMJdTRWiXEqWhlO2qAJDGwDO710MRF+wALj+eio5feIEKYz19cDp0yafmdeRrECLa1U8YKYyni0t9kHOfH8O7mttBX772/hDuBUFL5HxRTzkzJ1Lzz5woH8WKKtgYm5TIiQ6cA8FxHfc22ta1+vryWrPezUwMhRRO1jJKGBkyK0RNEyjHwNN0SMj1c3N6nonnNzyclowA0n/k4hXm46F2QpW1I90YaeEZ/IUno5SamehTaddPB/kiHi766yU10yMRUtLYl50fr41lzEVa7LM2Qfsq08lsjwD1mto+nRSnHNzqZ1iW6y8PYNtycnEM4aLJjEcSJW7yt9J9WAvB/zZXWdlsbWjMyXL1+6UP80Q37sYiK7rdChsaSE59NOfmnxmq0OlbNHduxfYvp2MMIZBa47v6ySLSqIgZx6zgwdJcRb3V7/fuZy1OuSwVbu5mfbuc84h5XrpUkrll24wsXzgvvPO1GOK0l3n4ju+6SbyKNTVUV/EeTRYufszJQPtZNRIkFtKec4QWOk5cSIxhyoV2CkVdrCaaMk4uXa5J5MhFQtwJqzFg+FilhV3dh1WVpJV4uqr4wVNqgIhkfJntSlaWWj5GrHan9O++/3WEfHyd63mTSbH2++350UbBgUqWXEZkyl38viyVQjovynI3FP+Pv+fx5nHrLKSfvK7vuMO2gD5UMPfs1Lgn3tucC05mXo3Q02TGE7IcyUZd3UwA5OB/rLHLmtEsnztqfCnGYneu2hJFvnMQGIlKz8faGggisD48SRramroHk7WhK4nD3LWdaJqyMpsqkYm+ZDDVm3DoN+rq0nRBGgfSCeQXj5wnzhB+kGqMUXpzkGnB7TBOECnS8NLJa7EidySD5WZxhgWl0OHYBB44AHg5ZfJ7bVkCfAP/2DPyXKCREqFHRIpynacXMCMmE715OnEapyOtXigKZ/SBadZqqsj68n77wMXXZQ+z8pOMNltirKFtriYNqHdu01uYip913XriHiryHN5g8ikRcIJBzEQAE6dMnMs27XLyfjy38rLaexEJdhKYTEM06pWXk6uzlgs/ller2mVE9siz8vq6sGfp0PB1x8rSETrSVSpLVNjnA71TqQaJcvXLrZz507ai7Kzk7dZ161pGOLf2bgCJFeyOjqAKVOA2bOpLYZh7ilO14Su9/eMWe0FsixJZmRyElx2yy3A4sUkh1paSPEXPXepvnv5wD19Osn2VDzSA52DTg5og3GAToeGl+hvVjLKCVVQvN811wy8XzKU8jxAGAa5kf74R6CtjRbLjBn2inOqAVCyUpEMTiaVeBoTgwZvuCGzp7REQWKJ2pdKyqfBgGHQuHd3D4xnZSeYrDZFtrjMnUs/OTL65z8HOjtpXul66n23i4jnftoJrExbJOw264FYvZ0Ifk1L3jZ2sTY301i73TTe8mHDam3J7S8r66+0i1B0i6GDHa2H07KJ80vGQMfYaSaiRDzstWuBRYvo96ws63zt3M6qKuDMGTr4Gwa56q3mnqgMO/GQiFSNZAfZhQspPV1JCVlbjxyh9RAKkVJ95EhqY2m3F3AckWFQf1991d7IlMrhZdcuyjgSjQLnneeswEui9SweuPPzgaefjvdoJcNQrfNMH6Dt2p3oMJBp45h8v8suG3i/ZCjleYBobaUF19VFG++CBfannFQW8lC4U1aujA8aXLUquXsllewNiYLE7MCT3knKp0xj8mQ6QLz3Hj1PFp7pvA87hUvcFBcuNGkZ5eXAV79qbg6trRTIsmABcN99tDGl0ncnVl8rgZVpiwRb2zmFFbufrZ6TitXbTvC3tNB4RqPWFncRYkT9ggXApZc63+it3KORCGUp4IAscQwU3SJzSCaL7Gg9TuZXsjFOxEV2molIvm7pUjNepqqKZISm0YF69mzKYmEli9eupe8+8QR5qDo6aC+SFXPR2/WJT8QXO7Iag0S0KBlW66CuDvj+92kfWLAA+Na3UpNfdnuByHMWM4ZYGZmcKmUsL3gv/NrX6D787q3mmpP1LNJggP4eLb6PHYVmNK5zu3Yn8xRmUt+R71dQMLD7WWGUvI6Ri4ICWnB5eaRsBYPAQw+RtU92S6QaTLh8ObmSOKBvoEjG+xPd2IlKTjuJIJYpCE6KZwSDZI2dPduMhh4/3iydOtguZl2nDaqrizhqM2fGWzLkzaGpyTnnSr7G7TY3xU98AnjkETNzySc/Sde3tJiR3hMn0linq2ylkvYvk4GZDLHy2NGjdFBjF63cvkwIUtEil6z0rhhRP3EicNVVpqXcyXiL7a+rA156ifpZX0+8ee6noltkDk4UF7t5lGxuJJv/wSDwi18AW7aQcitykWU5nygTkUgLeOEFsnyGQiTzWlvJa3fsGMmhhga6juWCaMlcsoTk1syZQEUFzeVTp+I5titXxnu7jhyhfYX/brXGUl2Hsneps5PGobubfnZ2Jua58pjIdAzD6J/+j8dOzBhi1UanfZCvE5V8u7km1klItp5ZOZc9Wsnmsd06H8np5QB7qkUqBWQG+nzxfqrC4AiEyG06eJCEnbyYrNxPoovaKnAsWaBIOpAFxOTJ1hPWTiiwe9tJyi6/33nxDIA2pH/5F4rYZiuF3w88/nji0qmZBpefDgbj84kC9u5VuxRqdtewIAVoU2TBb7XJpxPp7RRWAsvOQjyUSFeQyhuKk9K7QP9xTpQ5Jtnzm5utrUv8nLOJbjGYG7yTg4g4j7iiabK5kUyZYY/ak0/Su/b7TS4yW0NlOW83n3g+bN8OhMOkCBYU0L3+/GfqG/dj3jzqA7dtyhTyVjU0kIxatSoxx3blyvhsFkuXksKdKBBO1yl93cyZdL1Tyh2P3fXXk9K7dy/9LCuzv14OduQgw9paev66ddRWeez27++fMcRuDiSah6l66Pz+1CiPYnvLy01OeDoH6sEInh8qJDr0Z9ogMOjGtsG79dkD5jaJFZusuD6BAAlHDiYE7APHrDixqVjDrGAnIGQOnpVQ4MVeUmKfssvJs+xQXU1CtquL+tvaSuOazLWYaYhWKc4nyjxkfq9O0lwlEopODzFD4baTBUwiC/FAwJQYtpQ54Yun8q6tNhQ+CLEb/OBBMxZBVuwylQ2mqooCPc85hxQOsQ+j1Q2bDgZ7g3d6EGGZmWhuyAaCRGubPWpM9SksNLnIdnI+kcK2dq0ZoHbiBK2Riy8mKqCsGIptO3yY8veKkDm2Iqd58mRSls8/n9rGllUrzyGvDZ+P6Aus/D70UOK4G3nsVq+m7xw8SM+Ux0G8Xs63zkGGYsyPnCrPbi3Ja9upLJEt54noBjLNQ6Q82mHlSvImb9kC/N//S+/i5ptTP1Bnmh+cLka69XuwcRZ2eXCg6ySQWPlNtPhYoDY12QeOLVpkWglETmwiS6eTiZxMkFgJBcDcfMrKaMFzzshEiz0VBYjzab72Gj13507g1lszE7STyuJmBUfMJyoLdiclWhNt7k4OMeK1I8E9P1BBqeu0Nqzc15kQwnbWIfkgxMGnzz3Xn36UiQCVQICoH3aK00h5n4ONwd7gUzmIJJobdpQO2UIoynL2qH3601RcihVROzmfCKw4z5gBeDwkb73e5JzR8nJS2vfsISXM7zdpZDzOMs0sWZAkEH8I1HXKONTTQwp0dbXZdyvYZb3Ys8ea6if3BzD3uLKy+LEErOeTVW7udA9tsiVctGbL78Nq/jQ1WRfIEe87aRJ5FVpbTeNEqgdqJ3S7wVZmE43V2YKzqKuDg9On6YQuWgudcn38/nhXmhw49vDD5rUbNpiCo6kp3go9UIGRSCjIFo/qauLwWVnBB7J4vV6iagAURHfkyMCCBNMdE6bR5OWRxdmqkIadpTgVa+ZIVaKsLMSZDHRzutmlOpesNhSrgxBbtTJdMTAdxWksw+/vny8703C6hhLNDTtvj5z/ni3EAP1/9eqB8zatvHyJMrvI9wesrcy8hsR7OA3CFal5zFH2+axpF2I/eLzkrBdNTYnXGltjeT8RFU+5r04MKU4PbVbyhfve1EQKf2VlfOySlRepqYnu9fTT1hUKdT2e2759O+33sRhRb+zedSJYzbOhpnLIfH15rM4GnCXdHDz8/OekZCSbNLxAWNDwpBcTwwOmksyBY/wd8YQuW6FTCVwAzDYYBvDXv5KgWLLE5LfKQssw4iPGrU6YVosXSE0BKikBLr+8/ybnRLDIwjBdLplIo7nuOjooiOl0EtFdrIQXWyT4+qESLOkeZKwsxLwBNjeT9T2TVkQ7q2CqG0EiZYgLK3CA2MyZiSsGJsJYi4wfbNjxvweKVOZ3orlh5+3RdZJ3XV00b1paSFYCiWNQ5HsmaqcT138wSMp1WZkZMCzn7rVTjMVnO6W5+P20Nt54g563dCnJwYsvtqd4JMp6wfeT15oVP3zu3Pi9UO6rHX9dbn+yftrJaqbi7N1L1zjJq791q9n3iROBDz4wjS38PW7Tjh2Ug3vmTHoO5xhPB/LYDOTQkA7EPvF9h5NCMhxQIn6AEHMBp0v0Z06pqCSLC18U/obR3wqdSuCCqCD29JBC5HabQSfsgpQtjuXlpiJptejExVtVRf92706tKl66CojVuDrdLOQ+iDSavXsp13IiWoVV/0UlcDACP5Mh1aC/ZBxBMZXbwoWJM1ekCjs+IVs1EpUVT9QHEboeHyD24osUgGRXMdDuPulGxp+NYMXQKl/2QJGOyzjVdyPOy6lTae6fOEH3sSpWkk4qM7bO8zqVFd5gEPjyl4nfvGgRcP/95D2R56bVGrJ6dqJsQeJzP/c54PXXaa10dydWnDmziF3WC123rs7Ja5zT0M2dS/dJZMFkY4RdxicxdV+iQEg7RZOz7ixcSGPj8VhTd+T7RCJkVDh5kjzRra2U79rnM9t9yy0kx155heRPVhZlVckUnOx36dRdAPrPbXGcV660jvMaLgwldUUpzwPEuHGJJ434MpOdDhMpj6JCK6ZZMgzngQss7HbuJAUxHCbXnJ0yJLb3wAGqtme3Acn8UjHNkhXVxA7pKCDyuPKzkglRK8qKSKOxKkpgBzslMFmFMKt2JEOy61MJ+nPi7hNTuRUUOC/Y4wRWc56VimRlxeU+JEqhyAFiXV2mQi5XDEw2FoPJ4x1rwTfpHF6dwonL2G7Ddzq+4rz0+YB77yVFMi+PFFmxP3Zet4MH6QDe0pLYY8OFfAzDpF+Ul5MFd9s2UsRiMeC//ovktTw3rdaQnTXaioYlls8uL6dxra2lNTR+vPV6t8ogZZf1wqo6J88PTkmalUWKZzILZlMT5eH/4AOy+hoG8M//TH8bSA0FVpA5OHzJEmDNGrKYi9QdcT8R77N6NXlwW1vpQLB/P72ve+81PQYlJZS6ki3bR45kToYkMzxxlphU6y4kmis8zlZxXonuN1hybqipK2NATA8vvvxlUhDtlDN54iXbUJIpj7IVbdu2/pQKuQ0iL47zjxYU0Mm6uJg2hwsu6P9dWSHmgCs7q8DatTQWGzeaeRV1vT/VJJlSmypEIWZFa3Hybvg6kUaTCs3CTglMpozLVuJk6aMyLSCcKIR+v3XKvHQEodV35Dmv6/QOdu2isdi5M/EBQORp2nGY7RRyJ65PcQ2loxAmGycrOZHJ9TEcyBSNxWrskrmMnWz4qbSHCyZdfjkZSzgPOLeNny8e3rduJSXpvffI4rdoUX8jBVvnuZCPWMZ6926yaE6YQJVrp08nGRwMWhsj5DWU6PAiz3P5ubEYKVjd3RTIaDXP+R5WGaSSxYIA/Q8n1dW0fhMVJwoGzT2sqoq+t2WLya92erDlZzOdTjy0lJWRnKmrIyvx8ePmO25vN/Ni8xwSqSRPP03eiY4Oytf98st02BJl0eTJtA9UVtKzZKu2E1nhNI5GNtylWneB36XoUZ4507pWhVPK22Aqt7wPDAa90AqjVDSPHEyaZD8BZCGVqSp5bBlobiaL8Fe/ap/FgCfr1Km0eLq6KDfozJkk0G+/vb8rUOTZWQVcWU1KFkBVVSRkREsEYFJN+O91dfYu14FYiWRai90CslOURBpNqhC9A+wSlZVxIN5dKlqJOUiyocFeuDgREKmkhXNiIbRShNIRhKl8x+8nWlFFBW1AmzcD//iP1tfb8Sq53zyfVqygMWFvjTx2TtzfYolnJ3PUSZ/lDcpqkx6NGCiNxW7sRDd4otSgVsqhLBN4rQLxckimhsydSxZgNlDIfxcNGID5nGCQ5KiVx0aeb2KGCebN+nx03V13AX/6k3MDQaLDi9PnJsrPL9+DFWcrC7xMsfH7zcMh0zCSUQPZcvrMMyYlIj+fFP3mZvpuIjlmtadw6jveGwMBsh5zZqXjx0kWHzlCxawA8/Ai7hc8l267jWTMb39LBqS8PPt4ikgE+PvfiZLDBimr8bPbz5PJBiu5lUrdBfk9swFt40Zzf0/VozSYnjtgcOmFVhilYnl0wGoztlKwrARFoo05Px84c4bSCLE108qNLk7WkyfptHn4MAkfr5cEQyAQv5FwSdWqKjO3JwdcJVKw7CwRrGiJ/EFW4q1crumeTmVaSzIr6WC5la3aL3La2dVZUkKBOABtAIZBNJojR+gzO+HiRECwBd3qQGV1rdMiAukEqIhI5TusaIwbR/N1zx7763XdmlcJ9Fdyliyx5+c5cX+z4uyUO+jUsi+vj6HMbZ4Iw0knSTR2fMh1khpUTnsmzg27mATx2VZVAnledHSQtfZrXzP/DpiUhEWLzOwLTuabaBFliyFAh8K1a+kgkJdnViRNZ47YPVfkQ1u9c3kucHvKyuypIkA8xYarKPKYiDnzxeqqVnNBtJx+9KO0Djs76R3On0+KKwfhJVM6RSOEYZCFnQ06ALVl6lT6f1YW9ZmvSWRkmDGD5sL48f1lEffj0CEyDMglx3msEuUYFw/ZYt56q/HKhOGO54ZoQLPKYe6EJjWYVC5gcOmFVlDK8wAhp6pjJApeSKQgOrVU1ddTkvz6ehJaHNmcyMKwdi1d+9JLphDIz6fPfD6q5rd7N1nwcnLic3uKQl0Gu55E64u4sGT31nPP2btcU1Gw7Db2lSvjhajdmGY6O4IYQGOl/LDAfu89smps2kQb9pQpQGMjCd4lSxK7LkUBMX68WQExkQsvmQKUjoVQpsrYBdXYfUfun9Xh5oILiDcPJOefW/EqAWslSIzol2Hn/q6qovfU1UXu2aefdsYdTNWyL6cdy/QGkwrsuLxDpUzLY8eyKhHlhz8T5ZWVosf9sItJkJ8tK2QyDWjbtnhe/tq1lKli5sx4z16y4FzAtIiWlRF1oq4uvlCTbOm2miNO3p1MlZKzeMj3e/LJ+HLgMhXGbq6LFJuODlpLixbRdU5y5vN4i5bTz30O+O//JmpEfT0poqIhRoTVniIbIT7/ebOCIVvG5bXolE5lJ4uAxCXHeazs5juP7/vv0x7x8MMUzGkVD5LIcJcqdL2/Aa2sLP6w5YQmlck9V85Cw322M/IZRvrPsoNSngcIOVUdW5QTudUSnSCdKo+aRtfHYqQMW7n6rSwKb7xBwnj6dCqfylSLujqySufk0One4+mf21Ou8CQrponcbuLCTeRydXo6tdsc7DYMO4qGk4CJVNzzViXYGUwv2LqV3HbNzbSp+HzA4sVUrYz5lHbPYwHhhIduN04DocgwRAVFzIebSMGyE552bZQrogH23hq+v5WlXizckJ9Ph0SnEeeseLW0UD83bqTPfD5n3MF0LPsjJeWdTBFiLu9gcRZlJDpUOFHkrZRQ0UVuGPHFqMQDmpXsrKujnyw7Vq2ypgGJHFo7WZmMwtPRQRQFliXd3RQQzvxo2RIuQ5Z5A313Ir3s8GF77qvVIUXMNPGHP9A4NDYCH/sYfcfp+hDzKp84QWOTm0uccLfbPtjQak9paelvpbQaH7ltTiyZdjKV54VYclymTCaa77pOe/Yf/0ht1XUaB6t4kEwbhxKtRbnibiKaVLoKvIhgEPiXf+lf+TLR/vL88wN7phWU8jxAiKnqmL8l5rxkwSUqRDKPSFSAnCiPzGndvZuElF0Ja3kR19WZ+aBPnTJLwDY3k0DMzqaJ+Y//CFx5JSnDLCzsFFDZsrdqlTNBaOdydbrordoDWLfRakydKI2pUEgS0VbEft9xB913yxY6AF1yCQn+RDm05XfplIee6L3Z9Y+/k8j9JqK1lXj33I5km7SV8LRqo98fnwFgxQqy7qWS+lDcrPiw+MQTziPOxYCwo0fpgBqNksV/wQJqhxPuYKobRiY2mExAts7JgXFDQSnhsZApAcnmmZ0SCsR/VyxGJa89/swwaN48+ywZFW680Qw2veCC/rLaiaxMRMsqKYkvUNLZSZzb8eP7ywk7+p8s84DU3p3duo/FaB954QXyfIpGArtDA8t7zjQxc6ZZTZH7IEO0LLJRKT+fFPBnnqHPpk6lw/W0abSe7Tx2VnuK30/W/MpK06qfroFFHje7PUPcI06diqdMim21mu/cnuPHyRsXidD4d3XZtyVZ2xMp+XbGD6u2yd4DO5pUplBdTfOoq4toQFVVlPgAsA5ebGmh/TLTUMrzACGmquPFIea85OCOAwfiiforV5K18amn+itAVsFZsquPOa1Mt5BLoloFDIj5oK+7jrhzs2fTJDzvPBKEM2dap/qyU+plt/bmzaYQc2LVs+OwWn0uClS79lhVNbOyIjlRilOhkMjtkRVn8R3+8z/T+wDiKR12CqqVQHbCQ7dql8y/S6SQyCmsxOBOO0s7kLqCJVNAgkHiOL/3nrkhb91Kz5k1y/l95c3q+HHnEeeyR2XRIprXdXXknSkvt84xO5jW4qHmH7e00IF63jx6v7o+uJtiIqSqDPL1O3aQojZ+vPnOxe+Kxajs0NRECtvevfS+zznH/I7VQT+ZrLQbP/Gwd845xIutqgLOPdeca/K+YJfv2krmOX13VvKGDTZ/+xtZn6NR4gLfeitZb3U9eRVDq8NGXV1/L61hmJbFBQuImsCZHjZtItkwbhyN0bp19lk+RNjtKVzEx6nHMxkS7RmpPMPu2rIyOjC0tpIc+tznrPuVaoafVLwjVpSmRBx6+fsDlWNlZTQvXnuN4mH+679Ivmdnmwdb+SDJcySTUMrzACGmqhMnlZhp4mc/M9NoGYZpQeAo7lS5aywc2dItl0QF+i/i6mozH7SmkcX85z+nwEOvF/jIR8gyYBfpbMffZrd2ezud7sTczrxA7A4C3E4ni8jKVSO7CNmCIVc1kxer01K1dgIsWeolq5O8XRAhI5H1045HnYiHzkjUrmQKCbvfrPLp2lnagdQ3IdEl+8orwP/6XyQMAUoRduaMafU955zk78Kufyx0geQR51Zc6YsuokDBaJTawwEpTj0UA9k0BjvNk9XzXn0VqKmh31NxsQ8GUlUG+Xqmh8nGi1TnqMdjuoZnz44/mCfjXNv1wY6yEQiQHPX5aL4WFtJnubnWAWR2+a7ltjl9d3YKIGcOeuUVogoCZPmbP5/+L1OkElmAxdgX0Uvb0kJxRHv30h61ezd5Rbu6SGlubKTAak2j9yArzoC1JV5eey0t8UV80gmos8rUkkhBTkQrcLqfeL2kLB48aNLZrPbrVDL8pOodsWtbIg59Km1LBq8X+Na36P+9vURFDQRovYgHW7EtN94IfOlLqT0nGZTyPECIqeqsJpVhxKfROnIkMXdNtOhNn04V7uwms2xZE6NLZWteXh79PHCAcodyCh2O+K2uNgWuCCeTnQtQsNLKm1N+fuJk/IBzNzy7arq76efBgyRMxXbJAlGk0ohtkIMb7TZPq00w0XjYCYxULNhWY5+IR/3qq2YQj9OSwXL/7BQSdr9ZBXcmsrTL93SaVUbX6Z3W1tJ3Jk8mb4bbTdeVlAB33knvLhEv0K5/TjcvqwBYdgdedJFzN72IYBD45S9p/S9dmnqlyXTnULrgtWRVfGm4KCVWymCiwyNfv2pV/5SYTucoYHJ5d+4kK/AXv+jMmiZ7cdjwYBWMx/NZlNlAfxklPofX4PbtpFD29lrPDfE7Tt6dnQIo0y9ErjdnoDlxguaMaMixeidswLCqTJifTwaSPXvoeYEAzXuXi9zzbjdQVAR85jPUBs58IwZVijS0pibyiO7ZY8pJqz6mQtFIlKklkRLOCnYiLyiQ+H3pOo2D3Xx1IitS8Y7YKfepjJVoSOO2MYXHroKl1ff5+SUllHd9+3azUqN8sJXHLNNQynOGIU8qXSdrRyRCG+fixYk5ri0t8QUfxE1czmrg5JTLAV2PPGImgK+tJUux328d8Ssi1YV4ww3ET+XTPVtGduygvvO9du8282mK97WzzpWVUVvZ8lxQ0L9dVuMhtl/OMZ2o3LgIcROUgyNSpSXYjbNV9LCddZfbKwbxiOXVU0Ey65RdcGeiTYLvmWpWGb+fXJJHjtBGOXUqzSVNMze+8nJTYU6W1k20DFm1ranJOqKeg2hLSihqXrTuWAVEJXq//JxnniFPD/OnU31XmXIrp/u8kcDBtoLMewbMOSkqVmKgINB/jsrVKWU5lCj1o9VctpM7ydaBnEfciiolPoeDWWtqSHG94Yb4udHVRZbK1laSm04sfckUQJl+kZ8fX73O5UqeJszKSytSTu6/n9p95gyN3ezZtP4BkgXnn0/3eOABsxiJGFQp0tC2b6d88S5XvJwciBelpYX2aKuS7YkUS/kdyvtJMi6/kzgVJ7LC7h1bGVQGYim2mt/z5pkFhN56iyhxHPTn5Pt8COW9iYvO2B1sBwtKeR4C6DoJGE2jxZ2oipzfH2+prq+nCbNqVf+sBk5OubpOSg+7vVhhZWWsrCxx+p1UF6KojJSX0/3Zxffee/EHASBeIUukbHm9tMBExUW00jBlQ4zIZmsSXyfmmN69O3Epc4Z8eHCaWslufKzG2S56WHSDLlhgn9PTDunQBKwOfyUlNGdlpTGZ9YEPglYFXawOZX4/vZMVK/rf38pywbnLrXKvsmXo+efJInfTTWaRFXGeyQp4dTW1eccO2rQBombxPe044ImyiOzYQfc0DHrXvb3O3oX8Xpxu9pngRqfyvOGCPIfq6kiRYitkR0filIJMidq710zRGYuRdyOVFGV2c1mWO4FA8uxK/BwxLdxtt8U/h40RK1fSPRobKRZA9hAEgzR3t20jbyNAZaStAsqB/hQEu8BzeW40NVGfnGagsaMBijI7EKBAyXCYqFtyBUNW2F9+ma4D+gdVGgYpuO3tlJFDzolv1cf8fGfp6PLzaXwTlWy3kgcyBW/58niqC5DYOCPPFztl2ynn2MoLIu6fydqTTNZYze9bbqE5sm0bvV8xJa58XzFI2eoQWlJCvPdrrx0GKtnQPWrsItnCs+JX2SkdbKmWCz5UV8dnNeBJnEyBkekbQP9czIksBLJinEhRlyNxDx0ipYtdfNXV8TQV/swuyb6cpcTrjV9gVqnSODBSdKfxYYVLqMolmhMtOCsLXDpKheyuE78nRg/v3Am88w5w6aW0gZ84QZv/3Lmmx4EhZl05//z+Qk3egJ201U7oszVWtM4lQ6KCLvK4yhQfO/el/D07xYYtQ1VVtMlFo8CFFxJFSVbAi4vJGsyHvZISCi5k3u+NN9JnyTimdllEIhEKZpk9mw6vn/1sYi+LHZy4SjPJjU7FNTsYSDY+smx76SVTWe7uprG2Cw4VLc4NDXQNV4QTU20xZero0fh1ZEWfkCkAskGhqoosqb/4hUndsfqunUfJ7+9fYv7mm+09BIcO0drTNFIeCwri6R9isGEkYho5RApCopgbnsPMjc/OBj71KTp8AP1T+8nPFe9nZ6FkmSMe2nmfOXmSFPbeXuCaa0gudXSYVQyffpr40qdO0TuYPJkC5a0URpkeZ5fGkpXK5ma6Ti7ZbtdHoP8z2LB04gTx2q+/nuRqIuOMPF8Aa+VWPhiIhXfsqG68Zzz3HL27qVOpTXYUx4FYwY8epTnX00MZp8SUuPLc5OfbeRqHS04p5XmAcLLwkgVSyBCTrIuC1473mghWbhgnAQvyPfx+ZwUT5MVSXh7v4uNJbpULW94MrXJlW1lB+EDC1BC7wgeAfW5Wp+MnCvBUkEip4UC2bdvoZH3//dTO2lqy1ldVkZXlyivNtFo8N6z4nDy+qVI67FzYTU3Ujn37TOvcXXclV8qsKj5x29ntZseFmzqVgqYOHYpvi9X7YDe7XFDg3HPJGpedTUFIjz5KnGXemPfvp7Hv7Izn6193HUX1nzlDigeD56ddgR8Z4nxeu9akM/G1gxEAONTc6MHKAOLkECDOBcOgwGxWltkKycWjPv/5/ocrpkRNmULPaG+ndSim2poyheRQQ4O5jiZP7n8wTZYh6ZZbaP2sX0/KnEjdcXoY1/X+8ssu0M0waM3ywe0jHwG+8hX6G1sWRQpdTw/JCsOgIECWmXZWdfGnyI2/8UZqg5PKjeL8tLJQciD6yZO0B4p7gGHQ+v7gA/qsqIi8TLxfrFxJ/580icZ7yRKyvl99df/3w89ubu5f9c/KIPHCC3QYLymhvzPXmo0bTU1mSli+DxBPwbvlFgp0+/3vSf7k5dGh7667ksdlOA2cZZkoBnh+4hP2qW3Z4HDsGMm+WIxk8de/3p+yZGVFd2oFb2qitXTJJfS+16+PN8aIc0GMCxtJBaSANJTn1157DVdccYXl337xi1/gS5kOaRzhaG01J87evWblJJHDK+eadeIeki25Iu9VrO6TjsXKSiCw9dLOQim7DJcvp8UvWgpYSMjWQCsOlVWUtWjVNQyyJstC24onK1pj3nvPvvAB990qN2sq45eOwpBIqeHo4Z4e+ltDA/F+i4vpuq4u+vfaayTcq6qsD2uyGzYWI6uMnH0kURtFvj27sDlbwfHj5B7mYFMnXG8xnZ6VdVm0KJeX07zYvp0OEoZBLltZYbd6H1aK1he/SN/jKH3mQrLC0dREG+6zz9LG5fNRv1ihkS36PJetOOCpRMwD9Gw7SstA4IRmlSlk0sotw+khQLSAyplUAJPz/OKL9gaNBQvsZVYwSDnZRfC8qa2lObB0KSlcoqXPalwmTCDFpbGRDmVMNZNh51EKBukQyEWSOB2nndejupo8WL29JF+8XmuLXnk5uc/fe48s9j09ppcomYfo+utJcW1vN1OItrQkr9xYVUUHZLvnsAX+yJH+gcr8/ClTKLtCNEpKtBhDs3Il9ev99+nzM2eAK67oH4vBOeTLy+m7iWKA5H6VlZlyQvZ8ckpYkYMu9m/SJJoLWVnkFSgsjJeryeRbsiwqImVMVOCPHKG+WlHdmIoSDNKBa9o02j9lw4xdIDuQ3ArO71rcs998k6rr2hngRM6/XD14OJHy46+66ip89atfxX/+53/C4/EAAJqbm/GFL3wBFRUVZ53yXFBgLlLDMCsniVZeVn5PnqSczCdO0HVFRcmDOOSJVFaWnI+XinInWigTBTLJE55LfDOPr6UF+Otf6W+ipQGIpyywILSKsubfWcDJwtRuQ121iqwl3d3kpvvqV8nCAPRfZMn4YMmQLh0imVJTUkKW5fZ2EuKzZxNHNxwma3M4bG40opVk7lza7OTDzPXXk/Ld2GhGZifrVzBIFhDZhX3oEG1S4bCZX9rpocPOumynELW10XNzckwuY2EhWTk4A4f87kRLj8gp9XoppzZbX/bsiVc4dJ3msOza13X7ADGenytWkNLEVCjZ5cyblbwRMhJRWgaCgc5vhhMZMphW7kTrxelBpa6uv/JlZdBYu5bmihUVyUqRrasja2ZDA73DX/6SrGgsx+3GRddpnbPVMhEtQp5/HBexZw8pXPPnk9yXqVx24yfSjmSLHiuqH3xAf5s4MT7gT1RYxHuw3P/LX2hvO36c5jFXBrWr3GhnUZaNLK+8Qs/yeEiesSWVn8+B3/wTiD/QLl1K+4JclOXECVLYdN2kXy1ZQvuG3584Hkns19KlpARzTNH+/aa8nD6dDi3sbQL692/BApoLs2aRLmAnV5Ots2SUMY+H3mlWFrXZLuaqo4OuW76c5O+XvmTm8La6t2hFnzTJ+cHdyoMi9slqLdtRRIYTaVme//Ef/xFbtmzBU089hZqaGtxxxx2YM2cOKisrU7rXm2++iR//+MfYuXMn6uvr8eKLL+K6665L+J3XX38d9913H6qqqjB9+nT8+7//Oz7/+c/HXfPwww/jxz/+MRoaGrB48WL813/9Fy6++OK+v//yl7/EU089hV27dqGzsxOtra2YwBEVKUKcCPIiBeIn1NSpJGDefZcW2ezZFAGcaNOxUkDYYmUY/Qn0VhHmVrwtcRGn2k/DoGdysNbUqWSZFC0NPAZslRPTCZWV0SZw3XXkRrKzvMsLyG5x+v1AKESf83XJeNzpbvJ82KirI8VnxQo6NSeD2B8r7jhvmCtWmAeTP/0J+NrX6PqqKrIizZ9PfY9G6f3W15M16oUXiHfIlpelS0kQLl7cfzNkiFx95oIbBs3L4mLThc2HpnHj6P92aajs+m3FV5Yzx7D7Nz+fFHddpxRG8+eTxf3YMdpMxUw1LEDZ0sNKiVyyfPJk+p5IweD28AYmu/bt5ojougXMTAGyQmF3kGRYUVqc8MidYCDzG3BuUR5MK7fdISBR27jfwSC9h+3brS2A4uYvp/gMBunwtXOnWezp5pvNnP38nJISOkwGg6bHiNvKa0g8rAFmyjtW1uxoEVbWOo6L6OigA2Y4TFbFWIwOiIkoLaL8LC+ng0B5ebxhYfLk/mkYrcZatBxPmEBr8dQp2o/cbtPKzDmh+d4iVYL3j64u04vJAdKMpiaSg8wt7uwkWk5JCY0tvxvReMTvVqQ6hkKmd47nxve/TzLF4wFKS00F7pOfNA9RrKiLHmLADGgW349s3BKNTNu2metfNAy1tFDbV69O7oWW35uTdWZHGcvP7x/4LX5nwQLSScrLyWiR7N7cLpbJbDjg8bOzELMHWPZAMOT5z+ukrY0OPsuXO9t3BxMpK8+XXXYZKisrcdddd2Hp0qWIRqP4/ve/j69//evQ5N0pCbq7u7F48WLcfvvt+MxnPpP0+pqaGlxzzTW466678Lvf/Q5bt27FnXfeieLiYqxevRoA8Mwzz+C+++7DI488gksuuQQPPvggVq9ejYMHD2Lyh28jEAjgqquuwlVXXYX169enOgT9IFMB5FOhqDT96leUnmXCBFrYySKT+R58T9FiNXs2fRYMmtSRF19MXH7YKjDjhhtI6C1caF6TaMKL7i4Wyk8/TQoOQPdht3Z5eXzUezRKfeapkqjksryA7DbUwVRErMBu9o4OEvBf/rJz+ozodrSqCub10sbS3EyCZfVq4iqKSvfy5WQJMgzgpz+ljfSvf6Xfs7LofTKP2k6xkTNOiIefc881K3fJhyaxOEiq4PcnB3nKfHcuSML5nE+epGeL2WJEVyRzLkMhspjIfD5WzDm3uqigsBXMyrUvj1ddHW08773X/6AoKxR2nHuGTGlJVfEcLK4xkBplYjAyciTKBiC3TQ4q7uqi9bhvH1ndPvIRWhOyQUOsRJqfT/fx+eiwumsXWQ3PP5/mzPLlZhYPpnisXUvX9fTQ4ZQrYz75JK0lLj4lj5dsUbY6gMjGjZYWmt+c+3j8ePIoRSLAxo1klZ0xwzpwXZb9HR3WNC6rd2lVTMrvJyv7vn3093CY5Iem0TjMnGkqQtw/IL6SoJiFKRolZbaggNYhK7rLl9P3NI2UuSNH6FDz5puUOUekcLFRifsrtluugnjwIFnYQyH6+/z5tC+JazAYNHNWc5vsckizEiwqv7JVVZyjgH0AZl0dKYfl5dbylfdMJ5lBrCz5dXXAvfeSnBKzOsnfsZLPdt5bK3qlHLBvZTxI5IGwgt9Pc4afBVAqw8Hc55MhLXF36NAh7NixA9OmTUNdXR0OHjyIQCCAcePGpXSfq6++Glezf90BHnnkEZSWluL+++8HAMybNw8VFRV44IEH+pTnn/70p/inf/onfOELX+j7zqZNm/DrX/8a3/zmNwEA99xzDwCyYmcC4qSz+zsLMc6kwcnkxSpnstCUUwcB8Yqi309Cky3PQHz54eLieOseYB2YwVaCRAuGsXIlCbZt2yh3NF8rWhoAc5Lv3k39zckhpT8/n9objfZXhljIsJIo910eSx4zw0heqTFTmDyZFNqmJpPD6MRdze82GCSrVjgcn7GBBXBWFt3z8GHibufnm4JXtnjefDN9d8cO2mDKykzPh9ebOIhJnAcnT9JBjA8/S5fGp8Wz4oknU97ssnaICi9baplmIeZQZqE4ebKZx3PhwnjLs8wltCsskShglwv82OWK5nY/8QTN6c5OUhaKimjM2YLIG8GJE/Ru2cK0cKH1fByI4jmYXGMgNYvyQK3cMpL1TbR8TplCxS9EK+SGDRS0xDLHMIDLLrNuYyxGCujTT5tejz17aI02NtI1F11EG/vTT5vp3lauJMPBokX0ma6TPLz/fnLpT5pECvT8+dYu6UQGASD+cA2Y8/n++8lzmZVFB4TDh2nNvvQS8fufe46s0/X1pGBfeGF81oxf/co0Yvh8/ZU6eS5aHTKeeIJyK586ZRaq+O53ySD0yiv0LzeX5JCYknT3bjPG5dAhCiz8+9+B3nAMNX+rR3RSAMdP+zDzI8XY79KwcqVJl1m0iCh5u3bRvU+dosOMFV2Di2CJyvnrr9N1uk6fn3suybzCQrI8i3FEPh8pZfxdl4vWsFyXoK6ODttHjpBsFBVE2cgkxkdY1Qnw+0350tVFY/qd75jUHvHwf+CA6cUVY17sqv+KHO8336SxyMmxTg/H39H1eCqKlUwU7y1n/5D57qIXWqaJiB6IlSvtg9p1ndairlP7q6qs2z+USFnk/uhHP8J3vvMdfPGLX8SPf/xjHDlyBP/wD/+ARYsW4cknn8Sll146GO0EALzzzju48sor4z5bvXp1nzIcDoexc+fOOGuyy+XClVdeiXfeeWdAzw6FQgiFQn2/d3R09LsmUXJzBmfSYMXYyh2ZKHVQfj5ZboH+i4Y/i0ZJeGZnA//3/8YHAlptjE4WjGyp5HzJ4qTniW8YptBla/bRo/SMoiJqvyhYDxwwN8JDh8hqU19PwkpMNScrgXJOaadFTwZitdN12qhcLlKUpk9PzlcVLRmtrdS3cJg2QebptraSIG5poZ9eL73Dlhazz1ZBOFYBbFYbtZXHQZwHbE0DkvPEgcQKjtWz2CLB752rXba2Es1CtuzwvPb5SCmNROxzpCfKJmPFb7VSxhIpii0ttNE3NFA7JkygzW3uXHOsWlrMgJ8JE0hJaGqiNieaS+konk4tw+nO80SUicGydjOc8Dv5oHLwICmPM2fSGuIx1zSaI6WlwL/9G713sb2sjMRitI44QIozOOzfT7Ls/PNpjW7eTJ6gtjZac6+8AvzhDyZlbdUq+j/HceTmJg48s8oYxAdaOQuGqLCtXk3y3TAor+1vf2se4JnW8dZbtK7y82lsOIaFPTiiYUVcj0B8CXPRoseW6pYW4O236WBhGKTE7ttHAZWnTlEbgkGSbYsW0Xe4D2KMC7v6O/fUwL+vAheEmuE6HEWh5kLv6UJM/8IyTJ5cGmelNwySubyOef/5299ImQLi0wrOnEn/DhygA4PLRfuu10vFisTCMRxHVFVFY7l/Px1Menvp/U6YAJx3Hj2Dx+uFFygWJRIhupwYKyRbZn/2MzMw2KpOAMuX+np65tatZBm/8sr+6Qx57xUzgyQqwiOuKY+H5qaum/22QirxBlZ7g8gLF73Qctv4cOY0dWx5ORl2uB6CXfuHCimLwIceeggvvfRSn8X4vPPOw/bt2/Fv//Zv+PjHPx6nYGYaDQ0NKCoqivusqKgIHR0d6OnpQWtrKyKRiOU1Bw4cGNCzf/jDH+J73/ue7d/thL7dhiMr2uL3xdRBgKko+f3xisC11/bnL/HG8sEHZKnMyYkPBLTbGEWLztSppmWCr5EtlcXFRBWIRiny/Itf7O9CicVIeVixwsz1XFPTP9fzo4+aG+GkSXRtOEyLfdcuMziElSoWdBMmmNbcAwfoZOrEAmxXscipQuD1UhaKRx9N7nJii89TT9FGHArRc3Ny6H10dtLPV1+le3V30/izO1Tc4KyyiOg6ff+22/p7LcQ+yYE+S5f273tJif18FRU9K3euqKSLKYxYsB8+HG95YmrGb39L14mKAn+ntta0wufl0cYv50i3ai+vOzEll8hvZZc0X5vMAuz3k/t/xw7q8/nnkzVT5Eb6fPF0KpeLvuskHWKqcKLwJ7PgJlOErTw8g2ntTqVvbLFipc7lorHfuJGUiqlTySN36aU0Z+R2irJOPqh/+9skU5nzPGUKyaW8PDr4L19OVkIuIR+LxWcw4Aqr4hhaHSzFdJC6bp8FAyDZJvJCrQ7wRUUkW48eJQWsp4dkjdhnkd//qU8B//M/Zm75QICs2mJmG/GQceAAKSzRKI1VdrYZS7BxI8kOt5vWhM9Ha6ChId4yzPEBAPDw/1eD2Qc2IhIMAb4cBHt1eD0GcgONCD6/ESevWoPSFaVxc5CZnUwTFFPGTZxoytGGBpIZl11mWqvFTBa5ucC//mt/L1xzM7Xz9GkaD5+P9phPfYruBZg5nh95hMY5FKKfLAdEpZI51mJgsN/fP/YlP59k4auvmsVh9u0jGSinMxT53HxAEw8TVhZcO0ocy0ErT28q8QayrLDzQst7hUxxOXAgvoCQDLFQ2syZpix3IofsMtsMBCmLv71796JQYpJ7PB78+Mc/xpo1azLWsJGG9evX47777uv7vaOjA9OnT+/73Y67Zpc3l133PNknT453P0cipvLMipIY6HL8OEUHHzkSz1/q6CCB+tprdM24cfEWYTsuoWjROX6cuH9iGjS5f8uX0yTet48EWSxG3xc5plwUZtUqa064GDzCG2FuLvW3vp4+Kyqi/nAQ0MyZlNlkxw76rLycNji2YMpBkrKSICuR4ok9FUXazt1v9TzR4nPuueQubG+nfzNnUmaQLVvo+rw8ep/z5tHh6JFH4qPjE2UR4edbZQMRFQZ5rADrUtV2wabBII25nO7IKoURC3Y5uwpnoWDer7jJitaVw4dpo5YLXfBmZZcLnIV8WZnZVualPvGE6ZZdvZoUkUTKra4Dn/scjaemkbWHFWcxbZbHQ9bowkJS3mpr45WedC23yaw9VveS57m4KaWjCDu1dg8UTvrGNJxolIKOzzmHrME8L+fNM3M221Fmrr+e7vPWWzS/uDpfbi4F2S5YYLrx9+6luTZrFs0huYQ8ZzBgeSbHccjjKKeD/Mxn7LNgsHFBPKQDJH8+/3nK3nT8OHDffSQnx4+ntZaVFb9euM+sRL7xhun9OXOG7nH0KI0lX8OWwZ076ZrHHyfF8uqrqe8zZ5LiPG4c/f/888kqfcEF5njw+zp+3DTyNDbEkL+nAj2REGLj8+DWNfRGgVDEA1eOjkigExU/qsCsj8+C5tIs56uodOXmEvUiL89MK+hy0XXjx8cXGxPngBzIbBi0biMRUoo1jfo/a5b5va1baT5UVZme4Ouvt4/dEWmW48fTnjlnDn2PvZHTptHh/JprSE6x8UjkpovtFRXpRMW/eL6JCjuvqWCQ9hbRGxqLmfLQ600eb2BHcRNjSqyyZokQAwft9nARXi+NXyryyzDIwJdppKw8y4qziOXM8h8kTJkyBY1MRvsQjY2NyM/PR05ODtxuN9xut+U1U6ZMGdCzs7OzkZ2dbft3K6HPuVyt8uYePmy6/Xiyy+4PWVESuZsTJpDgDwTi+Ut+Py3S9naybmZl0cL0+5NPOKYMtLVRu+Wc1XL75syh4KmsLLPKFPN3xQVj9V0rS4totTEMEsy1tdSX8eNpcb38MlXgO3aMhNLkycCaNcCf/2ytyIpK1EUX0eYgu8DYQmpVScwOVnxAMShGDIQT88+uW0fPePRRM31hZycpAXv20JhffbV1JLcTSopdcRSenwcPmtZe5pmzF8SughNDzDTBiqdIgxAPd2JOclbI2fIk9sOKciFaVxYtonc/bRpZgLgdiXKFczs4oLO0lCxh0SjxRvfvJ2WgpYX6zy5du7Fl6ge/B3ZJi8/hVJVZWcRZvPFGUjZY6WGPSaqWWyfWHiulPNFhKR1FONVCTwNBIjqLSMMpKSEF5y9/iQ82szsE8zhxYOD779PfP/IRUpitxrOpieTowoVk3QwETMtaMEhjyAe/P/whnkpiNbZ+P8mBN980LaKASWVgV7R4+BYP6fJ6ZUX38GGT4+1y0Tw8fZr+VlJCbf2v/yL5mZdH13z1qyQTn3iC5H4sRuM5d64pz9rayIrd0ECKpabROC9cSGsoGDSD3P7jP2jcGVu3mvOP13BODrB/Wz389c0oKMmBN09DKAg0g5RWXdfgyctB075m1L5Xj+mXlMStM9HYJBpk5syhvl95pclDnjHDtKAnOrCKhqNolNr4sY/R+5482YztYb5ySwsp14sW0dhefDHwm9+YXi7xnbP8F9chl45/6in6zDAos9KsWSSn2tpMak0yyg97e62CFGXvNhvgOHEBe0O7ukhZ7+y0l4ccW2RXbZCvsQqGT3QYttuXEnnureQX983qGS0tdP9MI2Xl+YorrkiYVWPbtm0DalAiXHrppfjzn/8c99mWLVv6eNZZWVm44IILsHXr1r6Ud9FoFFu3bsXdd989aO1iyEKfBeUbb5B148QJMw9kURFN1KKieNeu+H3R9SJzNz/3OVJWrfg/kybRv0CAXJd3303PeO+9/sF5IjeUlfpTp+g+nLOao9Fli/W6dZR2b98+EgazZplCbu1amrAFBfFjI7v17SoITZ1KwjsYpHt88pOkIDc3k5CdOZOE/axZJLyOH+9/uuVF1tZGriNdJ8V4/XoShEyDYcuhXEksWUU+ID7oSAyKSXTo2LXLTCtXUkICZ+5c4Bvf6J/WKR1aiR103czTzGNlGGaOZM6EYmVRZquayLs+ejQ+84bsnWBLZzLhKc4pK+sK86XlTcwuVzi3gysBRqP0Tpl76fGQAtHRQYfQZEVf7JRNfs727TQ255xjZnYIBOKVHrHkcyqW22SKbiLl2m5TSiUgkJ+RiDc+lBAPaPxO+dAiZlVgxVO0tHGg1YQJpDgzT/ljHzOzO8gH7o4OmueaRocivt/kyfGKQmsrKSP5+aR8yXOSoevxQeNizEQkQgFdBw+a+f/ldwXE0+c4/mXRIprTHg/1jbnf7Nl7/nlSnDl3+rRp5n4zcyZQUUH9nTuXDBhPP039OXqUZFRenpnJ5/LLqe8vvkjt4D53dPQ/iDc1kVFg3DiyzgaDQHEggIu7o5hQohMFxGtmycnOBrpDOsJtQfz5+QDuuMCeGyvL1eeeI9k0dy5ZvkUaVzKwJzEcJqX1H/6B9h2RcsB8ZcOg9jY0kJdp587+KRFFpU9eh7t307vmnPZeL107bx5Zn4NBuo5TjPJcTuQZlA8T4jzZv5/6xhljpk83vdJdXTRejY10SLKSh7JSLMcWifsD7/9i/myrCriyUizvS6LnXu6vvCasim+Jz/L76f6ZRsoicMmSJXG/9/b2orKyEh988AHWrVuX0r26urpw5MiRvt9rampQWVkJv9+PGTNmYP369Th16hR+85vfAADuuusubNiwAV//+tdx++23Y9u2bXj22WexadOmvnvcd999WLduHS688EJcfPHFePDBB9Hd3d2XfQMg7nRDQ0Pfs/fu3Yu8vDzMmDED/gGaVORJwQrm4cOmm37ePNrQly6lE7lVnkMZ4qZx6hQtcub/cHYCVkyPHqUNobeXFMWXXupfr162kDLVgpX6886jNq1YYb9gAwHTqtnURIKbJ7PoRuKAR8C6MhEvLJFLyxsDL/alS2nBV1WRlWj8eDNbiVVmCcBcZG++SffMziaedixGm+UttySuJJbovYrUFA46+rBmUN/GaXXoaGqyTq3GeUYTudUTuf3Fv1lVJ2OIyiy/J86RvHo1uYIDgfhDlSg4E1VvtFOUE1kS7SB+R9fjg1nFoBsraza3QwykLCsjPnldHSl/l19Ono26uuRFX+yUTbZYtbTQYai2ljwIVlYaseRzKpbbZIpuIuXablNyQo2weoZVXuShhjgecmD1rl30WVMTBfnt2UPK9IUXkgzgSpKLFpFMYUV6zx7g//0/kjc33WQqAM88Q30fN47us3Sp2Q5x3N97j2JMOKjwy1+m+9h5iuSYiSeeINn2/vtkNT33XDP/v99vFilh65o4r8TAWi7ANXUqWTAXLyaFdedOomdkZ9Ma+NjH4nOaszLP9AZdJ/nB/enupud/9av0t5deorXT00O/FxebYyPHxezda1qnp0yh9sHwwYi6YIQMZGV74sYmGgXC3QZicOHYaV/fGHDBEzndpJVBRp6jTuhSVgd/IH6uATTeixfTcwIBegbTCZn6w1QbsdaCuA45fSvn6TYMUsIXLybZevw4Pevyy+MVw0SeQXlNc9s5K80f/mDO/2iUrPIul+kNbWkx6wuwPJSVYqYV8T7FYyt7kXfvpr+Fw6Q7vP02ccbFzC9W+5vTVIlsVGJaUDIDg66TJzDT9ftSVp4feOABy8+/+93voosT8DnEjh074kp9M6d43bp1ePzxx1FfX48TJ070/b20tBSbNm3Cvffei4ceegjTpk3Do48+2pemDgBuuukmnD59Gt/+9rfR0NCAJUuWYPPmzXFBhI888khc8N/ll18OAHjsscf6FVxJBVaTghXMrCxSFgMBc5KwwHOa59AqS8acOeYkYle3mMLG66XJ3NhIi6WkhFx1Tz/df1KKSj1/X9ftJya7pFwuWuisxLS0WGeGEK2c7NYXgwPkPl57LfDf/02Kya9/TfQM3kTs0vKI4AW5fDn1a+tWEvjHjpGwkgWwrHRaZfXg98pubJEzpmmkPF19tRnUIpc9F+ke559vnXpNrJjHXgLAPmpZFmArVlif9sVx4XyoXA3ryBH6J+c6Fl2mu3eTu9uKd23Fp89UdgZ5XjgJ8tN1M5CSudF1ddTXG2+k/lx3Xfy8kYMsxXvJGxNf29FBa2vWLDPLwz//M11z3XXxVpp0UtMl+14y5ToTB5pULdWDCbk/TU1mMPK+fZRGrbaWNmyA5vOECWYe4q4uelf//u8kW7iK5pYt9O727iUZ8/77tDY5cDsSIcqSbBGuqqJ7nDplesJuuKG/11AefzFm4uRJkybR20s/S0riFScxJkC0/jH4fsEg9ZMtpz/7GY1LTQ0d1kMhormcey4dlnkeML2BPT1M2Wtvp0PFlCnk+Tt8mOQEZ6W95hqqhMrBxmLJ8+XL6bnTp5NSOG0ajX8sWoze+kKE2xqRk6cjEtEQDNL4BXti0AI9aMsuQjirGD6faXDhgifJ4iys/s5zlw8bYpAcr2MrL5+Y95iLtOTkmAruRz9qynAu/PTLX5opAQFrDyTTa5jzzLJow4Z4Rbyjw5S/nZ303hoa7Ne6OCfErDRHj5K+0dVFivOdd8b3NTeXDn3JqJXyc0XFlb3InPZ2506zHH19Pe1LbOTj78jxGLLn3s7CLK+HRHQSHptMI2O3vO2223DxxRfjJz/5iePvfPzjH0fMKmP7h3j88cctv7ObjzY2uPvuuxPSNL773e/iu9/9rtNmJsTp0zQp2RopToqqKjPBuvhieZLYlY+1gtUmKAoG8VQqKqZAfOqYyy6jiWaliMuBCOIJlicsW9VE17Ccj9rv71+eVbRyAmYhDz5EcEAJ388wiEf28svUllAI2LTJzCltF6hgpWB4vbRZcmR8VxdZrkVrv67HFzAA7E/8zCerraVro1HaXMeNI8WypITebaKy55yJxCoNH1fMA0iovvqqWcVpwgS6ZvXq+MBLpqc89RRZaC66qH+wkgyR3pCdHV98RDwg2VXMEsfeqnTqQLOaiO9GzAHNfZYVWSvrPP87dMhUVH71q/gKgDffnJyPLNKOrFL+cfaXw4dpQ9R1UsSuvXZgFvhk30tXKU/1+Ylyhg8XhQOIDziqq6M4kKwsUjTcbtMq29tL1y1danqr/vVf6Tv33EPyR9PIS/i1rxF39re/JS7q+PFmf2U61sGDZDmeNYsUlWuv7a84W60N2TOxbBm1vamJnrdmjak4iWnrmDq1YoVpYd+1i9pTWkrKqmg5ZX715Mkkh6JRUr6efJKoHEzF4JRoonLyyCOmd0YM/HW5yBI/Z445lnbUnqXnx3Dw9XosXhjAhZf7sK28GHv2ajjnE8sQfXkjOk91wluQg+wsHe0tBvRwDww9G72XLENWtoajR02vh5XBxSrOQgyMtcr8c+wY/evuNg1KEydaB6qx/DhwgJTBrVtpnDinPsensIJ9//20x/h8NAfFfUb2psl8bDm4jq8V5e+SJc5TsopZaazemVURH6uMSnIQq0yJkHWJjg6SqUuX0nxsaKB594c/0LgvXNg/VakYvC6OiSh3RP1KzM6UqH2DiYw95p133oF3OMu9DBN+/nOa0GyN4Ojk06eB//2/TWukOOG5BKxYPlZ09wLWG5O8iYqT6fhxk1+8YEG8gLEqlZoKDzVZ1SExMOH666ktN94Y/8ymJrK2Tp9OQufyy8m1dewYjVcwSNaO+++n++3YQULI46F2ZmWRG9GqYlsimoPIX3S7SQmPxag9v/oVuaw4yEXknFtRSMRiNCywo1G6lrOeJLPKiXSPQ4f6p17jv7P1gb0EoRBZkMJhOoxlZZlKIwvz3/6WNq9YjIS3qATznCsoMKk2AFmHFiygceViEyLdRNfpPe7aRZvNgQP9D3lWbjMeo4FmNeH3K+bzBuJTeYkubCslWLQSWlUA5LLETvjIcl/ZYtXeTsrJ+++bPNBFi/rzxgdDuCdSrtPJrJHsGZm6ZzrgoFXRoyMqsfX1NP4f+QgdZj/4gBS+hQuBb30rfu7rOikQRUW0Xph6lZtLcSrt7SRHJ06k4DieRyJtZ84curfsAhddz+xFYoMKH4RlC/JnP0uudY+HFN6bb7amqBgG7S15ecRV5jX/yU8CP/xhfB+ZknH0KB2uGxro/rpOfQJMmQpQ+5qb6RkXXUSZF9hSmyjw14ra0/1BDfBkBfz7m9FtRPGXx12oCxfi6LhlyLq6FF/6jzU4+KsKNB9ohh4OIivmQmRyEWqKl6EpXIpxNUSJYUVr+nSSi+L4WtEtRNnP6Qg5NeixY3QgOHmS3v3UqfSOFi/uTw0Qn8GHkLw8s3gKl8oWD+h8uJg7l5Tn1tZ4r7IsB+R1yxQdcWxF+Xv4cPyBXFwXdrRFq3eWTB5ZefvsPHxyGj3RsHDjjTS/pk0jz8WZM6TzPPxwfKpS0SglyxXZkGNVMMvJYSLTSPlxchntWCyG+vp67NixA9/61rcy1rDRgu5u0/XAVrFQyHTnA7ShXngh/T8/3ywBaxgU7GYYtNA2bOivECRKuyYqBfysmTP7B/SwC1uEvHATbYiicJAVDFGZ2LuX3J9y+jwra+rGjaQUAqRsT5hA39+1i+7HQui88+g53d3UhoUL463fgD3nSfycI5E1jQTnK6/QM995hzYVzvPK3GzZMiQXoxEzdgAmLaelxXw3XPacq9Dx+2fXpmzJB/oLLfYSvPkmbXrjxpErecMG2uSWLCEB1dBAc8jr7Z/WLRikEt+vvWamdbr+evr9D38gq9yNN9JG7vfHK6qrVlGbQyH6TNf78/Pt3PqiwiqmG7RK6J9ImNtZHOQiEnZBeWy5FisATplC312yJDU+spUrsbqa7rtjB/1/1iyycl51Vf9D3FArm8n4gCPlnk7R1EQW0xMn6DC5YgW5oWUl9qabKI/xuHHUtrvvNt3oIvx+KjfNXNNZs8iayxSIoiJa17puL1vXriUr28yZRBMRlQeWexwczAaD6dNp/oplw6++2qSgHDhA3xPlTlMT7SWVlXQdx4RwUNn+/XRvMTVpRwe56KuraWzq6sgaOns2tc3jMT2DTU2k3FRVkRyJRsmanSiuBKBxqq+ne/IBvOP9Grzy5Y0IdYaQMzEHMZeOlhOUx/kjgY14e9Ma/FIrheecWRhfXI/2ugBaQj4E8osxfoKGjoP0/IMH6d2xgYhTqM6dmzibQ0sL9aOpiWRjSQntKePHk5zMyqLfCwpIzk2cmDj47I47aDy3bKHvcUpXVoxlRXXpUvICyoG6dnLASkaItEE2nnDsBu8ZhmGfslM2kvG4OElJKnv7Eskr1iVkjjJXL16xguipR4/S2BUXmwdPMR4DcCZX7Ly2Q42UHzl+/Pi4310uF+bMmYP/+I//wCoxM/ZZAi47/cQT5ok1K4v+TZxIAuvMGap05XKRRWTPHloM3d0kHLKySPhMmWK6G2UXeiKSvRjJe/KkmUtSXJicdqi83DrYx2pDFE/goqIuBjiKQoPzpnIp1YMH6URvZU196ina2Do7SUCzdYgDA/fvJyW7o4OUnNmzgU9/mpRItn6L/DUr5Uds85kztNE0N9P1nZ309wMHSHnkgiznn0+b2oEDJHDvusu05IjjZnXalkux3nxzvCtJTrMVjfa35Ft5BZi3DVBfzjnHrHjH2VE2bqQ5lZtLKd3uvNN8/9XVtOG2t5NH5KGHyB3tdpNAY77hRz5C18sUkDlzaNORc5WKhyurDYwV1mPH6LlFRab7V9xUOOepGGBj5xpMZHm2U4INg9pcW2tyQu++mzLSJOI7WsHK0sKUgVOn6FnNzTQ+VsFMQ61sDgZfeTg50IZB7/HECeJS/uEP9C7F98Illjkt29KlNPZWyjPTtZYupTkYjdK7ZE8TU7aCQetgSdErMmUKKY/iYU4MDs7OJrnT1UWKUG5ufFW1RDlvGbNnkzV2/Hjq0+TJdG82wLz8MslP2Qtz/fV0MNB1UjwjEVo/555LcpYLVdXV0XU1NXQYfPtts2iKSF1iz5RhAP/yL6TML1hA1v3iKTE8vaYCoc4Q8qbmAdDQ0gL0woMelw5fpBPntVXg4MFZ6A5oMIwSnD5NbZk+wVQWGxtp7ABqV0sLjdvcuTRGlZU0Xrfc0n895efTGO7daxYz2bePxmHFCpKbs2cD3/8+yQGmDYpUGXGter00pjU1dA0HYIp7pWg1NgzzcMNrhBV6rjYoygF5/5WzY3C2k3feAb7wBeKZ33orvWOrlJ3y3i0q2FaBh7K1XZzXTg/8dnLhT38iY1V2NulLn/iEtQccSB4cbeW1FefjUCrRKT/qscceG4x2jFowX3L7drNoR0mJGdHPKX3Y7VdfT0LiyBFy6zKH9d13ScFYsoTSy3HVKrZM2ll7xBOcndB94gkz5c7HP04bi6xA25HzxQIvHOHKJU/55CdGfFdXk0XT7SZ3JUfuytZUMffx5z5HGxNnDWGaSEMDVfxqaDC5UhxxLVowOUhOdncB9NnixaQIejymIt7dTUKzvd1MEN/TQ5vI0aMkbAMBM+clL1DAfIacVs0w+ldTEtsiW+m5rKysUFm587xeCoY6fpyE6Je/TJtCOEztZ8XgU58C7r03/v2WldG8On2afne56H3l5ZnVwk6fpr4vXUrXP/MMbRSxGN2Lo7PtEtlbtbmjg4T/7t00zueeS+/6ySfNTUXMOerzmZH9cmEf2fIvW1N47l1/PfHB5bgAOZCWyxwnUtrtIFtaAgFSZqZPp/U8caJJw+JCCJyHeKiVzWQUrZFyz1QwfjytAZ+P1qooC/1+4Be/iE/LVlzc38MjezrmzzfpO/LBXFQiWGFkWQCYVjYx1zfHdLDcKysjRfStt0x6yPTppNCJ7U+Wi72sjOgdf/0rrf3CQhoHl4tkbltbfy+MWLFz+nSSlRs20HNPnKDAyT/9ida5203z1+MxK3uKqctkI87ixSTL2APb2Qnop+vRfLAZORNzoGlU5KSnhxR2t64h6snB5GgzdlXXozpQgkCAnnvwIMkil4vkWWEhHUh0nZ5lGCRDWG6KRcZkzyoXJ1m4kBTFtjb6/cwZ4Ac/oHayRVWOYeCMEUzLEOcKH27cbmrrlCnoC2oU72HF/87LjaHrUD0aDwTgnetDXm4xAEr7KxsIXnrJDDqMRumddHebivvvf09Gp6qq/ik7fT7iq9fW0kEDiE+jygH7gFk46skn+2ffsrMCixZx0eBgJReammj8xf3pS1/qv2/Icp4DOu1oKOJalGlcQyWPhsHYPbaQm0vK3ZEjtHGyG2nSJPo7Bw20tZEwOP984IoraFKecw4p1jt20GmwqIgWyVVX0XdFjrFceETcgK2ELlNJCgpMK2UkQqd1LqgiQp74LS0kFLdvJ/4fc+qYt8Q5fjnylxUPZu5kZdGYWEUaWy2yCRPi27N1Kz371ClS8E6dIj5fSwuN1apVJBy6usyckmyFAPpnoOCgzVtvNakIx4+bZT6bm0mB6+oipZSVHS7D++qr/VPvyXQDIF4AiqW1+ZlFReR5iMXMQBU7hcrKJbd2LfC735Gy29FByu7SpTQPxSqWIrxeOjBVVVEe2ddeozG99lqaKx98YAZ1HDpEFI6336b50t1tRmdXV9NBrLmZ7iVbUK1oRSUlNM6RCN2TswrwptLRQcI1O5vuH4uZ5d51nQTjrl104Ln9dlNoi/M2P9+0fjFdyIqLKQfSstIuR8U7BXPwdu8238OePWa2FvH+ixbR+rn44mHg5lkcbGSkysl2cs9MwzAoYNXnM/MTL10av3ZaWsyKnr29RIXIyzMzJVx3HX2XPQb8mVgCmceA15FsHeNCQQB9l+eAy2UGkq1aFU91MAySUV4v7Qk9PSQfS0v706CYlsBlucXsBNXVZLQ4fpyUR6abccVSPqDNnGnSwzivL8ciGAZZrw8fpusuucTMIDFzJh02vvtdCtiuqiKFVTyoikrV8uW05sR6A7VvBBANR6Fn00Ryuej6nh5SOj3ZOmAEkdUb6Ivx0TQat0mTzHcbCtFPv9/0YgFk0V2yhA5IQLz1nuH3m5mgPvpRM03lggXxnHCrdGjcHh4rmce7ciV5+p5/now6gHVOd5H/Xf92Dbb9RwUm7mqG34hCq3XhqU8WYvn/Xob8xaXw++Pnys9+ZuZhnjGDUgtGIsDjj8UwPlAPrTqAP/63Dz0TilHg1/o4zX5/vNzp7qYxZwXb5Yofx2gU+PGPSe7Pnh1vibZKFMDzn+OU5EBLWS7wewDs9yerIGwrq7eV3iAG5h85QvKAc70PNhw9oqCgIGFhFBEtPPvOEvzXf9HLLCsjYcZcNlaa+OT36U9TBPWbb5I1at48eslyPlomv7OFl108q1fHZ6Joauqf27asjBYE8625mtFFF5GC3tVFQmfmzP5uDnnzzM+PPxQcO2YmzeeTK6foFk+mJSVkcZeVfHlRiSfOujr6jPvDAjoWo81jwgRaHM3NJAh4w3vjDbMQhpyxRBTyhw6R9fiii6ytDez2Y/7VTTfFC1vAOvWeyGFjBfn662kB5+XR6Z8Txu/aRZuBrtOmPns2XSNHjzNYoMguuepqUtDcbnpH48aZ/FpxPgSD8TnAvV66bsECyiTAgYNAvILOikBTE33n058mxdnrpXu1t5O1bOHC+LLT8j2Yj3jddZQlhYOQDh2itgGm1WLuXNrMuST9739PQv5TnyIhum8f9fe992hjF6vJ3XIL9ZOtX2K1TcA+oIgtIrxBiRxxGfLa4P4aBq1NTTM5eNdea7pJDx40o+6bmujgefz40HKenWA4OdmpgN22ZWW0fv7pn0iGAvHBs3Pn0jzw+2mNcaaE48dpLl5zDcnI994j5UbO4iO7gUXZ1dRE64PTyr3zDnnHOD2XKMPFeWMY1GYu7NLTY6aAYyqIHOBcUkJzdNs2M2hu6lQyuixZYirwS5dS+9lAw4cDsaDWN75hrtu2NlqDXMp70iQaR5fLDErMzqbn7dlDn3/uc+aBWFxPJSX96w34Cn1wZVEeZ0+Opy9I2+2m9rpjBqJwwZ3vgztMSnNBAX2fszOcfz4ZaVwussAuXWrSrhoaaK29/z5dw9Z7mXpglV5ShkxHZBkVjVL/t2/vT7liOgirOuwlZi9oXl58vIzI/87Ky0E4oiPLbaD1QCOe+YeNCKxYg7lXl/btQ4ZhrXCuvbAG2pMVCHY2I9oahfsVF/ILC3HFt5bhY7eVWsq12bPpPXMFX5GLzcaKffvM1HvM3+bxkxMFLF9O8+7ECbrHsmU0l62s/4D9e5D56eIBJlFBKatDeyxGa/HUKdKtONPUYMswR7d/8MEHB7cVoxjRKAmFxYtpY772WlKarFK8sPCXJwXno5WV1zNnSEBwQAfQ3wLK1Al2L3L6NMAsvnHXXaQ4aRotajGoRUwrxhSNdetoMU2eTIsvFKITZmsrKXHt7dSngoL+uRWTuXRlS61oxRFTJrGAvvFGUsZ/8ANqU14ecXPZUrRyJfGp9uwh4csnZPnkvG2b2VauUCe/B6vgCv6/nHqP3ye7bEUFmS1HZWVk9Y/F6FkHDpiZMjye/llRRPC9ZZdcWRm15cgRelZPD707kaYTDPa3xIrppGQlSZx/TD1hfvqNN5qWAnaFzp9PPzlQSVTyp0+P9wSsXUvPqayk7733Xrzyrev0fh97jMapvp4289pamm+9vaabe/9+Wm81NXQv9q7MnNnf+sWwm49WFhH54MFeCdnyzwWAQiFq15Qp9G6ZgxcM0jgfPUpKyBVX0Jrp6KDD8/LlZE0aKchkAOBgZhWRFbf5862pN2Kp4sZGmqvt7SbF6cAB8twcOmRy1K0OxFYHCb+fvAivv073eu89olCwR4utf/JhEqDrr7qK/nFQoligR+TEirEvLMM588+LLxL1gvu4fz/d7+RJetb3vhdvODhxIn7dFhZSH5infMMNdO1rr9HeZRhE4+jupvUnejHb2uKpUW5XDPXv16PnWACnu3yYdlExis8vRuGcQjTuaYS7REd3l9Z3yPTlxODt7UF7XhHC/mIsmUbyx+cjha+1ldZNYyP97O0leSHK1nnzaP1UVZH1/NxzSaZavTeRasDlwmUL6PLl9Fz5oHLmDGU/CYVIAR03jg5a1dW0xgsL6ee8eXQgA+j7jzxiZlKZVGjyv3OK8pCna0RfcXsQ7NHRdaITqKjA/pmz0NKi2WbDqtlWg1e/shHZnSHkluSgO6Qj1G3A09qIvT/ciFmz1qB0RamtXBP3MqtiLbNmmUYP0SAHxM+zxYvpM7ebZF91NclxK+s/g9+DWOVTtFbL61qOXRGzPwHx9Em/n+RvTQ3dKxIZurgSR+It1cqBZxPy8ih3MlvagP4pXgDT3ew00KalhYQtC3zmz4oW0F27aNHz/RobSWEGSLjU1tLE+utfzSjoKVP6b5Tsxtu3j6y5775rBi9eeCEJibvuIoHK0eziopT5SXYuXdnCtXKltUVXVmRbWkihuvxyEmCcxQCga91uUrz+/ndTmbrjDvMewSDw05+aAkCsUJfIOi7+3yrdHy/67dvpPXV20vPnzyfhO2UKbX5TptC1CxeS8BcLytgpGKJAueEG2ix5bPnAtGcPWWFyckxupK7TZ3v2mNewJTaRkiR6AkSeZnMztcXrNRVOUahxMBwH5YTD5rveu5esOdxfgDZEWfnmXLIuF12/cKF5sLjxRrpnTg5Z6goKyB05fnw8//r++82gHz4oiHNSno92SjUfPPbsofvMn0/Kh2j55zkbjVK/m5rIopOfT99/4AFyKY8bR324+mraoP77v2nsAeu4g8GAE2U23QBAK4v8YFqwraxYv/wlzQGmffGcFksVX3stzUUOMmxvJxlWXk7WqsLC/gfiRNXKPvEJoi+dOkX32rXLLMfOirLIMd29m+QTy+YJE/oXpGhqIgWytZXk8IIFZuzLvHmmi5otoCtXmvzb6mrgb3+juXfyJK2BSZNoDmsayXamrZWX073uv5++t307cN99NI9XrqR9o7nZjHNg2fHOO8QlF+Nmjr1Wg9f/TwUaPmiGEYpC97ow4/xCfGz9Miz75jJs/NJGdNR2or0nBy6QtdXv6YHhzYbr0mX43OUaxo83LbcAyc3cXNpX6+rM9G8zZ8bTrg4eNK3nwSD1NVHAOx9Mdu6IofLP9QjtC+Azn/PhzcPF2LlL63tXbPBaupSq8546Re8/P58OTJEI7ffjx9M9T58240NmzjQD8bgS3+m99Wg+0IyQOwedTRo8HvpuezvQ06MhoudAb2vG9Jx6+P0lcfOM510sGkPFj8wATE3T4I0BkQIPXC4dXXWdqPhRBWZ9fBZ0XbOUa1apZwHql8tlKrQyDU/MknXDDfSerruODAh1ddTfc86xTmEqwjDsaXJWstguID8SocNjby95iK+8kmSx2216AK1kWCwas27YAOBYtH3729/GN7/5Tfh8PgBAa2srCph1fhbjy1+mRSNuErKAT1YswmrTAWgy6DopD8EgCTSxPPKMGSTEGxtJCH7+87QoOLr68cdJyBw7Zm7+suLIxUv276f7lpSQ8PZ4yNrM1oY//YnaLgZjAcktNQyrrAMrV5pW1N7e+DzJovAQ+WvigQQw6S1sScrNpdynHCHu95N1WxQAonLu85nFbEQunAy20MpYvpw2m5oaGvsFC2jcSkpI8DQ0EM/5q181T/p2iowciGEXtLRyJd3X6zXniMixnjWLLJ7t7SZ/kMfRLhuFeJq/5RYSjN//Pgk80XptlWnizBnaZKJR2qQvuYQ8Ju++S9kQ8vIoVd6tt/YvFd3SQs9ij8att5qljQGyKC1aZHKeAwEzPZzIv1692rS4OFHiRFqL+DemgDAXu6iIDgU899jyz0Gluk6HI05T+OKLZrBaLEY/n32WxoCtNR98YB13kGk4VWaTeYuc3juTFmz5WVYHobo6qpbHZaSZMmMVvzFxIr0nwyDl5ZxzaG6JnGcrK5i4RkSZ3tFBnwUCdEjiVIysKHd10XoIhUgRe/ttM0icPS5yAN7UqWZWG4594TYB8fQC5sgePEhem717YvC11WOaL4C9f/Eha2YxwmEN555Lc02s/MYu+JUrSemsqiIPVk8P3bu9nZTvBx6gvSUvj2SBGDdT8dsavPutjQh3hhB05cCToyMWM9DwfiM2fmkj1vxiDdb8Yg22fq8Cbdub4TWC0HQXcsuKoH1sGU73lqKgID7dGGDSodraaM01N9NnsqeurMy0nstZmsSAd/79+uuBvOYazN1RgdxQM9qPRvHsiy50ZRfCtXgZgNI+755IJ2xspPeam0v7cCBg0jP5wNLYSAd7lyu+HoDfDxzbHUBvKIoQdHQHaJ9rbaVrYzEgGtEx3hXEZecHbNdd/W5SwLPG54ADDFnuAxpy/DloPtiM+t31KLmgxFE8gphP+fOfNw0PYhvYUy5WPPR6yRjw7rv09+5u+llSktwYaEeTszrgcx+Yk97RQeMdidB8ZerfkiXoG4/iYqIYipxnwwD2/LEG723YknhA0oBj5fkHP/gB7r777j7leebMmaisrMQ555yT8UaNJkya1H+zYYHHVl1xQ5GLYgD2m86nPkXBYbpOwXITJ5Jy8vDDpoXxF78wA7suu4yUJrbqcXUhbhMLBlEBqq42i2/09tLnWVkkEBYvpnt0dcVHNYucQCcbplXGAxYuK1aQoDx6lBao3UKyyznJ9BbOduLxkKJ14gRtLHl58cVZRLdUfj4pddu2kWXzX/6F0gClojwwXWHGDLr/175m5lr+059oTAGybllVdZLvt3cvjX1RkVkKWC7XzQegqiqygomlXTm6/rzzSECVlNBcCATMwBuxUl9dHdFeXnqJfmfqTGcn3UfkEc+ZYyrZYiBeVhb9ZNfvlVfSOz1+3Px82zZSBmQlTXYzrltH3+H0cgcO0N8aGsw+cNAop+pbtIgOQU7nZCJaS14etWfvXpofp0/Tmpo9m8bO6zVzl7K7n62DQHxk+YoV9P65P16veZjiA81AkciynIoym2oAoNW9xRzmmcoqwtH0nC9ddA0zRYupCLwO5P74/fTdigpSEHt7SWHg+SSOm9VBQj4oLF9O8y8SIQW5s9PMGXzuueQB27+f5EE4TBk2jh6l9z9+fHy6O3EcT54kOSLKarFt119PYyvmF54zByj31GBtqAJRNMPdEkWwyYXuDwpxevIyuOeWxsXRiLTB5ctpLrpc1EeujDlu3IeH08djuHBaPWLeAJZO8WFHUTG6ujUsWRxDzW8r0NsVQsSXh1ivBs0FeH0e5BeQJfStH1Zg9W9vw+demYXf/L96HNwVQEDzoamwGA37NcyYYea5FjPrbN0K7N8Xw8zsepRGAvDEfPjYZ4qx+iotbjy83niuta7Hp4oTKXXbtwNN79Yg/MJGTAiFEMvJQXaeDt84A+G6RuS/uRGfvHMNrrm7tO/+blcMZTn1KMgKIC/PB8+MYpyq03DJJRQU7/eTwWTPHpN6uWBBf+NY9gQfXLoLRpeBYNCDWMy0kMZiQBYMRDUXYl6f7RrobAyguyOK3rAOb9hcV0T/AHSvjmBrEIHmgKM1Jc65vXtpTrW39884xOs5Go23Sk+eTLrGqVPUhsJCs1y7HezoJFbBguL4cVD2Cy9QO8aPpz57vbS+JkygNjY10X7HnhWeT7/+Vg1O/WIjIpF2R2OTChwrz3IZ7URltc92yJkektVdt7N2dHWREhKJkLVqwQLTHcR8n49/nDaWRYvI2scRyBwFfugQ/f+ii8yJZRikQDz9NC0czlEL0OZy0UU0Ka+7jpQe5iS/+iq50R9/3HTzJMoCwhs7K31ixoOysv45Kg8cMDlRIi8tUc5J3og4uj4aJaHEubfPnCHLOwd0iQoCu+BPn6bv/e53xF2Ty+uK1mBe1DInOSuL3Kj83ZdeIndSd7dpyQgGrb0OPEZVVbTxMo+vp4c2uG3b+lvOeSOtrSWqjfgexPzHZWUUFV5XZwavijzM3bvjo8yZOjNzJimMHIU9dWo8P/3aa8mSV1dnZtTgTCU1NTRe7EqPxWgeMy9OdoNbWbNbW033Jh+2xPSJ7NL1eknhffzx+AqGiebk9u20Vjo7TVpLWRkdRLm/JSWm0nPOOXRvUenZto3GbtGi+Cpx8kGA4wu4mM7MmfR/8UCTLrUhkWIJpE/HcAJZURZjLsT0XOmCD+gNDTR/a2vpkMLKFmfeYA+ZXHVUvtc55xANgjMEcI5k8Ror67adx2ztWpofx4/TOp00ieaxptH1s2YRXeLMGbI+T51KivSMGfHvQX5HckpGkev5xBN0IM/NJYW3pYWq+AWf34i8QAg5M3PQ0qaj94yB3O5GXFC/EZ9YuAbLbymNs6pXVZl0Ps7Yc/QorVeXi9bFdKMG1d+rQFO4GdnuKCZMdOF/zZqIwqvnY1xOBHs3NsIzPgexqIaCXNOarmkavAU5OLG7GT9bX4+5K0qw7pslOHSIah3UV5LMDIVoLb36qml9DgaB91+qQfZ7Fahrb8a47Cj8WS64awsRmrUMeklp3Hv1es2Uk/I6EJWuUDAGT2UFckMhBD150DUN0ABPjgeF5+joqO2Eb1cFXn9tFg4c1DArVoOs7RWYt4foKGh0wd1UiKWrluGrD5T2HY4fesg00Hi95mGHZYRhAK8dKEaruxBasBHebB3BEKXu0zQgxxtDVrgH42YWoXx5cb85yzLxdJcPvVEXor0GgpoHhmGOl9cL5HkNuLJc8BX6UqJpiSXt8/Lob3zA7uoias7p0+Z+Ix5Mb7uNZN/Pf25mSkp2OLcrZsOKvF0BLTGGwecjy3JjI+23Xi+t58WL6acoo880x1D7dAW0YAiGVZL3AWIA4k0BoMnl8/V3d4gBG8nqrssKBG8aW7bQZOrqIsFfWBi/CXIKsupqmvz332/yh/fuJS7b+eeT1fLpp+MDnpjKcM45ZL2YNo0mXixGSsuFF9ImJU7cAwfoeSzAAfO0L+dYtjpAcIlVMRk9W2/CYXreiROklLz5pkm9kBdYVZWZ0ig/n9I97dlDm9vMmbRx5eSQZfCNN+jeum6m6GGUlZFCWV1NAkBeX1YWcz6ds/JgGGRhXL7cdBedOEHcruZm2txPngR+8hMz4EUM7hPHqKjIjCg/cIDe70svmbQGTaONLhiMLwLhcsVnYwFMC+zzz5v5QjltkVidLxIxo901zQzke+45M8hj8mQ6WBw4YObEfuEFmjdz5pCSmJ/fv2zqV75C7War9qFD8QJWFPSii665mbwh8+fTnGeeI8+D5mY6YHi99G4nTqRx4xSNS5cmpke9/74ZwDd5Mik2v/wlpYdqa6P1XFpK4wXQdaKbsanJTI909Ci5MfkZ8gbBln6uPpeV1b+YTrrcYLEd1dXxVjwgPTqGE/BhVlSUeT2L6bnS5XSzMvTCC/QOjhwx07JxuiymaxUW0vOOHo0vg8zo6iJq3aFDJBMuuig+SE983s6ddGj94hfjs1/Yecyam80sHpdfTv8/dIjmlt9vKiSaZuYWF8t3cz/kucrPFvPXrlhBiprXS20pLgYKJsSw+YcVCLaHkD8tD9GohigAt9eDsKGjwN2JU89WwH3HLABa33xsb4+n882cSXOyt5fWWdvuGrT+diOMnhDCeg56NR2+3gAatx9H/dvHEXO7oRkGPOPCyB/vg0d3IxZ2IQIP3DoA3Q2juxe9B47gAID2TxSjsFCDptFYFBbSM71ewWByMoaev+1A7o634IqE4cnPhndCFmJGFHU7TuGldS/h0499Gudc2d/TLa6Dw4fNdGW8d0VP1cPb1YyoNwe9IQ29hllt0OPRMK4wB80HmtHyej2CbSGcemMjclwhIDsHyNLRGzSgNzUi9MJGHLpqDRZ9urRvr2auNa9jUaa1tAAHDmroWboM3i0b4Yt2wuXJQW9MhztmwBPqQX5hNj7902XwZGmW8zEYBAomFMOdX4jstkZk5ekANASD1IdAdwzu7h4ULynCpIXFKdG05JL2LOOCQVozW7fS+5o2jfYPLpTD2LOHlFiAjDqJDud2Sr14eOTiLbKnW45hkA+YMhWQn9dQWY+sjmb0+nKQnWPYNy5NOBanmqahs7MTXq8XsVgMmqahq6sLHR0dcdfly0krxzh+8hPieIpWHznTA3+WaPNiy8ATT1AAQiRCVgt2SX7vezSBRVciT0Y+fYsZIebPJ6Xl8OF4znN1NS3KI0dIUaipoRR6F15Ii2HhQlIGxBPkkiVmZaLjx03eUnFx/0wEouAQDxBitPhzz5nWQc61ytbjadPIvZqba1IvOGfpiRM0Jv/7f9Oivu46at+2bTQml1xCbeT0VTt30obZ3U3XV1ebQXUcBPfII8CDD9Jh5cIL+/OpZWWOA/O2bqX21NdTH7ZtM7OfvPQS9ZNd9Zzn9MAB8x5s6WXX4u7d9P2sLGpfNEqWoNpaM/iztZVyr544Qe+BlTtRsWMuW3m5md5JTFuUl2e+Z1ZyP/1p6n9TE33G/W5ro+/n51N/Zs+mucRZJqJRUlwCAZr/fEDksfP7zUOX7Mq34szyuolGzeBKkefI1qTOTqKlFBTQ3GALLys5TzxhBo1aHWqZ6z5vHvXp1ClaJ+EwvYueHnMu+v3kjRArNhoGXWvlfJOtlmxJZ0v06tVmRhM+DB48aJ91ZaBIlY7hBCJlhxXlTFq5W1rMoMxwmNYPxxHwGPl8dKjct49kJXMhxbHkcd66lb4zbRpRh2bPjk/12dRkpkTU3TEYJ+txzRUBGB4f9u8rRiCg9XnMZs40q/EdPEjrxecj+bJnD83dggKaz0uW0OHV7Sal/BOfoJLhR46YKcSY8iMqOsEgcaSfeYb6ePgwzWvRupeXB5zaUY8Tu5vRixxEWrU+mRaLAbquoSAvB2cOmVxYwCxc1N1N17EFu6eH5N+tt8Tw7O8rENZD6MjPA8IaPJEQgs3d0GLkcebgq96uXvR2tUNza4hBQ8ytQx/nhSvUAy1sIKfy7/Ac2om/1Bbisq8vww03lPZ5a1j2TJ0KnKqoAd54C+Prj8OFKAAg0hJCawsADdBcGsIdYTx/0/O48ZkbLRVogPpz6hQdgi+9lMZ7yRLgcEMA3uwoxk3W0XnCPID1URq9OmItQfhzutH++t+hR0KI5OUh1K4hFgNibg+6ozpyg53Y8/MKvN8+C+/v0fo8UlbFbOI8YCjF9PI10P9egcaqZvR0BxHTXBhXWoQ1P1kG34JS1NXFz0cxHdzll2so+tgy5L69EQh2Eu0kS0d7iwG9twe9E7Jx6b8uQ2ubZkvTkjn7dXUkx889l+bb7NmmjDt4kOYcQAct3n/E+1nxoe3kV7LYCza++f1mJiMgPoPH2rXAkcMx5HbWo/aNAHyFPsQmFKO1Tet3+OTnHdgUgDcSxaTpOgy3AZxIInhShGNxHYvFUM6a4Ie/n3/++XG/a5qGCPuxzxL8/e80sUSrD7/sgwdJgZNLMNuhqYkE5t69Js+ytJSSvDMXDuhvleAJxhkhDMOsUOTzkUBlHl1ZGS0Y5guVlZHSVlJiz/PjtDt+P20ynHFDTMsnu1xk17mum+WxOcBLLuxSXU1KtstlVmV77DGy7k+aRJtSczMperEYRT9nZ9PvgGnZmTPHPEzMnUtt5ICYzZvN6G7OePHNb1qfin0+2qTCYVOZKy+n5733nqkQh8M0npWVZNniErft7TRGJSX0TufNI2WeK1cB8XyuRx4h6w9X2Tp6lJ7JAR1PPEGBGkeOULsmTIgvxS0GV4ip8xYvpgPYunU0Lzjn6s03m9bpzZvpwJKbS+Mybx6NIRdIYIrO2rWmy9yOiiQGQ9m58u34uKIHxi640u2mdIV8yJMtKbt3xweNiofa8nKyPLO3Y/58WgMXXEDKz+nTpIh1dRGvj3PNMkS6QGEhuTPt3P99Ef474z0pgHlwtKvY6ASTJ9PaZTkwVEVLrBTlRFbuVNPX+f2mISAapX65XPQ+/H5aX88/Txv8uHE0Z93u/mPZ0kLyQtNoLeo6zdn77zej9TmRVG8v4G+vwQU9FWh7pBl/fCIKl8eF8QWF0BYtw9yrS1FWRgG0v/sdkOWJYZJRj/GxAIwcHy66sBjZXq2PEjVpEsk4Dj7dsoXW3v791KfcXNMjJyr9hkF8/B076KDq8dB8PHyY1kRjIymc778PTA8FYASjiPr0Pkuk309zuDccQ0dbDO5QGMcrTsI9tRgTC7W+stUHDphr+rbbyMV98PV6zGk/iRPvNSLQ60FMCyPPq0Hr6gKiMcRcLmgueqGa8L6iESDqcsEV7oURDlOBEY+OaN54aB4DTXsb8cqXN+Lqn6/BJz9ZGnfAbt1Vg+e/vxG9rV3Ah4qzeG/EgFgkBpfuQk9bD/54+x9x3ePXYfrlpXFeqxtuIC/je++R3Nu5k8Zo6VLgs5/3YevbLnS1G4hEPH0FWbh0RW+PgaDhQuBkADntzcgrykFrp4asLPRxlGMxDVosB037mrHzsXpU95Tg8GF6x1woDOgv00yvbCncrlmofa8eddUBeMb7MHFBMf66VcNLD9N3Od6Eoes0T8aNA+Z9vBSX3r4G7/y4As0Hm6EHg8iGC5HJRej+6DKESkpts3nJe3k4TJl/OjtpLp13nkm7AcxgTDqEkayVvTWyDEgke+xkvZVSvWoVvb/ubjODh98PPPbtGtQ+XYGc7mZ4s6Jwe1zoHV+I9oXL+nJkc/ubmmgehHt8KIq6EAkZaA0lETppwLGofu211zL/9DEEMYgOIMX1b38j68msWfGpxBJtIrpOC9vtJlfg5z/fPwuE7DZmxV3X6WddHSlYPh8ppddeS0KSFY0vfpHuwxV5+LtWVle2HH/yk/2DMgBajJWVJv+RT+EdHfGbqWHEp2HiaFkuLc4LqKSEFAxWhN591+SkMq+ZLQdnzpD1u6iIPmMFV+RIT5lClIpAgMZjzx76u5yLWEYwSMF/e/aQAvmzn9E9XnmFAkbq6ujZixbRhqZpZOUoK+vPe33+edPKIdYaEvlc7PZmPiy7NgsK6Llz5tDvb71Fn40bR+/hK18x3byGYRY5AWiTzssjZbylhTb9kyepLUyhaG2Nt05PmxbPqY5G6bkcLMdUFc5py/PAKlvMwYPxxQREVz5XW+zstC6DK7qveV01NZkUoupqukbk4fEYseeCrSWsyPr95njPnBkfQLpqFc0V9pDwYe/kSbN6HFOIOKOJppG1jtvt8/WPB5g+nRRnsT18SOA57rRio5WsEC3+g2G5toKdomxl5U4nfZ1sCPjrX2kdAiRXd+8m2TVuHK2NVauAj32Mxl5OVVZaSnN6xgw6RO7YQTIoGKT3xwewTy+qwcm/bYQ7GkJ2Xg4MD+XR1WsbURjYiEu/sAYdHaU4fhzw1tdgdkMFitzN0F1RROFC24ZCXPeTZVixohQvvUTyguMWmC8djdLv0SjNFZYJ9fU0D+bPp3n5/vu0Vnp76YA8dSqtk2PHqM9NTTRnjuT7oGe7EIsa8I7z9FWS6+0KAV1d6I0YiCCGrd95C688eAjTbl6GNV8p7cv5PHEiKdr5Z2pwRbACE3uasev/9SAa6kU2gBg0aD2AFjMVZxeiiAKQIqCoU/xpDIiOywc0DeGoBxOKdAQaOvDav2/F+fcsR+iccZh2UTEmFQJ/+WkFsmJBxFxRJDK7RSNRQAN6Wnvw1/VbkXXX7Th42NU3p26+mdbXW2/R2Hk8NEYHDgBXX1WMvFmFOP12I4yIDmgaBdrpZPQLnOlBOK8IHWEfPB9WRvT2mpxigP6fnaUj1hOkl6mRTLjuOjONJxDvcX71VZOqeMcdgO7VUHxBCdzT6W+7H7CON+HDANPgTCNBKcpWmgp45SEfanrI+sqHRiu6mriX795Nvzc00Pzq7qb2iZQ6MRhz5kzngbW83uXP7LxSMh2TvcyhEH2u67RP7P5DDU48vBEIh9DpzcGEEh3RsIH2mka4T27EAaxB08rSvutfeYXmQVdnMW7ML0SwrRGhQWAoO77j8uXLM/7wsYBLLiFrI1viystJoeIgrVCIJuSiRWRVPnqUFDarhOJ+PwnKxkZSeDo66DTNykgisJJhGGTlqKkhAXLNNbRwRT6v10ucJquKS2Jb5JR2VgoSQJvAuHFmLlHRGsWKSzBIfSovp83ipz81y2lbVU6cMweYMT2G91+pxxw9ADT5EJlejHPPpUhtTfuwmtWH/NT6egoEq64mYcD5NjlQTs7BymNmF6QgVq3bv58sv8XFJs+L0xL9+7+b75FP04sWkcLO1vxDh2jT3L+fNi1RUDGfq6oKfTlAi4upf1zGmq0Cd9xBY33sGLWhpYXcwNdcYxZdmDuXlP6//pWELwfWcVbJGTPMsWDh3t5Olj6mOgDAr39NaeYmTKBnW1VBs0tRxu7LvXvJAtDTQ8/7MFEPDIOUoC1bPkxReF4Me/5Sj3e3BVDb4sPsj1F0PXs6xByfYuCklcWbx4gVWJ63XHGOCwaJglys6nbllaS8LFpEGxfnnRUVcdFq/OSTNH55uTE07alHy8kAPBN8QKwYq1dr/drDbdZ1+4qNPEbMt5XTqcl9HiqLczrPtZobyQwIfH+Ooj9yhMbj738nz02UDJSYNYve0+23m5bonh5Kd8j3F8d/7lx6Z2+8YUbrA5RZIe/9CvjHUSGLaFRDSwsQdXtg6Dp6uzrxzo8rcPPGWSgKHMOFDRvhiYYQduegO6IjSzPgOtaIP395IyJXX4PNr3mR7wmgYZcPWkkx5s/XUFlJ73rCBDNO41OfIuV1506iG+zbR+uzrY3Wd28vzfmJE+mgmZ1N/8Jh+nnSKEbp/EI0761HjsuLYKcbUSMKV2c7YpEYNC0Gd46OsJ4DNDXi1C824tT5a7BgQWnf/D9Hq8HVkY1ALASXh7RvDaQGa4ghBheAGLRoFIjGK85RuPpoFm5E+z6PaS7oWS4YH8roSE8YvV29qNtRh9rbX4TH58GMpYWYf8M8NB9shseXhZ6WHvouJMsz3zMGaDHA6DFQv7MOkX//NYIXr8R+lPYpn11dJMPa2mh8ao7GMKGnHke3BDBx2Vzsf6cNeehEEDlwaTpCXQbC7T3w5mfj5NxlOHIiGwVwAREDfr+nz0ij6x/G5oQMtHW5EM3xwe+zXpNyie2dO8lDWlcH/Ou/UryQWFDK5SKqXkGBmWs80aE4EtXw+qGSPpl461KzYqCczUsMOhSV+nCYEhB0dpoZmWQPIgdjAv1jgcQ1Kh/2rQ7KYuyHmC2L44bEisjTp5vpGsePJ6pG5YYKuI0Quj158Lgps0t2rgdZhTrCzZ0Yt6cCf9k8C4ePaJg6lWS2ywX4xmkILVyGrPc3Qj8zjNk2FKzxr/9KAn3DBtNdXlFhclR7emjS9PSYJYhravoH9wBmBbdZs0iYtrSYxHlOvyO6qTi62O83A2xCIVqM06bRplNdTYoQB8GIEPlZskVInvBsGRUtOwApZrGYmUtUXPCiAnDmjMlhzMoyM3Bwn+TKicum1iDvjxVYdooinl0eF7K0QnQVLsO5q0r7ns1BBj09pCAtWkT3EPNtivmSW1oo+GbLFlKEZYs5K7VsQX7tNfIC7NxJm7LIK7/ssnjhKRbYOPdcikS24vHKhVlEqkJLC43Fvn20gUaj5CrmzCN33UXjuX49na5feIGyRBgGbcgAzS2XixR/PhycOWNydzlH7YYN8RlQ5syh7+/bR8q4nD8XsHbBiQetWbNIyXn/ffpuTw+15fBhsgyy9Xb3brJ+TOyowb5/q8DJUDNt/LoLezcWomrTMpSuKO07BHHwjFXKQRE8RqLFee9eKo3d1kZ9+/nPzXzlYn+qq6nUcmenmcpP02gdzZ0bT09gulFzM1D/dg3OqavA5K5mlCAKuF3Iby9Ex5XLMPkTpXHtEdtsVbFRTGFWVUUyg8tKcwnpdC3MVlahVCkVqUKO/0g1UFLMmhCN0nrjnOw5OSa9Z98+2oRbWkg5vuoqM5ZCHH/DoPXMXrfJkymP7plDzfAV5qCzi4KxDIO9HxqyPRRQVr+zDr2vVSArFkIoOw+aS4M7BvRGPcgt0NHT0obA/zyP86MUEBD9wIUOTyFaFyzDtGmlWLqUDpDr1lG7JkyguZibS3NT0+in1wtkZ8UwMVyPyZ0B+EM++AuKoetaXMac6cYxnD7Zg3BHEKH2ng+VVw0uDdBcgFt3Ib8kH129HgR1HZ5gJ/b/TwXW/nEWjtZoKCmO4b8/WoEcVwjRibnICbbC6IkBLkD78ICCGP1HVGpZuXYh2qdcu3JzgEAPjKgLWiwGoyeKohmAEQih40Q7okYM0SgQiHrhCrvR8H4jTlc1wQga6NVzEDHi7y0q0DHhp8vtQiwShd52BnlvbMTUuWuQn08KNI9NXh6lpvPuqID7/WZsfjUKj9cF7/hx6OzMhi/WjZxIEJEeF4oWFWHBl5ah7r1STCuKQessRKC5EfnTdHR0aH3W54KCGLrO9CCcX4SixcWY4iKjmQyRsjZ9OinOtSdjePkX9Tj8SgAz5/sQGV9M78lFMo0NSx/9aP/7yJA9wqtW2QfMsSJ77uwYFhfVo/y8AErKfJhyfjGuukpDWxslDJDC1hLKhFRSY/JBWa5TwIY3uSIy0yDPPZf2jNZW4Hf312NcVTNyJuZAi2h9yRk0DZg4UUMoOwfh1mYceaseXXklcbE5ALDo06VY9uU12PqfW4DX+4/nQKCU5wFi0iQz+GjHDvrM5SLB3ttrToK2Nvqd8ykD/Sdifr5pBc3OJuWpsZEs1nJwiVjxTgyw6e01F29zMykEb71F1335yzac030xHHytHtlRIuJPWliM081aXHnZFStoUu7ZE8/ZlXlPVgFaHHBXXk4b18KFZjEXrlK3c6eZKeSDP9WgbfdGGIEQCqbkoLVDR2+Pgd7aRkwMbMSC69Zg4adK+xTip58mBckwaLwuu4yCRVgA8emXeeKLFjGPjQ4z5eXm2PIG29FBqZX4mkOH6DOrSoOM6mpSGk+coAPS//k/wHe/m5zHKwpc5iOyxfr4cQoeEvm7kybRtYEACd4zZ2i+tbXRoQEwDzVdXdR+clHGP0t8d6w4//73pPyeOEGbelFRfP7cRHzXEycoT/bBg6QYfPKTNLaHD9OGJlpvzz8fOL29BjNqN8IdCSHmIyueq9dAdrARrlc34oR7DUo+WoojR8xgU5eLXLRM45ADFPldcx85d/OZMybndft2c6OV+yMehgzDzCsqgikiCxYA+/9cg6LajYj2hBBy5yCs6xifayCrlXiea36xBtMvL7WUHcwltwqy8/tp8926ld6fWEI6HUuzlVWI33cqlIpUIR4OxUDJZHmnxe+LGX9yc2kM/vxn0w29YgWNF/Oa332Xinpcfnn/Ms26Hl/dT9eBQHMA0XAUyNcRCJjrxO+nA2hzm46scBAHttWip7YZ2rgceHWtj4+cnQXkecNobwxD740iqGejGz54YKAg3IjJhzbCf+kanMkvRXk5yUKWqzwPi4rosPTBB0BuUw3WtFXAH22GbkTh2exCz85CFH1qGW6+mebSO0/VoPL7GxFuDsHw5QE9QbijvWQtjgGay4PxM/KRnZ+FrBgQiWiIhqiYxs+/XY+jPSUIHq3HpKPNCCMHrq4I9F4D0NwUv/QhiYKVWaC/Ak2IIubJQiTbB3cw2Kd0h8IutJyJItbcCc2IQnNTqo2o5obm9sA3RUf3qTb0BnoRyvZC0zTEYhrciFoqzgAoH7IBuGIxeMe54A50onfzX/FU2R04dMSFkhIyEr3y8xp0bd0IlxGCkZUDl1cHYgbGuzpQUJSFRV/6GGadPwG+iVRMZvwEDQsCwP79GqbdvAzB56kyYjCag6hLR7DTQEd3D7zjszHhxmUIx7Q+rxN762TDFHs96t+uQcPuCuT3Ug5u9wcaCibmY/ayuThn4TnY8V4xTp/WUFMD/NM/EU0z0QHZimucKAVcz74a7P2fCtQEiWKUO96FSXMLseyby7BoRSkMw0ynyYYmK0WX9y+7lLFy20TP5oQJpvdZDpbnqptTp5K3FCCD4K23kkU9vD+A7FAUhSU6Jrjix0LTgOxxOsIdQcwoDOC4x+wDUzGZ7jLpoptwV8GXrAc1TSjlOQPgDWLlSio1/N//bbpPZsygDX/KFLK0GQYFqojuYp6IbImaN88MVOC0Z34/nch48uXnk1ud3ZELFhC3MhCgZ37xi6R4NTbSwj5yxNysYtEYQjX1mNkbwMlDrcirPYBXf9eMSG8UcLkQKShEU/kyHOotxfTpZvAZZ3cIh0nBZ+u0XWCXaHVdsICUY02jw8bNN9Op9+mnzfK2U6aQq3DSwQoYASpFGoloMCJAoNeDaERHb2Mn/vSNCuzvmYVbP6fFba4c+dvdTcF34uIXeeJVVTRGJ07QgefGG6k9TOsQ3fictzUry6RPWFUaBMzCFxyk9PTTJo82EZiusnkz9aOnhwTO9OnUxvz8eL7s5Mk0h2Ix+p6mUZuuusoMHuRxv+QS6m9hoUn1sCuJ2tRE1+7bR//PyQEuvtg6L7MV5aeykg5XbE259FKiSHD5baYt6DrwuVtjMB6rwJlxIYS9eQiFNCAERFwetBs6cgOdCG6pQNbHZ6GnR8OuXWbVsZYWGtsDB6jfubn9sxaIXo/GRnJ99/TQofT+++k+HKAjW/65jXyAiUbjqTZ86L3xhhh+92gF6rUQ2r15cEFDXj5QVOQBQPlj3/zPCmgnKX+svOHY8Qb5b3fcYdKwmFMvKtipWI2tPAaAdSCP1fwciHXa7sDGaTkTBYcC/VNVXXyxmZqut5fG58476QBeXU2f6bp1n6wqS/oKfXB5XGhvMRAKEZejoIBkSVsbEAkZiMAFoxdwx6KIeXREoqbiPLEwhtYjXYhGiCfs9riQk62ht9eDsEtHnqsThQcqcNuTsxCJavjZz0hGRKOkyF90EcnEmhpgga8GE1s2wq2FEM7OgXe8jlivATQ1ovU3G1F56RocDM7E0W9thbstAD1/HAKBLISzfNDDAYyLdgKgzcOdkwXArEYXgRudJ3qx67EjOOEBctGNybEowjEdPlf4wxz5sQ81Y5OSISIGsmrznzQAsRwvsnN1IKQj2hVGLzwAooidbgMMgxRggxIKuBD9cNw1+CaNQ3t3GzxGEL0uHa6IAY2tGhDu3/c/QItGEAPQc5q0rtOVdei5579xpPyTeNNbiq7OGIIvVMATCyGan4e8HA3hMODWPcifpKO7vhNNb+zHin+9DU8/o2H/H+X0Z6U4+Yk1eOuHFTixuxlGIAjd68KUxUW47OuUGaO52TTEiIHJQLyRpOP9Gkx6dyOAENqRgwgiyI90QW/qQseLdTj4xjtYrk/BX4PLENRL0dmZ/IBsJTOYXiLC7wdmxWpQ+/pGRHpCCOo5MKI6tLCB6J5G/OmLf8Jl/99lQMEE7Nvqw2l3MaJRDUuXWlPwxFRyspdWxPLlJt2D4xO6ukh3KSmhPdYw+h8Cli+n+W8YZGy58ELSaw43+qB7iUrT0eXp8wTwXtzb0wsghkXTzmDZfB/KlxfDk6X126M1lxUZaGBQynOGwErVRz5CPFSfj4T4175Gblmu5ldQQBOuujo+8T4rI+eeS59zyqPubrJ+6TpRMsrL6V6P/k8MG/+nHvl6AFqDDzffU4wPPtDQ1UWWyWnTSCF89llycy9dShO2ZlsNKn5EEbvhzjCyOkIIu13ImpKLcFYuAp0GYs2N8NVuRN68NQgXlSIcJqvO3/5G/dq5kzYur9dUQOzcO1zSOxgknnM4TPmJ33uPxmXrVrPq2ve/D7ib6rHti83ImpgD7cPAjiwP0BkFoGno0XKQc7oZu/5cjyXnl2D+/PjNVVzgYhQ7Ixajjau3lxS6GTOIr37iBN1j5UpTeFRWmiWnZbe6FTo6zJzf4TD1/+WX6R22t5sFP8TMCpw5paKCFHmXixTnj3+c2paTQ2Mj82XXraNAkmCQNvjCwnirKSu4GzdSf7OyTOqBOGdF4SdaO30+mmfjxlE/ZJ6qnJLpuefIQu5y0b/8fDNnd3k5HVBES/3pvfXorGmGkZWD3l6tr3R1OEzvudeVA29XM979Yz1QXIL2dlJ+fT66Z0EBvdu//pWUZ7bgsquQaUHNzXQdB/ZlZZF3wDDo0CYWHJIrXXEApsjjFy2453jr0XakGYYnBwhrCIUArZMj+TUEozk4sasZgWn16M4vsdxwxHdgFTD5z/8sW1HMa1OxGtsF7SRLL5dOwJ8dZIqSXBAnkRVPVhhWrKB2tbSQEYEDn5hyUVtLB0exT3aVJYvPL0b+OYVo39GIrBwdmksz+eexGLKMHnTnFeG9ummIwgU3DMBN1eLCvUCo00Bvj0EBdi7i/ObkUJ8m+jXAyEHLoWY0763H1ItKcOoUjefixTR/Dx36kNZ2Koq5u7bCGw0AeeMwLteDwkKgtdWDVkOHp6cDW+75M3p7Y3C1tZD+Gg4jx6XD481DKJaFWFgDYi64IgZ6e3rh1im7RLAjiI4TnYiFIljQ8zbO1XYilJUHjx7F+CyDFNfgh1ZfM+7vQ+X1Q8UVMWguQXOmDzG+wA2PtxcdH1p83FoE40JtH3Km4+HrbUcoOAGNjVnI8Xrg8Xmg53gQ7u6FEaCsFrEYgEis7/mky2twR6NxVnBGTnczzv3gReC869FYmY2J7c2I+HIwLlfDhAkkh7q6gFBIQ3EhWd8PvVGP/ftLLCv/lq4oxbRls7BvWz2CLSbV4elnNOx/jWTC1JIY9myuxzQ9gFM7fGhsKMa21zRUfRBD1+F65Lu7kb/rDejdIRTPzUPoYBjeUAdcsRjc2S5EjSjC3WEU5jbiU9pG7D9nDbonl/YdkNmgApjrvjccw6E36qH3BpBX5IO7sBiGoVmuT7crBu+OCuRmhRDKy0NPK9FEQlEPcnMjaD/Zjs33boZ3vBd6lxs5eiG6ly3D1KmlccWPDMOsbhuNxtMh+fDLa+zJJ2lNczC930/jnpdHRqRbbiHZvWGD6c0Wkw9w7E9rK63tuXOBL3+/GFtrC9HwfiOCLh2RqIbWlhgC7QayYkGgKwDNreFvP3oL7iw3ds0hq3rpCmtvXyahlOcMIBaNofa9ejQeC6CgxIcli4vx2utkFT1xAli2LD7wCSCrGSfeF7mAU6bER7guWEDXtbaam8rel2vQ9NMKnF/fDC0aRc4xFyprCzFv6TLsi5X21Zlft47oC21t9IyTb9Zg45c2ItQZgp7nRSgQRDQKaLEouhq6YIzTETSyEIaOvJ5OLGyvQPa8WWho0HDqFCkp0ahJQfF6rU/Kdi7iCy4gl3ltLY1LdXW8S1zXgexoANFeingGPuQ2FQJd3XR4iLl0RHuD2L8jgH/7N1LKZOshW7NPnyYL9AUX0EHihhtIwaurIyGQnU0KamMjKW07dtAJmAPCzpwxM2lcfrm1csH9Zbd0To7JpeXUUi++SGMXCtH7FJV6togfP06HCC6CoOtm4ZQ1a8jaZkX1EMf5+uvpPjx/AOJ+lZebBVbs2s59u/ZaGgtOkL94cX+eqmzFrK6mn243WdFyc6m9NTV0TWenyVHm53U2BtAbjCIIHT1BmlccENXTAwR7dOjRIA7uCqDgIuCKK+h+DQ30XjSN7tvTYwYIffaziKMalZebXo+cHErJ1NFhejp6eugdGUZ8FTkxiJTTNIo5WLnvNUcDGN8bhcerI9Lz4XhGSJFzuYBITEcsFERhTgBabmIFtanJmg9s5+mwS/9kBzsrt13Z+3Sfkww8b8WCOBws+9prZM0V6WXy9wAar7Y2M+Cvt5fGjcvIc6otmRcvBgHv2UOy6LLLAF3XsPx/L8Mz/7AR6OqEZ3wO3C4dRtBAHnrQ5cnGnvxlOLm1BGs8hZjQUQ8914tIzI3sHA862qIUxBiNIuL2oMfwwOih9eByAy5dR0tdEL/5RQBHf2kqI5w9IxAg9/6Chq3Iaa8jhbEjDLehw8jJQ15eFrpbwnAbIUSaAhC915pGirKnuw2GZzyimg4dBhCNoaU5Cm8vkNXbha66zj6NU4+F4dYiyNNCcMcicEV6YYTIoisqpSZFw/w0CsCjU2BiLBoDYkDXyTZAo31QixGtQkbU5abDRSwKT6gTMd9EhLp6MU53Y95n5qLuvTq0Hm1FsD0EGDFEXS4gFvuQQgLEotG4+2kaqfXsoc2JBjDzZAUaPR9BYSSKSVN1eLKAUJDkbjRK42xARzQchN4b6HdwFAPsnntOQ1VVCQXrLgNON5vr4PCrNZhVW4GP1jbDCEehH3NhU3UhDsfKoFVXI7elGbrWi2A4CI/XDbcvG+NiXRTx6HIRV96jIdIbgcenI7utG5f3bsWnHr4dU0ro7YrVXG+4Abh0Sg3++K8V6D7RDI8Wxbh8FwrnFmLBl5Zh//7SfuuTefzjJuVgvJcK1HR0fMhBb+2gDCrRGDy5XrgMDRMCjXD9bSMe+9YaNI4jj/P111MgrhikfeON5h4jUjiWL6e9tbaW1nYsRp7lT33KLP09aZJJfxSzXbGsk1PXUpYvDR9bvwx/+tJGhE93IhZ1IzsQhDvSi8iHxzpd15E1Lhtwu9C4pxEbv0R0OVagDcOkhGYSjpTnz3zmM45v+Ic//CHtxoxGVG87hp0PvI+GD5rRG4pCz3LhgnmFwKxl0M8t7QvaE1PFaJppWf6Hf6CfzAWsraXJdeQIWUe++11yUf7ylx9OqL/UoPXdjchqDUHLzYHHq2NCvoHTHzQi8P5G1M9Yg5oayvl4880UPLN/PzB3Tgx4sgKhTnKTtzUbcIcNku4aCSd3Tyei7onIytYAVw7crc0480E9Zs0qQW8vLZJQiCb4qVO0ec2aFZ8lAEicw3f+fOJgnz5NCsatt9L9AKKnzPaRC9UIGfDk0O4YjZLF0OUCtIgBxFwwsnw40xCvvDN/uicQQ+ehepw6FEAk24ej1cVYulTDzTfThspKykc+YgYP/uEPtAlv3kz0h8WLqT3Z2YmTwAeDZknxuXNJwJSWkgKclWUq5t3dZs5ksZDH1VfTfTweEi66TlZk7m97O/E7jx/vb/XjfJbd3fSMLVvMynsXXURjzZUdW1upP3PnUl+YM8wVDOXS3T//ufksuaBHWVm8xVL8/eabaUw3b6bn1dfTgbCsjFzrzK+bmeVDOOJCOGggHPEgK+vD3MkTgUgUOHnUQCzmQmfUhzI/BUj+27/R82trzbRe27aRAlJeTn1++mlaPzt3Ev+a329lJY1VVpZZVXDiRJqbW7fGV5ETs7WIaRoNg943lyUvne9D59su+HINwOXpC7wZ56PDXk+ngSy44J3ow91f7s+RB8yDphiBL1bXsoOdJTkRZE+DmNLRzqqcznOcQKR0lZURzz4SobV54432fRfpOMXFtEGfdx7Jkx07yGsTDtPBVO5rXh5t4nv30pp++WVzXc3+RClufHwNtv1HBXpqm9HdEIQry4XiJUWozF2GjoZSTDpVA62nB1o4iNiZHrjdGno7dfREs+CNRgFNQyw7B9EwHcwAkpddLQYCQRfe3OHD0R6SM273h9Ux/TH49u/ApOq34OoNIQbKYqFFNYS7DbQdb0PMNw7uzi5oMbIMxwRqQ7Q3Ane2G1EjhpxoF5Uh7mpDLBpD1Igi2NaDcDspzjEAcLmhaRp0RKFFotA8LvQGej+MxnOZqUw+BCvQ3C5XNIpIGIDbhRg+TGEXjTLTA5rbhZgR7fsO/dQQiWpw6xoQ1aBHexHtbIOrN4SwrmHf8/vg8rgwobQAPTPnoKEnH12GD76JOcDmzdBbT/fxuc1WxZidApfuQjQaQV53A2K5ARhGDMHWALT8LGR5PcjJoYO2ywV0tBjw6S74JvpwyyrTutsbjuF3P6lHzb4AJs/04VS0GDt3aX3Bup/97IfxG6/WwLdtI9oRwoSiHLS06+gNGah9tw6+3mPodWWhNzsXyHJD6w0iEo6gq7YNWgSIuVxwuTVAo9R7sd4YOms7EYvF0LynDps/+2us/M+VGHdeaV8ME0AxQM07NiJwJoRodg56PTrcOQYa9zSi9RsbMenqNYiOK8XcOUTHPLI7gDOHzyASjkDP1qFpJNdCwRhcgS7E/n/y/jtOsqs694e/e59zKlfnmZ7uia0wmlGOgFCLoIjEYIyFbJNNtM0FBzA22Pj6te/P19gYGyeMMcbYiJytlgQC5VYAhVEczUgz0xM7TXWsqlMn7v3+saqqw4wwwvp9Xt/3bn306enqCqfO2WfvZ631rOcxFiejsYkosuTKGQLXxfGrzI2M4u/YwtGj8t2XG6FcdtnS+t0yTGsljWZnBRMoJQmfDRuk2teyXm+tG1u3SgXb2pWiAWvXSra8ozbBUOpzYLHA4KkDdHQo1l42xGv+aQe3fugHTD02iV1elfAkiz93cAHT0UW2XIZqldGPjbLlFUKTuuEG2Rde6PFTgefOzs72v621fPvb36azs5MLL7wQgIcffpj5+fnnBbL//2V86z3fQ9c1gcqTKheChOiRKfr0CGPVHWx/0xCbNx/vONjKMJ18skyeVnl4/Xr5e0u+ZnFRNpY774SgYbk+HCWNQ/pOEkklx4Ek8Wi4Lo2ZKj21UR62W3j0UcVFFy2B2D13TtDzdAW3I8/UlILQUGjS27RWaK2xaUJ3Z0w18IitS+gHbOjxCZUAjIUFOb7hYQGIz2WL25KgWe0q57qy4bWa2gYH5aYMQ8kk5fOw1w6weUMf9f1T0O/iulLGy+Xk+7txA29LP4WhAQrLeKCtkuyBO8bYdGiUNWmFNakBV1M/2sfn/2iY835hqN1suTwDd+WVQm+ZmRG++pNPSpa2Jb3XumatDvzWCAL4679esskGyZq9+MWy4CwurtT6fNvblsxOdu6E0XsswdgErzrFZ1+pwGkvH6ARKPbvF/B+0UUrZYiWZ/2SRCgZt98u4Pm88wTQVasC/Navl2N93/vkfb7wBZkHX/+6HFMuJ887cEACoOXW3S3AuJynutrQYznX3dGWV2ydYHvGp39LgUxmgKeearpz2WbX9BcFUMzNNTPPuQE6S31kG1Oknks2q8jnIZuDKLIUdYPpbD/exgEuu0zOdStgm5+XQOP975f51ApcWqY/3/qWnIuWqs34UXGNm3zGZ/0pBbKZATo7VZub99RTkgHt6ZFg9uSTV4LKVlaq5f7puhJgveldA3xjtI+px6foWuvS1aXaOt6+b8mZBouFfp6tDrSzyKtHK9Bs2dTv2yf3/nJ3rRONn8SX/mnHcwW5q+kjP8n8ZHVp+acdy9+3VoNf//WlisJPc8y+L8FPqxS8sCCAec0aWZuWu0sur4RddJEEp3fcIdnnFre9pwd+fGyIwy/fwkn5CS69UErja84aQH1BMfEPY5yyOELBCdFdZdKa8ENsEpNDOsCVtTj+Ip00qKsyYZjhwJilkDbwS/0cigbo7JTPS1MId48x++Q99FQPYdMUA2ggbUrEJWiIUmxURS2jUojChWnTIkxs0J6DTRKUVqhsBqUVlhS9WG/zL5TjYNFoZdFaYWKDsQaFQmcdksiwskVw+WeCWkbXsKnBKo2xekmmzgBanfAdNAYMaGvAgg4kulCeS7aURWc0c2Pz1J99lODlOyicMSSNofHlmO98CzeK2u+mlF2OzDGxHJcOGmTvvwsbBtTHU/wphZf36OsrY22GMBBN59nOfn741ABvOEf2td23jFHcOUp4tIKTGmYdTam/D1cNE8fCcX7iCfjQ71jSz48yR0hpsMxMRbGwCAqXfGpwMWibki15dJbA9xWqeZ6xFscTrWyTGmlQBSwW5ShMaqnsmWHkV8VM5rzzhti/z1KYH6fnoVtJaw0yfZ2EoRI1lpJHpuhS2V8lGhmlf4fFfuFevvFshTQymNQSLQa4WZdCX0FoYG5CnCZN6g2g5Zh6OqShNA3zzE9VKFYn2P6iweOSJK0+glpN1taDB2XtPfVUebuhIQlm3/52STC01oRWxTyOLOGBCTqmfTyvQKk4wPbtqk0nvefPRjn2tKguFSLN9F19/OvhYV77W0KjKfTkyXXmcAou9ck62tHNeW6xoYFqlTDTS6lT1HF23TZB+bRB7rtvyUb8hRw/1XL3r//6r+1//97v/R6/+Iu/yKc//WmcZs09TVPe+973/l9nzQ2Q1COcwhpMqEhT0E0rz6Kpsm7vKHuf3cK3v62O82Nf3b262sWvNWGTREonlQoMMIFXr5AZzKO1bNSzswJ8qlWFIk9HVGFTZoJzz105+TdlfaqJoeq7hCHoVINqlhZdJJC3UMobIiualonRvPTKAv2+gJ8WT7hQkI1+ZkZ+rt54v/IVyRCeeupKVzmQ57z+9UsNfrfdJhF2msrfwlDBxmG8p0ao7quSenmcrEvGSSiaBrk1Wa795DBvPUO13891mxnJe8Y4ff8IbhrSUNIpnXcTuqIp9B0j7M7vYPbqoeOyZ667JJ/n+3I+n3lGrkcrU73aJTJJRELuP/5DACsIkFuu933VVSsj75ZKw+bN8NTIGKdPjrL4VIU0Z1if0eSO9WHOH0apIRxHFqING44PQkBAy9e+JvSX1rU49VSpWKxdu6Td2WowPOMMCcKefHLJqKGvT0Dp3NySXfDu3QK8C4UlPtsb3iBNhJ/9LMdxBFsc+mO7K0QNQyav6d3ax8bThD+XpvIZXV1yjNPTrSBRcerrhpn59xEKQRWT5jGpS2UyIV5okClnuPqd23nbtr3k8VF7C5zRU8SaAbaepnj/++V8XnyxzJ0nnxSKzpo18lmTk/L/gTvG6Ns9SvZohTWJQR3RDG3q47K3SjAVR5baMxNM7fbJbSswODDAvn2K17xGSv8tfezl7p+5nJyvak1x8Yek3F/bX8XtyNFZhtiPyQQRjUyeme3DvPRkdVx1pjWWZ3avvlqu3+oGxecaqzPJz3ecKKv8XBznE5mfrC4tP18Zvdb7tubYT+OUuPqYW6XgIJD7b7nkYmv+rjZjsFaC3WpV5nyrUfSpJy0LeybY5/ls21bgpCsGUFqRRIbNe2/Di31UuUiiMpjOAjr00bUa1hiUo9uA1CWmw87hp2UyNiFSWeIXD3NFv6JYlGNg/xjnHR0hZ32MsmjXgRSwKQ4GYxHlC0FbGFSbrqEcLVbZTTdfY6wANGOxtTpBpsD6X301Z22pct8f3kK0GGG1I0kSDCYxpIlteptI6TvXlSPSOcKGIY1TnLpkq41WKGNI0bikK9Q2TC6PE/grro+VBPwqsC8gUpt0xXNbWcOFwwt0be6iY0OZaH+V0qOjnPLzW3jRixQHDw6xe/7lqNtugbQJ0lexQtq/WkuuMYfJFbFxgLKG2I+Jj8yinSKZMCYmy+PlS6jdp7jgQgHOzs0jREmIW8qTIHtNZnGKCxsj1Es7qJshzj4b4kPS45DryWOMImqqaREnOCQY5eCQCmUjdUmVi4oTURqJLUlksQqcZefBJlbAH5Boj7Aacv/HR7nkg5akei8ze6YIZ30SBdqPKfcWKfcUUEoAb+zmYXKS+X/7LnEupdCXp4FLWIvRSYPFI4s4GYdMObtUVVAWk1i8vItXkOqu48BM1SWJAtYW/bYp1vLAGZYSKUeOSOKsVFoSRmhxoc8++/h1YOz2MW7/k1HGd1YoJoaSo1k31cfFVwxz+G648VdHWDwWErtSTU+a0lmH/mGEv9q3g23nZKnuqVDoLxLWpdKRGrCpJP+UoyFNyOiYTMGlMhVww2d8jmQtjf0T9My/8Oj5eecrPve5zzE6OtoGzgCO4/CBD3yAl770pXz84x9/QQ/wv/twO3JoFN3FJcvfNFXYNE/BrzB7aIKnioNcffXxzVnLeZatbN/qCTs9Ldm2fB7KoY+rDJmCXLY0FSDk+01ZPOVScAN+9c0+V7x5ZXYnHCvwtS9rkiAhk/FIExftuJBKeTxNZOHzQ41JLabeoN7Tz+D5A/zoOwIug0AA2oc+JJ+5nKPZurmWq1ocOHDiEmzLna5lddwaYSgZpHTtEFPrd7B9ZhR3voIOAyJPs+68fi77n9IM0Mp6tUxVThqynDk/Cjak5pRBSYSey3tksy7pXJXyE6OUS1v48pfVCnDQ0s1+5BE5n729S8CzpbiwOjs3OyuRdzYrm/HP/ZxwxD796efmdIH8fOWWMcab8mZpKU/Hepc0kjJc/ZERnJfvYHd+qO1Wt9raujWSROabtQJM//mfZR4s58zDUuPm+vVCp2i9rtVcd9ppS5m6z35WvtcHP7jU3Hj99XJuxsbk/VoGJWO3Nzn0iyHzUR4/cikkCfUHp0geGeHyN+7gNZ8cahu4DA7KeZyfl6x3Pj/EW//3Dkb/fBRdqRDNBFitMYUOrAPPfvYOdi2GUuJUmvWZLJsG1/H6XxrGdYd4//slg5jLSfZ80yZpBowiMKnl3PQheu68B0cn9KwrojPiTBVXprj/D0aY23UBh+7YR+/OCj1NYP2xM/t4smuY2pohSqUlVY7LLpP7sGV1f8opzfN7zhD+ZTtQP/wBTE8zN9XMgnma9Vu76blAqDRf/OJKO/H2+uEe30S3Wo3i/y0N5udSXPlpOM7L5THhvyaj57orJSCfzzHD0oa+ceOSPvfq5s8W4D75ZAHNSSI/5+bknF/QM4b64iidxyooDD/4vua+/9XHGa89mWf+bhfl6rhkeSsRTsaFfAknCppUBQeFJb+2yMJkgEoTHCwlVWO2tBl7yTAf+ceh9rpx439Ydn5QFCEClSdLhHaFB2sTAcIOMueVtU1N5SZNAwHOSmuMAW0FiFkjMLVKmcmus4nGc7zkwhSltdA8AJMYlE1XNAS2fvqVOt1DWbrWZAkWQhZ9oRlIwljhU6BMDe0qLJIpTYwiy8r3WuZn3X5MN7OrSqk2T9pqRzLQDtjUUp2o0jnUS+dAnsZChUtOmmBxcZDrr4eFKy/gP67fxdH7DkKzaVCt/txlv6skwuvtRDdqxH6MjS1uXEMrB4PD0Pi9HLhD8cBFW+h4fJRGEpLpK9PbKwkwx/FIEpf6virDapT6JVu44grFTX/jsziX4qWWjlJIVmtswcOJDURgtOhjR6EhDBXZXBGntgBJC/SbNn1GwXL2CQDJfB3TW+Doj4/y3bcJ/VVr4X1jIEkT6kcXCOd8Ojd04JUyQtmZC3G0oWNDF1GoCCMwbgY6OnEW5lk4uEDH5m6iWKGamXrlaGyx3KZPzM3BwmyCZzXT9UK7OX514PyGNyz5DMzOyl63adOSf8ByHNBaU9r7RDUkU8oTpRKgVPdOcdOv30i+K0ewEBLnyhiriFPwCh6hdtGLVbIPjjLmvoTOwFDxxfmz2AzSaFJgXReMhXzWENYTYqM58OgcpUM3sJ4KVvssgxovyHjeS3KSJOzevZvTlksYALt378as4kv93zB61rhkNU36hDzmuhCFLsf2Bxx91seue273sBbPcjW9YU2fZWLnBNUpn5+7qMDJJw2wJVeAr2rSKEHnxY61pR2tNWSdhFxec8ZFheM223XnDbBmex+NB6coFlwyGUU5VxIB+0iaP6zjEoTg+IuE1uUpf4gPvHGCgfMGuOYaUfL4n/9TPm/t2uPpD//ZWJ3Vuv560RC+446ljvuWYoXfP8Q9pS30DExw9ik+p55d4K0fFhmaE2W9Lt8+Qb9Todqbx7UKY5YFHWVFms9jFirsv3dll3ULHLQcnVbLZrUyXU89JeCzdR1bmtwtBZSWTfb27fDQg5bC/ARqv8/uhQIzVw7Q2yeuZd1dlvs/PopnQuLOMo6nMBa8vEfHBredeclftIVDh1SbrrBa6aOnR8BoNivHuXGjZAFa9tktDejPf16y05s3i7zdhg0CGnI5CRJafLiDB+Xn+PiSQcdJJ8lnnX++ZKTXrBF+8VVXCVXjnj8bpbEgZWx/XL5HPfJIs2LIsHDTKMUPb+H1r1dtybXdu6WEVioJRaH/Q0Oc8v/Zwp47J9jQ4xNX5pi58X6cap0wES6m0pKhUkGAOTLOre8f4ZyP7uDRR0Xru1aTLHqSyH1wen6M0sw95KYPkSYpRitCPyUtlMl1ZOgacJneM899f3oHTiFLppQnSFwcEvSxKbZXRrhjcgczg0PtptirrloKIk45RVztWoB382Y4GofobIZyrygIKEdRn1xk7t9GeGb9DkZHh3jsMaENPJdixU8C0v9vaDC3PnN1UL+cYtbSyj4RF3q5YdBqGb2fZfwk06afdMzXXy/34uHDcs6WK+a0qiQt9ZlbbpF5WK/LXO7shN0372fizu+SnYuIvRy+KaB0gr93nIc/doCCdZa4yChUkuBW59sUCnG/s3g5h+yaMlEtxtEp2azlir+9jIt+fj25XBPgTkywceowY+EUdZUXdRqamdwUjHVQDmAMWhlsk+dstIOxGm1T4TMrBUpjLChSjHIwyiFjQ06p/Ij8rQ+yc39ZWlpcBxsnwhluk0UVyjS5o6oFYBfpO62PTE436TPCiY1wiWwWSx2UbmJAS2JdMqxyBNQarS3pqiyzTdLmF1VNMJhijSSAlBJ+99TRmAQXNwj46//tY0+Se+266xSXfPhSvvGmCmahuvR5zQz3cgCtAZIYVauS7c6RBEnz8xR1rwtjFWvNFD1HR9j1hYvZMFehezCPm1ftuSU/FV5nHlutMFCcIEkG+fGt82xsBMS+z7wrlV/XcYndPHpZQJKkGm1CCOvNoKZ1uHbluWLp2A0axxgax2oAhIthk8tuVgBsCySNmPmD8+juLtJGiraG0tocc3OqbQPvupDrzJErlalP14kWG7gJpFp452mxk5AMx47JHhY2LJm0QTXfz9bzB57zXnZd6Ou1lKvi/JvvLfDanxsgl1MndKD9pesNt/3+bfgVn+K6IuWCRxzD/LxHPXUJp+apHlmk66Ru0saSKY1UwRTzXp5ooUJ/t0/N0YS1hASXFBfPJkJDclS7cj6/oHDTBm5nBxsPP4BKQho6j1NQEJz4O/2s43kvx29/+9t55zvfyb59+3jRi14EwI9+9CM+9rGP8fa3v/2FPbr/A0YSJhRKtCdhoSAX3sYJytVs2Fqgs3ulvXEr41yrSUb3jW+UBqjWjbtcTs5E4q53zkl9vOwjl/DAY8KxdNe7pKkI9WezsjB36Aabz+9nw0UDcmwrJrLipb87zPx7RwgWqhSKebx8hmJ/kdpkDWUVuC5e7BPGFp0mnFn/Ec49D1I42Id30TAvuWqI++5bSUtYnUlb7X64fJObnl7qNG8BV8eR89VyC7vuOgFr//7v8NBDijk9SNcF8ObfBi8j77M862WtdPluz/iYxODlXZJAmrbyBTnHU1OQz7lk4hN3WcPShhxHlmOPTTAX+xR6C+j1A1xyiYjiHzy45PbX0uQ+4wwBbr4vgPDidWOEj42yZtdSA+kth/qIXjTMATXESbkJFvdXZGE2suC0ijhaK7oG8sxNVVjYPcFCfvC4wMoaCaqOPlNn84LPZZsKLCZFrr5qgLVr1YrArGXN3ZILmpuT4+3vl/naoqs0GpIxP/fcJcCUzco8LRRgcECoDcee9tEnFSiXBjjy4ASHHqlQjfKYUDYSrWmXE42Tp7xYYeSzExyMBtsSgtu2CQUpl5PynpiNKGavGaS7y/K5i/8Zp7rQbjpqfmnJlBiLsimJH3LoS6Oce84W5uYU5TK86U1Ce7jp78eY/OwIbuyDsTieAyiSKEHF8wS2i+nIIwlTHJMQO504ysMiAUxkXLyFKpfYUfZt2oJ2VHseLw+wWsB222mWzI9HcdKQtNxJ4CgKxaae+TqXhWeqnDwxyv7+LdTr6jiK04lUNparUbSoBk89JcFLT89P1kT+r44WgG8d12q60vLnvfnNkpFvOZX9rPxn+OlVPVarw7TMF1oW3k8/LeD5REY+ris856kpWTeyWciN7yd36zdoNBooFG4UUVQ+CSXc1GBSg26muDSiF6s9TRqmWCsNc8L3tVTHa9gkxW0C1DBQMLaf2acU+3+4n93f3k11vEpjPiKbhmgiGraMk5OKiLGSJTZGCRjLZnGJpR9FO9QaDiryUVaMsa2yKGVQWqOb+tO5rgxdfS7KJMwfmCOqxZJwMJLVbo9lihhhpkw2qRP7MY3ZBpmOZpd0FKMcTZwpY2MXiws2kWy4I2UYRR0bCefb0uyf8RTG2qV7WGkUwq9NY9N+bhOfy3nEitGQFQWRHz1RYPJJSdTcdBNs3jxE6WWvo3jHCJna7NJrWQXem9ncOIiJx+Pm9XJIQiNNh9olzeRwowbqiYdpkBI6LkElJpcxdHZpdNbDcaF3rct0NeDg0z7f/Msx1u27r33elKNQKNIowYmqGKXRJiFWHkHDUDYLaKwYu9gUg6xDLsmK76+UwiqR4Vs+LIo0WBmALPsjJjEkM4sSvGmNyuaYm5Rkmtfcy3I5wBZIo5RLP3op5c29PPOjOZ785wdI6iGu1cSR6Ih7UQMnn+Wktw7z7veo57x/W9zkM586RuwneJOKW3+pm1f8yWV0nndS+x6s1YQS8y+fvI1jj0nVJqpHuDmXJFdmtp7BcRRFlcGJQzCWnh6amf8lbfLOHhc/CbhsR4EHnu2jet8UdV2WzdZfgNSQWoWxhlQ7qEZAks3Q1wXhsZB5XUY7CsdJTvyF/gvjeS+/f/mXf8m6dev4xCc+wUSzZjcwMMCHPvQhPvjBD77gB/jffcxPBPilMjOz0iAVBpacExNUauTW9NG9bR3bz1jJJ1xuV62UZLNOP13eb3mJI9+bx826JGHC3O4pvve+m7jg1y5gfmye6tEque48uayLShKcqEHX2iwv+/3htiD4arB69dXStdoC5sF8gHI0my7dzLbXnc7cZMDjn32QRiMl0Hli69KVS8hXp+h4QJz9vt3M9n3jG6Kacc45koVbThO46irZVFc3F91660rZmyRZ0lJuNf+0AMLQkHTltqTblmdeOzpks372WQGI+/fDaLkAWhPWE6z2mJ+HmebGqhREmYQ1nZpyv3RZnyhjvuumMb7xW6OkU+LGpBxNhT4ObxpmoXcIa5dE8d/1LgGCjz66pJ88dvsYt7xXrl1XvzgjJkHCoQenSB8ZYeHiHewrpnT6KYVOS8GGeBlNmshirZQ00KRRQLzg0z24xOFslb9GPzbK5KOTBPMhucRwjtLoQpbum9Zx+JxhimcOtSXAnn1WAO38vJzf++6TxfXYMfn96qtFgu9P/lh4YbM/9vng/yxw3hul4W9uDuYeGeNL147Su6tCR2BI92n+6vw+zrtuiKhhiHCxqaxlHR2yaBoD1ri4BDz7mE+wfkkjVGv47d+WDOzWrUsBJcAj//ww049PrZSlUs2MnU1xXAdMipv3qOyu8OE/muDXfn0QpeT+yWYsxZ2jFN0QtzNP/Ugk94JSaCvZa+1XSVWHZPBQJLGlFtEG/wODiqgzz5qowjt/Y4I1Zw+2wWDrOJcDvT13TtD5dIU0kyc1kvlpCfgD5MseTm2SazY+TqHv7HaDzGqVjc2bV4LG5RWPmRn4gz+QeTc4KNduuVb4f2WcyAClBTRPRFdaPe666/j17D/Tfv9JhkrPpeqRJHKvr1aH2b37+M9+Lte11dnyV502RuNL36XeCARkORqbKFyT4ATzbXUHZdMl2+gkxWgH5WpslKIw2FRy0EmQQhNMK2NRJuWuP76L0Y/dS1yPsNbi5lxyPQWiWoRrE0pmgZAiWaeOjSXLqFqW2PUGiVK4OUjDmIyxzZY9hU3TtsKFV3DRrqa0sQu3mRG11mMx30GyOI+OEtycQ1xr3lfLsqSBVyZ0Srg5F89fJKpFNKoJqfZQjiVRLgZFNgvKyWHrVZSCzv482S4I5/LUx+PWmZJmOAVYK+tZsYB/8hkU9j+FTmMMx4NEpZoSd2GDQsaQ9PTT6BggPLZkyLV/v9C8lPsLvMb9soCrjEaFAaQC6KHJGkFsvE3crKjGFoUll9RQChwDqXKwwTyJAnO0grKGCJipgHVcMj1lCiVFEGseeyaPve92SiaikemkkCxCasFVKEdh4xRHWWmWtIqiqcrxaMnuGxxqThcaQzmda35zJY17WkG8KksPkuFfNu+OGwqIY2K3iOc52DQB67VjIsexJH5CVI9AwcAFG7hr73qeNrDxbX14PxplcayCvxiAUeTWd3HOL23jrNdmyWaWQpJWssav+MyNzfHAJx7An/Ex9RSdpJjYMvFQgy/93JeJLnkl/T//Uk45Bfb9sKlKEtSlcVxpDIq4kZDW51G6i8jJ0NHhQV3MTjKlTPtetbYZGFcTPDS5niLRi4bRj4zQmVTpWJtn7lgHqlaDNJF9wslg1/QzcNl2Grfegy7myUaKOIYwOtFJ/K+N5730aq353d/9XX73d3+XxaY20/+NjYKt4ccZzHQVbB6HlGytxmJVXJV0OsfQfV/kRa8YZnZ2qA1ifb8pzj8g1IKdOwVwrumz3P4nIidXXl9ualkiC253jtpkjV1f38W1n7qW+z5+H5U9FTJhgJvR9J/bz8t+f0kcPI4sN35mgmP3+ySZAue+VQTVN75siF9uCsDf9wOfI7MF1rxigPPfAF/ZcQPapOjOMm6gKGRg02YPpcQtbddnRjn1jVu4Z1TsRJ98UjbPBx8USsPyDa1FR2lt8i3u8HLZm9tvl4xRHAs3eufOJde4K66QBrdnn5XGr0JB3rslrzUxIVJzd94p7/HpAwO8rdSHWxf1htRIFjZNpVymTYPO8/sZOG8ApY83pqg8OMYX3zBCUpemhUKHcKsywRQb50c43LODybwopxw6tOTQ1lqsrLGMfmzp2rWcEY3jYfMudrEKo6Mc6N/G1rmAxoyP1ko4W1oW6771GWyc4OY0uZ4C285YCZxHfnUEf8YnWIzEzUxpHGtQYcDkI+N8913Sqb11q7hVnXmmlKVPPVXA7aFDkiXfu1eO+6674OzSGFt/PIq3UMFVhtverSiu66C/vo3oWJbN1Qeo5EKcYp7ZwBWpwANT/PjvK9jEYGyC0R5pKtntNJVrr5KEOppDlQKNROg5qy3TW+f/y1+Gp3dZyl9+WLLLjsa2DBGsanfX29SgtKLmK5K64dbv+OTPWsravmLrBDN7KsRennoVtBUOonLAcRXWaGycYMNIeJgaXE+T+EtyiJ4HbodLdTwgZ/w2X395FWfr1iWr+g09PnVjyBZd5uebpcN5hM++UBP+q7VseOpWeu3jvOiVK9eCZs8Xrnt8JaSle/qpT0nWvuUoec45L4zm8k8yQPlpJOpaQUSlssQ197yfXvv9ubjfq8F1EMA//ZOoy6xWh6nVpJl12zaZf5ddtpQBX9NnmX5MNv5CX4GB8wZ485sVV10l9+vIa38gZXJjmxSCFIUSSTGxC2xnCLUrwRdAGqVLjmWpaRuJpFZLBQ/bNvRIw5QkTEFpUJokNPjTNZyMgw0FfKdBQG5DJ+GxRZLGUmbSKAeNJQkSoTs4rsjCWYO1EHgddJy5EW/8APnePJ63lINNU2m+NoUSNvDp2lBk/tmKUBjQGKVJcwWsccnqmExBky8XyF5zOfc9WmR8oUBfMWDjoXvJ1SrYKCD1NPStI18AndZZOFIjtho9MEBtJiQfLayQsnM3rMW/5Er8vi1kpsdhahztaawDJkqb53aJk6DSBDdXYPgPhtmE4pvfXAr0W83pU94gC7l+uqMpnHwG26gLCLWmTZGwLEusW7DNYETy9c0MuUmxSYxqSu0ZHKxuhktJQjQ9B36GoDSIBTkHhTwZx4NU4cQ10jBBpa0NwOJkPUyYtIMfx9HE2qWuylgnQ9aLoaqxCGG3xf+GJX64graCxPKMulCGbFthxaYKqzT+2S+mc/YA0cIUnucSJ4oMIdUDNaGspBad0dz6e7eze80wwcAQhzuG+M2vbiE9OsHeW/fz1Dd205iu8uS//Ig9NzxIX9O+G2gn2tIwJZgPMIltJjQQgA9ox2KiBOeuO7h1ch1XvHuIoaOjzBPirSkRVOea5jcK19Wi9GWqhPleyh1QX9TE9RjbJzMiTeX6BQ2L9Rs0+vrZ3xhgv1VEr9hB6dFRqjMV0sBg3Rz0dKBO38amV5zEjncNUHt8HzfeIlXorJL4hMzx69d/dfxMeYskSbjzzjvZt28fb3zjGwEYHx+no6ODUqn0gh7gf/dx8PRXsWHfYxSqk2RNA60sxnEJ3A7iWGN3TvG1t4zQuGIHW68eakvSbd0qC9x3viPvc8stkByeYHxnhUwpTz6R0klUDcXAJEiwxjL+0Dh3/OEdXPb/XIZXznHzN3wOHCtQuGCAgZfK7ba8s/XkxIDWTE738VffG2b7tUM4jmLnzsF2xmvX0/Cj74xT2V0h35ennFOEgciGAczOilva4Z0Vul88wb59g0w2S0QdHbIhZrNLGtatDe3005c2+dWbsesKUG40JKs8NSU/H3pIGtO+9S2hcmSzAqA//3mxQF0uVVWvy4IahlL+mj1rmI3RCHamSmzzwslTCXka2GyWc98nC8L4w+P4FZ9sV4E7dg+wezfkvjGKaYRSErKKsgt4Hn7skk+rnFcf5evJFg4fVmzbJp/56KNyDZ95BnbdPsHUUxW8jjyw5JgXx+B5iqqTp1yfpLD/mABEpBHHGIVKE8Lpeer5TkwjZNN5/Vz+vwYAy8TDEwSzde7647sIFgPS2GANGCUcCasV1hoCP6URhXznd0bp+60tOI7iJS+RJrWW4sCtt0oloqtLrlNuYownPzZCdxRSy+RJbYo/U6MxVWOTOcqGJhszdTtxtFAbUuVRVy7lcBGN8OTq2qVWU8zMyHv7dQthg/lsP6WT1zHYGGf2QZ+/+WGBM68c4C1vXdoWWtezMTaBd6wqUl2xbW9yQBtAWyPZnCS0WKV5drwgPFHTnFcZnzg0RMolVWBwsZHQp1x3SSVWK8mKuTmHQHnSeKWXrtfcdELS0Nz54wLlc+X8LXcE3b1bAl9rkajO0eQzCXN4JCnMToQUk4V29klrC5kMlaem+MbbRvAv38GpVy2tBdddd2IKlOtKg1sUyT2Vy4n2e1/fz6a5vDrz+5OoEj+NFN5yreZzz13K/p511vFc6Z+GlvFcqh7/8i/S43DsmJzzY8eW5vXu3fJ53d0CoH/wA1lTy5Uxzl6UhmObpigF5YEyF7znAi54zwU89OmHRDN2GSdV5ppFpUuZwFZjl3YlS5hGSw16SkuGM40NpqmFoaxQi1qwWzSZDcY2FQGwoqnvydzAWLSJxSgolTmqtEJ1lNF+IFXFjEMaWYxVRIUevDRABz6ZpE64ay9JHBHVIzoGO8iUBSU4TlPe07p4qebKP7+Ce//33RzbPUM1zKCjAO3XyFv5HiYAd0svz2bP4hmjsSU45TwY/OUhbvznCRYnfGKvQO/WAV7yEvi5iya45Vs+PgWc9QPcfTfMPjnOFu8I3T3Qd84GOrcNsmGjYnwc1ly6jblvjsv6pRxRDEmXmv9scz072H8RM7vFae9f/mXpsvzgB1KhnZ9XeNVh1F0jmGoNjZVGy1SRLruWJjGrwKdQb5TTvDLN5j6FBddBp7ZZpQJrlNiAxwknv+sSjt7ZEFqMdoVLXMrS3Z2hUfGpTdbaYDLOlXDzCWa+inIU+bVloqhArrm+ZDIuse/ipBGxV8DVETaKWT4DrXbIFJym7fSyNVApUttUS8EhzpQwScpB92QuffUG9E0juMeqFHBw63XipnygchTFtSUmHp/Ci0cYP3sHF/7qEL19isO7Qh773E7Cakjo5ImUSyaVxvVvv+XbkthJDPnePCZnqR/z23uXcoRipBRoR2Ec0GnCaUdvZ+rRa0j3Vcj3ilKWdYQaYo3GaoV2NSpNyBUj0lpA92lrSesh1aNVOY5mQ6HbaFAny0PeMDs/oUSb/7Qhel++hQMPTGBrPhQLvOVDAwwMqvb6efhogSDWVKsJxhEPgWQ12fwFGM8bPB88eJBXvepVHDp0iDAMufLKKymXy/z5n/85YRjy6U9/+oU/yv/Go3j6Fm6aPZNrgs+RVwbdWWSxnmk7vEWpSzmo0rh1lN2btvAbv6m49tolJY0nnpDN8YEHoGPap5gYFmouQQI5FWLnFyR6dDXWkU7syp4Z/uM9N3HJx3Yw5pzCg4dh4UmYX4DrLxzj++8fIVhY6mx1SWgcnEIdHOF7B3cw8NKhtmqN1pIpvOnrPvkFw5oelzQV4KzUkjGE0S5xPWD3I35bmg0EPJ96qoDcs8+WRXv5hracc7i6S37jRrj7bnne/Lw8Z/9+2hm8lmpEdzccOWzZc4dYk56UK7DfimTZWWcJhSSTgbNfO8QZb9jBjb83SrZSwbEBxtMExX62vmOY7m644VU3UNktfGTtahYzfdQHt+NNNW2WE0UmI7zghQWoZxVxI0/Zr9CjJgjTQTzX8o2/nWD8brl5z33rAKPf95mbMcQ1l64mDSCOxVq8sxMW5xyyJiTGo6o7KZnFZsOO5BMca6gdWaB7Sycv/d1hbvqHAxz5imSEMyomXAiEaxnZ5kbd4hkrtNIkcUqa8agfrDB92wRmzSD79lrmnprAN5J5e9MbB7jqKsVNN8E3vm7ZuHOUehTStalMfCRCLy5KXkNrrEnRGCwKXV0gsV1ksxmi0JJzEzQuNowwyqFoqkQmT8N3KWUTslGDOJ/F23oyG+76Iu5ChXnf4BrNEz/sY2dpmIt+USokLQC25/796KCBNXZJkgto5/5aSRqlcG1M3NfP5hcPUCiKxNjmzATx5AxaWTJOQsN4NJwSBbOASgxGS+bGWosNI6zSJKnGsxFaZzCmCZxnLf5sg0a5n4cfHOCpWQnwslkJmHp7pTLS4tjevHOAc9w+MlNTKOViDVIettLU5WJJlceRY3mUylGyUoF4ZvMW3vf+pbXguegXLW79+vVyL5x1ljR+Pl9e8erMecso5ydll/8zKbzVDY4tw4Tbb4e//Vu5v1t22z+r2crsrGTdW++fz8sxdXUtyUC2mnyTBP78zyHaM8b6gyNUkaYrN4pRaYI/7XPz+27m7j+9m/qxepNusWxIUpZVzAKgyXXWCmMVNpHsb+9pa9jtnUnP43ehluAzuI7oaGndpHVIwAZLmvomNZTXlageC9BJTDJXQyUJ1nWxHZ309CgWD9ZQGY1SStzUbIpOI7KmIVrQ1pJ6OZw0JmmIoUrX5i4y5QxKyTkOawlJRmPyJV7xvy7n22/9Nt5Ctfl1JUtujXznhbEZ+m/8LFsHrqTaN8TwsPQj/P0/DDKVgIng2B7YMgTnXjvIWCjXc906OP8CeMxdT9WsZ92p4PXAtu1L1ygcO4kv334//nwkGtF26VzZXB7tOaRRSrXvJHKJBJUtY6qeHulpaDSketbTM8R8fgfcdRtqelzUI7Q6zuRlOR9aLF0M1mjpMmyCQDR0DBRpzAWkYYKV5Q8n6+EWXc7cUuVgOcBVKcQ+nZ0Zil1Cj2jMBRJ8KbBKERsH6zp4rjQK+jMNwqyUTDs6II4V5HNQjynmU8rrygRzAf50fdnxWqmwqaXjt8h+4iD637bYgQ5CGuV+ZjMDjKE47XU7aHxJmqSxKVYrEu0Re2VskiHNWryoytDRUa68YguOpl0p9co5qjMGQ0KUcSmWsiwenEOhWHPWWtJUEdbCpSorzSBRyz6dpuBmFEmgKMVz9KZHCCKDk3ExRqofanEBbQ0m1TiuxRiL26jTyBSobLuS/n7ofHSUI49VsElA5Gj02n4essPsM0P0TEm17w1vkF6ovbUBcvMT9Kc+3/j7Cba/coA3vkmutl4/QIU+Mo0pQteVs+j9dOvN8xnPGzz/5m/+JhdeeCGPPfYYvb297cdf97rX8e53v/sFPbj/E0YuB53BJLm4SjVbAt8jSWjfhMYq4kyeXK3CmnQCGFyxcZx1lrj2hCGcnC9QUBplEqxxiRdr6FTcgJRSYGQRD90ijemA2/9klL63bWHfPlHC+Py/Wuy/j2KnQlEWyCjWdgj/7VDDxfWrbDw4yuY3b2FqWnHddXDeuZYv/9UEhx+bYaNvOTyW4BW89obXzmBUE7ycZtsFBZ4Ylc1rcFAWt2PHZGNr2WAv39BawMCapRJq0iyhvvOdwhM/dEiAqtZCLwB5zSteIcBh8v4xOv5jlO9/uYKNpYHy5JP6GL5smM0v38KLN00QzPoMnlxg3XlbeLqxhUe/N8HUfp/eTQXUwAAXXXSgzUduR9lWtCQLR6exKiFTLqDipYx7Tw9ks5bpIxbXRAwkh0njgL5b7mVuqpnVdzVh3MeB/Ha0ESWUet2j6S6Ln0BHJ5QyISkGk81hdQ4/UeTTGtok7cYR7cBLPvgS5ubgyD+OkDZCfCdPR8EBxK3KNrMYVjt4rmRQaPP8FE5qOGnA5+jEGKUfjPL9L1ba0kRrtvdx6UeGefWrh9h9+wTFoEKSzUsWNqgJVNZaAL2y0pjkKPki9SpepkTR1tBh0m70aTh5GhQp2jrUAmpWs/HCfgaGT2b3DQ8T1EMyfXnGp0SOL784xejvjdDXt2Sfui07xtQzD+K3gftK9NIqVQJY5VDqycKOYY6OK/ynxuh8YpRj9QqjXko4H4AN6OjvpNHI0lCd5JIamARlrGRwjMbg4kYRTjRDh3KJvTJObInrDdBZdvdegk0Ui4vCvS8WLKeWJ7jul332TRZ4etcAUawolRT184Zx7h6hlFSJM544dzaBs9IQkEfFIQaN7+Qoz1XYlJ9g7drB/xQA9/RIEDk6Kv+emlriJJ9oPBevuJX5XS2juFx//mfhTy8H2IODkhDYtUusr++6S6bOr/3aT5fJfq7v3zKzefnLhbaRzwu42rdvidbU4s6fdaYl+ddRdBISOhlK9UUMFsfVKGUwsaF6pLriM5aDrBZwXv6Y0qoNklpGQqAobd+A871nmvNTgA3awS1mMVVfMtNKYVLQrhI9/SYasgYyBRevr0w0H1B+8TaCh3aRFDvJ5RUmDeW+XpYxU9biRaILjaNRxpKmmlS5aJNgEkN1okpvubUvW6KFBlF3P/926wCbNkF5XQn/mN/kTC8FD7a5YKXj01yoRrj0t3dw3i8MMT4ua/DcnJzfk04SsOz7S42lN90k1cLubqFmlUpC6Vs+1p03wLpz13HgR1NU45xUfxyNm/cwqcULqmQ39nPV2wZ4dq98xve+J0Hq9u3SBDo+Lomc2VnoOGuI6TXvYOCWz6FmZyisKTB3sCaNl80rp1nJJdZNuoRqilELCBRaZM+pPcxMJkSBIZPTFPMpi0cWufejt1CsxaLlHTao1RXhMY8Ej7QWLctuW1R1kTBbIp9zif0YE8Zk8zHG8ejshGrVElVTspvXsf7kPFNPTOJXlnSytSemH63qhvaEt60ArQ1O1iXbVcDGIfMqy4OZYfY/o3BdyxE/i+udxmnOJDbnYd0M9VCwSDgPuZwiU8iT9yuYoxNMTMHkY5PCcZ9toE2Tp69gsULTxc8y/dQMvteBsZrC8nvGNNWptShbaQVoyOfEMt33LdEhn641GQpdWRaSTryghkuCieU5814vj/dezqGnhigftFx3SYbeTUeYnpbKxTiD2EcUzkGptp1/vvRE7fvhGGfslMSSam6Ie+/q4/HSMOdfN0RqFE92DXPm/Aj5pAppHuudkDn+XxrPe7m85557uO+++8hkVpJItmzZwtGjR1+wA/s/ZZx6KuzGR1tDI3HRzWpca4NzHCgUXNyGcCj//u9XugyuWSOZ50oFjgYDvLrUR25hCm1yqDSRG0rJ8mwSQ4zD4rwigwNjU+hnxzFmPUkCnf4E/lyFSOXRvpSgOjvlOLp7FL6bp2gq7LhggkbXANU7H+KBdzxCYW+V9TWLa0PUYkBqOwnISkTpQne3Zb7aoOf0fuyGAYaGJBPW1SWUitlZ2SQfeECc11o80daG9sg3x3jy06PMPNNUD8lo+k4TXtWv/dpQ28++VhOg0N8vWcBGA9bWxyjePkLUCLGdeXrXuUS+NFD+x698m9JAifqx+or3femHhrniE0N8/3uWvfdMsDGzl0c/cZc0YfaXqU6LrFqQelBycRfmIYmpLSTE1iOVtZXK0ZCgUiOTiszTJdGdZI4lKM8loIT1mnqV+yYpJ8fwXY98Uidf6EShmD7W3GitpZw2CB1NtjOHayCKstSiDFknoZA1dPUowoWAfH8nN/7ObZi6T4MiOuuRAq6W7m5jjJR9XQdUk6sZG8lCxbKQJNNz5H/4gJyzjjzGkcZF/8EpZt41wrWf2sHWDSkT1pApuhAnwjf0NMpRpAlClUjlPBg0ThrjBPOy8eum8oWy5AnIZWFP76UMbO+CwQJX/+k6fvArXySqhXRuLAOKrgjmZj0iXKozVe7+36Ose8kWPvtZOPbXo7jVBDIeNkza+rbLN3eFfG7+1A1c/AfDfOn+IeoPjdF7/wiakLiYp3uti5t1WDxSxT88h3I7iJw8pZ4ymVQaVxqBNIWFbpGOYorj18CPccM5VKQElGQcLtX30n224ulgiC12jK1jo3TGFR7dbVisKbbaDg7lt7Hm4pNwTt5Cds0OBvaNMv34JCG26d4lbeO5oEq2TY10yWnNS8/zfyog6bqSvbVWNL/POOPEzXT/mbxdK/P70ENLr1ludvN8xnJnwdXqHx0d0qOwd6+sD63+gBZ16PmC9OXqH7fcIv0Vxsga03K7bH1P14WLNk5wyFZISzky9So0FTHSxKJOIKW6jBrbBkKtxwzgdJZx05C0FTAC1nEwSnPkjn10pAkpLlpyw6g0JV30cbRo9KaJEZOMpqJEGisxEgEBHrWAtK+fjkvPw9n3LE4uwY895he1cPatBMgt0K6MIVXiVKeUlWPJlFC1BRSWuBETNTtg/ZkGIVkeUMMcvEWxXo0zfLRO9yldVA8vynfS4hJoEcMUm6TUjzV4+p9HufD1WxgcFEOi0VHZp9avl4TP8uv4ne8IZaevT/72wx/KfN29W3Tjx8dh61bFGe8eZm5sBKYDEi+Pm3OxcUyw2CD0ssTnDXPlVYpGIFz/sTHZC4xZUlBpNac++SQkiea0111O8p0R5o762CRpOhyqJi9cMgvtxk8kIaAyLmkmj65XQdmmvbcish7GgygIWawsYGIxk2nxkDEWm1qiaoQlWjFvjHJwbYITLqA7iugwxZqUtBGRZFwWZxOyaYPC2iw7/ulKTnrlZj43/DlMZMiUM9Sn6+L4mJrmJBMAqz1Nrrcox60U2rF0nNLPRPcw9X1DnDQ1xmkPjtKVVNBphJuE6CjBKXqEqRRAWhTCnm6XaK7B+IOHmdw5SaPSkIDQc0CJK+EyCrrcA3GCF81T052kze+4LOSSc60sSWRIlEPiK/zbH0cHAUk9ZXZRXB77+8u4hR7mpmPCmRqNYh/3Db0D7WoKz47xovFRqrsqFHOG7oym2/RRuGgYzt/CK0+b4BUv9tm8rcDiowH65puwfogpSm9SUE/IzE0x+uERurt3kN02RG77EE/YHZw5P0qvrdBYZebzQoznDZ6NMaRpetzjR44codzyKP6/aLz5zfDYLQXMtMZTCU5GODa5nDSw5HIQ1RMiVzM+V6BWXuIGGyOau9YKeJ6ZUdxdGuaVeoSOuEbSvIusEe6RRTIWHUa61VRqSb87woWDV7HTGWJz2UfPGlFsMHLDtEotPT3QUXZpTAeM/O1+jt01gjczSUvU3rUukc6RMz5ubQ4v04FWeaJ6wtxEAz/O8mDtEiqfmCCT+nT0F/j5Px7gwEElHfBHLfNPT/DdT/js+MUCGy4aIDWKz/3hGEf/aQTPhHQN5vF6XeIgZvzhcb715m/x8v/5cs55xwWccYbIeF1/vUSYX/qScGfHvzuK64eYYhlrFJUZiGMPz6aYqXnqFZ/Ozd3ke5aMRm5+7wjb3nQBenQfPbsrLAQx4XyAk3XIduTI5TIEQVNY3SjiQhG1ME8+rROrToxRVCshcWUB3YzAExwyOkWbBCKDl7c4eUVOGdJGgvUb5JoLiZmMyPaWUOTxSDCLDXRvlkLGIduVkC15BAFUKgprPYwDi9WYpG75znt/SDJVwbVQVhEELplCCd3MZqBkQ8WmmLBJQ2heY12vEvesZfru3bj1kDhfplZbEv5XuMSTVb7zO6P84j9dxre+rMkWk3aXf4to7LjNDaEJ/BUCzhVISdrKxo3nocqdeEGV08zT1E59M6deqIgPj1PZI5y3VtNrZ6cEQ42GYjHJc/CRCv/4RxPc+n04b7KCyRfQjkFFC6Jji2jNOsqAsZhMlvxLzuG6Pzmb254e5I7bLS/dP4qbhqhSDlcb0jCh4hcJHYe8WSCf1nBMSuJr7OYBijrA37dI4JXJ5hRrN3pENVg4sIBJDG7WoXdbH5GfEM1PkXxnhGvfcAH91YeJkpBsVx7HTXHmavSZGn3ROPbO+/EfWce9vcNsGH4z73nz49z+4VtRjiKYC7CpwfM0USz3rpPGJHW4+YY5Kvf+dKoZudwS3/9EFtktOkZLDrBWE5B8+eVLgWwLhF5++YnNjVrv9ZMAbgs033KLAKYWiF2u/rG4KFnDU06RatqmTQKoV1NGliuY/GegugWM9+2T4DoMJfvcsq2fqVjSo1LV8vfMkHFSYscTg2tPS1NmqwF12VAsK4s3H7PLfjdOhoYtks0XyZUSGr4hCBVe7ON5kEQpa0/tIKxG+OMLpLElRTW1mCENJeDTnSWo1UlDQ2KEt4rrMDceUE+y7OsbZnF2kHOG+ph9eopAuxjtohwXEycoV7KCzVIm1lq0sXgFl2yvJ9r8mU7coEZcj6lP14lVhnq+n7H1w1SzQ8ztg6FOnyQSGomJUwFNWkEiIEtOipT7J5+qcOTBCTa+eJC3vQ1e85rjq4mtOTE+LvNiYUEodI2GgN6NG0Xes1KR5tpHTxni9Ot30PnjUQ7vrBDPByRG0+joZ++6Ya58yRDz8xIkpqno209NWl68aYL5h31esbXAeecO8E+fUe3gbU80RP8rdrDw5VvpMFMoZXEchc64zMclMrFkOx1HwHN5sERhTZE4NsztqaLQuHkXawVkWmNxGjVR6kACnZQlLe52NWLZPHGyDibVGGNxrME0AorritQm63g6xU1qRLWVJl/jD49TnahSHCihMx7GWGrjVVZPUuu41AKXtT//Uq64vqstn8r3FUf/aYyNcyO4JiR083gZDzeNsHFCOjPPwMYu6nGmrZ1s6j7hfMDd/8/dNGaWKCfGmJUyhsu+WyuRkTc1wmwZN5pbcYwK22wcF+qKiiOc6gKmWET7dWi6PCZH5iisKWPqCWmmyJ4Nl7N1m2YgGMN7cgQnDcl05elYK/v4sSenULu+TYdbIp6vc+eXDIWyIqolKN/ScLvwrCJnwWgPXXKJqlVGPzbKL4+It8DOnUOce84WXrltggN7pvjYOz564gXmZxzPGzxfddVVfPKTn+Qzn/mMnDylqNVq/NEf/RHXXnvtC3pw/yeMahXmcgMUvD564ikKJanNtTKnuZyUztae1c/aVwywe8/KzPPWrbIhjI/LZrDfDjFw8g6udG5j5okmn8sRbVGTGLRJSUXlE+1YnPoCZx0Y4bzX7eCq1xT4wbs0DglOTqgD09NLnMM0TEgTw+yNP8YN6xhAOw4WhatSHBugO0roRh1bq1GfTMHRBB397DUns/bZexlqVIS7dFBx51s6WPOybbzznCwPP7EbZ+8xph5K+NK/KXpP6ebc334lR75yHyoIiTvK6IwiqkkDZNyICdKAW37jFh7910d5+Z9cxlVXDtHYP8HUkz5DuQKHpiz5egXVlScyiowHUSzucclCXeiJiWFmFnKxoqfHozTocuyZJQOMrsEcSlnCOUgC4QUWB7sIVabdwV0seHh5DyKXDlvF9XIk8zXJXgCgsfkiTlQlVQ7KWjJhlUSVSP0FUisNbBojIDBqEByrUnYiIuvB2n5+7jOX8OAn72Xq8SmcnEsupygUpAzpuZakUoMkIZmT5iarxe5X2QQ7v0C2r0gSptI5bq0A3uZoLeQai9dYxI0XCbMFGoHQYlxXNiNjFIY88b6KNGydLprhue4cKEjj5vtoizIiq5XEko0SxYFmQ4016IyitL5MvksRVPNUZyosHp0gPW+Q6rRPHBjyPUvLi+tCLitNntpxiRoBz+z0yVsgNXhZFy+raNhOzGINxyYSJKiltTp4eBff+uXdjEd9rIm3N87bFgABAABJREFU0x1O4ukIvdggtTA3C8q6pKrMHN0UVMDedcOsv3gjz0xZtu78GpHKk8uLPnqaWuqTdQkYMg7GGJIgwcm5ZFWO2mSVR//mbiwutlSm4UfE9UUcK/qtyhqcNMKbnWL73AhPs4Ps+8+m/5zHOHj3QaHYuFocR0EqBRZSozn4vd3sedGFgPqpVDOei3+8XI7SGGlk/OEP5W+33rpSMs51Bez+8i8LED355KW/BYFkCVvZ7dWAfrm03q5d8rknUv/o6ZHso9ZLnOfFxeemjPy0RjAdHXLsxsCFFy6tn1vsGN9/y1JVy1gDjZBcLiFu0maUgZYF8vK+odbvx/cSaeq5LnJZ8IIq1snjG5cgSsgkDRLl4akErzNPJqPI9mXJZDqpjNXQSSKKHU00Zl2PeT+DwiFrak2dX7kp00KZ8a4LeGxhC7VnFae/eJjs0RGC6Spk8jiFDGYhwoato0qXYlzlUB4sky0LbS4miyopCoWAs99/Kf/yvY3srQ9gIsVF58heVF0skFpNEsTtL6+QYNnGTXdwC6n2qC+GjHzN57UbZd615t5yo6bWnFq/XrLSQSDXMoqkefNNb4Lf+z3p60kS2ecOFIZ44ye3sOcTEyxM+FT8AuvOHeCqUxWlkiRN5uakh+W0zBhbjoySfabCyL0GL6fp3drH6ecNc2BAKF+nnAJHjgyx/4wdbH/0y2jXwc1n0AUPFsBPoWwWmhbq4lyXNGKC2QbFNUUAqkerzIfikJpXAW4UgxZ1CGPBaXJ5WuvQcgCNlqx0RouphzWaqB6jPYdNl24iuvRy9j/ZoLyuwC/+6QDlDnm1X/FJIyNW2rMWZyGUJjxkzbZIwBSoIl4YMXXn05T+15u5/Q7F098VR93TZ0cJTEhNl3G1QmctxBKR2tQQHKsS5HrxfVBRQFKvoh2Nl8/gm0abtmIis+wLNedu6/u2k2sJDeMQZ0u4QU2ebiUQs45Dahy0TVGey9pTy1irSHyXekvsILE0KjXyp2wmOmuYa4eHeOtbLF/7uVHm8iH5deW2zKLOe6QdKfP75jH4mM5u4oyLsQHhYg1tFZ4TY22GxQVIUuGTr1+bp7KnwuTOCa66arAZpCtcd5CeM0vwjhOvLT/reN7g+ROf+ARXX301p59+OkEQ8MY3vpFnn32Wvr4+vvzlL7+wR/d/yFBa8WTnMBfPjhBVpGNUOaK/vFhvkO/KculHhtn4MnVcubOjQwxBenslcg8CeDYd4ppffwcDn/8cs8/OUFhboDZeI42Eu+og/Dc359F9SifH9lWJ7xhl96VvYsO5fRx6cIpIu9Trqm2rPT1tSWd9FBadSidvipSVtdSl0MbgmZDySd2ECwHDfzDM4EUbGflGgPnUTThRg0h7GKPJmgbudI35bxxlUSsyzc5yhSWct4w/2GDybV/GczySQolcXpH4oTgaxka2MitWoeMPjfOVn/siXZu7WJhNSBopjgtdHRmSOKR7U0F87K0EK0FVaAbK0ZhE6ApBQFviJo1SSBLitED1SJUkiNtd9WmUMndwkTm3T7h2KiGtRWQ7HF7ykUvZd9Nu6mNTNI5JlhfPw+TLOMpiA5oUGoVOY3S92uY6qubCkyll6VhTwh9fYO2mTs748A4ufM0g+YLC9RRfffMI1b1VMl15etcKBSWY90lTKaE6hQxUYxHhd4RIZiJDbSYgLXaia4tglgm+K5l/bsYh25UjWgxJA4PT3UHegSQG15PNqFaFIHBxbcCdNzd47YeGueW9I8J58xzShvA0jLG4rqI40MncnIG5ecCSxFaQiOvStUnc+qyV7EijHrDvSZ89VZg/p0C9oWmMJ/Sv99rmKX1rxEJ1bjohSETNolSG05RwxTM5j97BLEdNBhMl5AjJJnUBnfk8mc4cmWxC8eAUL4onyNoAbYX/LQphFsfElJmjRglXw4tf3ct4fhDn0F7SWDarbCxVIRslJIGocSgFaWSYO+qTNqJmid+AAeumWJuFeq3dzJDxFFiFNUaatsKAUyZH2bx5C8F1p3PgzoNYY0liMM3dUIIxTeiVKIUV9NQEGzYMHkfDeK6xOkt7Iu30yy6TcnfSbLpaDcxbUo/LASuIssGXvrTUc7D6dS3OdEsnfHFRqgnnnLNS/eNE3GbXlSTBvffStgN++uklBZNKRUDxTzJG+frXW81iImuZzVhGP/kQj/zNPcwHCYX+IrGTEkxWSaO0zRtN0kSkzJ5jrABEzWZBUyjivPrVXLB1hl1feIRopirZTEczn+3H3TpE6cCP6FjrtjnJuY4sA2dmmD6akEYpOg7ouOZiph84gDN5DMcmxLiEbgGrHIoqhGqVk/x76PN2Ec+fzmOPdDGw/SUkyW68mUlso9E+OIs0H7b6G2whj1vIkKZyTdLEgh+w7sJ+znjbi/AfUKgGrFsjXOSZGdg3N8Bptg9vdhytlqqSIP0L2hqs6wrHW8n9uecvJNBpzZPVBjWt6/HII/L7vn1yby0sSOa4s1OCtGPHJLO7fTtsGVLMZgd5oiqB2u98SObI3//9UoP4K7eM8eOvSN+H17mUkZx+Ygpn7wjv/70dbLtWLM+/9lWLngD7bBmqC/hOgXyrUZsscdqBGy6gHUWwEOJkNP1n97fl2L730VEqD1fImACLUN9MNo+q13FYBiRZkpBrB2J2md21kQesseiMy8t+/1LWvGg9730vPPsQHPwQ/M3fSABS6CugHPElMAZUlOC4mtQ026SbtDjrONhMHm+hwp67JnjqqUF8X9SdSlMV0mwelSqpFmpF6JXIJgto1aTwJBHagG4sYBV0bu4kTZrNolrWr3bwaFnWXdKcenbp71njk1qFVy5hMjncSIyoYuVR6CvjLM5R6i/gOPIKtyNLtpwh9hPCaoRNUn7xny8jd/J6urssu772OLO7JvGKGdRy9rhtJjWUfL7WkKSKaqTRKDSWgqnidvaKeEGTCOFkXeJqwM3f8DnorWyMPnbsOZeAn3k8b/C8YcMGHnvsMb761a/y2GOPUavVeOc738mb3vQm8vn8C3+E/83HmjViNvHvU0M8nNnBqdOj9MQVnCTA9aRUM/x7l+AWszz8tb08+kyBg6EoRVx1lWRubrxRou00BdexqMkJbv+sz7uvP4fGv9xPfVLcn5RuTrGm3m15QCK8NJOHSoVn7prgxZdsY+zHx3CqCyiviGraWCZzDVLtotMEr+RhFiK0UDyb1uKKFI2pJ5gFyKHoPbWXDRcNoN/7zxTiBSwGLw3akalBXLcEmMqioj2NdiWLl4YpkFLq9MiXXKoHa6Rxelw3u8ViI8vss7OYQgEbJdhGQn2xjgIqT1fQ3WInmstBZ9lQW2jZ2YLf0ORcS1RPMEGESlMMoPwasZJjsk07WADHxhSTBRyb4JKgU0tcVez/1mOccd1pBHP9/Pgfd5JmiySpwtGmCfibgbgGUnCRKoAEIBZHCz/42DFNxivhz/icfIoiX5CFoXDGEE+dtIPup0bpnK3gRAGZvCZ2Ctg0QJFiF5tAPxEOt+OKrFMaJZicQjkuGku5v9h2OgvmA9I4pXHMFxpHanGDKnh5NAZlNFHkESegTYLVmmP1Ah3nDHLNp3Zw15+OMrNrsimHKJzA0oYymBQdNAjcPNoaQpvBuBms61EGdCTBTH0hITGa6VqByjOQxANsN310VKY4GLtsGVJtkGFSixs3mFb9HIwGGMxCNdtHT2OKwHPp6FD09Cr8uotXXcQag1f06Nqcx3EBPArrHOLD0ygsTsYhTpV0qFtDSwu1g0WMcThvyxxv+RX4yl8XmH5Mk3MTMllPNvhp09QBR8r6qSWt+s05KUOByIXV5mWj1BrXUe1GTZMKkEu9PF1JhUM/mqBrqItMKUNQTyFNaQotkGqXKFPGzXtkohpXX+rzrnc9N0ViNVBerZM8Oyu80t7eJe30wUGRjdu5UzaPFtBpvd9yB7BWthiE7lEsyuMbNiyZOrWOYTlnev16+YxyGT70oeOP/0RZ8lZg298vAH37dslEzsyIRvS550oiYfmxLlfReOqpllQZxM+MsfHgPRy591Bbc7lRjUQ9w9JsClvWZNrkOq8uubcAUashVVmFU8zhn/tienfdy9gDFbwoxS1Ax4YSZ73tApJzLmCDM8F/vPlBkjBBZzwcp+WMpli30WP6KCTGo3Dmyex47Xpu+uDtMDeHZxPcpOkKly2hi3kKykdNH8T++CARGao6Q9LRQ2emQM4xJNkiczUPkgRXGTyd4AVVdKNBGuRIlchx+tUGkZMlfvEwvX2q7fJ60knCHxajCMWjpWH6wxvRcUQaphitxUExNSKdmSuRTRsE3f34nQPt+TI9vWSfvnWrBDuPPrpkVX/ttaLa+PnPL1UvNm+Wfe2hh+San3TSUoNqZ6cYYXV3L82flnTjSUOWhz4xSuKHeD1l+tbK+qFyHlHOpT5R5Xt/OMrRzBYu3XgAbhil56kK9SCCNMSpR7heiTUDeTryCcF8RFzqJDjvpaw5q4trXy+0wpZW96/8cAsfevMEB3f7nNxfp/fZ25lbEE1o3Z4vasXcaa0RSimREoybhiYWlOcw/PuXUjxziP37hf/v+5KB37dPzs3AeQP0beuj/uMpjMqgmvNecjxWst2uS0evRxJbwpmAz/6NT/Ecud83D/pUHIMqunRk5N6dmYFIZ0m8TsrUUElM3taJjYPSio71ZbIdWaJ63FTz0ChXNW9Ojvt+phmwtcFz2iDpW8f1n7+S3gu20Ng/wcjX6zzzqM9Q1zzx3T9COW4rWd2+26qBR5C4eEGNxlyD5PH9/MdHb6eyu0K4GMJMA+v6OF1l1m7IkPiS1NCuxqaWUtGwGIFJdbNSotEkdBVjlBIKZLEINpF9aGyqQK0DvvkNy6M3T9CY8VHl46nG/9XxM/RXg+u6vOlNb+JNb3rTf+nD7777bj7+8Y/z8MMPMzExwbe//W1+/ud//ie+5s477+QDH/gATz31FBs3buSjH/0ov/Irv7LiOf/wD//Axz/+cSYnJznnnHP4u7/7u7aVOEAQBHzwgx/kK1/5CmEYcvXVV/OpT32K/v7+5/0dXBfe8x4pR3/3u0M80LGFQT3Bpef7XPv6PPHBcX7wuz/g2P4qcQyxcaCvj1s3DPPoo0Ns2mhxpiYoTfqUF+bYmu6mjwrZpwwPHzSYKCH2Y+l+TSXz5+U8OjZ0kG1m/rJFl6heI3/nCHtTH53G2CSmYCKyboZM2SPe0s+z6RD9Yz8i48qCrxzQzexk0tzcHAtRPSbfoSn0FXj4M03XN9syr1i60fSqKNUiUbi1sFw/1Z+oUp/2V+inrhjLwLTyfUBhcNAaMMJlTabnMB3dBGRIrG662BmM9uTZC7PMz0tjX1uGyBoSXFwjne4tYX6AvJXPaXoXYKxi6tFxph8bJ1POkgYRtpHgNg9ONwMGrdJl39yiFSgtjShGuyzUxDDE0S6pDpgf9xm8QM7HsccnUCZl18BlxDFcdGaD9YU5opG7pXMejeMpdBOsm6jpkGWb3f61OmlGbtmGLlByI/zx6pKUoZISnMViFuto7bcjeouL55RwCKnl+9l24QAdHfD9ySH2XbyFky6b4CT2c9/ndhNPz7FwcFHOq6PJZTUmFT7bgi1gY9kgWzzCQtogKPVTcQdQCo4cVVQzw7w8HCFbrVKfz1PsFNMZs9ggdbM8wDCupyiWgG3D6AdGpEQe5enucsmkAfWZGO1qOgY7cJdJDXXkU2ab8y2N0nYj0OrhKMvuzz3ASRf1cd3/2MINN/YRH5kiU3BRShElshjb1KyQuFo9p5uWbfI5Sje/t2x01kKcaox2yWuxf8+vyeNmHVydIU41jqebGr8eZRe6SzFRTfP6txbaZfDVttMnAsqrQW9Hh2yY99wjHODvf18cKVuH3BpJIjrJjz4qlIoWSFnOeW4pWrSoFic6huWc6d275bk9PaIW9JOoF9PTS01la9YIleTii+U7TEwIsJuYWMo8L3dhzeUEWPf3i9JG6dgY84+NYJwaRGm7sco215Y2V3PVz/ZYlnFtictpLFpryoMl9EtfRPz9R4hsSHF9nkJOHF5r41Vu/9P7aVzey7ZXbaHn1D4OPzRFnHNJUtVW/CiXLWmtQdLTz6E9AY1/v4keFZIO5vEnqqgEsAbt13A8S1irt+rjaFJCm6FcnUTbCG+wTJBkUBpC66EykCtmKXRBOFPn2KEGcaJwPA1r+wnOH+awKw6wy63kv/hFafhrNCAYGGLtFa9h7ms/wByZhDQVeOS6mGwB14SU1mZ51ceGOdVX7XmSJEv0oIcfluu/d+/StX7ve+Xfy7n5s7NyTopFWSsOHFgK4GZmZA7mckuqGlu3yuu/9skJFscqWFekQ5OkfQvSaCgCJZnYp294iIUDD5D4IYWePIlXIJz3ceo1WKwyfyAiW/boO72f/YPDVPuGOOhBdqiZAGneG9Wa4mP/Psi+fdDVafn+Wx6ncv8kFgfdtNOWuXQiXrCiOFAC5ZDEKdFCg94zB9hdvJAbPylZ9zPOkPl81lnyOyBupOcP07h/BCeSgN00+0qUNTieoryhjFeCySMCCqeqBc7Iyz3eUSvwja9rnLz00LRs6hsBaJ3F8RQ9HQEX/o9L5T772j3ke/LEMeC5ZAoucSNpmtZoTHg8DVA1q6ogil9u3mPo7Bzbr9mC0ooH7w7Zf8MD5BcqzBDjJQH+YoxbztO1NovKiO59w7cYP4DU8NA/P8qB7+8hCZP2STTWQhQTH5tn2nbR0WHFBKzZsJ7Na3JaNMt1xpXGUGtZnDe01P86Oy2TzzSYy/Tz5KEBzukc49QfjZKpVshEhkC98BaDzxs8O47Dy172Mr75zW/Ss6zeODU1xeDg4AmbCZ9r1Ot1zjnnHN7xjnfwC7/wC//p88fGxnj1q1/Nr/3ar/HFL36R2267jXe9610MDAxw9dVXA/DVr36VD3zgA3z605/mxS9+MZ/85Ce5+uqr2bNnD2ub6ZDf/u3f5qabbuLrX/86nZ2dvO997+MXfuEXuPfee5/n2ZBywObNYjlcKlqOPjTBmqKPV5vju+++HeeYNOVZlJDLvALuzBSbZ0cIuYBDX9jHtnqF7VFExoZYNIFbIlv2iBakkQmN2IA2N+ukyXdtaSzmrU8Sh+jqAo1ckbRcwLExubSOm3V42e9fysCOC/jL35nAjD3I/DyUrIsbJyilsVY1y8qyQLgmZs32Adads44b332jADinCaDMiZtsWPZvu0qg3gKk6fEb2XMMhUVri0XK8Y41KGNwaguoXB9RZNHNDw3Jtg0p0mak7CwrrWkl4NOgsRoRv1/6IOG6JpJ1tE2d0NgPUcY2BenFjUu4kWn7pBvl4CjbfH8R2DeFMiqWa6LThIbS3HpPgUxujPs/Pkpld4VtC4ZNoWZW93G46xJKs7txTYJR8gnWSjmt9QVsYtulQlMsEZ73YgoP3UNYi7EztXZHtmoKg67Q4jQW5Uqg4ZqYkpkjzpY46a3DvPs9qs1FrdUV+9UgF79pkMbTgzgj38W6ho7+HIXeHHGQUB2vEScR3WqeGiUageiH52kQ5bIM/uIwpzyjePZZAUNm8xC7gx2cUx2FuEJtIkC5ilx/FwfYRr6e5awhy2nbFB/8wyHmd+5oK7IE8wGNusEojdfTiVfKNOe7JfYTZg/Xl3h5VkKtlduanL7i2gLBYsg3f3uUhddsYeNrLqH+pe+SLMwT2hyZfJZ4QYu+7vLXquZW2U4xNak5SCm1xQs0icE6Lm7eQ6Ux+Zxm/Mk5Dt16n1QDolSkylwPr7tMJgNRaJkbb7D5Rf1suGgAOD6rfPnlxwPlE+kkz84KHSeOJXj/2tckE7h7t7xny7kUhGs8MSGZr3/4h6XH4cQa7Hv2LJnCLDc1aXGmP/tZyVb/27/Jz9XPO9GwVpQ4vv1tCb5e/nLZHF13Cey3goTpadGALxYFdH3kI/D1r1lOPzxKJvWxadLO6Leu9/L1pfVT6yaHc1m6UAweNK4x7Wvrbexn+GNXMPKRe1FRSNLs0UABrkfDc/GnRK9/16YtXP3GYfY/MoJZrBKSh4JLECc49QZeKUt8ySV0PnkviR9SWl9m+qi4xhgclAOkKel8VSqHyPrikkqzeSkPcyHRvE+ur4C10vydyUiQlJgCsU55uHgpUakXXSrw8l8ewNbVCvpMa45ceaXMhWPHhGLzsrcN8c/hu3nmyw9x6uIjdOoq2awCZSls6uc1fzXMKVcOcd6yCsBXvrJED7rsMpljrUa0vXuXrnvrc6enZQ6ee65cPxDweMstcN99ko22Vl6bzwtH/plnxD79kVGfjakhwKXsCgWk0aDdiB80XFzToLjvEZJwyY23Nw9JV5G5uTzBxAKLSScnvXUHb/z9Qb76NdWuxnR3WcYfnmBxos7tIz5H5wps2l4ks2mAPc8oGBwmUiNkWaLHrZD1a88vmVsLVU29bvHCBirjMuOezp5vweYtcs7+8A+lQrd581LwMD8PuxpDPLN+B6dM3MOaxiEcI4ot1vPo3Fwm15nBmKYRVWc/hZMHOP98AeAL8wP0bJWeFZ11CQKhaIYhONrixgHx+n7+8aEXUViY4MzYoTGRUAs8QNFZKKGjhRW9M8u/X+s7K4SmFhe6cAqKuWdnmNg5QbgQMvrhEQqLIQ0nj7Ia1wbNvp0qMwt1Eu2SOjmcOMAxMQrY+52n5L5sKjslQdpO72AN6UKVedshGXhrIOOhsx49RcS1t6PEwoF5jLFEgSH1LEGUMF9rENgsT/cOU5g+wMDeEcIwZEHlCbRLaqvHfc//6nje4NlaSxiGXHjhhdx4442c0UpZNP/2fMY111zDNddc81M//9Of/jRDQ0N84hOfAGD79u2Mjo7y13/9123w/Fd/9Ve8+93v5u1vf3v7NTfddBOf+9zn+PCHP8zCwgL/8i//wpe+9CUuu+wyAP71X/+V7du388ADD/CSl7zkeX2HT31KFoiL143ReeMo4a4KYS2iuhjQEspxsg7GSHkkG9coDHTSmPHxfnwHkcoS6Rx5AkCAQNFWcXxHmhVyTpvQb23TscpYqhNVVNSLX0tx52sopcj2FPCrHn4DjMmguz2cuMrT33qac95xASdfMsDum/so1qcI3CLFdFH4Ws0atMagtKa8Ns+lHxlm8rFJquNVxEpUNTealU02z3XFm9XT456wAqSwcsNb8ZgR8KSUyNs7nsbEKencAmHqUdP9lEyVAnUUApzlbK+MoGlKFqVGsgR62WfoYo40SqTpoaVvDKg4lYDFiDZoS8pJOo8FfEdkyBGhbIqX98j0dhCaDIXQouIYL6pRy/YxeaDBjb96M3EtpNCXp7vTJRpP6K1N0f3Ud/EyCV2biswdMNhYAIFpql8sP9dWafKZlPUX9jB5oA87MU4cC59TN5GHbQYZFtqWta0svHIUWsOarSXe81db8DJLltAtQLZpo6X46L1ENiWzrotCr5RLMwWP7pO6mN03h40s+dQngyXGYy7TT+YVw7zjA0M89AfSTOa6stmfd+0QH/69LVSfnWD/D/ez+9u7mT9cZfP8jxhMH2T2sT4m68PccMMQH/jAEOe9bgsTOycY3+vznRvq6DtvJ0pELSHxQ2oTNanCLKtqnDgYk/ukYXKEkcU+O0V60y1MzoxTCBPCakwwH4jLWdNidkUw2MoAsbx0adqUqdiAUhbtKLzusgScYYOG7uDOP3sAz4YU+6XbPo0NxDHx9CxpvoiNYnydZWbbJaRG4WrZUJdzf5fLcq1fL+DlRFzinh7ROf7e92g7733zm7KBttz+br1VwM7q0SrBL88Wr127BOSfekpK7suNjlpjcXGpwfnwYaF5jI8/t/nJ2rXCx77vPnl+pSIl7Msvl8d37hTQ1ALd27cL2CiXBVQliTRBDjBBjzmGp1Jxb1wVoa/OMIMExxYxl/KKGYJaTKzzOBpKXVB3yvjbLyDzkgvIdk2QWawQ5vMU8uISOjsr3zMMFHii17/OTnDxG4fYvXsHR74ySn62gg4CvJxm3Tn9vPR3hwnJcus7K3g9eaYmFQuzhlJ7kokFuDJp2/CIJu1rw4DByznMLSiSIKE7G5OmUnbJZuScHBtPwHWo92yk3jHI+efDb/ymHGdHxxJw/eEPReXi9NNlThw+LPKBJ50EF1yoGDtwEc9GF/K6l0zwsovEQbDvzAH61zU5q805MT0twHbzZskgX3edfM5XvyqA9vzzV9KDbrhBVDfiWPjQ//APS9Sj//E/RIFjclKAsO+LIsv69XLdu7shzRZAa/JuQqnkcfSoHD8INSTrJnhIM2emK9++2ErJ/0GgpefB9/nhbYod71n6e2PXGF+6dlQ0jhdC0sTgKc14NkvSt47dXcM8Vh2ip7yDC/x7GIwPrjJe0aTaJXGy5NI6SiuShTrZqNlHFEL+wXs4NbcL1z+djed1MberwNaXDfDVrym+/nW5V/r7hX7hnjrEoa1bOK33IaJb76G+kJDmi9QiF12PCeYadK7J8qo/HWb9sKKnR/j/Tz2lqOeG6UlGCA9VyRTzQvPIJ+iwgdeRZeLkYSYmFSYdYG3aR2lhihiL41gCrens7yScqZLU46V7xq7al5X0RtWiDKGxeLmAxYk69/7lA6T1kMJAGb0Q4dSq7aqOQqrC2kQ4SUvSTwlHtJlcNYnB0Q7KdbBJ2vx4i0pEH7s1dEdJ+NzNINspZ8iUMqAUMYakWhOcMNSPPzSMP7uFiw7fAI0GnWtzqBpUG4rAevAC4+fnDZ6VUnzzm9/kYx/7GBdffDFf+MIXeO1rX9v+2/+b4/777+eKK65Y8djVV1/Nb/3WbwEQRREPP/wwH/nIR9p/11pzxRVXcP/99wPw8MMPE8fxivfZtm0bmzZt4v77739O8ByGIWHrDgYWFxcBWeQf/fYYlUdHSP2QQOdIgqD9PNXMGrqewrrCUa2PLwg/2KQoLy8auzZBaYXjCn8zacS4WSkvK08JV7hZK7ZakQQx4cQiTuRLOUlD9eAcjuOiKaO8DEmiyHRKB+qxJyZ417sH+bunh5n5/AgZE+J0FXGjgKSRSGOEUrjr13Ltp65k48uGePhre/F9i1EOrdrZ6it8Any8NP6TWGoFd+wEfxWgKsLxxfWdzB5p8HTHS3iicQoL+QG2Vh/mleH30EqaXdrZgWUHpaxF2NmqrZVJExxZv9HmQSuaK6+WcpHWWv6dGJFLkwCcFI/QuDzafzXnn1qld9+DLM6lVCYUDgFlapQScaoqRzNkb/w6VWtJi2XShkd3N2SLHpHr4lTnUGGCdjvo3lRi/sB8OxOw/Nw4rqa0sYvUDynuvJdz/8clPPTRb5MxIam16JYec/O12hWqQBJYGm6JxLrgaDo6LNF8nWNPTDB4gWiYXX65/N/TAzf8xQTh0QpuKU9Hsys8SWTDnBmPiH0DSYzjZbGOQ6DLjA1ewi+9bojvfU8251JJNsRCQdbJRqAIF0J2flZsYHM9eSLXJV1I6K5NUXhqhK/v38Gzzw7xj/+ocDcOcuYZsCuw7H3ycby5KZJ6ytyBRWxijptUJ5xiSqEyLvWqwQ1quCbCe+Ih0SPNuZhcXtJmacIJ7eRAKglKgI1Nbdt1EQCTkjguKt9B1lEU4iphJsP8HOTjELrLZLsVTtZl/nANE8bS4OvXSJWDoxzmb7qXx1+pOP+6oTb9osX97ekRbujCgpzTr399CeCu1kt+xztE+/jxx5vnwwooGRgQV8SWU9tykOq6KzPb09Mr3/vpp5cat97yliUjktZYnQX/z4xWXFdoBC97mRzvE0+IPn5HxxK9YPlrW/SQ731PqCazs5KxXB/45NwEN0klexybdiC1lC1bmhhit9ysqjmKTE+JRT/g6TWXknb08q7fLFBxB3jiScWZp4EX+0LhaVKjWu6qaSpvnC26eGHAFS8Vje7stiHqr9vCaR0TnL9dTJpaXNo9I88S1mKqvsP8AsSJbrEzmv+3AjRBG1o3LeJzTek0x8WEEXMzKakrjnZRLIGdEzVI+vp58+8M8KIXSzY1l5Pz94//CDffLHhvZkbu3V275Dmnny7X1PflvEv1QbF2rawFX/4yPP2p59YIb/GdXVeUNFp5r+Wyg3v2iEHOE08sAd5Xv1oqFocOiRKH6wp9pwXO+/tlDrzoRfLYq94+wL5DfWTnp6hWXcJwibpRq1o6dYO0u0yjUaWmXHKRHKNSS5rGRrs4VrwV5uflPtAHx5i8awQd+NgwaiYVNDY16CjAmRpnaHyEZ7wdHC4PkT1vC6+79iGe/Id7qM9HBGQJUw8voyi7DYo9nWzdsZVHb9hFkCp8XRT6VurTOX8QdfdBKj/O8K3PZsgO9lHZNsyRI0NMTcm1WbsWfv7n4a1vVQwOXsTj3+3jO78zCpUK0UxAmEpj48UfGqZwxhCwdH9WKrBrdojzXrKD3qdH6YgqeFac+Wo9/cycNcwBhkgSUaI44JzMueYQHbaOTRUqgoVFB6zC1YpCX55MIcPi0UWkaVySdUqJXb1jYkkmuZrbR3ymdlbIlPL09sDsTE1UznMONrWYOF1RFbJAlCuTi6rt31tJIjfnYjSYpNkLZS0uMfHaftygRsEJSRpalJ+ChMZsg0JfgVd/6tVUkxxf+CefxCvAyQP87q8rHv3sQzz+FwcJU0O0GIKCrqyL7Xb/fw+erbU4jsPf/M3fcMYZZ/BLv/RLfPSjH+Vd73rXC3tkJxiTk5PH8ZL7+/tZXFyk0WgwNzdHmqYnfM7u3bvb75HJZOjq6jruOZOTk8/52X/2Z3/GH//xHx/3+IExy+mPjFJLxOZ44WiCk4hyQkuU38QG19GY1DYX+yXqQDaukm29mQHTCrpsKwMmpUOlFDZXgDBEpSL94uK3s6WOJxlIkyQUmcfku8jlMnh5h2Am5pmb99IxCc7JW2hcsYOeXaMUwwqp4+HHHrVMmfH+89n80kFu/0GDOx8YZ+9dcxTqIaoJGpQ9Hrj8pHDpp6VprH5Na+imvrCX93AcjXE8ZntOob44QG9D6DHYDLlOj2CmJuYDjgMsyauBZLG1UqKqYFNsIgemXd3kCINKU5S7lHW07bDHQqmEm3Upd2lmFxychTqZriLrf/Ectrrr+c6HRikHk+RsQygWnovN5MmGDQgSaV6MZgkXHY4tFEkyBTJZBSZPXFng8L6AzrV5SutKVI8sHocISwMlij1Zoqzm8KMVprpyPJ17OReH30NZQxJJVhntiDC/0dgYrFIYJ0OQeGRdSJUlCUP8in+cNNnll8PYLh8nNVQbLtGUbMCui5hEzC40XacUDVXAOg49zHPx7E2cxA5+MD5ES+Z940ZpBjrjDCmR3vK/R6nPyf2hlKgAWNfDd1yyUZULg1Eef2oLf/d3ioUFef3b3qZ4pjTMPb93IwsHm5+tlejd/oShZOKQujky/gLKyjxQGlEUCVO0qYkyjCudXnbVQq+0IzQlAxgj1r5a46ztZqF7CPbvx0sDvDgiqirKW7qoeoPkn9xF6OTJZyRr6ZSzlAcstSMLmNSilMLt7UKlCq8p6t/RsQO/f4ijRwVYjI/LBum68u/lms0tPvDyjHHLvvu882RD9TwB4LDEa167diVIhZVgaLnu8/XXrwTGq4EzrDQuaf3+00jtNRoCqDo7BZQePChz5ESvdV144xvhxS8WasjUFFRrBZymTITWGutpcd1cff1a/9aaOBY+fKbgkskp3KxDo2cjUd8g9+yVAKXFO4+9AonV2ERcQlsmT0Eg1ILezgQTah54vMATd8D+/bB5s+JwOsh1Vyx9j70/GOPbv3UXwXyAtQFlFJKecHBIQelmMA+ep8CxmMiQKpdq4NGRgTSbQ0UxphbgdjokyiWjE+YPS89A92uGefNb1ArO/Gc+I2oOLaqF58lPx5FgqlpdMtlpXbNWw+iJOPWt77P8et96q6hirAbYrYrFE09IwLOwIJ+//O+33y6PrVkDr3udzPcjR+S5N98s8+ENb4C3vFXxeOcwd31ohIXpKjknTz1xcUxCQTVIdJbCxRcQ334PaZTgW69dnZmdlWCnlEtwjebl1xTYuhW2nWbZ++VRdCza61iZH56nwFOksUHblJwKeUkyym25LfT0Ks5420X0ndbHbX88SrS/QkGHZDOaTRf0c+mHL+Hev7iXXMaQrunELiiyNiQb1psxm8VEKaaUITo8RXdlhO0n7SDtGyII5L6t1ZYCn7NfO8STtS3suXOC9X0+176+wLrzBvjilxTf/Fs5jz//882GzdRy/roJyk5K53WX8YqXQzTf4JOfKbB7YQB/n2J4GAbWWYq7H6K09wFJBigPbYV+qFOhiRjPo9AvfSX+jE/cSMRgpunCqJUln0nJEFHY1M/hSgEvNkSpS1hLSENp7kNJfc7q5n6qhGqKUnguEK1MCmGayiSulv4Rk6JzWa795FWsu+psxu87wNP/3KTyzQXoZSopG18m7pebXtmsep0O0Z4xnv3sXZimC7HS8vlxIyHw6z95gfoZxs/UMNga73nPezj11FO5/vrrufvuu1+oY/pvOT7ykY/wgQ98oP374uIiGzduxJudJFutUPXyMK9IQoM2lnYHN2CNyMYsL4m0xnGZ22W/mNSgHd0G0k4cYtJkBYgN3CL5tC6LsVbojBYTj7hK0Ssx92yVJEy45y8ewE8eZlb18czaYYJ1b+aXXjbBWUM+H/9UgXolYPvRe/G+NcqEkgaqQhxKV1RTno1lsjXLb4KfBJLb52DV48+VsV79uMaS7criH6tSGujjvG0NLvrRDVCroE2MMg0a0w0BZY4jN69tqiGYJX3i0sYu/MkqiS8XQWmFMWolT7JVnlMSdcsBKDr6MuTKHq4LWT9GZTWv3FHgqqvgP/5jiHu3bOaluz+HTg22UKRUtOh50RZtf39rUUlCOrcATp0wmyfGw0OhgoCpqRybB1y53lq1jR3wPDJdRaLIEgaWuBZx7JHDPBBdxHr1NOvsBLHOkS85oulcnW1bp+qMS67Dw01kcc44Ca6jyXYVRJrsi5Z+O4He73P2mgKbT8tz9EaLG/kYlaGReORzFlWtoaxt911HqYN2PVTJJRNWOfLVUU5/yxZAsWG95ZpzJ5g9UseNfH78dwH77pvCJ0/1sGJgQMCI1pDJKBKbp89WOLd/gpmZQR57TLiuYus8hDn2Ur73W98TrnHLqEWB1Y7Ywtp05dxTYHIFVBQsy+5J+V4paLGbVZMKZLUYRqimRF8rG2iNhdSIoQWgkph0epbSsTmMdkm1i3U9vLxDMlclO/sEaRySUREduQ4gQ6ViCSfqOGmTPpBYOjssZDJ4GZfFo1W++v5Rxi/bwsSEaE+3VNV6emST/OY35fdbb5VM4eqM8a23ijQdCCC55pol0LPafKRFy5idXcoWBwH81V+tdBxs0UM6On6ygcmJqB8/aZx8Mpx5poCrM89cap5aPlbzv6+/XriyAFOTAySVbtyphkh5ORoc4EQVCSX3t7YGqxW5vhLhXINTXtLPFR8d4Kab5bvt2iWaxDt3wit/e4DCxj4Wn52iroVHqpWAG0dbgrkGHaf2s7c+0Ko+t6lPraBk7PYxRn51hGAqwDqudGKj8FRKU9xBFG2s9LKYNIUUrHJIC2WCQJoOPZUSrV1HsU+a46IgQCtNrbuf2rnDxCVpDGyB59lZyfpWqxKkOA5c0QT0USQAdfNmOZ+uK9f9n/5JOMfnniu86BM1krZGS3LwmWdODLBb4LsFXk85Re7hliHO7GxTl3uLHNvP/Zw83nKXXc2Zl4rMDr71gVHMgQqeG2CUppbtZ+D6YX7jr7bwqZc+zeLeKaKsy+KioqNDvpdt8oT7z+7nHb8/gJeBV26b4FhcwenLsHA4EB19p5mYQknDdZziFVwGoylev/nHnHLeRm774QDP7h2i/91bmHpgQg60t8Cr/myA9OgElT0VMl15qosKR1s8v4bCyj5sIY1TWev6ymSCKlfkRvnTL27hP25U7N0rWfdaTeb92rXwxjcpZq8ZbN9z09MyNycm5Hz+6EfwjleOkf5olIV9FWoLhplY88V/62Pg+mHqnYO4PpQc6J4fY+0z9xA+c0iSSVqB52IyZVLlSKNrWMcjxiYJKuNRWldi4ZBwoS262S9gcZMAXcpzaNMwT+3LckaqccNE5vGyTb5lrCXZ5eZaay34Tek5OA5AoxS2eT8lXX2su+ps0bN+eohtb97C67dN4M9Ihnnry6Wyc8MNsjYaI2pn173O8KUrbiOqRqJKplSbCWGVqHa80ON5g+fNmzfjOE7791e+8pU88MADvOY1r3lBD+xEY926dUxNTa14bGpqio6ODvL5PI7j4DjOCZ+zbt269ntEUcT8/PyK7PPy55xoZLNZstnscY8He4/ipBEN67G4ADmdLNEHWFZOXHbtVnCKWPn48mETi3GbqgvWolTa1DZO26CgYOooz8GmqfDolCwESRALsT4x6KxD6BZIw5juZJxzD9/IWOdrmNRDXHs5hH82xoVTN5ElJNR5snmHTG0Wm8oNp5pgziBGIOoE36FFjnBWbWIGhSPosfklRRrqRNyq1ayL1nvXjtYkAo4qdE98hcS6VJ0Sqc7jxTGOTdo3ebvzSKmmFJEAoXCmThIkJI6L8QpkkrpkIJZ9ljVWMpKeh0pS0T7NekTGY3EasllLNm3Qf14/bB3gfe8T4HJaeZIer4rK5VDakMzV0Ma2dWOXX1sFkCY4fhXVzG6naLJRlTjwlvGcJdvpdZeZmwoJZ2poI4HT5kP38IvqGfbpk+m282QJSU2e1DrIfzFKabo2lnHyNBtNLY2pBr2n95PZPMDRT47xomdGydVE2eX7dxjS2ODGETo22FDhuh5ooRU5noLYEiOgsUVF6urJM/tMhcv6J9ieD9n1mVG+8SeTRIth8/wqdGrIqYjQdhCGGbJZaZjRGjrWuGTCgLf9qs9dR4UXWypJRmp2FrqGush158iWc8wdizGLNZSWrAK2aaFs06YFMqDByzkkjURKjo4WEN2aVMtW7jiUTLqDQjffz1oLroOKk7amSquhSzUlGbWN8YoupjpPWoVGTwddG4rM7Y8gSVg8OE9hsIuZSUUpTojRkEgGp+ZrwppIQ8Z+Hjtb4XB5goGBQTZsgJe+dKkMftVVAjRbms1XXbUyKwwruajXXLPkKAjHZ3RPBExvvnmlTvRyPvXqLPdycPyTMpXPNVxXVDZAfp4IbK9+3xaYP/98+MK/Q3Da2RSPTUozpkdTF1d46a3GWrm+TdqX5+KVC8S1kFxnlpf9/jAbhxWHDguve/t2aWjTGn54m+LlfzDMTb82Qt6vEpo81nPJOAn4DeZVlgfDYboqijVr5Hwtd0u0xnLPn40S1UIyazoIFwW1amtlfqZG1hfpzF4xH5UrcpcZHRNMN+hYk2X4Y1ey/Zot/PtfTPDwLT6RV6Bj6wDFklohQwjy71NOkQbLIFiqGr3j7ZZv/P0E0R6f8WMFZl4rzq+f/7z4CySJqLU89pic4/e9b+n7tObMarnC5U2ry2UFW6oc+byA+O3b4W1vW/n31Q2vLTWK5Y+3xilXDvHbD29h1+0T3PcDn0MzBbZdMMC73i0Z98v+5zA3vmcEJ6oSVPPkc5Kdj6vStHnlHw/jZWRGhPNCybGeI/3YLm25SatoqjdZlF/HNSmdj9xJfX+GiUwfwbnDTJghTh4eZHwctm2H3j448JiPicQMKhcBcYJuJO0qsEXUmDo7DfkuRdLIUz1QITMzQUfHIM88Iyoo//Zv4sp56aXwm7+58j7q6YGzz5Yg79gxqD4+xm3fHSGrQjKdeeLQJYwTobh8aYRXvGkHh08eYqs3RvTNEcJ5H41FZcXTwSYpTlijd3MXKpvBX4R4ah5/uo63uZNsR5bOTZ1NI7ME03S2jHoHOHbWMH5xiIprMT19ONUp4iS3tGFrUKRt7egVSULTpJ02e4nae65CTr5JSbXL/HmXkRrVvvcffkQxfOkg33tAAr0Ljso91wooAA7dNca//dttHHtsvN0cbJpSr9p1mt4M+icvTj/DeN7geayV5lg2TjnlFHbu3HkcaH2hx8UXX8zNN9+84rEf/OAHXNxckTOZDBdccAG33XZbW/LOGMNtt93G+973PgAuuOACPM/jtttu47rrrgNgz549HDp0qP0+z2dcsHgbHhk8E2J8t630ACsnz+ps84mes3pYIA2aEkxKgZXu3pZ8jEHjYnEdAX0mNs0SiNhtWiVgMk00zsIcueaHZVXE2ZM/4JTt76a6CGfOj5JX4lRUzClcFUtGLyscJuVqYqNwbLzi+CTCE+e61nElWuOaJROWVsa6LWvXBPct2TjhnQlZzSR2hRpG66dBY0sd2EYN3eSpKrepJKFzOE3HI9JUdCuhmdnRlAY7iKsBG684lWdufJaa6gSlcEqu2LCGcTvYsUDgFFFak0caIAq9eaqBJQ0TomqDwtos5//GMP92t2JmRppi1Nh+3KBOq1lxucbs6uu5PEDSSKNjisa6OWqzdXQiC5DKeKSFDhxjSWcWUM1sstEuJpOnP56iR88TnnUB6ZF9OLPHyJDIJmyFI2bilFpoRZmjXkd5LtUN25l7ZIzi7TfhNkKSXJ5Up/izC2BM2yDBWml8VKl0SZtEymteuYwbSIySJIDrUl8M+Pqf7ye/aydpzRetbUA7WjJriLZ2PpxnfqqLTFkAtLXieunlND0bC7zzVfJYi0rS0wNJX0GytkqRZgsYFaCTpN3gCcJN1qUSyq+htcJNQ4FSGZc0WxAzGyubYzNuk+thRYklVQqKJWwjgDjGotCOwiSKhlPEMyGOTZqmQuCRYn2/TeuJqw30YA9e3iWqJySxYf5IlTQtNa+7xSQWsi5JKvJNvg9x5JI3AbOHfa57I/zSL60ELmvXikFFC1isXXu8KsZyQPKfgdfVwHTfvpXg+6qrlj77PwPHJwJS/9mYnV1SV1iu0LB8nOh9XRey42P03DxK/VBF5LWCFBOlbYpVioN1XFQhz4HsVtb4Bynb6v+Xvf+Oj6w8z8bx6zllypkiaTQqM9s0W7R92UJn8MKuqRYYDBgw2MSY2LwO2EkcO/abOI5b7BTHdoxbgm1swFRTbAH2YhYDou+yy1attqisVqMyalPOnJnTfn/c8+icGY0WSMjnF7/5Pnz2I6SZOfPU+7nLdV83AkEG3bSRC7Sg/moK97phCPfdR3ACgDxZG76WQPPHOnDwP7qgqGlIlgZZElBsbMFzehJ9qQTWNFLiW2tr5XoNvp7CwK40dPjhYwyRmBcTqIOdy5Xx9eR1tpgI0Ssi3OwDbBD3bcGAmJmER/KjZX3rTGj60CFg33gch0zANoDIcYJEAbPpDcNhSrzLZCixMPNmL169vQuBw2l4NQuSV8Ddr0Wxw5fEa2MJqKqDtc7naS9ceulsKIbbgLrmGqdMOo98uCE/p5wC7NtHyaZjY8C//Rv93LSJWFp4YTB3oZ6TYeZlD8MpF8ex+r2V3N+SBGz4QAK7dlHSpjWWxuRxDbJXwPxNLTjvb4kxhDdvvQJNF6AXiKlJBC2JZZVh8bwKV5n43fQFIAcYPKMjCD3XiXkrOvCRWxIV/VSiCgQPcfBHIjIKzEJ22vHfzBjzXirCJPkkaJMaRvpU7N5NcIOxMepDXx8ZMIcOEfzGXclRFCmpksFGorsLer6I+iVUkU8pAcWSDFOW4LeyiHZ34ca7F+F3H+nC8ckidOaHYJcgCowUeg9BFfPDWeS8jSioMoKWDJ9HQvZEFnLYD8Hjgb8lBGEij5IlQTt9M0YXbEJqmMEeAdasZRAWJWH9thPZ0QIYE8uebQCcaUtgnLQaAMBkCcwkhxQ4/I4BtkHUtpAkZDeej8DaxTNFlbhn+W//lnD0pknOqi1bCKZ27BgQSveioasT0yWCZYgejrsmpyPsMi+0Zc8UU3m32n8JtuFuPp8PixYtekefyeVyOHLkyMzvvb292L17NyKRCBYuXIgvfOELOHHiBH7xi18AAG699Vbccccd+NznPoebb74Z27dvx4MPPognnnhi5hl/+Zd/iZtuugmnnnoqTj/9dHznO99BPp+fYd+oq6vDxz72MfzlX/4lIpEIwuEwbr/9dpx11lnvmGkDIFxu2YCFVK7cx0Ti5WX2SZRj5pTBrNXscmKbJUllLyhmKhfpzA9Zy5JFxRgsw0IwFoQ2qcHQDFimkzhmmoBtmGXvmU3CEiaQTmHp1Ot47fH5CGppFEU/vF4GrxfwgGrV8/CHZVrwNIRgTmTpgDAGy7ShSwF4WRGCYcAyqYxpLtiKprXN0F7eA2ZZZe8qoEMCwCDZ5oyH1woEIajlCnLlQ6QzD4piAH4rB9HSATAUlQboRSBomLAEEQw2AshClRoBwQe7qM7w/BI+m8EWJWhyCOo4g2jKGJQXQ1b64CkZsEUZvrAXut+D/KQB2SrCYxYA0yQ8GASweCtMA9AKediFHAxTgNnUgovvOAeBRi9WSEcwrChoszS0D78OVqa1Y8yehQ0HMMsg4E2DB0GoEEwVJcEDS5AhWAZMQ4RRBMR8bqbKkwUBui+McERGqShBKWYRwlG8OP9sNE89izo9DZEZsGFBz5eQUXVYyJRhI4T/Gv3V83jsMQNmyYap1FMFwnyGEicFEShT/lmCANEyIHAoi0eCGayDN+CB1ybsqmlSyXPdYsDBbpSyGoXQLe6tZRBd8BnbtmBns8hYjQiGygVTiirCSxqQH83DNIZw5RUUluNKSWxDDNHlRMkkyyFMy0H4rWliFWGszK8topQzUUQdjjWfjfM3mxCefgF5yw9LkMC0ArGqVMV2yJghrCl8AUheGWZeQ92565B/aQ/UggzbsiDBmGFFmDEKdBNMEmDbAuUg6Ab8TUEU1Wnyeho6ZJFC8iIs2EyApYQgewDo5ctRp9yI6CIFV11V6TUGajNsGMZbvz4X1KJaMV2yZLaiOjo6t5cRqHx+9Xe/VXs7CnetMfVu78VTn+yEkCmiPuqHP6ygMKEiN5QDTBsleKDBiykhivFEEvr8BLwtNnxWCqeereL3LykYE2Mo2U4pdA5D6OsjnUlVKaHtrruApUsT0K5uw/6uFPxQsXKTgsiqGNJ3M/gMwu0+/zx9dv16pwT6SJ8KQ7Ng+iWoKimwvjovNI8HsmDAKBqwJjKwRAmsvgHeCGHjPREFVlFHfiSHhsUNuOHJG2BBmGE90TRS1EslYrfweMgT+e1vExyD5ywcPUrKazYLtBZ6seFEJ9TxIuqb/TBsCWbRwHTvCBbqnTggdUANJLByJSVvRiIOswtv1QYUL5TCmVg8HpqDRYvobxs3EpuHKNJ8DA4CP/sZPau3l4yzeJye42aXueiitxe1iESIyYMnvt54I3DzVxPo/lAb7v1WCqVJFZ4GBWd+Joa2lZVn3bMohlIoCowMUzKmTmea358Cvz8AQJbhC3vgCwHeoITMYBa+HV3wetrQ3MxmzoE4L4bG9ihG944gNE+C5C0z9xBmAZZhQfJLkBViSzE0A4JHQHSBQpzMBcxUX83lHLq+o0eBVSttpHalcPyQir2/U+Ctj6FeS0GcTEOu88+Uso5EKFI3McFgaH4MvplG6um9SHenoUt+sgUoLAyy/cl5pWsGSroO0wBU2wPp1CTkI90YP5YGTA1MEhBYFMdV30rCbkvg7rsBr4/W9jOfAbLZBO4VOmC92AVpfBhi0YClk0LMRAGWLaBc8J1w1SYgCgIV3hIZbAbIAQ8EWUTD4gbYW7agJCzGypVAU9TGhtYU9kkqcqaCHYdi0EtAWE0hkFIxeUDBDR+K4YL3Ak/d0IUpVoSvNYjJ/CRMg7zMRAdpldcWFWiAd6u9LeU5Eomgp6cH0WgUDQ0NJ2XVmOAZCG+j7dixA+eff/7M7xxTfNNNN+Guu+5CKpXCwMDAzOuJRAJPPPEE/uIv/gLf/e53MX/+fNx5550zNHUAcO2112JsbAx/93d/h+HhYaxfvx6//e1vK5IIv/3tb0MQBFx11VUVRVL+M81mpBTOcDnDBsrcu5ZuORhN2x2qKJv7plH5rPLrvnofSpYIvWTDf/G5yD/xPIrMB9EjYn5Chm3bmDhcIGozgc141ALNAZiGhUwqD7tUvvAtEyZI4aRqc84mevb/PgP11HPhlSxIioTWGB0OqyhgcsLVIRtQPCbyIinkejnrO2d4kRUD8HkM2IYJydCwN7IZy5oCaFSOQtUEmLYAMAE6ZAiCjfqgAcVXQiFvQn//BxHY+SyQSiFT8iFXEGFAhl/UIVrlhANZhi8kw5oskgJpM0gig2AakGwdTJYos9oiD3KwJYgi86JgyDBVqrSXllrwdPdavD+6Bw3jI1BaCSM3nWEwIcOSJPg8JuSmBuTXbUZ8WQCjQgyqCkjpFJiqQoUfkcIQnvn80yiMZQEbOFUQYBQMlAQLliSD6QYsm1VEFnirDmOVgRlQWJES0mzAkAMwbQZPMQfRMiAW82C2Xi5mQ2XC6+o95XApw1Taj4kDw2jTfw3RLEGCTolxogjTMElsWeQFtwJhiEEFsqmhOJEj76qsQ7BoLm1RKOPEbIimhRyrgyUyKCKVyLaYDEuQUdAcXl4Gm0p719UD01nIAQ/MSQ1GmTuc7iMBomDPhPIES4eulqCLDLKWg8AMTPVN4vGbfw1NF1AKRTH/uiRu/ip5jUyLYfUnkpj8fCeQzcKu80MvhoFcDqJpkJfI48Go2YIXWRLDuQQiHhubFvdAOzACKCGIdUGYE9OAaVWshwDCcWtiCPWyDb+uoeHUFsQ2KHhtmwa/pc5AaCSQki5KwgwESRCI39s2yHPlr/cin6+DPpkD03UERA2s/J8VqoOvjtbONAHGbIwdLaBY34L3fyKGeLy24utOxqvlCXw7r/NWSzF145ury3bXUsx5sRWuNJ5M6akeT3Wi4Vs1wwDG0wSFKGaLKPlDKKoMmgVEogH4G/2Y7J1G1qjH7+QO5IIxXLxoGMvmHcGEpmD5+TGccRXDgzuBA3uBtVKlchiJ0DheeIHWxLIITnToELB2HcNYmqyZUy4myrW6evKYJxJEAzc8TIoOVwpb2hRIXgEFjQz0bBbl9WYQRRmFCQPTkzZYwA+fnxgNpqcBTWPw+TwItYaQTWUx/OYwpAXxGdaTxkYqHsIYzX1PD3ktX3gBM0m6bnrDM0630fS7LnhRhLc5hEyWYWoKgC1D8EqQtCzOsLvwalMbvvENhtZW4PHHibv5/vsdYyAcpnENDjowoRmmhzJWnM4BKdM//znRFl5+OXkKjx2j+SkWKULHWzhM7z9wgPDs7jWptXcAzBQB4Xzlx445875iJcOqrXHs3w9MTAL33EsGhduj3RhliF2TROrfOyEYKpgNMNMi3IDtuCRFWUBwXgieEB8bQyDqx3hPGqldxFLknDOGtlOT8PR1InsiiynNB1gSpKJOTipRQLCVHmTbJCtb1rXAvziGujoyPrJZUn7r6sj7394OSMd7cc9fUF2AXMaCtyjADkYRX5QgR0qVpZqZpn0kMgnM1nD0DaoPYUBCoQSERAm2aczAOsFIofZIJoRSCRl/C9R5p+LA9KkYS6UgllSIIQVSMIa6XoZbtlZCa7iRv/LSBPYvbEMzUjgldAz77tmNicPlnBvbgiXKMCTieRZsAwTzZ2ha04QNHzsVu/vqMZBWEDsvhg9eS3UHMm/24v4OGnt9xkLAEnCRN4BSCZBLefiPWNj+cQF7VkSx8gMrke1Lwxfxg8kSRK8EM6/DshnAi1kxG1YgAFOz/v/jef72t7+NUPmUfuc733nXvvy88847qff1rrvuqvmZXbt2nfS5t9122wxMo1bz+Xz4/ve/j+9///tvu69zNwaLiWAgJVW0jRnrUw7KUCIKbEHA9GCOSvmhbAUxG45fthL7W8qVKDvf44MSEGGGZDCI8IdkMEYZ2g0Lg5jum4ZlUtnpXCpHYWjLKe5g66ScizBmKXMAoKslCK+9AibYULwGPB56vi1KkHxUgYiJDBCobjwrY5cF20aJSTAgQ2SALckgyKiM+vkBbLg0hvHDUbC+EQh1ITQ2MoyMAIwx+HwSoBWw6LQWXPSP85Ddm8RvPtEJnCgCjAC6Mkpgtg1BZkBdCLoN4i1mJKglGTB1IOC3oAsMYn0QQmaK5kwWEYlIKOZ1ZLQC8rIXBxqSCNcL2C8nsWykE6WBLAzZDwYJMjMQEgoIR3249Adb0bAxUaFItG+Ko3CgF6lfPAFxbBhpkMIk+SR4g17oGQ2CyOBrCEJN5x1Pbc2dgpm15swRHNsM24bfZyMQ8SA9Wg+oGZhePzwyEGoNQA54KryOjAElQwQrFSHbJnm8gZksY1FwID9gDB5TQ6Q5gOnRMtzBsiGoWQQbgrA0QJCd/pk2EFBsaLYHRVOCbOswIQHZLPwR4hPNTBiwtQLGmBdHsAKn6K8iGBWRnQIkEdDJ6UB7URQAy6bzARN+Ow87L8AwDcAroa5RgWlLyI4ZwOgITvy4E7s2dGBeMlEOCyfQdnUH6nd0YfxQGoZtQWj1QWkOY+UHVsBqW4w//2YMQ/0MPg/R43UhiTaTsKv18/yYZmEYZaWWL4YlCNDEMCSJwaNlIYW8WH7pErz2vVcpklHmgObc3kK5xLtlkYFkWZToQtAjCs1G53mRUxjMvAb2nnMxlRGg7CbuZ8UnALYEu2RAnSigvsWL5DeTWPd+mvlqxReoVD7nglJwRUPTnCpwc+GQq5kxuEfv0CFiSpiYICXSTV/H7+rR0cpiK1x5qdXcfNG8aiEPRZ8s0bCaZzpSTCGwK41QxI9slhROTh8nSQJCrUGYoyo2tgwhOrYdkRfTsGULEUkABqPoCSbR0JAgmrZ6G0dfSMFrqfDWK/AsiuGCC6h4xq5dpDw++SR5YBcvBr71LfouTgX3yU+S0trTQ8qzXY7A8HM5/7QYWtdEoe8YgemToKpshvXCtm1oUwWIsoDG+T5k88QgUiySEqVpQDgkwSppUNMq2k5xvPRLlpCn+9gxUvY/9CEyYlIp2guxGH3/NdeQ9/eef05BzqSRgx/aMEOpWM5bBOD3M5g+P5qNNFY1pLBjRxyHDxP2VhTpOzZupDE/9BApzvE4FbThkQPLIqW3ro76k0yS0r1rFz3n2mupMMjvfkeFexhzIEmGQXunrs6hznMnPrr3AGeDAWjOW1ud1JnqPX399U7yYS5HyvvkJBk4HBriX5WAurUDTYe6wEaHUZwqUlK3INBPSYYRDCOd9UAqUJ/CYbr7rElaF34m+TnsCyZw9Tc78Oq3upDemYYAoewoE6D7gsgWZbAyX7M37EXy81Q+PRolxdkwqJ/r1pEH/vK1FGUxVMI0GyUJgmAgmB8BDqXBbAvFvAGzQSa+5qyBUs6CZAswDRumKOCNY3XwlwSIzIDPL8OSg0BhegbWSRBLGyFZQ6HOD7w3iXkrGfr6gXxdHPk8EPQDSxsoGnP0aG1ozTXXkMf7yJE46lbGcfldCdx/+X3IaSJsyQNbkqF4gWxGgWAZCHhK8MsmLvvxZZAXzcPj3wFyIaD7ED07v4/GXswW4W/0w98oIZ9WkU8Nw2MDSiwMORSExAyM7BnB6L5Roq+DgmK2BKFokd4AG7CtGZuomNWRY/7aguq/0N6W8nzTTTfV/P//r1GzbECwGexgENDyYIaOYGsAwZYy5tEG8ipgjE1RQp8IWBZ5qrnyzBUXJgr0GmOwbBvjnS8jEg9ATmdgQsLoKM/K98Lw+iHkCO9rlWlfuNezGl/rbjYwA8wSLQMerwCPWYBhSJCkMo5UCcJSp8FKJiS/hEzJS9WxSjoEWYC3LgSljH0NhWx4iwXUt7fgor+P4fQzGIbbSCkuZbMY6vdDMyT4JAMySIic8Zkk0uMMS85NIPnNDtz3Z13wTachChrCQRtGToAnEkTe9sC2AF9IgsxI8SCMNWCYAvIqYNseBJkHko9hctxCfiqHYJ2ARae3oP3mJOJjCRw+DPT1JZBt7UBwdxfssTQ8ugZRYpCi9RhvW4EXXvPipi02ZA+b8bpl3uzFE1/9DaSJaVLeZREMDKZmQi2qFFWwbFgFDXK0jhL7TAdHTZMMx+plgCiLlLwCwBbE8lrZ8PoF1NWRp0qVFShGAbJPJEsaJGA4h3IkAshWkRRJvwxJU2cS6UwDVA1yZq0FWCUDpbw+U5LaYgLhxy2LvMg2JdDYZQygEhQgWoBgGbAKHhQ3JuE91g2vmYZV1OCBgDFvC54zk7ANL1aar0MvUdhOFGmchukkYjIBMOCBYVs4EtuM+VP7ENCnYIZCmMox6DpgMLmMRc/imS93IbW1Dcd6GRYtAvrCCXz67jaYJ1JQ0yqUqILYBoJ4aBpw+rPU/6VL6UJ+7XACY60dOEPvQimbhk+wYEd9CLQ2Y97GZozuHcXIkSwErQTZJwAtLRhbew5euvtFsKIBeGSwIod60EzaAHmv7TKsyiwLaY8MUyAu3vFxG6W0Bs+CFmQWnw61wIDGKBYPdSHTm0ZxqpJyKbGFPOyjo7VD5FyBuPDC2Z5AnrDFKcJ4iWtBcJL/3qq5P//666TErVnjlEx+u0wa1Y0Xftm5082eMrsgTLWCX8FjewDYGFbh0aiSo8/nVLXjOeuyX4Js57B24gXYzILS4odcLqk9uncEXX/diehFHSiNAw2vdGHbfWmYujUT5Wi5KonmZocqkPfhvvtIGWxoILzujTfSXH3968SpLcsEUfB4CDNN3lqG8/42iQdu7IQ6nYUu+zE1KSHoM6BnCvCGvFTRVDegabLj5LBpTLZOYX0lqgAgb/LmzWSwfP/7DubzggtIeRUE2g/BoEMfd801QFuTiiHLgi1JM4VDeLQoGARsRUIxreGMtSqGhsjjmcuRXBkaIgrL5cuJYzyXA55+2lHct2yhfoXDBHEZHKT5mD+fFOdgEDhxghRCQSDv9LJlpPADzl4bGSGmCZ7bUL13+FnYtQvlvBrq24UXOn2pNgKXL6fv44WCenuJ3WP/foKWdHcDpXkJTC5tQ6udwnR/HvMaVJyyTMML33gBBdsPQ5BRKCvOhQLJW59kQJGddak+h+ven8DKS9rwmRtS2PuqinpMYpnejaCWRmk8N8PXzM+7YQAf/CCdjZdeon20di1w4w02HrisC+poEZ5oCKEgg68EaEyGNyzBmMzAMmxIRgFG3sT0CCXBCxbgLyfhFUItKCxYC6luD6TxEWiQoMMLb30dxEIOhmY4VWnjMehrk1iYTOCmm2hcO3fSXHGqzOlpMki4J7/amP/970nu9PUB538vDru5BeaREehMQn2YIiOhEIMoSiiOkec9vikO0yobhwdsLPalMPZyHs9/5TkUs1QxEgD0vA5tnAwWxoDcaAGZSQWKImPBAgnT/VPQVR26qYLl8uVKv8JMURt+/6lCEC8GzwWm/vqdCbG3aG9LJPKCIG+nhWvFYP4fbjNYVgY0NEmA7kd+2IBRMKCr+gy5t4+VYLcEoTQFkR+eRmGiWMbJsplkOsbhHZKMrB1C0ZIRzGUxPu6DZHlhjWWRt/0wIcHDdPg1FTZj8LeEoGoikM0BlgnRy2AVzTkB1wToJwtUrvNDQgmaLiJ7hCo21UUklAwBtihDYAwG80Aby0OADFm0IfslBBsZGkQbU2kD5lQBesCLvfVJ3PW3DMuWAf/2bwl4PtCBY3dSfXmZabAkAcHVLdjyd0n866MJ7N1LQuNb30pg7T+2Ye/TKbTFVVx8pR8P3rodat8IDJ8NSWbw+RgCdUFM909TsqEoQbdE2FoBPruAoujFc/WXY6LoRyys4vNfVXDuNTHIHoZTDXdySwItW9sw+HoKxYPHoAx0QxvLQhh9FcffeB2/2B7Flr8jIdcUtfHbf+pCZrQAywSYIM6EvQQPFbyxLRuiLMLQDChRAUU7AlM3AKMIqZinwiWucBGTyAvLGIPFaAcxm+a0sVWewbGFQxLUEUD3hZA7kYXYICGbYSjpdDGEQiREbUlAfYuMzHHyHsMue5ks26mmSF2GyEzIsgCDCRAs2h+6weD1SjA1AxBJIZT8EiKtMgyDGDqsRS3QzzoVyz96Ks4v0wY985Ifzz8ASIMFFHQbWW8UgcwwKS7ljHOAEWOLZQEM8NkFWEzA/Kl9CBqTEIIKvF4ak2VxrCRDSfdDO5ZGvi2FnBrH5CRhHOvqGTJCHG2nuPC9afoZjQKnnUZz19oKvPwy0C8ksOi9bbjqqhR8loqXdik4VoghtIrhT35gY3hXCiN9KuQ6BQ88F4N6NAWxL436ZoUqA5amZyj6Zs5o+fciU+C1SLAXmR/jaRseZsDIFWBJXuTWJzF/AaPs/NMSuO7aNoztTSE7okITKiu5AbPxwIZBF5mmAb/8JXE96zp57BYtAi67jJQC0yRl5NVXSdlduJA8h+7kP3erhlK4KcY0jbycPh8pRJZV6cHmRR1efZX4l08G2YhEyOP8/POV7Cm1Qva1GB0Mg5QuxVJgQcDkmAFfSEZTkw3oBkoZJzlaV3V4GENdW90MtyyTZQTjEsaOZZG552l49CJKchG+Fj+ksITplAE2MoLBH3Zi+twOBIOJGeyzJJEi+corTnnwLVuA3mM2+l5KIZhXYXkVxDbGUN/A0NPj9D98SgJbv9OBzs93wTuRhjqqoSgLCLa14P3/cg5e+daLGNkzAq9PQqHAZpRa2yYqvJZ1LWhaG5vxvM6bR+tqmrQ+ul4JtzEMUpzd7CSXXq3ggV8K8MBAyZLRECElhivR6WEDEAUEmxU0lekCzzsPM+XTDYPWJx4nxRpw9uEbb9A527qV1jSdJqX0k58kZXlggBSuO+908NDDw9TXyUnaq7t2UX9XrHCo86r3jpuHHKhMSqyVXMj30JYtBG0plUj555CSzk766fcD8XkMQ0NxqC3AYBC46gYbR3/bg4HXRwBZgt/PnLvYsqFPFxA+tQWxDTEYhuORX7DA6b8kMXz+u3F89av0+6H+U9HmTWHNYhUdH3SK57i96hdcQEbA9DSdhanuFPIDaVheP4pFYrjiMC9RZND9CvJpYs+Y6p0CQDBKgaFMfwjIxRzUvn40XZmE+kAntHQWRcGPDPMg3hJCcSIPySdhw6c34/eTm5DLM5w44RTOcXPBu2kE9++nfvJKojwyBgCwbShTKfQ8pSI7fwWEwSn49CyMgh/HJyUwy0BQpEqJyc8nKXIrUFXm0k+Icu/hCR12QQOTRQiSiGJGg17QYRtlJYYxwDRgWTqypoxikSHQHMDksUkIuRyxpTACkDOR8rtgm2AQgGAIkfWLgD/MLa/+M+1tKc/19fVvWT2QqNQYTNM86fv+X2vMtiDAhCXKUMIS8sMFtKxrhRT0I9PrkHs3r21BYdM5GBj2oiE/CG3cxuFBP4ychg3ZFxBqkMEkAVMZASVbRjFLnrSC5Qem8tjXnERTvhuhYhoepkGSbIBReeC6mIJsL+GEbUGAIDAwD2AWy8VN4Najy1zQlg3RLyEyz4fMCQNHG0+DMtyL8EQakq7B0gRMeOPIrjsH4RYfho8ReP/C92iIHnoR4z1pGJoGQxNgRFqQXpvEKyMJjI4CA/02vnxrCoM9Jg6yLSh4gYi/gFPOUvClh2I41suwdy8J5r17iRz/wx9hmOiIz1AYZdYlIQ52QtayCNf5oYQljI8KMAUZTGYQRBHeTBoei5KxBEHEismX8KqcxJv5pbjnGeDgFFElqapTKIIucIafHS8i9etdsItFlEQ/LFFCfcDAZPcIOj/RiY4fd8Bb58XYwTQM5gGzS2W6PkoklmRKvDBLJiyTkh0zUxYskUHyyfB6JcgFE0pEgeiTMHRgCqxUBNMtyIoEf0RBNpUjoScKCMdDcB8xs2iASSLyKzZCeOUVWONZGKYfuknFAvLDjieLwZ7xHvNwgzs5ThQB27SRT+Vg6+XSxmVPqmyXSAj1TQOGCZsJCDcFYRR0FCYoSnDhPyehxRgaGoBYPI6+Z3uBZ7Zj83CalBdTgKgEYBZFyCIpyjbH+7u4s5nAUBSDCBbTkMwSgs0+hJocxc0jUxU1iBJsQ8OB11V0G+RBkmUKcw4PO16QGWhNO13E/IJ9z7k2jr+WgjauYvywgl9si2FZO8Nx1eGTnZxiWHBGHAvOoO9uOQS8ul1FQLdQ0CX46hgyeh3hsi2jzKlUPkWyDBsi0kIrRBHwW3kgm4MuCfAuaEF+QxLtFyawZYsbJsGAWBxdu4HHHqPHXHWVgy9144ENg7x9hw/T2dA0MphKJRo7QGwPL71EStGyZeQlY4yUF54AVt1qYaI5n3Q2Sx7nxkb6fD5fu+S2KJIC4mIrrdkkic7e5CR5plascOjJGhqckP3EhONhX7KEFLPLLqOLGgAa6mNQX4jCHhuBZpmw03mYRWMmtMbvHV9jAAApzs5+YigyH/yZURiCB9NiHQoT9B7TkGGLEjx6FvX7u7BobRticYYVKxw+48lJ+n/LAh76p15MdXZh43AatmlB8ggIsChy65NYcQZBvRyoQQJLvkTOgJFjKpoWKTCWxFC3gSH5eYbffKIThbEsbOaHYREVnjZWgCfqxVmfTWJyyqHqymYJQrJ0aSX8ge8rw5idhClEWlG/IIT0oXFEogH4wp4ZZVArkDJoRlpw3IjhtgtJYeKc3k89BTzyCK19LEYK3rp1dNZ6e+kZikIecbcR1NxMkYVDhwj7nE7TezlzwrZtpGQPD5PiHArRGldDNvjeqWaVcRt8vHgNT24FKmEe69fT+p1+OhmSv/wlfefQEBkjgUClvGiMMpz7BYqUatNZ+KN+TGUJtmhnC5Drvdj8N6T0TaSdCpwnTlT2Px6nKpp79wKRRgZWF4d/LRDbRHc5H8cM5KOPqAE5POroNhUys6DL0kx0hRRnWnvZL0EUGbxhL4qZIrFqmRTtE7wyVBYE04uQXunCr/I3whvowMLxLkTMNKSiBkMVEN8Un2FyOXFf5b6pzp9oaHDmad48Mka4/OR5C5es6MXQHqI8ffPLFnyGgJIvAE/Yi9JkHoKmwWYCirEWJL/pRNp4EnAxW4QGP/KmCL+tASUD2RMZMJGoZmd4q2yCOMpWEYYgU6KlKEPyStANne5OgcuDMjRWEKFJQfgL49iyahjP/uHkMuudtrelPD/77LPv7rf+P9QEmGCwIcLCdN8UlKgC9ewLMKK0IXF+CuvbqWzr2HENj332RQhjaWQsCyITEJOjYIsTUCyGQNQHMAbNBsw8hQNp30iwixqG1AZsl2/EAiWFAFS876xx+F57AeF5fvLaMaeACWzM8DODkeI0A+UQCe/KRIZwPARDM6AZAvapi9Ern4PFdSm873wV+w8reLU/hmI3QzRNAvzSi4GPfxzwehJI7SIv2gs7yJu3YSnD1LMA6+vF+lwXPI+kscS20GYLyHiiiFyYxMe/EYfsoUty7VoSMqtXO0kv/OBGIsCKSxLoRgeCe7uA6TSmBzWUigKMpjjY0sWoP/Qa9DyDr8EH5vNBtA0IAyO4QOvErmgH+vsTOHiQvGTxOH3P9dfTd+glG5knu4BSEZocIqork2ADkRhR9rzwjS6c9ZdnwjYsmIKXKJttAKbjSKaMZ5p12ypnV3ts1CnENSoFfbjo3y6F1tqGz3wohcDoMSzMd6M1kIWpmxAlKuRQt6gO3rCHnjMT+i/A39aCJR88FUciUShvdMHoT8NjUbGExpUt2PLFc9D1jy8itXuYIhwFA0wWIIkMpm3PcItbBnmZjaIJQRYgSjbMIpVQtfIF5G0LReYj1hPGMDVaQrjBKQ3bdSKBX5XTAy5e3oupuzuh54uwZD8ERYJcMiBpGYgeAZFEAzKD0yhMajOlxpnIICsyAq0hCAUZRgZg2SKKYxmEm5pm4Ae2TcqCmiHPmOVXUEzT355+mjxWTU2k2J1yiuNp27WLMsAvvZRgNs/9aRcad6WhFyw0WAJYfxQnzkli/jkJDA5WsgrwSos9PYAmKBBlASXVQPM8GeGwF7rugTploFS0IAkmvKIO3wXvwQt9C3AkF0MsBrT5UhBlFYvXKLjhr2KYnGLYtg340Y/oYrrySgpxHzpE/3hO9e7d1Ge3B/eZZwiv2dNDysvICCm0pRIptdEonZcHH6TXRkZo3tra6IL1+8nzXksp4Rd3JlNZtRCgC/rMM0lZ2r6dFA3uWQMcpb6nh76Pe1vn8j4bBvDww+S91XWCPsyc7RU0dp5wdvAgJerdcYdTdKS1ldZmOsPQclkSU3c9CmF6CgYjbxvta6tMNwiMpy34dMwUyrAsMsRkiVheLEmGYTJoGXrN7yf8rzfgh5FJ4/LTU7js4/EZhfTHPybDxTCA89t6kfllJ5hWRBF+lCDBYxrwnBhBQ74Tp3+kA5lMYkYp6ukBbruN4aKL4xVUbpEI0LyFYGqP/VUXhHQasq7BhIBJTwsOx5KInkjgunMrqbpUlX5fupQKn7hbtaLZ92wvnvt6FyaPTaKULaKY0SB5JQTjYeQKAkrTVKHPPCuJ1atYRZGT5mbiCn/5ZfKsDg/T2tx6K8lqXSdqtWiU1qsat9zcTLJ9epoU5dWrAV5XjBfiaW2lueAsIXNBi6qx+e7/54mru3aRYn/aaZV4/U99yvGgGgZBSg4d4oWZCMN76630uSVL6LsSWxK47Mcd6PpmF0YPpGFOafAyAWZzC7b+YxLhUwhucTLGGEmi8zI4SMmcgQCdyS1b6CxWs9hwrzpXXEMtCgJhAaLfgDcozxiBHHttlyhBupgtomFpA2CX+YwlSgQqpgAtJ8CbTWN8fwpmcwJH57Xh3GUprEmouOrDChadGSvXP3BoB3mxormMkdtuo7+7nRXbtgGHt/VCeaYTYbs4A5fyaQbUdAYe2YO+U87FzmP1EEMKrv10DNIygth5PTa6vklJwP6WELKjjKCNcOUFWTYEWST2Jttx/vlsDYYviGwWKOYMSJAgBxhKJQvQTQigdRa9EjQpBK0ow2vkMNyr1t5o/4X2tpTnzZs3v+tf/P9Ss8HATBNGCSiu3YRHdyagKMA+XxwHp4BVe3tReOgJ2MNFZA0/4fckA/XFEQhH0rC9FoyiAcknzyShiCKFO0N+A2ODAjwNCupKDJ5oHAuXANf+mYInbxJhluhzHp8Anc1AmQlPJzAgFIA9RRXiWPlPkl9CsDUE5pORT2Vh1LXANy8G6QiDMC+OIT95bSenSPgwRkLviiv4hcwQ30SZQksudMKxK7y92PZkJ0pmEYZMiWVe0UDcHIH0bCd+/PkO1G9I4LbbqIzsoUMUmuZKhhtbuXUrsHVrAg31bbj3X1I4tk9FxlAQXNqKyFP3AoaJ8KL6GcoeQEZ8hYSpgSzOk7rwpNoGr5dCqjwYwi+InudSUI+nYfn8gMFmMu155rsHPvS/PoKWZ3phWTZEgZIoBcMoU/DQZ4SytSv5ZZiWCJtZkLQcVF3AhNCC4ZYkGk4kcMVpQLExjt2jcexpOQdXnpXC4hYV3vQkxn/zCrJjRYiSANkvoZg3UEpT6H96bRIXb2LYsqUN6b0edN0/iBMngIXJ+bjk1jgaowzaMwzqzk5IFuGvLd2i/WhbMwmpzAJmSqeagGATZ3OgOQBtSoPlV/BC5Ersn4hhdXQY525UcfXHFazaGkNqmOGlh8qE9LaNwV1d8OSKsAIhiCJDYwTw+mQYhoTCSBb+iA+XfP99ePR7g5h45DmIPhmRFg88QRnFTBHS9ATsgk6Ydc3A2MExeJvrUIIHxSIgSTaCQgH2khY0LIih8UCZE1knBfLoUdqPr79OQp97cbdvB5LzHG9GfbMfECVMTxjQJ0YgP9uJLTd2YDsS6O8HfvIT8oz+/OfkmVIUwBeJwYpE4ZsegShKmJxk0DQGr1dGQ4MNYyKLlnWtuOIHp2PNDqqWqOvA4sVxcGSb7KmsxLZ/P12mv/kNfYfHQ8qwx0MesnDYubQ4HvjAAVLcLIvgKg0NFP7mUZRcji4yXs2toYHwnmefTd7ARYtqMxjMVbWwp4e+6+hRUqB7ehzP2ugo8Otf0xhWrDh5FTp3m5gg5YbDAHbvBjo6nM9wvC/v0+9/T0aS30/jb293FOkr3t+Gn24PInNEJbpD0yb+XEWGEPChMJIFshloniaEw5jBRssyYJd0mAzwBWUU8o4ssCx6X7RRQnZIw3mnq2hupvGm07TfEwmqLFi3uwuaVURBCUHPUjZD0ZQxbUow01k8/tku3P5qG9rbGXbvxkwBk0ymktuYK7ir3pfAiyfacGJHCgFBxYkJBTtOxGDrDKGXaE14gZxMhhSWFStoj/f3kyHilpVc0TzydC8e+HAn9FwRcp2C+jYvJo/noGsGpo5NwvL5Me1vRU9zEhuWJnDllfR5dzTiyisxQ51mGGRE7dpFUYnnn6f99atfYQYrHY1WKsG8XPyqVbTPJYn2mbsQD5+Tt0txWN144urQEPXprLOo/5pGynQk4nin77+f7pnFi+ks8cTD3/2O+Kg55R1XoNvOI0jfkw+rGEgrWHpuDN1Fhl9/Z24WGnfLZOgeURTyLDMGfPWrNBfcgXP99dT3xx4jHmz+96a1MYQXRzHZPUJUqxrdM5OTgJq34SkV0LAgBG0sC8krzSjB/DwFg8QdL1salsVVpALAqlUMa9fGMTwMvHAUmH86IAmYgZ+4lfjubjKYL7sMFYbgpZfSfF53rY2e51LIjan49TY/0OVwTssyRXQEj4zwfKL3C5kHMf89NyJcx/DSy8Dd95DT7As3UWVGfyNR7skyYAcl2CWRKh2Wx2QaxMNfrm9MbHvMBIOOgiqBFQrQ6xqgCFkEQx5MTwJ6yYLsFxBpIeMjP6zDggBNUN75RnuL9p/YutRUVcXAwABKPMui3NatW/df7tQfU8t5G+GxvGACQ5AVUNx1FIGlZ2Fqmjg8Dd3G4ONdULJFFKQQdIOBWeTl9IQkSMUMbMtGfqwApZUytHWdDp2h29D1AhBtgVYfw/mrSWHI5YCXjsUQaoti6tAIgnEJdVEJmawEXTWgl4i+zmQScloQgYAEOT8FQWAIzQ9DCvgwPWGgeCILSfEifGkSm2SGYokulfFxOkTT0+Rh8PvpYAKV1qkbp/jLe20c+fsuyGYRpVAIZonB7wVaYzIAwh5OP9GFe7racOAAww9+4CgZ7lCQYZBQGRri/KUMx7Q4cq1AUAE6Ng7htfvTKEh+ZEfZjEXPWJlWqMmP3HgaV16awogYx86dlGASDDoKhaRTeAweCQ1hUoCmp8tzrhbhMXMwDR1v/McbMIsGBEOD5VOIo9IiPmfbsmGWCHIRbAnikjveh5LgQ25MxQO/UfB8TwzQGZp3U+jQR4EFjE8wvHY8Dq0BEBsAYXMUwd1dKGbLyWSyACXRgqk1SYyHE7jvH3rBXuyCJ5OGCAtNIQHZdBQ/OJZE/JwEjtsJlDZTEqR/ehh6rkic2UyALnrBAgrk7ASFs2ybohAegvbkR/LkMc9PYHPTU4i2bcX8cxNYdQaw/HzKjXvqKQrXGgbQHkohUEiD1fmhmTT33vK4ZJkBET/Ge8YxOcXw6uFGLNBFFCwFdpahwSoiMzBNySqSCIuZsHUbesFAsX8CqlwPQRYh6gWg3osPfiuJj6xjGBwk46q31wkb2zZBGj70IfI4GQbQc8iGeRd5M4LxECyLzl99VIbdKEEbzeLlf+7C4Blt2LWLoauLLrrJSfIQ5fPAZZcxnH1TEi//TScyg1lolh8mkzCdM1AcK8AT8mLTp5P4q88y7NlDCvCaNbS+oliJy1yyhLyuiQQpYs530L9cji509wW2ZQslUWUypACvWAF89rOO10qSaB9HIsDtt1OCVqlEnvS1ax0P9/Hj9FyOD+WFJSKRuasW7t9Pz1m0qNIz9thjpIDw8+/26s2l+BgGKTILFtD/5/MEK+EKZLX3GqCkqXnzSGGXJJqH972vzO37T1Tu3RNtQF247HFmAvJFGWPjNrx2AZJBFIiiSHSAY2MEUUCmBFEQYFp0SRNNIH1fNAqU8gYkrwClUako+RuPk8KzVEkh25dGfdyPeonBHiKZyBjRKJo+P/IDafQ8n4JpElNBqURz1tNDc/ie99Dvg4PkBQ0GgeODDCk7jqAfKDYCdXmSu0NDpGxedx0pyfv3kxHg8dCY3Ewq3OCKREjJf+7rXdBzRZhKCLbFAK8Mq8GLQkaHXMxB9zXglSU3IKcKmNxOkY0PfKAyUXXjRhr36afTGWtpIcX3ggtoXXSdlE7GiGXjwx8mw43vhUikktYMmF2Ix+ebHRV5O43jmjm7iWHQ3TE1RfutrY3maWLC4ZPm7DB9feSw4XfNSy9Rf44coTGvWlVOqhQIzvWxTbUx5W4oSa3Gx5/P0/PicZov7t3ln//NbyrPFeXkMOxvSEIpdEIcyMKUyzz1pgGWK0BlXmSbNiGcegE+zYBHIWcbn49IBFBkA3pewBe+qsCboH3+ox/NLn/ujkK9+CLg9ZKR8dxzJBOXLnXgGuEwwSy6vtmF9KE0zJIFX8GGmdMg1wchSaQ4j43R/vD5GIKNfmSPpzF5IAVjeRzHj5MM2LsX6HlTha5RZcaJiTKOX2YwfD4glyszHHFDl/JNGIj6z7ZseFkJdqkAw+tF/CNb4N/5IobfHIEuhGDJDEWLznA4bEMbK6DU2ILQ0tZ3vuHeor1j5XlsbAwf/ehH8dRTT9V8/X8b5jkUkaFlvDBMIGcz+MbS2PSeFOKXxxEMAkdfSMGTTcPX4IdxgrkhoPD6GOoaFUwNqTB0EcV+wsFZJlGoyVoBnkYv2JlJnBJg8PudA/3IowzLo0k0dHeicCwLQ/JD8gVgq9OAacKCgIIYhFXSYaIEwR9Ea3sQ6eN5lEZzKOoCJsUWvK4nEdqbQFMT9Wt6mpTNFSuIr3N0lCz1TZvI89HTQ4KAYyJXrCDhc/DZFOR0GiWPn3BZzMFqAQyC4kdgIo2mYAo9PXF85zsUctY0Etbt7aSoPfCAkyUNkAe6vZ28HytWAE1BFUbRQolJMMshTU4HZVlA/3EJYkHDgd+p+Ot/xwwZfV0dXQLLl88Oj3EvmJEvQlCniUuTAcHWIIyijuxgFqKWgy+iIDelQzQMoMwRnPE046KvXIBlFxGWS9OAV8aA1iyNff16EmB83UWR5m7pUupTty+B5i1t6NiUgpElFommtTH0HGa4+yu9EJ/qhFUoQpX9MECFDtA3AnGwEyfsDoIiIIFUYxumD6UgaXlEgyoCjQqmzQDkUh6Bpx9HwfZBEmyEAgag5mGWykZAmdZHnh7HaejE1nM6sHAzjWV0lJSniQlSNG6+QsW+r1koydIMdsW2bRiqAcuwwEQGs2hCm1BREBTi+DYMTE1KwHgOgmmDyQJM3YZtOKhsATaC+iSKloJCXSvY1iQaNiZmLqlkshyKE8sRgikb0VIK+TdVrKxX0F+MYbE/hcwx4vwkjzGdE8JIMoQa/MgcSyN2Rgr5PJ3NyUlKsOOsBVdcAcTjCUSjHXju613o35mGrWsQLQFGUwuMZBIjSgJvvAHksjasEylI/SqGdipYcFoMYGzGCHzlFdqz+TwpT5pGivRll5G3rLub9sXEBF3MPCmwUKC/e7105uJxJzmSG64cT3zZZZWK8cQEnUl3gs/gII2zocHBildXLbzmGnrv8ePAo486SrdhkGcsEKA+zp9fWVGvVjMM8uY/+CBmwtwrVjjnr7owC0AyRRDIEFmwgN7b20vfk8kAvQdUiIaFkikBMkMmT/OZzQKlEkMJQTRgCkzNY2yIoaGJnAiCWkCB+WF4GhDSMmhoksqRBJI5Y2M2zMkClEQLhHkx7LyHMOOSRP388IcBqV/Fb35owSNJkGRA8dP8iiIxMDKJPH3qmIrHHiNFrb+fxmxZJM/+4z/IA+/3k9LY2EiK68svk4dSEGguRJGUTG5UUPTNWVs3BMSNsV65Ejivnfa/XOeHadAYBZEq9GUFD+ALwatnsWX1MJ7tjiMUor0BzC6cw3H14TDtm5UrCeKwahWNr66OxrZwIb2/2gvL+82hFu+kCuZce8pdzbC9nQzF3bvpvDQ00B7l1H3btpE3ubpx3HOhMJtd5LTTZicj1sKUV8+7OwLA+7l5M/3bvp2iKH19tPcDAceAPH6c9sPkJO0FwyBFf2AggVCwA0l0QZhIQ4QGURRgRlvQPy+JyMo2+HoPQk2PQJpP0bHJSQA2EArb8OkF2E0tePSVGFZmaEy1YCbuKJRl0RxmszQvTzxBn4vHqZ+/+HIvtIc7USpTyEleCUJaRTZjwcpmUcpKyGgeTEzQmQAAxSdBgIalcRW+RTTWw4fJYXD4hIJ8QUBhyIDJnPtXDvhg5l0Fz2yKouqQqLYDTAgM8Mkmmje2YM2tSax7fwLHn6c8gtJYFrrkh9cnwSoaRA8Y8sLcnMTKVSfP2fvPtHesPP/5n/85pqam8Oqrr+K8887Do48+ipGREXzta1/Dt771rXe9g//TW309UGDccylBtDW85ywVa95PG3RfQMUfnrIASYIs0yExy0QYug6YkKAbAqZXnobASC/EyTTqBA2GLaBY34Kma5JoX5UAepzwCqe51mIJTJzTAf9OOmiGbcGSfRTuAIMHJQgQkPG3YHJ1Elf/qA0PfjeFySEVr+1V0FeMQS0wKAcIR9ncTAptMEi/L1hA/59IkOfhRz8i4fLAA3To6+ooK7+rC/CNqGi0LXgVCTmVLjdWnpdiEfB4JfhlDfMbVNQtpYuD0xXdfjvN49e+Rt4XwyBvwvz5zmFnjHBQueE8bNOCzDQUdD8A+o5wuBzeLxqwbQEHehV885v0WdumC4pT7lx3bQzRFVS1zhMgAZTP2fDmc8SqIACyX4YleqA0eiB6REz3T6OU1WAKPpiijCkzhDelTTga2IQPt9PB5GHCI0fo8nBXjbv2WvopScDFZew4QIJ7cJDhhfp4hSBenLDBXuyCVSii6KGIhWkCE6aMYECCt5RF3d4uXPLVNgwcZ3joIYZDmThEEdi4BPiTT9Ll8tLDQ/DYIpjAoJoyfJkcJNsqV8Hk5WkZhFAAHqbh+X/owtSeNqxcxcDRWhxLG1uqYL8koJg3AFGGNl3ERDrnJHCB8M3ZgUlc/CdLsP9QFP7MCGz4qKCPLFDZ+DLprA3AZiJsmwr4+PwM7IJzsPJSJwFr/37aE7JMe8U43It1vV2Y7k7jt7AgewUsXhNF+8UJvK5TAQHOSlAoUL8tCwgFJZi6hjPXqGDznMgGp1/atg34wQ9oz99wQwIvL2lD32gKi5pUrD1DwZF8DOtOYTh8GKif7MWGE12o09OQTljAsIDAZBSFTUmsOC2BqSmHOm5oiPZ/aytdpMeO0b9ikRTrJUvoHPT1OUmBK1fS+eOMGW9VHIV78cJhwoSPjtKZ5WwIBw6Q4sM9TdVh59FR2rPcq8nxq4bhKFKcq/mtwuxDQ3TOurvJAAiF6HkjI3QG16515twwyhGNdkcpAmbDQhKrFBx/SoBHNDA1ReFYTl8GABZEFOCHoTRAUrNQRzXIEFCItmAwnkRDAxB+tRNyIYtQgx8eRUI6ZUAdL8CSvdBWJWFaZHDl89Tn9evJ0B6cVlAoCsgOkaevpJcTcG0gXAeEfAYsTYA3oqBUKvP7y2QcHz5Mykc6TevKscuyXMa4huguyOdpDb1eenZr62yqwHjcSXjmyrTbY7zSo8LULTCPBFunvxcKgN9XVowyEqyihlhYxfXXO2wR1ZUigUql3a1M/uAHwPe+R+cxkSADrrrM9v33VxbRqS7E804qUnKZet99Th4A94jedhvBgLjxqGnAv/wLzWV3t+Nhveoqpz/t7Q5P9XnnOewillWbTaJWIm9PD703l3PyBniBI3fk4qKLgJtvJkMKcBJleaRl2TLySPN9YBi0RyQJyDcnMLq+DcdeIpagUIuCz38nhr37CIY4/7oktIc6MTWQRd7yQy9JsHUDqlqAVedFcU0SuTyb87wD9NMdhVIUMty2b6f+9PaWnRWmjcHOLgTzRdQtCM3k+HgDHuQlBtu0kU1lUQo0Ut03i/a3CAOyT0BdTMGKU8jQv+MOkn1P7IyhXY7CPzEChCR4vBTFbGiQMJGXoOdLEH0SdDmMnEoF1vxeC0FzGtFl9bjiJx2Ib4rPwFY4Xv2FbxBe3dI0lGwBDSuIHrBhYwKSlMEnPvH29tzbbe9Yed6+fTsef/xxnHrqqRAEAYsWLcIFF1yAcDiMb3zjG3jf+9737vbwf3g7cQJoqaeNqasGZFtA74iCP9xBh/DcJQo0Q4A+ZkCSZNpYoiNk81MGirqAl4YXQ5p/DuYtSEHQVCCgoHldDLbEZjKiuXC78EKXFX5qAnZHG468kELEp+LlPQoOZ1qxJDiMy7aoeOp5BcfUGGJNDA0RYMUWqsS0Ng7I3bSZ/X7HeyvLJHT376eDv2hRuTBJGX+4Ywe9p66OFNxikS7GBaKCBUEBRd1ALkfWZAVBi26gLiLgr/5OgX8J8JWvOEUGNI0ui2PH6DJZuZIUzFtuocPf0wMI/b3ofbwLx6fGYGWKYLYKv5iHoYQxOekpW982/HYBI0IL1LoYxsbo8ucMAW6mheTnk+j8RCemB7PIFv2wijZV2mPEFTmhhzB8jATJwoU+NCwWkE9rONZyLg5rC/DmSAweL8O8eBnuYcwOE157rSOsbrqJknG4N5TThHFPYXVRi2MvpuDJpGEG/VBkBlUloWzbgCgxhBv8UFNp/N+PppAJxmewsIZBF0JXFz1bWhBD1hNFSB2BDAECSqTnWjZYuei0JcjQmQe2jyHfn0ahN4WDLD5jAPDEnOgaMjoKO0agWyaEbAYmCD9tMxtWyYJlMLzwT6+g+eYo5l2bxOQvOiEbOTDYMA0LtqvKny2I8HiJMtHSbXgkE/OHX8R11yZmGAfSadqLXi/gHerF+sFOeOwiCswPryIBMDBxcAQ7j6VhWRZsw4DPJ6OglvnV84DXA0yPG7BLAjq3K1i2mSrGub2ob7xBSubzz9O87dnLoApxZArAwgDACrQXjz/fizPHOgEUITX6kVUlCJYBe3gE0Vc6cdZHO9C6OAFRpPdzmjaPh5ShNWscmFBDA50jr9fp67Jl1K/Vq1GRzFWd6FddnETTSLn5+c/pfaYJnHsuvcYLWvAkPB7m1TTyiL32WiUm1R2WdnsR30rh4ZCr48dpjNzgaWmhy9hNi/fUU+SdlmXyIt5yiwNl4dEkfuHf9PkYfrE9ivEDI8ibEgSBIniE8bThKRZgNLZCuP4GRORhbD1LhelTUL8ihmf/QArHvPUd8O3ownhPGtkpDXpBwJS3BTv9SazwUqSlsZGiBIEAJeaNjgKPvxbDqBVFOE84VN2gEDV5r23kUwXUL2/BG0MxyDJFaK66iiBFvNRyLudEEpYuJUNmyxbCeXPvaWMjRVjyeZQ56Un2VssFdwTC7VFsaVPARDJsLcgz5Z6LRdorJdUAswQMZxR84grCsXPs/8c+5hhL1Uaa21McDBKMaC4FvqeHkkQHB2mv8yI6nE2ilgFYTZ1Yi0rRnQcAOP1yK4Lco3zwIGaqI0pSJf1atSIMONHUajaJ6mTYbdtobMWiAy/yeh2ITU8PyY7+fjp/o6M0/3/yJ050a8UK595ubaW9bln0ezZL/WtsJNl06qkMfzdGWGW5AYjFgVPWcyMkgV+gA+n7u8DG0lBMDToEFMItsLdSYrSbKac6+ZK35mYyKnbtoj159dXkBef5DQBw+Dm6h7yNfrgrR0hKuZCaqsPQdMgBHYoiw+sBGqM2ckMFLNzQgou+EUNjlObj1Ve5M4HBbExiQ6ETHi2LugZi0zIKBkxbgM0E2IKEaLMAa0KCoekQSwWI9Qou+taFmHfavFljSWxJYH6yDT//ZgpH96pIFxQ0rIzBM8ZwfYTW9d1u71h5zufzaC6vRENDA8bGxtDe3o61a9fijTfeeNc7+D+96TpQ0ICWFhuqVkBkZQuOFWPI5ekQblgfQykUBUZHIAcl+BuI69HrAcJ1NtLHCsj5WjBoxIB+Bk97HGs2kNdjeNjxxrgvk3icDiwPg0oS0bxpGvCHPwPkIqBH49j6CYAtcyzveNwRHk89Rd6OWIwO8rJlTjLWoUN02edy9P/NzfT9119PF+lTT9Ezm5ooPH3wIJARY9gQiMIYGgFsCaZJnpxSiWhj6qUCoqe0oL8Uw4FH6EItFEg5+sIXyJshinT5fO1rpKxxJbPN7sWJ5zohGkXosh8IShBz02CGDjEzCVuuhy0K8BgFSAEvohckcf1ChnzeoduxLRtHXkhhoVdFsVdB23ltuPB7Hbjrli4YE2nIVokSE2QJui+MguoBQIeuqAFevwxRKmLThY1g03EstTjOmrwtL79MlwX3PgGz6ZQAR1jz5Jzqohe8SboKSbBgyRL8Cin/o6MO5lf2S9CHNWSGVQwppISsWkUGSGOjQzW1fz+DsSCJVYceRRhZh3Wl/D8MVEFPy5RQ1GT4dA3Iq2hvd+j9uLH2/R8wtJ2WRKj3N8gcnyYctVyuqGVQ5UXTF4Cdz+PEL55B7oM3Q7ywA9IrzwBjQzOKM/c4C0I5xldmh/E3+JDpTWNsbwrNp8RnvETLlgGHe2ysH++CZBaBuhC8NitDMmSEGyRkT1ABATVdQLCFcgdMixRESbRRnC7AirYgG4zNJMFIEr3OvWf9/QQXKhbpXB06RD85hOH3T9tY9moXbK0IJRZCKMSQGwB0S0YWErw5wlVf+Is2nHVWmRLNpP5zT+vYGF1S2Sx95/r1tHZNTeQJ5EmBbi9RrUQ/HpbmHr1//3dShE6coLO7dy/BDi6+mLxKd9xBSVK/+x3tubo6StbNZqmPp59Oc83p9WopUtWNKzrc+8cTzBYupGctWEAeykiEjFAOATAMil7t3UsyaOFCwloeOcJ536s9mgwbbk+i6687UUpnEfBQZn9dyEBhvAC5yYuLvpfE9l4BAwNxfO+pMkxlzJ2cloAoUDLY0FEVL+5SsO2FGBQflaeWJMfLHo+TYvvmm8CRIwy+RBK+g50IqlnA44fgkyDBQPZEAbrgxcHGJHp+zbBwIa3lxRfTuNrbKWLH04LOOccJh0sSKdibNtHc8OjBHXc48oPTvHEM+f33z/ZsXnQRxzzH0LQyisLrIzBlMjD4GbdtGx6zAD3aguXnxSBJJHN4RUB3AZtaFSzdzQ1n0DS6O7iixgukUDVZR0Hl+3TvXnrdMKjf4TCPvM2mn3RTKS5YQPtj3jwyPtwRGQ7n2LmTDI7lyx0PL1faq8ewbRuNfcMGZ38oilP0hcMz3Im8O3eSEl8okJLt9dJd9frrFIXdto1e55CeujqCAPFnLlhAZ+tHP3LgI+3tDn3e8ePlBFWR9o8k0f2wZw/1001PODoK9LEEch1tCGRTeM+pKg72KxhGDPMXApecMoTJJhUtbQpEIYa5y6WVxa9NcyBJzj7g+sZyUcXvH7UwkZHg0yt5p3khNRgmTLUET1hCXcBAbogoTs/9QnKGy5571hmjuTjrrAQOPtmB2NEueKbSsFQNTBSgN8VRmLcE/hNHYahlw0AU4F3Ygqu+ncTSCxI1x2AYwMFuRkn5I3QPLs0RdGli4j+HsX+r9o6V5+XLl+PQoUNoa2vDKaecgh//+Mdoa2vDj370I8R4ndD/RU2WbPgkHdpoAf56L8772yS8w2xGACxdxjD/uiRO/LgTcjGL+nJ5Y7NISUhy0IsD/iQKU2wmS3zlSvLE8HAyxwe3tDhhz2ohwwXaVVeRF23pUkf5qU7wkSTybhw+TN7jTZuAP/1TwjsqCikQqRRtQI+HDvZdd9HBam4u4/1EOvQXXkgKQTjMcDCXRFuqEwEri4Lgh2FLYIYBPwrQJS8WXJfEM4cYykUR0dpKHrjRUfoZDJLgi0advoqCDd+OLgSkIvRQCLlpBhsyQhEGfZKq+SnGNHQhgGJ9CxZ+NImPfiVRkSg1+UYvXvhGFxqOpJG1LDz8oIDo8ijmX5fEcwtuhORPoVk7jo35FxBq8SNbkJErF+5QFEqK44U/pLACRSevwebNTlnaF14gBVqSqP+XX+4oym64zbFj5FFyY1IXLCBB6fa4KI3kSaIS6zLq6txliYkHWvQKCLUqmB+mdXnjDVqLHTuAP/9zuqB6ewG1tQ3FY0Eoeh6Ai9KQMSKWt2349CxyZhiwBRweUrDWcRBjcpJCoapK5Wi3/OnZeOXvfwvbtgm/bNtgogBJYhDUHCzLhjw2hOCDP4V1/laMXXYzmjt/CpYeBTMMqlQpMArzmUTxJ3gkeOt8yA/noKbVinCvxwN8/29TKB1IwxP1oz5KijPnQAUYPHUKMsPl3IHjWXh8fuQtCV7BgKdYgFTvhdKRRIaxGTYEwyCF84EHSLi2tdF5WrOGLmG/n5RKWaa1C2ZTCJfSsIN+1NUxPoUAANtm8NT5kT6URqk/hTVr4iiV6BxecAFVpluwgL7nve8FvvENUs4YA779bcywdfh8dA64YsD38JYttL48LO2uQMjD/Lmcs2eDQfrbwAB9/vHHyVANheizCxfS+Q+HyVg4dIhee/ppipAAJ1ekqstocyN1xQrqo8dDYw+FSInnRkgkQt8vyzRWSSJFY9cu2l9799I4+Xc74fQE2q7pQPi1LoweTEMwiLc2tp5Cs4E1CQy9SP2shqk4XluGP/TEiVN6BXD9Age+48Z+HzpEitiCBfS5TDSBvjUd2Kh2wRwhfnvJJyCysgW985IoRhKw+8iRcvrpjix+6CE67xxi8vDDpED8xV/Qc7kyDDgsFNybfNVVtObbt5NCPW8erfvQEI2RG9KcSpAJDlexZzoLf70fBV2CVTIwNUBOhUv/IYlTr6ENG4/T/qmvdwrYnIyGzd04rv2BBxwYGofixONOwiWX4ZqGmRLg/f0kDz0eOnu//KWTNLdx4+wqmwCdn1decaBF7sqaO3bQ3wsF2uuCQB783/6WHDxLlxJEjitPQ0P0ufFxWpsLL6T1uu++SllcDUdZtoxkjcdD69zcTGMxTZLxo6O0tk1NdE+vWkVynnuzeSKse37dCb3uxGH3vfHXfz076uOsE8PK0+O44HrgfAP44Wd7MfqvXbgvm4ZPtiB66J5zVzas9up3d9P37thBc3frrU6UYP9+IJxXYFgCVcVk8kxSoEcGSswLyxcAU/OwDRPGVA5FzK6eahg0JkGgtb7yStoz/zqRQGlTGwpqChdfTMr+s90xdB9iSCw9CxvjKci6CtunoH0zFTybaz/ecw/NYX+/kzdSLDrQz/8RnudPf/rTSKVSAIAvfelLuPjii3HvvffC4/Hgrrvuerf79z++NXrzUEQFjatasPJPk1BWJ3DNuc5FAQAdtydwYkMHDv5HF8YPpZHLaNBNAcrCFpx+exKDuxMYepa8QAsXUqhHkhwSel49bNEiel61kOEXmySRAM7lSBA89NDs0BvHGba0ODymL78MfPSjjmeZv+e++6gyUyBAF8roKH1Hdzd9x+HDJJgKBfq+gYEECu/tgPJGFwLjaZglDQYoPJpdl8SyixI4vp36VSySoGpqIqFn286l+vvfAx/5CH1XalcK4z1peOv9yE5TuNY0ATvgRTHgga1pkMwSsqdvwbIPrMNHb2UV2dyDL/Ti4T/h9E1+NLZKMEsGRvaMIH24ExtXdeANlkDjmhjmHevB2L4RROISFIUOqt8PADYKExSe3TMew8GD5IkQBKcsrddLnnuOV920CfjFL2geeYlZXadxCwKNnQvW48fpIjl2jDzul1wCWC0xTAhReDMjmLIkhMMMikIXkddrIztWgNHQgnOuiuHKD5BxdcstTrb50BCNf/16Cr35Qnl4lAaU0hnCH4sCTEsoQ0FsCLYOP/IY98SQsmPYs8dR0NwKUns7cHhvPQzJB7HOB1O3YZUMiFoeRtGCxSgJUYAFT2YcyoudwDkdOBjfiqUTj8HPshAlG4II4p7WyYVvKiGU1MryxO5wb35UhY9ZaGyW6LPl13lRDDUvwSoJKG08Df5ULym5kgZTFOCJt6DufUk81Z2ArhNHNOAk7nAmjGuvdZSRO+6gte/tJXzlhRcCj39LxcguC56gNHOZ1dfTRcwEQC1J8JQ0qK6Ssj4fYTFfeYX2xe23O0phqUQ/jx4lD5ObdWP7djpnfN554ZI9e2hNOT6Zn0PTJKNtyRLgE58gY05Vae/ZtlPZr6WFjIS6usqqgjxn4NFHSYHlGNG5aOl4OL2/n96zfDn9/VOforn67W+prytWVCrO3Hv2gQ+Q0r9mDcke7plcu5bkW3+/U2GPn5NjSgLz3t+G6YUpLIyquPTqyspt7e2k/C5Z4igYikL95IltO3fS3B09WlmgAqC/DQ7SXBJtIhmgR44AlpVANtSGq5MpTJ5Q0bZSgS8Rw9O/Z+jupiiP27vFvbgcvkY0mGTEAMANN9DapFL0npdeonnjkUHeOOVhb6/jXOAK19NP0985dZ2bq3jsYBp6RoOmCxiRWjDQmETDeALrDccT19BA8oIXsKnmjK4F09E06itXrnw+UlC5kXLNNU6ks7mZ3n/77bQfxsfLOUIF2hv87PFkVHcyKU8gf+wxZy1WrnTGD9D3U9Io/Wxro89t2AD87d8SpthDAUR88pP087HHSM5yzmn3WnEl99gxZ59wA+zjH3cYYkoleq7fT06Uvj4aF2M0jiuvJBnuLmHOkyWr55fvmVoVI90RMndzw094O/BEL6buJS5yXfFTtWOT7rnOT3Tikh904OXhRE2vPq8COjBA93xDA83tzp1ALhvDe4KUuyIpEnSdzXCoS5INEyaKsYXAe7difnOh4ky6z0J3N91/+XKyb3MzT1xmWHFmHOuvonF98BROYcvwwPNxtLfTueBFZmo1Ny0m92yvWUPjfDt5Gv/Z9o4fe6MrjXXTpk3o7+9Hd3c3Fi5ciGg0+q527o+hve+Hl6J5QQt+vz+Gr9zNgLudymEAWUTkCU7gTx9vQ8/zKfzTl1QMTSsYQwwDewjP2tBAAjiRoMP66KO0gYeHneS7/n4SVG46KffFxi+FwcHa2C13KDYSoYspm63EJnNv1orlNq4+JwWrR8Weowr6emPYto3h6qsdpX7lSsLOTU7S5blpE5W/PlHXhuHdKShQYXqJPeKsDQyRCCmH99xDHlJJot+5osej+FxxkyQgO6LCLFkoQIJWcASXaQHhOoaC7ANyBuT6AEZGWUVxCNuaTd9kWgAkGSWfhNJYFq1HuvC9e9uweg1D6iXy3KSPlbN2AxIkm7J2PSEv9DOS6N7NZsL7qZRTlravzykgsGoVWfIHDlBfOZ/qI4+QVyaRoMvznntoreJxulwGByk8+eabwNKlDKklSczf3QlPMQtT86OhXkJJpf4UBSoBbYySF3bPHif5qLWV1nFkhC7Gji0qXvythVCTjJI/hOmBaViGDcbscojYhgAbgixhem0S8RaG9eupz/v3k8cyEiEPYkMD8P3nFIhMhGUw6JAhFnKAbcMWhJnNZDFGXglDQ3hPF4bqbwRb836sPvAwUCrAsqiIj+CRYCoheEMyStNZNK9tgTgvNoMN5xdbQVAggwqY+ELyzH7lZYttw4DNBFiLFiNxyzkVXov6lTF88x8Zjh+nz7z5pnOBVSfEcX7YWgwBZ1+g4On7BfgCBlg5S9yyeNIlUMwb8PoEGLIyQ8f2+uu0NopC49m0iS54XiRo7VqaU35J/+pXpJykUmRYdnfTfsrn6XIrlcqc23BYaE45hRSG3bsd+dHXR5fVlVfSZ3w+4P3vJ0aR5mYnVN3fT3Lgr/+a1towHMaH226rjFq5PVfhMClDr75KiuH0tMMmkMk48KJSiSAl3MPL4R+i6EA5gkGCarzxBinOwWBlkhn3ys2bB/T3M0yIcZgi4E1UXqrcC2iaNDeXXELFc/bupXVctYoUYcZIRnOHAy+UMzBAsuzECYdNoqPDYUdpjTHsHomj5xgwudPxtn/wg6QkcfxqtRf32mtJjv/mN6QU/frXZGy3tZHhwxNLOX6Wy+D2dvp34ADto0KBlLWLLqL+jIxUUtc1NzvYz+/9TQqvPKZicJwSw+fbDH19NM7Dh8th7aU0F4sWVeZizMWIoWnApz9NStXoKI1Bkug5fI9URzoPHXJw3XyN2tsdA4mfvZtuon3jZnr5x390jItolPYC55Q2DCcitnIl0Rry6qP19fTs8XHa425KRA4rGh+nCFA1I0h7O801zwG44gpnbv7szyohDRy+yAPuHHrC8xGqvdl8X/DIhJs9Zy52j5PR4rnvavvuLshWEXo4BJ+fQZIB5pEhzaOiX899vQtHz2qbSSTk++VjH6P55WXV776b9nQ8Tvs+FGZg554D5fnHYeWmwGQfSoIPHsGAVy9Aavbikh+ci4aN8+Y0uNxKekMDrUGtREZNI1mxezfN25IldPZfeok47HkCqrtxR9/q1fR87gz43Ocqox//He2//GhFUbBx48Z3oy9/lG3nxBJ0nB3G7l86lxqvHKZpwL33krAijlGGzZvjmGwEjqZIcd2/n2hyVq4kYTB/PgkBjp9qbaVN8PTTdDkFAiT4qml13BcAT0aqPnzuxKM336Q+NTY6Fyp/XTvYiyP3daF/Og29aGGZJQDRKA6Hk+g/LTFzaQwMkGLQ0EAK5Kc+BZxxBvDznzOkhuMYzRO+k2PsPvMZujQPHyZvgmnSZRCN0qVSX0+HbNUqCnEODQFLy1xOxbwB2SPDBq8ORmPTsgaytgA0KlhRNd7Urtn0TZkMxzEzwPaD9aXxh/tTOOWbcSS2JHDW1zvw+GeJvaSkaSiaFIZa/YkkHt6ZwNKl9OwVK+jAxuPk8b3zTpqDRYso6ejTnyYB3dhIYUeAEqSmpsizLopOFbcLLwR+9jPHcs5m6bUzr09gIN6BcE8XrEwauSzhwlrWtaB4WhJ9LDFD93X0KIUrDxygS3XPHtonb7wBWO+hynlG0YAn5AWrr4M1mQMzDUiMyOdNiOiJnYtTLk/gIx+hceklG7meFEa6VfhWKFicoNDZ8vNiOPKHKKTxEUDyQYABCAKVU7VtMNuCKUgo2R54wgxiLo1LzkthRFyMli1Xo3D/4yhlS/A1+OCt86GQNWDls/CEvNBOTeK7/8YqvCMrVwIH7RgCC6MojY3AG5Rmsr5FkTzxpWwB/iUtuO4blCT2wPPxmWdwPtjhYZorfqkCFGnZvNm5wIDZHjigbHQeiKE+EoU2NgLZT7j+UonW3TJtiKUC6la3YPE5MawcprPEvdz795OivHw5KbJuZdHnc5JxLYvOsqZRH7lyHY87Zcq5scurzzFGCpyqkrJy7BgpK5kMRUXicdqX3DgAnJ+rV9Ml3tBA38WjP26joVqJXbmS5s3no3OYz5cTOr2kRHLlbMECOsfce86fBZDSk8mQIrZlCxmNHHdezSbC10JRSIbwktDuQjATEyR3ORStr4/mY88e6t8zz9B3RaPUfzdu1g0fWLKEPpfNkuweGKA1jMedRD5u1HCIyuQkrQ3gJFxK0uwKboJAinMgQJGFxYupKE1fH80jTzCsrFRI73vhBVrT3l7aQ4xRFCEYdHDRXMkbSzM8cyCO/RqQLtC66DqtAfes8/7s3w/83/9LTozvfvfk2NCjR8kQ4Q6MU0+ldbj55sqz41a+lywhL/TkJBk/V19NsBWfz0lGdXto3Qw4nC9akkiGutmLjh51KhxGo7T/eRRhaIj+XxRpjEuXOgrvsmU0huZmp7Kt+7xzz++iRTTH+Tz9Xp1AyeGLhQKdY1Ek5wk3Dg8dcu7w48eBn/6UzsT69WQgVcNC3Hf5W3n/ATqn3Dt+6A8pRLqJi1zwMBdFLDEp+SNE07l4SwrHWLxCL/D56P56+WUy3Pm+u/VWmruhF3tRv+9FMNOAruqwzSIkIQtPvRfNp7Riza1JLHlvoqKf1fAQSXKUdL7G1YmMnC3lpz+lvSJJ5WqzKn1maMhJQHV/D3cGtrZSTkGhQOeT7+PqnKN3s71j5dm2bTz88MN49tlnMTo6CovzBZXbI4888q517o+hHTpE3okNG+hwAE7lsPvvd4R5fT3w5JMk/Orr6V8wSIKIV/V5/HHyPvCknsZGOuz88+k0WWFHj9IB5NAGfgHcey8JylNPnU1eDziKCMc3LVtGF+UllziCx52cZ3j8sBQJpmbAOz4C7zOdkD7SgdWrEygUSIDW1VVywEYiZNkDJIAuu4ySJDgWcdEi+k5isXAqiXV0kPcglyML8sEH6bLMr4hh7eIoMjtHoDEJfoWhpYWeAdjQMwUs3Ohk9bo9ZNkRh74JRrlkb4kuD8sGiroExdKw8wUVo6PU//1qAm+ubYMyncJ5p6vo+CCFoUyLYX/Zm/+hD9FBbqi3cehZqriU2qlAC8Zw4oSD6WbM8c4ATghR18kDBpCXq1Cgi4V7MEMh5xLJXE9VFod3OVWvms6L4SPXshmBy2E42SxRMD38MF3G09M0x8MshmXlylW+Zgma7YUd9kC0DYSDJnKjBUzIMUwvPRW5HAme48/3YvtXutD4RhoRwwIbFPDLS6PY8ndJfOiGBPYEKYFrOpWjUuCiTUJbt2AKDEU5RFWhBAn5jIb9r6sYDgKrr10M//VXYOqhLhiZNDLjOZgQEFjUgrO+mMSjuxOzChLQJcugbkniqU92InsiC3/ETyXJNQMerQCl2YuObyfhV9hMqJs/A6C91NpKgvnQITovdXWV0AjuGa32wA0N8YuKga1NoukV6oOvwQ/ToCIGil2AEPSid14SD/+KVVyIN9zgKFHcs/3oo46yeOWVpLyccQZ52557jmTDxRfTa7xISjjshMQBesbQED1j/Xr6f9um/ZXN0jOOHqXPC4LDc159IXMPvCCQ4cdxoIBzOVWzEWzdSl50nhcxbx6dZbdyZhgOMw+XEXy/jo+XPVshmpfh4bmZDtyJUrx6nZu3ncuuZcvo/RzalUqR4sQ5tRsb6TsSCSeaMjFB+0FRqI98nJOT9F4OlWHMSeQLBmm+UimSJ729mEkW5Eo5d2ZwZeH660lpDIUcTLVhkOfeMGgOr7pqNg92JEIe6jVrSBlbvJjYUXgOzCc+QZAgd6U6gPrq85GiHovRv+uvp4IYHFO9aBHta441P3rUicTUapwDevduWvtTTqF1e/TRSr5j3gyDzsC3v03P5kYg31f79zsY6QcfdO7DAwfozuM5A9kszfVzzzn5PhwLzyscVuOCm5roHMRilH/CldXWVhoHr6jphjxyPD6HK9Vi4OB7htPWcVpVr5f2XK1cgHic7vXhYfpON+xyLoq8k/FhG0Zl1cZL21XkTQuyT6oJbxC9EoxxDWdvUHH5GZVKOadXfeghJ3nx6qupzxcv70Xnv3bCUIvwRRWUfCGUMkVIegGiV0Jh0zl4eGcC+9VK9hQ+fnc0z+dzkhGrjQJNoz3yyCO0r4tFms+pKVp7g3wzFQmoQGWCK685wecxHKbILpeXl18+93z+Z9s7Vp7//M//HD/+8Y9x/vnno6WlZcYD9L+1LV9eyUrArX/OndrWRpfbwoW0Ifhhi0RIYF9wAQnU73638rJfsoQ25HPPkUUoCM6lODpKwvy973Uu4/5+eu34cYe8vpY1eM01dPG5Cff5QXUn54XbQjPFJiyvDBMSLC2LV7/VheufaMPWrawiKeOWW+gZDz1EFwb3dHGsmmU5lFnBIPWbKwGmSX1/7jnCqR05Qq/39VFWb9spSbB9nQgUsxBsPxiI1qYwUYCkeHH25yqzevmFv9hHXutCzoAtyiiVHNyx1wsIpgHoAgwPuSF59bNFbQyiGMdFfwZkCkCxHPZ2ewT6nu3FPX/ZhfxAGhKz4BcFiOEoGi5LYuHCBC64wKlexeeXc46uXVtZka69nQQWf+2SSxyBzsuhexNx9MtALgQcOOgoDgAJv23baA4tixQD26ZnnX02sHoNw1nvTeLJT3ZiciCLkumHLUioCwK2VkJDXEH4knMRCDCsXg1k3nTKXHtCfpRMCR7RwGQ34ec6ftyBjVcl0NDQgd9/4Rmkdg4BlgWbMciKBFEJwbI9VK1y1IBZFHBkSMEJm5KM1q1LwLq0DYM7UlDHVChNClacF8O8JMPKolPtTlGqGR8S6ChjOtOH0tAmNQieygQVTZvNYGIYjhLFiyocOUJrkMtVJpjVSoyrLC+cQPKjHXj5n4lTVNI0CIIAK9KCqdOSKEUTsxLVJInWip/to0cdr9TevRRVOnKE+hgMksLDGOUb9PdTZOr66ytD4qOjtNYTE/Rdzz3nXPrXXktK3+AgXcx1dXSRc57zakVnLm/X6KhzOR0/TsovZwkAyIB3y7xIxFFS3AlvvOwvlwcccxsIkFw7coTWG6hcs+r+hMPUB8OgS/bnP6c9zsdz882kSL70Es3N6Cj14fbbSa50d9P87ttHBubq1ZTg19tL8uDyy+kZDz5ISqZt0x5cvZou+KEhGhcf87/+Kyl4x4+T8rtpkxN6r06G4/vq1lsdhohdu2j8S5Y4irdbzri9/WeeSeMIhSjCx9vTT1NRC/f3cPx6NksGw7nn0jgXLqR/HCsbDpPRtncvjZHzDc/l7ZQk6gdA5+VkBs9c3OR8X3FM7TPPODSpk5PkODpxgvZ/JEIGZV8frc/Bg45nnkMdq51EhkEQuOFhOuttbfSaW8niLBduVo3qpL3bbnP2cy151N5O67Zzp0MN2dpKP/l3eTzkaKmvp3Xirb6ePr97tyOr5prHWm3mnlpEMuzsCxRsf5gii7JfrnivbZMMLmkCXtql4E8uqVxfjhfmPOzxOO1DUbDx8j93wVCpYmupSBWITdkP+HwoFbKYeuBF5DoSOHiQzfSb5y689hrJJM7kMhckiJ+VX/+a5kwUaZ45Y0mp5FQfrWX010rA5PKR08YePUol3N/t9o6V57vvvhuPPPIILr300ne/N3+EjcMSACdrlxd2GBoioXDbbeSB/e1vyRMtiiR8ZJkU2fvvJ6WOV/rx+ciqZ4wOlt9PAkSWSfELBOgZjz3m0NnNn0/CLxqlQ+zG/roFGQfgOxROTv95cl6gyQ/GGMJh+u6hIUDXGQzBj9EDDpUYh7hyTs3qxAuuQLgvAzcLhmEQk8hzz9F8RaNONbnFi51iA2PBBFpu7MBkZxek6TQKoxpEjwCrqQVja5N4eTiBtiqMbC4HHDFjCIWisMZHoHslhMsMCYJAwkGyCpj0taBueWymT1wBWbKEGBF4uJ2HNJubgSNP9+KxWzqhjhdhevywJAmROgPWyAim7u7EF491wL8qgeXLaX9wJYArPzyEyD18tbCC1Y0LCu7R4IrQ1q0kwA8ccKz01lbq67e/7VCFSVICyW924LG/6oI3nQYMDbIloHltC879QhIL3pMgIv96G/d3UJnr0LwQQmBli1+GKErIDWXR9c0utJ3XhsSWBD724s34afKnGO8ZR6AlAFnxUInWIlUCRL6ArNKCMSkGX1kwUgEJhr5iHFMWIE8AW+ZRPzdvpvEdP07KUbXnJ7ElgbbziHJspI8ytN1JY9x44zjDoSE6JydO0PwyRmeG85h2dzvQiGqYk2GQl7C7u7K8cDyewJKt1IcnH1bRN0a4fkFkGB6efSlz1hzu5a6rc6BV9fVOcl9PD3D++XRRDAzQ2AWBLiDO7ewOG190EX1HfT1dftdeW8kHz8/c0aO0X052QXMaPX6W3XvOfTnxqpNuT6d7v1Yr4e7CHu7nbtpEMs2ySKZNTtIc84TN++6jSzgSIfnp85Gc7O52eNSHhmh++HhUlZRDntiVz5M3S5adkui7djme/d276bv42l59teOlVxR6HsetNzTQ+667znFY8EqNp59eSfF39CgZPTwZjleQ44opL3ji5ut3OzHcnnYuy44epTFEIgSze/VV+gwv/e727B86RHPa2Eh3wnXXkRHN+8exsitXEnzo6FGSIbxIkBve424TE/Rer5ciDsuWYWa/Vxs8J6O9C4edaEQoRLJfEOjn6KiTVO3z0d52n89qz3x1JGV0lAyjsTFaUx4FmYvlghd1WbzY4dzniXo+H8mQwUFaT7c86umhef3DH0hJNgzab/wO4Swqb7xB7+N8+Zx2DqC9FQiQLHIn5tYyHN2t+lyu2hLDnuVU9EuaJ1U4NA3Dhj5dgBFpwbFCbNbZj0Qqo+Znn02vp3alkD5EFVvTaYKnqXmK2Pr9DIEmP4yxNEK5FFacHp/pNzcyjxyhNeasKbyQTPW4eNK2opAMi8fp/po3j87N9DTN7/Lls+EX1dAo7uHWNJITVaCId729Y+W5rq4Oixcv/u/oyx9lq7bi3IUdZJkOk2WRN2RoiATOhg1O9SieFPKrX5FQeu97KbHn+efJczE9TYdLksiKPnrU8Sxzi3XXLsLY2jY9d/nySmHtxjr/6ldO2K364lPTKqySBdEjzWTiyy5D1hYkWIYGNa3OWL/8ojoZ1ZHb4uRCmXvnebEVSSJPAafb414rhxM5gZ8ta8PQGyk0N6k4c6uCB56LzUqAcPdh3jyGExuSEIc74dezCHj9sC0J0A2IWgGmzwvrjCQ8Xoaf/pTWJx4nS3lqiizifL4ypKmXbDzyl11Qx4vQfVT5DyUgX5RhKhKsTBbo6sJESxsEgeGuuypDctXcpjzM+lahOu4dPHCAPs8vpa1bHRqlQIDWIxh0wqruS3DV+xJ48UQbTuxIQU2r0JsVtJ4fw4L3sJnvP/5qCqMHSGiaJpsp9qFpTpnr9KE0UrtSiG+KQ5AEbP2Hrej8RCe0SQ3TGYbpHEEZvFYBzEuJlktLbEZB+dCH6ILnVawaGwm289BDlZXE3N5O98UyOsrwzME47Y0ScP0mAJaTWGVZdNlxw6yvj84Ox+XzFolUGnPV4czq8Ku7cAkTGBacEccNq+l7ntlOf7/oIofqihvRvJJZc7OTABiNktds3jzqd08PGaqFAq3n/Pl0lvv7qU+c29mNLf34x2lMfC/VorSamHDC7XMlIfFEMJ7AyA3FWtjv3/yGFI5qj6p7n57sd/43rjym0yTnONaS8/Pu3Uswt6kpmp8vf5lkV28v7QdFoTXjCiUfL4cdyDI5KgIB8vrt308GVD6PGVjVaaeRR4rLYu456+lxCm4sWkSvc9557pRwMx5wKq5q42jDBlrHYLASN8u9cLP5+p29xzHe8TgZUvPmORhv7p3j5bM5ew/37C9ZUulRbmtz5t59F/CCO7EYjXnnTrp33N5Cd6vmG1+/ngybaogPV1DnSmp/6CGap/Z2mpu+PvouTudWLDp4/1tvpfe5z6nbwwhUJt7x+TEMcia8/joZULfc4nBi84je0JDjnTx8mF6vNgZ+/nPa83y/L1zoyKP2doLJ7dtHe2rDBrp7m5qcyn3d3Q7Mkhu27ruTs764jd65PPbu81NppDpFv6ohbYUJosPVk1SiupZyXh01B0gXMEsW8qaEiSkHtsRhiIIswSdruOACFQvOc+AfL71EMo8bI0eOOImw1fS6PFq1ejWdS0miz3k8lNvg81Xyb3P2ML7m/NxxHYHnt9x+O+lEgYCTT8ZzLt7N9o6V57//+7/Hl7/8Zfz0pz+Fn3i8/tc3d7EADlFYsoRCiKZJm4cndg0Pk0A44wzHWrrwQofDdWSEBHdPDynGdXWEfezro414+ulOSHZykg4+Y8Czz5IVzxh97+HDjnLmxjrz/tbyQClRBYKHGA00TYZlkUecc8H6JAOySFRitRTlt5Ps4Ca27+khwX7++U71tS9+0cmSrS5HmxpmyIcJvnDJKiB+ZHaBEXcfwmHgoXAC3awDwT1dyKfSMIoaLFuA3UQlywdYAupBEoCiSIoErwy1di3hHTnDCQD0PJdCfiANy+sHE9hMApeuA7KHQVf8qNfSCJopzF8Qr/Ccjo4SPrBWONe9j06WKPLGG5XJSc3NFGrOZGgvnHIKhVbb2ysVZ35pHR9k8CyMw9MM5EtA9yGnD4YBPPmwisyUBUOTIMllPk/dSWRTfBLMEhlQvCW2JHDJDzrw9Je6kNmbhqhpsJgAs7UF7TcnMZ5OYLlVWUBi+XLMQFs2baLxvv46KTkDA/Tc668nocvhDnwMO3ZU8mXv309/e+QRpzhMJEKCNZ2mz7rLvdcS4tWeNrfnjIdfV62aDYX6+c8dDuVIhPrFadZGR8mrXM55RVub40VbsYLO62OP0dw3Njoh50yGLpF165zoC1cs3ef1ZDjC6rD5ZZfRfK1bV6kMT0yQTNqzh753z55K7Cu/4DjOs5pebK5knLfay1x5bG6muXjoITpDTz1FHnQexucJxr29JIP6+8vsKjaN64orKp9fnYTG8cWC4CjOa9ZQROZLX6I+uPvJ5ZphkHxOpx2YyLnnzh7vM884+9HNjsKNo4YGh3qsFvtR9V4EKo22UIi8qAC9d+tW2gscs1vNiML3xXe/yym/KOfEnYBbXXDnuuscNgRFcWhJq6tYSlJlSeejRx1DwO0l58q52yvo9jQePEhryHHYO3aQt5gnoDY2Uj8XLXLkmCTVLtpTrbAD1EfOh53L0T5gjNgyau1FnifQ0UFymUeL+H73+52ER171ls/3TTeRHJuacvoaidCZ5ewtP/95JYwxHHZyVHgxKt4vJ7/i5DCOaqN0wXsSOOebHdj3I6qi6Ya0nfXZJMKnJCqUc3dUJxh0ouZ8Ls9rpzoDumZAEEgX8HpJFvp8gK1T3YO9RxQ8vo+8xdu20R3EqwRzGsPqRNhqel1OkVsdhclk6H2c35vL1G3baP8Wi9SftjY6Lzzi8oc/kPEaCpEnnUcf3+32jpXnD37wg7jvvvvQ3NyMtrY2yG7XJPC/rsqgphGfrztT+KKLSFDfeisJX0lyDsuSJbSQHOB+4YWOcsozizkVHReg27bRe2+7jb7zjju4J5AEkNfrJLWoqoPh3LuXnnX66dSvdevoYHJPS/VFENsQQ7Qc/vH6JBSLbEYY6LoNdbiAxlUtiG2IgQm1FWV+qLmS7PbqAZXE9qEQbfIvf5kMBndCFfcmcAHhVtY5kTwPz3Oh6fZAVGTqX5SAXmrDD76YwnRKxZEhCvX7FYamHIVAebnVdescj/63vgV873u0BjNJMboKmVnQZQk+v7MHPDLQGAVMQ0JhVMN5l6hY8/5KHF06XRnOdSsfJ8MI8ubGujFGeGrDoItneJguuw99yFHMqz+7fz9Z5LkczXUoRH3hzBMTE8BAWoEAAUXVAAJ0tmWZLhfDACbGDMgQIIWUikzml4cT6D+3DZmWFKaGVOiygnB7DLteY0ilnEQUdwGJVIr29dVX0xi6ux3qNHclsW3b6MKeP5/eI4p0XgBamzvvJME5MUFKUmMjGZ08qpFIkIJx+eWVSjEXuHMl0VWHX1etmj2nx487HMqRCCm9/Pxms040IBYjT3F7uwN9+Od/JqWrWKT+FIu0D2WZsH7vfS8l//Lz6q56Vn3eeONKq5sHmuOqDx+m83Xaac5YurtJ0ZNl+lxTk2MoVu/L9nYH7uL2dFa3t7OXeZMkijLde68Tcs/naS4SCXrWunX0b3KS5IQg0FndvNlR8AyDEoR4aPzGGx18cWeno5wtWEBrsXatY6RXe8p5sZR8nj5/5pl0SfP96F7/gwcdaEAw6BhHq1c7OQkc38qL81R/vjq5lUcvDxygOeAsKzzSVE2jWGtu+d1w5Mjsve5WgHt6SD5/7GM05089Rd9XHengjSuG1U6LamdKNTuL29Poft/q1bTn+F2Vy9E88nD9xIRj4Mw1V+7Eu8FBums/8hGKXOzbR3//3e/ISeM2gJubyfh64AH6ruefJ0OCQznWrqUo0L599JlQaPb9FolQ/7iC74aORSJk5LgrOd5yCz3/6adJpm7Y4Oxfvlc5xenVV789pgjnvCWw4sY2XLkshfTxSkgbb6Ojs6M6//7vtAfcEYn3nBtD3ZIo1DdHEFAkyB6GujrugbahjpSrKRdiyGSdRD/e/H46a6Lo4MPnouBzQ5ncWH8eueMOwquuove7+dGjUZIHHMrY0uLcr34/yWBBoL3/brd3rDzfdNNN2LlzJ2688cb/L2EQpDg/8ggdeMsihYbjc66/ni7dQoEO8Pz5tJicSWLfPjqky5Y5tDsNDaS4XX89LTjHKnIcVrUSCVRWseMYzkCAQijPP0+/8/AkT4ZwC13HS+SEf5DNIljnh0eRoKsGplJUinZ8ZRLFEjsppRG/yLg3PRCgedmyhZT3QoEOcCZD4167lhQbLnxqXbxujzKnE+LY6okJp5jHXJi9xijDknPjePFFWodolOb9yBHHSpVlsmI5lc7EBK2XpjlWryErUMICJL8Bb5CUy7Ex8s5OTgKKbED0CIgvVWaSf0ZHyaN455009g0bKj0RwNwYQbcHrxr3/MtfOhzR3PAKhYh7utalx71LgYBTidAwyDP3ve/RezgNnTIyAiZK8Pko1FfUgPFxG3a2gFJzC36zI4ZUp0NbdvAgoBYYwsvj+MTfk7D7j/+gsQsCeSY4o2U1Nr6/v8yj2+rgDg2jMvHjxAlSKDgGePVqUg4mJ51Qf2MjXTrnnUdCOxgkCNTFF9Mc/eAHpPy1tzsh9pMl0VUrGZx73O2l5B7ajg4a89AQGVrXXEPKnaoSLSRXrCXJgT4oilNAIxBwCp1oGo3jlVdIJriTl06mkFYrukuXklFdV0ce8EyGlP158+iis216L1dKeRJzJlMZGXFTp916Kynf3NCt1WpBA6q9mNUtnXZCsW+8Qet85pkk85YudfDNvPriaadRFU0uM/bvJwU5laLv3rKFQuy8UMfkJOFnYzFiP2lqmrsvmQx9H2O0Dl6vkwxYfaa4LOaJhBwKxPcIZwjgTB1zfd6tUNRKsOaY31qFNtzrX8uLXp0ncc01Dl67OmrHmZ26u2snAbpzCq65xhkjT0bnY59LntWKTjoFM2hdX3qJolChEJ3bj3yktnI+MVHJjNHf7zgH3vc+4Gtfo+hCOk374s47SQa5c00uuYTOJ6/c2dNTmWj25S/TXWUYdFfwfnMmh+rk761bHW58y6K55HM6OEjP5AU9AFQUo3rtNVKyuQPgPe+Zvc5z4Yb5XB84yJDJxglaUoa0SULlnotEqE+CQAY1Tz7nzgLLAr72dYameBKB7k4oVhaG6Ud6jCoj24UCLNGLwGlJLFnK8NhjDi/6woWkSPt8jiOENx4Vmsvgq8b6cwOSR+n4urkx2ldcQXvmnnucOf/IR5y95PE4Ee53u71j5fmJJ57A7373OySTyXe/N3+E7cQJuviyWToQ7sv4xhtpAbkCfPSokyQwNeVgszhDBseucWwbD++6kwlq4RCr/19RKNmNY0q5AOdcou6qRbMplSoZDfIZDRAFlBpasL8hiYGXExD/nbxo3DqsVli5wtPfTweptZXGPjlJP7k1KEn0/TwRaNMmRxGrpivjF2st7wXgZG+7MXuAo0wsWUJCec8eCtt+4ANkvOi64+Fauxb4wheccbgvH14CuedQDOFAFJ5J4hs2TQZdJ8VncsKGZhQQWNyCprWxmT2STpOBNTxMlvHtt8+GANS6SGvR/lQbVYcP008eieACvlao77LLqJ+HD9OFMD1Nv+/e7YTqP3QDm6Gh0zJZKD7Cidu6AUkrwPB6UX9ZEieG2AwchXsA+R7iCqU7Kcy2ncvruusqvXGLFtHe4AYA997xSmIAKXvZbCUnOC/tfvgwre+XvkRni++XjRtJYf35zytxup/6VOW5nCs82txMuM7du+n57rAiV15rGXRccfT56BLklHF33UX7zl3VkCccDww4VSubm2leNM05r9wzNFe5bH72Zy7RAyRHTJMUxTVraL83N9NarVpFc/7yyyQXpqaon1TuvPa+rC4d7FZCqj9TDQ2o5cXkTZIcqkbbJoW7WCTloa+PeNE5jpdXEPuP/3AU6fvuI8VjcJDGkcmQZ/+Tn6Q5GRqi/cILCD33XGXRllr952PmlzOn1Kzu9/XX07M4g9Jc0SJ3bog7MbCWIjxXgrX7PbUSPms5HarlBd+b7u/g+9c9T9WQHJ48y1lieEI4MDuHg0MTqllv3PNW7b11n6Pdux0mlj17nDmrxULiZsb4yU/ISMxmiYGEJ0u+8gqNzTBm5/yEw7R2hw/T/qqO2kWjlYZGOExnixtqu3fT2RIERxbyImKrV5P8iUTIMcOrbVbT2gL0WQ4rCgTo/Z2dDiEAN8zeyptfi16vOrJy223Uv8OHqe+c75o7CzIZWudVqxJo2dqB+X1dGN6fhq1TZeSspwVHY0kUjARuPs0xLoJBMqBefJGezRjJH56nw7HinMf7rRIiuQHJIzncKOMsP/wcGAbdBZz//e/+jsbv1okkiWgd3832jpXnBQsWIOxmp/9f3lauJM9EfT0tUvWmXb7cSdbh3mGfjzwKzc2k4FJCHF2ux4/TRQ84l1S1p7g61Fj9/6OjDin+1BQd2rPOcix0vnxzUSpxRoPULkos89YreOTlGN68g7Juf/tb8u7VUli5J6JUqpwnXaexLlpE7503j+ASPp9zCdYKS3K+Rs5DGYuRJ/Hmm50EEKCyzOjg4Oyw3ksvUV9N0yk4wCvwnX02eQ43bnT4d7lw4tnWHDtZLDL4hCTOMDthHc9CafTD65FQyBmQiwVYPi+m1yYxOUUeW36xnzjhkPZHo7WFhtsyB+g79+4lT4V7jqv31Nq1JMw9HhqD+6LSNAf7yCMPn/0sreEPf0hzs369U8hBkjBDQ9f1zS6ku9OYSmnQbQHKghZc8DdJxM9JVChR1RAavgcuvJA8gOk0CbThYdoDW7bQOqgq/cxkKot01NU5whIgrx7HQ2saXezz59Ne4EU9jh6l0CwPi3LF7YILSDH1eOhS5dXA3iqJzt1smy427hWv9qRVVwbjRSs4bvOFF0hGDAzQ3+fPp4uBRx8A2iOAo4S5E5N437jBsWRJZUIwb25jb3CQ1qWhgS7jL36Rxr9okcN08+STDmynvd2JEFVfttUGwlslHnMoxosvOp6fuQw6gP5+9dXkdTtyhJ4vSXT57tnj4HvdY+DRCW4w2LbjTW5qcjCv7ugA5xQ+WcKje8wcK/nLX86taBsG8PWvO8l57gTEiiI/c+yzalnO/8YVBXeC28nayTy9bnnhdsJw+TQXJAeopHHjYXS/n94fDlfWFzAM2j+LFtFd1tdHsu7KK+eOkrgdA/wccaMbINnk9oxXs5C4mTE+9jHaO7wQzZEjJOsuvtihBuTf7c5BOXyY+l9XR8+pZsbgcpkrr9xQ45U1FyxweM6nppwossdDcreaipAn6AGVFQ4ti+5Vv9+JtuRyzllbtqy2YsyhRkeP0ty777Baci0YJKiGGxPf3k5ndv16cmTJctl5tzqBq69qw73/ksKxfSqyuoKBUgwegarQtrfTenHO7jffpH4vXkx37IEDmCkspmlz81pX7/9aBqTbYHIb7hMTjqPR46H3uyNdHD/9brd3rDx/61vfwuc+9zn86Ec/Qtt/hy/8j6xdfTUdxmqMV60ENu5N5Jb6vHmOYsw9JJw9gzGn3Gut+vYna5EIHd5cjg7yX/81Hdo77yRv8E9+4giauRKAmMAQ3+TswMuagDt/4igRmkZeVHdIio9x+/bKcFwwSIfSHd668ko67KEQKYbuRAH3weE0SoODpOyOjxPkQBAc7/LEBCVuVFcwAuig7dzp0NZweqQ33yRlLp2m4gVnnz37AuLC9de/pkMpiuWD2pzAm74OLB/rQmksDZ+kweMTYMZakFmXxIpLEjOX3/79NGexGB3odetmC7TqcPt73kNeh8FB6iPvM5/j6tCtYVACKifk58rr0BDw1a860IOzz3b2080306XiTnRxN25AHXgmhV/+RIUKBYUFMTzbxzC5i/YKN5a4x/X4cSdByH0WNm+uLAGfTpNSkkrRvwsumLtIB/c0XHqpU0560SJamy9+kRS0QoEU74EButh27nSqfXJMZ7FI/VIUh/mgurJXdXN7DYeGZjN/uBs/5zyh5Y47aF4vuIA8X0eO0N7lSY1u2A5XIrhnfaZAjqtvPHpkmrMTgt1GNWdk+fzn6fumpyni4N4Xjz7qhIg5NOFv/qYy36CWsc4NhNdewwxnOj8nbjgLz4LnoWledW+uJkm0xvxS5RC3s86qlBnuAhvVrA7791dSEbqrmPF1GR6mCma8IMrJEh6Bt2YWAZyqe/m8Q33n91fOi5sa7a3gFkBlQvVbYcark9XnwpTW8nBz+cTD3Z/6VG3WB+7N5DzJPBQ/MeHUF+CGIe8/L1QUCtH8VbN38O+u5XxxK5fVRgT/W62x+nwkyxWFMMV9fbQPb7yxNjUg4NCkZTI0rkjEMfoBJyrKC5lxed7Y6HBRh8NU4XDPHochKxKpTOjnyd18PaphTHMpi+4k/1rsQ/y1k1UsrLVXMhkyMrmxyhX09etpH1TCjxhu/Fx8RjnniqhbcZ+edhxMixaRTFYU0kPczgAOr5mYcHjqq+GJ1YZ4c7OTSFkqzTbcIxFSnPfvJx3h4YcpMv5WBud/tb1j5fnGG2+EqqpYsmQJFEWZlTA4wV1+/0savzQA2kSHDs2mRXF7F9xKck8PHdRq4efGMr+VV2yuZpp0MDweUlQuvJCUr+rkBbdX5vLL597EPp+TqGYY5FkoFklx9npp83JB19NDUAhRdChnqiEmkkTfzZWj6sPOKd0GBkhRnzePxqRpjrLOLxmOPeO4aX6ouTAvFEjwrF3rvH7vvSTUvV5iqKh1AQHO5cATVxoa6HuPFxOYbm/DqfNTuPgSFfGlChpWxnCsl814cTWNFJjubnremjW09pxypxqzlsnQa3fdRZ7qtjbq28qVJIg5pKf6sr3//spEKa6MP/88ZR77fDQHpdJsw24uLzhABtTy8+NYMex4M5/ZTuseDNIlcvvts3GVCxbMrkbn9uZEo853WBYp8LWUxVph6OXLaf7vu4/C7wAJ6YULSYB3dtK8t7bSXl2yhBSclSvJSNy7l/plWU7kYq4QYvUl/VbKNv/b7t001/ffT4LcMMrl7Ptt9L+cQsSbhzRfxb6IAn80gIMHYlBVhoYGGmctPC4/V9ybs2oVcPCAjf2/T0GbUOGLKFi1hcqnR6N09iIR2q9uhB3fa/m8k9DI6ad4FjtA61UNteAX5cQERRAGBgjWUK3ouRNbOTf2yS5xflGPjJDHaskS4E//1ElqdK/PXKwOPCt//XpSZKrhJNu2VUavLr+c5N9ce58ng74Vs8iSJSRXqj3P7e2V88Ir41Xv52rDGaBzwsubnwwzXv3ZLVvmxpTW8nArCs0HjyCFw46hUKtAzuHDZODyaMKFF9Iah0KOXEqlqO+CQOc6Gq00+nlz52C4o4W875wX+K3yX2rdU9dcQ/uTU8XxREl3UhpfyxUrnIRARXGU5clJGidP6H3+eQeucuQI7c1LLyWWq4EBulPdDqSODorseL21z0B1c68PV/pqsVDUkkG1og4n8/Rz6k2e/+H2yNdy1tVihXG/nsnQ2PN50iskyYGjVPdbUcjAefNNpxJz9TrzKDx3hHHqzyNHnNLw1WwknLHswAFaQ+5ceydOx3fa3vGjv/Od7/w3dOOPv3Gew5NdPoBzIe/dS4L5iScc6EY1f2W1N6LWpT1XAgHHigF0mV944WxhxbFvXAn9wQ9qlyoGaINeeSUpR4ODjhKybBld9lw4VCsc3OPFm5umaa6M/Go4CecTDYVIOeJ4RY5hGxoiRerNN51qbHweOM/m/v0kCLdupVAe5/Zcs4Y+96tfVeKx+FrNn08CkF80ixaRcItGgbzKMO/UONa8nz7zwIPORWRZ5CE8cYKElKI4+N9qLBqfsx07yJs3Pe0UjmhrI9q8WpCelSuBc86heRwfp/HxdTh4kEJvwSD9fuaZDg0gAPzsZ2RAKAp5oKstde6BBGhOTjmFvJmjo7RvWlvJIx8KkRKycaODq6z2kDQ3VxaB4edj505SdGuFxWtdCDzMvGMHjZ/z6Z5zDu2P++933nfbbbSPn36aDCCA5uDVV+lsrF8/u4Jh9cXkDoe6SfhrnT1+Rp96ysH179lD4/P7gWtO7cXaN7vgnx6GaBQhvmnht9sEyCEvQs2tyCSSWPz+BHbtoguAl19eu5b6wA0Cjs1vzPSi7pUu/Obf0yjkLdhMQGBRFFd/J4kl701UzO+DD1JfOG6Sh4jPP5/Gw6kCeRY7lxluXlo+J1zJbWsjpeC002je3dEagOZrz57KohDuc1/Nn33llQ6sYvVqJyeAG8C81fI6jo4SLpoXT7nggtkK90svkefZNOl7eEEUd6tOzuWOhZMxi3BaODclmxviwudlLqou9z7nEUfTdKAqHs/cmHG30V3tjXurxmkWe3poHfbvp1D+ddfN5st3y0Ve7Id7aT/2MVKYBgacapbBIMmFZctoD7sjgbxJkvPZ6mhhLcaYuXD+7ve7jTEOJaiVFOx+hjspeN8+mn+eM7BihSOP6+po7JOTNL7GRtpnx4/TZ3mU8PBhGve6dQ5lJZeB/5nGozJuuVS9b6vzEmpFLfhe4Ul4q1bRe267jeaAVwtubZ0tF915SLUYijjbUHc3zfOnPuU4zKr7PTRE57RYpLM6Okp/dz9/cNDh1rYs53dFoe9dvrySjxtwILI7dsw2xv672jtSnnVdx3PPPYcvfvGLSCQS/119+qNqXMkwDLqsBgZoo/DLpxae7cor6VLfvp0E5dlnO0KwGr/8VkpmteeB/50XVGGMFIXm5trCiisJPT2VB6tWOJZnJgsCbXzOInL++XPDVIDZin918km1YBwdpdd5eHXhQuqvJDlJQPzStG3qR6FACov7Wdy78cwz9CxOG1Yq0UXBYSM/+pFzcNeto0uMK8E+H72HY1E500NrKynSN900m3t4505nPi2LvGnLltGhrkUTyOds61YyDn74Q7o0V6wgxVlVHU/72BiNw7IofN7bS99rGNQnoFKY3nabk/DEhe7AAF34vb20liMj5DX4i7+g1w8domc//jhdHtdeS1g8XS9XZxQd7zM3wqpxlbU8JO69feONpHC7C77UMijcGGLuDeMJmps309645RYnFMiTRpYvp+/noUZRJNq3xx+n9R8aonnjYWuedOLG4gFkYLz8Mo3t//wfZw7dibYcK+r2GA4POwlw8WIvFu7phKGqsMwSGAMESYCpmzAmCjAnjyNw+FHsHj0XoUUNOHBMwe6RGJYuI6zLxAQph9xb/iebe7Ht9k6UckUU4YcqUEKnfXQED36kE9ff24Ebb0zMJEW6cZObNjl0mtU0kjyRie/Z2eXRZytV7e2znQFHjwLjaRvBXAqFvSpSOx3KrFqXuJtmjFeGrE4Mq5WkWcuZYFkOFWg8Th7AZ58lJSedJoPStmdjxmcnTr81Zz1vPp+jaPN97sbAr1w5N1VX9T4HSHZcdBHJCg7dq6UIuI1uYLY3jre5HCy8rPjoKMmYn/6U1v+MM2aPH6DPXn21Y8g/9BDtpQ98wOmPO8GxVqJj9bzdckul4VF9rjibRjVModpbz73F3Bi75ppKg/5kScE8IbCasaqhgQzzfJ6U4mPHKOrJK1lyvO/BgyR7OSf84cNkmFx5ZWUkYK6obq32Tukeq/MSqmWq22h2V2zk82HbNG6eyOjO7+B5SHMZIzxnhbOFPfnkyTHNtk2fyWYJxnbrrc4ZaG2lfkgSvd7QQN/JE6xXrpzNtc3nYC5j7L+rvSPlWZZl/OpXv8IXv/jF/67+/NG1hx92KphNTNACh0Kzsa3ug9Pf74QgVHV2ON3d5koEcb/Gw/333usQ6sfjZBlfdZXj/ZUkh/uU94kr/txbyg9WLQu2uZkUMdMk6zGfp757vZXlwN0YybmI7d2eJze7BPfe9fbSc9/3Pgqx8ub2HEQi5NnYt4/6NDhIIWo3H+7HPkbP/d3vqM/Dw6SgnnkmKQi8nCoXvnfeSeu5YAHhaf1+J/mDV4Ps6HBKdfM14FyvgkB9OnaMDJfmZgevzGnH5gqr8sueV6yKRh0Ff2zMiRps3Ejj4xR6CxaQoHEnUVR7TN2NU5MxRus3PU1eZK+Xnrd7N+1LzrdrWfQe26bxrV1L87FyZaURdjIvba3GC75wpdCdh1yNIf63f6P5SSSor7JM63f22cDnPkfPsm2am4YGJ3rgvnw5J6gsO7RnPDPendTCz5mmEYVfXx95PhhzuNbdkZFsluaRK2a6TmdvfBzoOWRjS6kLkqkBggWDAYJHgG3aZfoyG6Ktw2/p8O94CtjnxRrLgwVyFAOjSTQ0JHDkCO1dXQf2vGlD+VUXDLWI8PwQzEkGTQeKlgxdlmCqWTz39S4s2dqG5csZVq8m5cq2aQ1fe60SBuBeoxtvJAOcK5+1yqPXokqrdgac2dIL3ytdCBppjMDCgw8IaF4VRfLzVAa++hJ3w3yOH8dMVc65mAOqvYfNzSTneJnlwUEyYPv7HRrRlhY6Q0uXkrH4L/9CBhb3KNdKnG5u/q95DKvPw1y8+LXYk+bKoalWwGqF9qvvnVpKGPesc0ja9DRFyfbupTlwj9/9jNZWR6l3J39VJ3HxffVWlKacU3n9evKwVq+DG4ddKyrFvfXcW8wdP+4ksrngj7Uo9tzzzw2A0VEyvHbvpme52aV4YumvfkVK89AQKdZPP+1QwPHkS7fCPxdTDW8nu/fn2m+1jLZaTq1qo2Z0tDJSzWFH7shhLdYWt2LOHSdvxfbR3Ez89QcP0h564gkyvris7+wkZ0U2S3f0//k/JHvdVTTnulskyTHkTja371Z7x4+/4oor8Nhjj+EvuJvqf3njVW0efpg2yrx5BAW4+OLZHmKeWXzDDQ5O7rTTaIO4w5Ru4VjLA1dN2cbD/aOjToIC53AFZtO8cU5kNwH5FVdUJgpoGvCv/zrbm3H99WQY9PbSeyRpNvk/b27lnmP3OKSAV0+89FIq4gI4IXnuvRNF+ueukFWNteJlajMZEnCZDAlkt9L/Z39G3vE77yQl54c/JM9zKOQUjPjQh0hoZzKkWB4+TApiaytZvddeSwrR9u30HP5sTslkWTSHvPpjPE4G1fQ04Y5DIRIAHE82lxeCGyh8ff7mb6jPpkn94IwdLS0O7jSRoGpmN99cu2xptRd4+XJSkjifriBQ//bvJyHKi3bYtiOkentpnQVhthHB9/hc1IW1GsfFLlhAwvrIkdlYcG7wdXc7iUUXXURjF0UyFn/2MxLWXi/1jTGH+7qa1xxwlKz166l/3GPiTmrh5yydpvXjzDH79jkXDC+bPT5OsCVuXLS2OpXSHn8cePGhFLq/kkZB88BQNTCBFGdLN8EA2BWzYoPpRfiDXnj1EbSOdqJjdQdea07ghRfKHMbbU1g4lUa4yQ/GiNGFKzumySCLfkwfS+PAMyksPz+O668nD/2Xv0z70OulkPNf/dVsWi6u9PAk1e5uiphwuizDoDNf7fVxOwPC6V5EjnRCNItgih+egARvwMDInhF0fqITHT/uwDXXJGZYGVS1UlHkCUV87pctI+NlLhnD+33ddXRuFi0ipf/ZZ6m/4+P0uiiSZ93no4v5wAGH5/z88+cuXjRXeysv4lw40VoKUC1jAJitbM/ljKgV2ud9mCvC51a8ly0jRqO6OlrD6vG75fibb9JzPR6Sh4ODsyMbJ/OSuhunNOWcyhs30jpUM+NUz3Etbz33FtfVObSic9U14HNTy6jgMCFJon354x+TIlzrjuTvv/deMuj9fpL5ixbRmPges21S6uaC2NSaq5NR/b1Vm4tPuRaums+nmz6P04lW76fly8kY2bWr8jwaBukEmzfT82sZfe62eTMpyceO0b1y992UGyVJtFc5R38kQvuxWunn94K7zXU2/jvbO1aely1bhq985St48cUXsWnTJgQCgYrXP/WpT71rnftjaMuX04LLshPS4QeaK6w8s/j110lxNQyqXseZJB5++ORJJdVZ/NWvbd1K3tpHHnEUZ8bo4H35yw6rwbx5TunSdJoEIfeY7d1L2cS8UtI991D/gMpseUkiK/ODH6S+L1tGeFlgNjwjEpnN93r11SQUOEbuySdJYHJcFcf78SQrTtdTK3GGY9sOHSKFNxqlAymKs7HFq1bR5fr88/Q8WSalYN486u+WLSSs9+2jZzNGytTAAL1HFB14ixvf+cwzjrK8YQPhS1WV5vEDH6B1GRmhz8RijgIyVwIGX9NDh8ho4B7Hpia6FDweSkrK5+nzbW00T7xS1oMPYqaUKi9bWosa6AtfoHlfu5aMjcFBWktBoM9wo6Kvr5Ip5dprHQPhG99wMLMXXjg7e94dXgNqG4U7dlBfa2HB+Rq7Swe/+irtkUKBoDScIsvrpflpayPDh2d9d3fTWPhFUp3Jv2IFXWSrVjmlwPk5W7KE4Cp/+ANdymef7ZQvTqedaoAcm67r1I9Cgb63VAKWL1Sxv2RBN0QwGzANGzYs2mPlf4CjRFsmYOUKMMIReLQsnvy/L+C93/Dg7JYCXkopyAznkStayBoSIjqNIZcrr7kHiEQkjPdp+OVPVKwYpvXmnppikfbBt79Na/WznzkKtBs36j6z69dTtGr7dvL+18qJ4LR/u96wsbHQBdEswtsUQn09gyQBjMmQfBIyg1k8/w9dYB9uQ/chVlPGaRpRv/EoSz5Pe49HdtzN3Wc3jdUll9Aa3HMPzY2u0/g3biSF77HHaM/7fHSJHz7sVHurLl5Uq72dkPpcmP23G7YHZivV1c/k8sdtsNZy2FRH+NzPj8edxKqBAVKc3ZE+7qzhiWWCQOstihTl27NnNgXcybyk7jUbG3OKx1iWU8ymFjNOLRlZ7a1XFIpaHDxIijMvDV2LrYrfyRxa586p4Psok3GKb0QidEdecknlXuPUeNksPfe66ygSw/cYh7YB9P4XX3RgQ3PNFTe8quk/36rV2pdvBypSLRerowfVzc2cpGnApz9Nc7N2LcEBT1bEh+/JWIzkd7FIZ7Cuju6LaiXefV+c7MydzFNvGE5E/t1s71h5/slPfoL6+nrs3LkTO3furHiNMfa/Tnm++mrywPFEipYWOhzf+Y4jiCMRElL9/XQJPP00HQh3+dSTJZW4ccm1XovHCXt7ySWOx+yuu+i9e/aQMjc+Tpd5T4+D0Vy/3vE8u/k03ypbnh82dwJYdWlc3md3QkZ3N+HqjhyheQJq46p4uVOfz4Fl2LZDQcMNkkhkdqiZj41XrMvl6Lu51/ycc+jAHz5Mz25tpX+//z2NOZ93QlamOTu7vJqNg6/X00/TuAoFZ06PHSOlTBBoTMEgXQZu6qdaRgH3Dq9f75D+r15NXMm67hhnguDguwBSnvfupf4mEk6oyx1G40aYO7GVK7nhMCkXnL4OmDsRKp12qhUeO0aeh3jcUXoGBhzsIh+7m//27YacJyYcGkJOhbRwIb0/EKC1PPVUuijXriVDhV/I7rKtXNkDSOHgl59pOu93n7NMhs7OF75AXv1EggyYz3yGDARezECS6BkeDxkRr7zi4K7DYcCIKpC9AmTLhsEwA9XgynIt77NgGtALBiRRRKF7AM987D60agwXqAIydgiABVM3oKoyFIXW1raBEoBC1oBuC1ChVChty5fTfJgmXVhdXWTAX3klzec99zg403XrKCrBk9bOPPPkORHhMBl01mAKwQNpWH4/SiUGxhxjfnKSQbP8GHgjDXV+CvlwvCL5iK/Ljh2OF9g0KRGYh84vuaSyHHc1lVomQ9GjN96g/ZBMktwjfnYay2WXkQyxbbq0OZ/whg1O5cG3UlRqRdSq2TCqseHh8NvHsM7Vqp8JzE33xvuoqqQ4f/jDtcvQAyRnOZxv2zYn0ud25rS3097fvt2BuD34IO2Xz3yG5OeePSePEFQr9HV1dAcuWkR30913O0Z+IEDvm8uodsMUOAyRsz50dztJwjw6WO3Y4Ulu7rNaDQexbed90WhlQRP3e7gBevnlVIjD56M95pbP3Gvq9dKYg8G54TjutePFaN4O7dpcxtXbxU2/VRVQrhe4cfhjYw5V4969TrGtWsaTe1zxOK379u0OrDGTqa3EV4+tWm5wY6wWXIXvOU4j+W62d6w89/b2vvu9+CNufNPdeCMd/LvvJowO57jkHrhkkoT1+LhjuYXDDobsreq////Yu/L4qKrr/31v3kz2hIQsJAFCCIQIsm+CFKpQUNygiEBtReqGSltKq4JL1fZnabVF1FqxrVoKrSjFpWIFFQWLIAqCYoCwypKVkGWyzWSW9/vjcPPevLw382YykwXu9/PBmMmb9+67y7nnnvM95wRy46gnf1aW4vofMkQpQc2sdT/8oVJkgH1XPVHVVASjhaC2ipw61TrjA2uLOiCjRw8SzqzS3rRpStSslldVX0/9mJGh8G7XraP+TErypWX07u0bSOh2k7tt0yayrmVn0yFn7lw6+Wdm0nuxghpFRbToWR5Tm42UylGjaNExpU+bg7qkRHFze70kQKKj6f5RUXTPRYvokKEO5Dh9mq758EPqo/ffb+0mkyRSZP/1L+rXzz8HfvtbehemCC5c6Bs8abUqlk9JIgVi/nzfpPmAcVYF9QEoP7+1dVzNqautJTelxUL98Pe/U0aOuXPp9169lHK5W7aQV6ZXL9/cnuq1wzZABq0V5fbbFavw3r20uU6YQArWsmW0GSUmKmn7rruO+K9vveV74ARa8yXV1d9SUmgdvv46vdtTTxHNYdAger+vvyYFva6O5nPv3qSAXn013fvIEVIuk5Jo/PMHZyK1IBXur8qAaAlyo8vnPWX4KtAkGryI9jTA4mqG4PXAGm1BYnYsUOqG9Vw1LJ5m2DxeREV1g90uwOmk73brJsPb0ITYXhmoSc9sKaYC0Gbe3EwHmvJyUqjefJPWWFQU9WN8PB1Uv/yS1hyzVjK5ZBQTwZTXRGsjBNkLQZIQHa1UK2QpJr2iBLfDgbS4RsixvgcbtecpKgrokSEjpqYUjQ2NcDfHAnImFDu972bK1tOXX1KfO500t3r0UJSb7t0VuanmI7MCONnZSqBwIEVDz6Oml9ZPbYGrqCDPY0OD7xoIBloetSQZp3vTKtpGirP63owixayxI0YofcwsuD/8oS/3lRkVZFkpegQYBylqg0VTU+m+//0vPUcUaR1rU53pKcBuN8ksNg4zZpA8aWoiTxALotcrrqENcmOyV0sHiY0FbrhBuTegf43a8s/ayYIhGZWIWaKHDaPDTF6ePr+d5S43oj4YWZP1DlfB8KaDvX9KCrV90CDaRwYNUopt6UH7/Zkzad2yQzuTVVolXu39YAe3NWsUQ5mZNH4NDYHfO1gErTyrIZ832QhqO/5FjHfeIQW5pkYpeKC2wOXk0ICPGKHwqTZvpokxdKgvd0id4i1YNw4TskOGEPn+6FHayKxW+v/Vq1sroIGeZbSg3G5SUFjGh/R0Eo5qiznbRBwO2mhcLoVDxlLaqHlVLMgJIEVWEBRhd/SoEiBSV6dYfdTKfFUVtae4WMnIsW8fHSgOHlR4m+XlioWZ8SxTU0npcjjI0q3HmUtMpLR+q1eTEtq9O1msqqqI766u5piSohSfYJb1Xr1owzh2jBa1tnypOp8pK68uCNR2FtSnDWhKT6ex6tGDlAnGVW1sbO3i1JaHZZs7G/ejR303Tq2nY/Zs6quiImpbbCy9R1ER0ToEgZTljRvJwskCHmtqlLmvhdZCorWisKpRWk/DoEGkwKr5irJM9A5WiIUdntj7qz0cehlQzp2j+dC9OwlqFgwzaZJS5Ss7mwq6sHgFgPqwoMBXwA8aJGDcfRPw3j0b4XU1wuMAZK+iBqp/qi3QkstBlluLAGucDaJFQEa2FeVSIpzlNbB43XBW1KFJjAEsEqKtbkiNTbAlRcE6fQKKHUKrYiqLFxOV6NVX6Z23byeZUFpKsqm2VqE8aa2VTJ4kJAAWUca3n5Vi8xuNaBJjcdqTiZ69BJSWxyImTkRCNzeiE6wtRgKLheZtQ40bVquIG+bGwpGiKGBUCpjmrtcLXDvoBKTPtqPmzFk02d1wuwBbbTz2PjcEnhl90XN0JlJSBJ/1xDxcbP663TTPvF4a+2uu8V3DLLaAyZ/rr6eS32YUDa1HzSgbhto6+t575EWqrycqkL8ivUayVi8jiFGGATUVxiy01ticnNbxNkDrzDpsD1AXPdq2TT9IUXsIKyhQqGeHD5PRQlskySjrSlWVryFg/35gyRJfi68k6XONZ84kigrQuqCOlg6iHQejAM+KitYeULYPnDxJcrKqivbenBxfnr/aO6gun25EfdALPNRrvz8lXA/+KEna+7PPL7uMfo4e7btPaKH3/dtvVyodMorOzJnUX+yAqH5fFpukLSbH+s0oI02nsDwDwD/+8Q889dRTOHLkCAAgPz8f9913H370ox+FtXFdCVVVtABYbkIWVJWToyyM7t2VE+dLL/nyqfbupSCXoiJSaJ57rvXpiblxqqoUYaQ3SZkCvHu3ooCw9DCMKqLlBTN3EeNiqV1G6gmsXVBVVUr+45oaeke9vL3s9JiRQUprZiZNdK07Sr1Rs5LSjGdbUkLKy44dZG1JSCDr8i23tD4hDxlCmwBAzxkypLVln/3++ef0/agoslqxHMXMsqLmzLndNHb/+IeSiF+WScm/9FJ6/ylTlMwB69crwuC660hBOX2a3FVNTdQWvUwPTDGeM0fpl8xMpTSuHr1h7lxfxVJtadOmidO6xtxuGm9GOWFuRT3BW1VF7Weu1+Rk6mubjTYwxiW//npq05Ej1FcZGYpFlillRkFNelYOhm3bFOv27Nn0GQuUZNQmln2DWbfZ+1ZV0Xiw1GgFBb6Ho+PHSYiXl1N/TJ9Ofc4E+bPPUsBpdTUpAExxNhLwBw8C06bl4toXqdx56d5SNFU2tV60KpA1mrJxeEUb6hxWJMfIcNa74a73olmMhuR1otHSDbFuOwRXA2wQkNw/GSN+eSU27M1FY+N5694lMg59VIp9Nirkkzs8Ew88IFD1yV/LOLWrFAWpjeiXF4vskZlISBRaAjnZO7OsCBs2AHEVJ5BbvB02eyUktxcJFhGxvVMx6uEJ6PWbPthyJhUV+8sRnSBBbSmur5PhqWtCdWwG/vNFJu64k2QEC4x99FEarytzT8C1aSPsVY3wOD2QHW6IXhnu0iZ88bst+PLZT5EzPgvfWTYBs2fnoraW1taTT5KhorGR1q/DocQ2FBaS9VArKydNonFkeeKZZSs7mxQdo9z6bN0wj1ogxaSqijwWokj3jYkxdsXrKchsDPQygqSk+GYYYGuBeeDWr6c1MWBA4KprWmtsY6NS+Eut3GjT2GkV9Joa44O32nPHPEmsPLReYF96upKiUkuT0Qa6DRumcLi1CqQ6nZ82NaLaGKWVlWYCPJnX7l//IjnXp4/C1fd6lcP2/v00vjt20N7F9hjmOTl+XJHt2mcwVFQYV9pjCrSaW2823SJDoCwf2nZVVZE8j4oi4+GBA77t0R4E1d9X6ykszev+/QoFcvBgqi2wZ48i26dOVQ5uZorJsTk3fjwlQAgnglaeV6xYgUceeQSLFi3C5ZdfDgDYvn07Fi5ciMrKyos2CwdL1+L10sablkY8Sa3bfMAARdFW86nS00kRtNtJ+LA8w0VFtNBYyq28PLKIMqubnnuRLTCXizYPdv/UVFqkbMNXbxRs88/LIwuQWvnyt6DYewPUztLS1gUT3nuPFDrmTmVWh6Ii6ie1wFRnbWCCkLlxmHK/bx+57UVRSbGjXpDsuf36UZt69KBr9U6+8+aR1f/ECfq9e3f67NNPjRXH06ep/VFR9I/RZFhpZUlSBKNaGPTrR21xOKjdLA1eSgpt+GrhCdB91Fx2xitUQy/nKVMsWb5creD0x29j1kIjK4P2WkmivujbVwmkq6oiRejAAUojBygxAWpXPeNU6gU1GT1f7yDJgqZSUxVLKmtfZiYJTnXASXY2bZx6hyNWUZLxdXv2pPX46afKRvXzn7dO9aR2b6sFPHuf9PPlzkv3lmLXc5/j6398DQgyRFGE1+PVEJ/JDi1DgCc6AY5aJ6oq6+FxumHxArFeusaVnQaxFohqrEa0TUZ9aR0K//Ip+owS4E3NxciUE0j+aDtsdZXYuskLi01E6gBKGQcAE77djvJzlRC8Xogfi0guS8WoxRNQUpKLgwdJYWYV2fbuBZqLTmDAyY2A1wl3XAxcVglWwY3GE+V4796NyL7rWlx5P1nZ64rrEJMSAylaQkOtG7K9Cc2Iwv/kCdjxDwFWm1JcZ9ULMpqOlcLmakD1nm2IbWqE1+mCx+WF7PVlhHsaHSj5ogQb79qIy393LUpKcluCvySJxiwuTglIEkXfeA71mvn8cxovFli2cCGN4YkTlKGHFanRk7Fm1oc6OG7IEJoPjE7Fii4BvgfYv/yF1ke3bsp8ZwqkOvd9ZibJkbVr9asY5ufTmvrTn5QiH3V1SsVXPTBZruZpr1tHyl5JCSmFRl4vdQVRlvtbT36qlSdJUg67RoF9ALUjI4NknyD40mSMOLJqBU8bW6G29AbiFKuVPzYe2vFm6+PcObq+pobGWO3dnTRJKR9dXKzEHrHsPl6vbyCeXhsSE+kdGDVJr9KenuU4GHqQP6OFv+v1co2bDfJzueh9RJG+87//0dh8/TVlMlEnLtCmyjQaEzUkSb9qa1sRtPL83HPP4YUXXsAtt9zS8tn111+PQYMG4bHHHrvolOezZ0mgMWGqTszOFqY2dYxa4WR8KreblOyGBiVl0r33kkUkJob+f+FC3yheoPXJ0O1WFhhAVonvfY+em5iouEMAsnCcPq3kc62vp/vn5pKSz07k/haU2j343nsUMAWQlfXf/yarY1GRolClpir5dR96iASGuhoj2whZEAwrs8nAMmywQB/1xsgEx+7dpKzW1ZFC2q+fYulgfED1gmPuL0ZX6N2b/hnxvtjYXX89BSD26KHw6LTussRERRgcOUKf19X5npq1gWtqMEW3okK/aII2yIW5sdT5cs0EKEmS4sbs2bO1lUAN9WY5ZAh9tm8fHUKKi6kN2dlKcR62yWnzhLIAWaOgJr3nGwVN7dpFP6Ojqc8vv5w2F1bmWcuRVVdAVM/n0aPpnQ4donVw8CAp2uXlNM7ffuvL6de2KS+PDhAzZyrlv9n7eLwCkJmFij5jIMccgeBuPs/hEFoocBAEiCIAD+CJiYXTKSPWVQuPKEOURAgSILpleN0eJBz7Cl5rFCzd45GYLsHT7EbF/nLYvt2IK28eiUOH9sDR4ERsegys0RLcTkoZ9+aP3gQEwOv2Iq57DKQo+lvF/nKs/9E72GkZj1p0Q+meWAy+NBNp6QIGXyrD8q/tsHqcaLImQPJSO2XJinqXhLimOpxZtx0JP/shrv7ztdj2xHbYj1fCUe2AYBWBjAx85pqAMm8uhnQnK/GxY4Dw7Qn0+HA7Ek5WQvS4ILma0IzzNmsfZYIOFAIAT7Mbzjonvlm1HQU/7AOvV0D//rS+cnPJ4pecTMU+1OkUGZiMOXDAN7BMkmisv/iC2tavH8kfbbEo9Zrxl1VCfagVBPpZW0vv/vOfK14eJv8qKojGV1lJ8pHRO5hMV+e+T0iggE9msdMGnO/dS3LG6VQCSt98kxQ6ddlivbzRaosyq+DKCucYxdtoA8gnTSJ5kJ9vLHe0MT96ihozphw9SkoWO+ho4yb8gV3DDoLq2AgzAY56Vk61ZZXRLY8fp/eZNq11YDtA85Hx3p1OpQCWw0F5x1l6SK0xSJtjm6VxZdQ89ZgEshwHgp53gM0NPToRu14v8DtQW9SxA1Yrje0tt9A837+ffrfb9RMXBPIOqMeQeerDjaBvWVpaivHjx7f6fPz48ShlJp+LCH/+MykJ6rRNPXuSENYrNMIGk1X5Uk/MRYuIoyzL5KLbsoVOs14vLaDx40mQ+ctHWlVFCzAtja5jEeraE+nkyb5uo549afMB6HnqE3kgKwtTtFhwhCDQoeLdd+n7gkCbWXQ0HRRGjyZ+YVkZfV9djTElpXUQjDZqeO5c/xG5Hg8J2sZGsuAwKgZzZWpLMq9fT30xYADdW2+Bqt/VqC/UmzS7JjaW+mXfPqJ1/OQn1C61sGPBhOrANX9Kozrft16Qi9a6oqXmaJPkMy7j979P7ezXz7/FQb1Zso3IYqHNobFR2QzVfSlJrbmSWhqNmsrhb65pLQ+9epHXprmZ+pC5S8eMUfKna5VuveASNobz5pGVf+RIsjgHAmtTSQnwm9/Q2mVpm9RKSsvB7kgmLk3qAelcOSxx0YiKkiELAlzNAiTRA8ndANkDuBvdiPY4AHgBSYQgkgLpPW+mkr0y4PGg2WuFVwasMVZI2RLsZ+zY99x2iFYRiT0T4PUKgEB/t2RZcLbwLAQISLs0DYAAjweQoq1o8njgqa7FKGyCE9GQqy1YMy0VFfkT8J0pUeghVaIuKQZxogBZVgINRVFAkxyDmLOVqD9Sip1luTgytg/SR5di7KBGJPSIRe8xmYh+TsAnn5A8qKoC1vz6BKRNGyG6nIhOikGM1YKGM0RpkVv+AwCCYpWTAa/LC2usFecOV+LGglJcdXVWS5oylpEFoPHQq3amljEssIyVLk9KInnB5EZmpn6540DQO9Q6HCQL2AGYpQll8o+t6eRk+ltpKcmmyZN9sx9NnkxrjqX1bG5uHXDepw8ZXmw2eqfYWLrvqVO+mQr0LINa2cNyp99+u7Ke9NYAs3yuXUvtZtVJ589v/R1GBdq8ma4bOtR/PzJqnMVCss0fZ9wI6jYCCpXR4Wgtk7XKn9owwbI95OX5Wvqff155ht4ewir01teTh5M9c/VqYz48a4M2x/asWfq5mIO1HDNoZa7WamyURpf1a1YWtUcdzGq0Z6m/p44dKCujuczK3efk+HrtzSjJ6r5Q7/V9+pjrh2AQtPLcr18/vP7663jwwQd9Pn/ttdfQv3//sDWsq4Dl22UDpw62u/JKpfQzozGolcDZs30HfP58It+vWaMUAGEUhNpaUiaZ1bNXL7peO2HUdeYHDzY+kbLUcNq2GKUNUwsePS6geqGwAImYGPqZm0ubA6t2COhbj7WpydRp2PSCx7RQt0Gdj1idu1XtYtdaP9UHhkAKnL++0Lr6WEDFZZfRvdXFKfxVhdI+0yjft5kKZSxVlpoioaZOMKtpv36kbGgLlui1h7mTWfqiwkLF9XjsGLVDm4JPm/Beq8QacT71ns1w222k6PzjHzTmEycCjzziG3Srd+jRc9VWVNChr7SUOOlXXKFs3qy6o9oqpL5fXR31gTZtExsT5qIsKRXgjJmA4diIGKcDzZYYpPaQUFPphqe2CV6vFxZJgMXT3NIub7MHXrcHgiBAEAUIMuAVRcDrgU10wWKxAqDgbWusDfZTtUjonYTqagGNjSRLUlIAT5MH8AJeeOFqdKPOYaViRx4nPNV2CJAhQkazGA1BEBBTW47svRtxwDkcPT1eRMdJqK6hd3e5qE9i4wCPW4LocODbg40oPA58sVvAt99m4ZVNtP6mTlUi3isrAcgykgu3Aw1ONEkJkBoEJKQDgkiHApWuTD9lZW7JsgyPV4Db4UXjuUb0Gkufq9OtqQO1qqpaZ3nRC7Rbv57WxoABCu3uuusUGa5OkRVIgVZnR1Knz2SFPGJjFcvz4ME07z/4QPEQsvIJerKa0SLUaT3Vc7yigrx+rNhUQQF50mpr6Z82w4mRZVBLxzBSnNWoqiKv4YED9E6C0DrFIDMY7N1LHh2A1ouR0YDlmL7uOrqnujS4v/Lf/tp46BC98xdf0IE2K4ssuSy2hslGrWFCTT1TpwFltBN/Ch4LUlXLecaHt1hozLV8eDUtguXYtlppPelV2lPPAbPQo3po9QWjNLrqewRbo4L1ybBhvl4ASVLkphnOtlGQo/odiorM94dZBK08P/7445gzZw4++eSTFs7zp59+ii1btuD1118PugHPP/88nnrqKZSVlWHo0KF47rnnMIaVnNPA5XJh+fLlWL16NYqLizFgwAD8/ve/x1VXXdVyTV1dHR555BG8+eabqKiowPDhw/HMM89g9OjRLdeUl5fjgQcewPvvv4+amhpMnDgRzz33XEjKf1xcazcFU8QA4mqp3fRsMI2KV6itcz/+MSVgr6khy6m6xCuztGiVDL0UPCyiXC2AtdwhrWtLb7KajcRlips6ZdrZs4ryCrS2HrvdvkqTtsCGmdO0nlVS+y7aftBLD6j3ntp7GfWFnoX/2DESikyh1IvKNyMkmIVfL9+3nhtLfU82N7W5etVCkXEKjXKrsjmgtVCoNxiPh6g/gC83Uf29lBSyTrFKf+wah4MKePznP+SWZn3O5odR/0RHU+WvG29UMqaoFWd1/4WSHiwhgRScq6/25adqxz8vT6kcOniwb9om9SaYnQ2kDcvFmYPXom/JdkTVV6KhzAF3o7cltYq32dOSxg44H0ToBbyQYYmJhuxwwiIBshuIj/WqFEug8pwAyQtUVgpwWRROYWIiUTXYDd3NXkoh55Hhqa2HIMuARYTglZGYIMMj2eBqliA21EE+cAj1kgir6IbbbYXHQ0GNrkY3rKIXXpcXkk1A3qWxOOQiy73TqQROHT1KVtympvNr7HQpxKpKNMMK0dUMV7OAyuJm2GRZN/c1ezdBIPLG2QoZgixi6+exyJuqrA116sP6evIEHD1KbnW1RY/lNtauD4eD2skoRICiqFZXk5VQfRjXm5PajEXMA6M+NDKXuMNBWWmeekop7KN1yevJ6tmzaU/YsKE1lUuSaF9hRWYGD1bSpqlpU1qlXMsLr6qitmvLY/tDSgq1nR1OrVbfe6ppEIzqALTmpWvBLPfMW2q0f5qB2vNgtZI8tFgoyLiqSgn6nzat9X6ipp75o39p+9EojiMlRb8wCIMRLcLoAM9gNr8zoE+vMLNPBrpHoBoV2vHVgxmZbfRs9Tt0CsvzrFmzsGvXLjz99NN46/wueckll+Dzzz/H8OHDg7rXa6+9hiVLlmDVqlUYO3YsVq5ciWnTpqGoqAjpOj328MMPY+3atfjrX/+KgoICbN68GTNnzsSOHTtann377bfjm2++wZo1a5CVlYW1a9diypQpOHDgALKzsyHLMmbMmAGr1Yq3334biYmJWLFiRcs12oqJgXDPPSTw9BSJDz6gf6x6ldoaoS1eoZ5saiU0NVVRMtSc6T//WQksYTk5BwxQOLlaZZBRRbQn9WCUCaNJql7AasVNveDz85XAQSaYWPS3XiT5tGmtgz4CKZdA68VmRlHVcrxY0IO/ZPNGfaH+XJ2CiwWGsA1AGyQZiFvGEIxbTt0X7HvqNFFaoRgoetnowKDlSe7f75vCS+0CZJvmv/9NysGxY0q6pZde8q3W1bOnkk87kOucKU56KbK08Ne/amtbXp7C9zx2TNkIgNbjz3ixrHJocrLvvfU2wV5jcvHtiT4o2k7Bcn1OboOtvhqi7IbgBkTJAtntAaBKZSeIaG5ywSKT4iwKgMUqtjzH4QCcThkWAK5mGR6b7/uJ0vlrBUCyiYj2Ao46NwSPGxabCMiA7JWRki4iKgGorxdQcioGcW476iyJSKitgSRJEN3NiGuuh+h0wysDkixDjouGq86B+fOJflZdTUpJz54kn268kQ4iRUVAY/FxRHsaEO31QgYgQgacWqXZFwLIMu0R6ERQHZUB+9lMHwWYzdn33yd5cvw4HVaSkloHhumtDy2FCFDyz69eTfNi+3aaQ0bpPtVGlNOnlewy7FmsDenplK503ToyhkRHK8V2mKxmKdDY9Uw+rFtHRZFOn6b9Z/Zs5d3ZHgAo+Yejo30phUZKOaBQL7RFr8xAkpSKsyyGRJ12jnkO9+6l4EWWH12bZUNtoWaerZISRVnVo6X545+r35F5Htxuoo3U1RGdheWqLisjS31iYuv9REs982f9NpKX2uwVRkGP6ranp7c2bJmxuJrhPevtKXqGKKOy30b3MPO3qqrWhVeCNXAY3V/9DpJEBWzCiaCVZwAYOXIk1q5d2+aHr1ixAnfccQcWLFgAAFi1ahXeffddvPzyy1i6dGmr69esWYOHHnoI06dPBwDcfffd+PDDD/HHP/4Ra9euRVNTEzZs2IC3334bEydOBAA89thjeOedd/DCCy/g//7v/3DkyBF89tln+OabbzDovIR54YUX0KNHD7z66qu4/fbbddvqdDrhZNUIANjtdgC+FanUg+V2A7//vS+vt7FRUZy1WTj0KBKAbyAGe442sCQ9nVyLI0fS9dpJb7aylT/LMuMrqdM5sWAWve9oLdmsP0pK6PeKCiUYsKqKBKE/LncoVkMj6AkwrYLHspuwoLRAJ3P1xsUsVeoUXFOm0CHq3nvpOhYkpB4fltT/o4+MFUUzVmqjwI7Zs2kzy84mz0henq83gx201Lw1NfxZF9SR9+oUXomJSio6VgHuk0/o+ayIBrs3S/UIUDDmrbe2TmXkbzNgWWa0EejavjHyGDAl5cYbyb2q5dypD6Lqilbq2AajwCI2BllZdP/t2ymzwo4dAjyeLAxOLUG/pjrEp9jQVOGg4EDhfJChV6lI6JUFiB4PZEkC3C6IcVZYY8m8J8tAfb0MydOMZjEaUaILUcnRaGwUEBNDz5ctFkAERIiwxkpIiQWaBC/qagEIMmS3DClGQnQi3TM+HoiOk+CtdQCXFCD69F6I9hqInmZAADyyAMheeCHA65Kx8e53Mempa9GzZy4mTSKPy513yEhxlqLs00bcMDoWZWkObP7nF3DLXsgQIJ4vV87Q2vJ83gIvAhAEWGwWOJujsB0T0L1QgM3W2tvDsh94PCR3e/cOfNA0WlfMI5iTQ+PGcoNr031qFXFmrWYFHdQ5edVzPi6OLMTTp5OcyM9XYk3URUCYzGDUiEOHyJKfmkpyQ33w1oupMaoVoF0jLFCwtLR10SsziI72LVql9vqx4ksuFxmWjPjQRrJYfajQ0tKMKHR66z06mu514gTNDZYbnJUG79FDPwuH3jwxytRhVollckGLQJkzzFhczfCejeY+k+tGnlgz9wj0t2DbGkz71e9wXl0LK0JSnsOB5uZm7NmzB8uWLWv5TBRFTJkyBTt37tT9jtPpRLRmpsbExGD79u0AALfbDY/H4/capgCrrxFFEVFRUdi+fbuh8rx8+XI8/vjjrT7X8l7VE07tjunXT0mPVVzcuniFP1e92qrCrhNFJV1aWZkSKMMEHVtkWo6vv5OdkTVNLajy8uj+jHcWiDen7Q9meWBKVUUF/V1rKfGn4JuxQAf7HfW7Hz6sVAZk1mi1ADdywbH3ZZaqVauUw9PBg/RTW9mP/Y0l8d+xQylaYTRe6j7Vq7plpBxq08Kp6T7sfkZBIYA5Qae15LNnsjLJ335LCk1mJh2Sxo9Xnt2zJykjzC1ut9OzWNUySfLvHlVnmZk1S39D1XoGWODPP/+pVBXMzlaqCmotgGoLOPsbC/isryelxuFoXcyGtbGkBHj8cbrPuXN0nSwD3ayNsFq8sEZZ0CQDsgB4PcRABjyqN5UhCoDHC0AQ4YEFzQ0uWGMkOOrdaK5sghQbhabe+Ug+ewCOqlp45DjUuSSIXjeiPE2IS4sDZKD2dB1iu8fAYiUesdfphWgREd9DRcoHEGtzwxElYsDVffGdUZnYMHc9ZC9RRQSIcAtWNAgJkGxWWKvqsP+F7Rj4oz4QRQF95BP46r7tOHe4Et5mLwSrAHeDGxavFx5JIi1KAy1dRflMhNcWDSGzB74RJsAp5LakfVTLoMmTFdnLsh/cfntgeaE9VKsPVOnpCk/61Cmaq3oFdth9mAxg1VK1OXnZ/RkfmhXsWbfO17tlVA2UUSNiYuh7bI3r0aHU895sejYWfBsq9IwdkkRK/quvUnveesuXD81gJIu1yqpWzujJPL0c8tqD/u7d1I/9+tF6LCjwjRfSeze9PVndf9oDdiiKYSDl24zF1ew+6c84VVVFfcgqT/o7BBjdw+hvobQ12PZHCqabKopiwEqCgiDAzUJZA6CyshIejwcZGRk+n2dkZODQoUO635k2bRpWrFiBiRMnIi8vD1u2bMEbb7wBz/ndNSEhAePGjcNvfvMbXHLJJcjIyMCrr76KnTt3ot/5ShQFBQXo3bs3li1bhhdffBFxcXF4+umncebMGb/ZQpYtW4YlS5a0/G6329GrVy+89BJtgtrgJq07JiXFd4GzieJPCTISDOnplLXi9dfpunPnFCue9l7stL9vn/+0PKyNWmsaK37hcJBA1fJi/fHmGNT8uSuvpI1kyxZSpBgvti2BAf5g9jtqaxGrDAgoPGxtMQ02xkbcswEDfIMix46ln2yKDR6sZMvIywO2bqU+Vd/bn8AN1mVnxHlWC8JAwtqsoGP9wg5ujY204fXurbhGr79ecTUzpVQd3Mk2SFYmXl15TO+5zP3Hsr0MGUKKCLMGs+9qPQMvvkiBYf/9L5WmtlqpPcOGKX0AKKmt1BZwVtGKBXyye5aU0Gdz5ijjx8brk0+UAjlsvCdOBJbNj8X/FolwO0iZlN0yvLIAWSC7rAgPBACiIEMQATktHU19ByKm5BicdZQSrrFZRKOUSBUeSw/C43HB63AhytsMj2iD02tFj5EZmPTQBHz0EXBm3XY4S8ogNzkge87zigUZdaX1AAREJdrgdstw2ZvgTcnAmaMOfPT2x5CdzZAByLIIWCxwWePh8dpgAeAUY3D2YCXmFJTi0ngntj+wETV2J2JTYyClSGg414SmmiZAEOCxREEEva+usiyKkL0yXLY4RIkuNI8ah8bs/hAyM1HzqYCGYlqrQ4ZQYCBbC8zFrVcIyOwmzRRRrdX39tuNZYI2UJhV0Nu7V7mnlgaWn098fUA5gKm9W3rVQI2oEWqLMaNDMcXUrIXP7ab5abXSNZMn+98zgqGcAfSZzdb6czW0bfVHcVPLGW3faQOkjQ45airVZZcZyxm9PVmdqUXPIq5H6zAzD9WeXiManRmLq1FQezDjp648OWgQ9bPbbSyLzUBvHLsaTL/6m2++afi3nTt34tlnn6UUShHEM888gzvuuAMFBQUQBAF5eXlYsGABXn755ZZr1qxZgx//+MfIzs6GxWLBiBEjMG/ePOzZswcAYLVa8cYbb+C2225DSkoKLBYLpkyZgquvvlrJtaqDqKgoREVFtfp8/frWCe0ZtO4YLZ2iokJfOQZ8Czrocbuuvpq4pc3NZAnJzKSFr3b5swwaRjmEtVAvRrcbWLmSlIrqalIwxo9XCqyoF/TkyZTX02hxavlzc+bQZqfmxWqD3vRg1g2mXpjBuM5mz0ZLxbIXXqDv/Pe/SvDa1Kn6gspIkdVu4IBS8OSjj2izzMsja/PBg2RBio9XFEV/1o1gXXZGnGez3DR1P2mtc2b42Xl55Jru3t034Iqlb2NKqbqqpTboyl91NK2r/JVX6OCSnU1UkS+/JCrG7Nk0XwcNAn71K1I0vvqKDp/R0fTzkkvIFc4OkExp7tVL6QM9Sw/jxR4/Tu/AuNvq8bJaac3X1dG8mjiRuN5Vux1wNbjQVN3UokEK8FCDBAGQiesbk2BBWkEqbAt/jKIjIvoNGIfL+5Zi3cuN2L+1GnnlOxHldSA61QpbTCwa3B7IjY3wygLSZ0zAj/46Ege3luHwoUagdwHizlUiOtYGa4wFjioHPC4vmhtcqDpejcTsBHicbljjo+Dul4eYj99Fo6OB6CSwQBAEiF4PYppr4ZG6oanJBrdLQpTXgYazDfhm1WewVzrhik6Au1GA+6wTnuoGCF4AkCF6HOffUwGjbAiiCFkUIcALySYiNjEKSeP6owRZKCujLunThw6ozc36SoRa9gZ78GZWX3YQ+vJLxVOkV31USzUAlIPbL37hK5cBX8sq83CxeBi1ccWID2tEjTCCVtEC9JUqdghlVIbjx40z72j71F86MwYWU6CO4/HXVnWuYUB/DPXkltrSrpdDXv0sdZCptp/13pXtycyj8OWXRPdITlZimerrlWqIzHhhlkapzjikZ7Qxq3gGmvNmx48lIcjPp/lw1100/9T1GcyCKfOhpH/sbDDd5BtuuKHVZ0VFRVi6dCneeecd3Hzzzfj1r39t+sGpqamwWCwoZ7lqzqO8vBw9evTQ/U5aWhreeustOBwOnDt3DllZWVi6dCn69u3bck1eXh62bduGhoYG2O12ZGZmYs6cOT7XjBw5Evv27UNtbS2am5uRlpaGsWPHYtSoUabbz+CPp6s+qbLTJzsNMvda376KMFZbuphwNYroVXNLx4xRBCyzXrBo5CNHFMXk0KHAqZaYMKqooICYmhrav91uKjjAUnyzcsjr1inpe7RUAHadlj+nx4v1dzpmMKPc6QkEtTWdnej1nmO300Fk505SoEVR4eDq5XsFlIOGERdY65JkBU9Y9PFnn5E13+UioXn55eRmliT/QTtmXHbaJPfaNHHBcNO0fezPXaq9HxOWrIw7syxXVCjz1OGg/lZvfsxVyMbGn/LMDj85OZS9oLGRDgqHDpFCLsv0fRah36OH4oKsrSXPwIABtNbuvZcUMkbHYLQRll9VzzLFvA2MF5ucTHNe71Bz66108JVlysZzfMsJfLr0XcrbLIqQPTKE8xq04PFAEgBZFGGNkRCfFouR90/GwGvE85YuAS+9lIWNB2WMKfsrbA47RNGLxlIHGrwyCXhBAGQ3Gt78EK8c2Iuz3zYgqt4Di9sBUQDicpMQlRiFJk8UXOfqYZHdgFdGQ3k9cr6Tg8t+eTk+Wf4pquFEdGY8XI3VkGQBMgQIogjB7UWMuw7Nlu6QBDdcHhGVJxtx9mAlXFIMPF4BtRVO2JpqIcDrW/uEQUN09kCEIAOCLMMqu+BNzkSZkImUZBq30lI6jPXpY6xEhHKIZkhJIYv2J5/QXGpqUgLI9Nad+v7qnMBMOVYHewG+92DryKhctBHfWPvO6mDX4cP1aRNqT4+e8sLm6eef0zt4PMb9pe1TM+nMmAcyUAYPSaJ+UWdgMqII6sktrXw0k17QX4YK9q41NZReb/Bg4ksDSnETZljKzKRsMwAFyVssSl8HojnqBc+rKy8GcwjUm/Ns/N1uehc1pcVo/FJSSIn/8kvFC5KS4ksj0u4ZekYV1nazMSydHSHp+yUlJXj00UexevVqTJs2Dfv27cOll14a1D1sNhtGjhyJLVu2YMaMGQAAr9eLLVu2YNGiRX6/Gx0djezsbLhcLmzYsAE33XRTq2vi4uIQFxeH6upqbN68GU8++WSra5KSkgAAR44cwe7du/Gb3/wmqHcA6PTcr19rni6bKPv302JTl3pVK5RHjpCyVFamKHfaha/n+tETGMx9rD4ds41fFH1LI/vLRKBOLH7FFUqqpzFjlOds2aIsgu7daRGyErSBFoNWkQtkrVAvxEDKnTZozG4PnGuSgWV2+PprUubi4ujdrr+eKsbp5ewuLKSxTU+nzdIMt009vqw4wDffkHL36afU5kmTlOperG9ZNT9/fRFIsdVG/Ov1sb+x07PAMOFbUkIWVRaIyMZakmjz0PItExOJ5sCCsK65RlEc1K7CwYN904wZCWbGr66tJeV12jR6riSRopWcrMQdlJTQQfDsWfIcZWbSWNfWAu+8oxyO2DjNmkVW4vp6YxenJOnnD2Zg0epqClfBABnfrNoOZ50TrvhuqHc0Ixr1sHhdEGS5hf8bkxyNHsN6wDl6Al7/IhdZxUpl0tOngbzaPejmKAcr6y2rvYCyDEEQ4GpoRtm+UnjjkyDERkOsbQIEGfbTtYjP7ga3JQqOWBvgdiMxuhnRUR5c+dsrIYgC7CcqEdOdym1L0RKaG9yAIEKAANEmAi434mzNsLgciMrOQErPWMgeL6LiJDQ1ybA110OADC/E8wq0oinLAITzLyrL9LvslSEKXoiSiPj0GFQOmYDGJir20qcP9bVRrnvtPNUeos0GUbGiFsxjwmg6s2e3DqrVUt6A1jESRtmDguEjB2qzunhRKMoLO4RWVZFyeOoUzX29/tLuU/7SmQVr+ddTItUUQa0hRNu/RoYAI5qCkQFE/a55eYpxCqAKuZ98QjKqf3+6ZtAgkt0nTtA9g6U5VlX5D54P5hCoHZ/ERKWATUkJyTwW3+Fv/CSJDAZffknvdOoUeeaGDVPqBxh5zvUohWZiWEJFKDFRoSKo29fW1uK3v/0tnnvuOQwbNgxbtmzBd77znZAfvmTJEsyfPx+jRo3CmDFjsHLlSjQ0NLRk37jllluQnZ2N5cuXAwB27dqF4uJiDBs2DMXFxXjsscfg9Xpx//33t9xz8+bNkGUZAwYMwNGjR3HfffehoKCg5Z4AsH79eqSlpaF3797Yv38/fvazn2HGjBmYysy3QWDRIiVVndbSwcoGHz1K1wC0oashirQJAhRA8eyzvoFKbBLoCVM9a4veBj1rFilef/9761OodqKpF+e33wJPPNFaIVIvAlaN0O2mw8DQob6KTkoKlQdXc/OCsQjpBcH4c1Npg8bUio0216T2/e12cqULAt2rqYk26p/8hN6dJetnJZj37ydFnRWCue46X6uREbSHh+99j9r83nu0gX7+OQk2j4eUyzNngKVLie6itmJoo6/9KbbqftXbQAK59/TGS+0VycujnLqFhUp1PW2if61QZkpCXBytgwMH6P5ZWcb5yrXucUZvOXZMsaIwNy2rABYfr5/hZuZMUpz9pY5U51X/xS+UHM5//CPdq7DQNx2YNn8w61/mRRgyhJQypqCU7S3FRwcqYU2MQV2dANkahQbRhqQ4N7wuD7wuF0SvB5c/PhX9Zw3B0ysFfPEFzbl33wVuugkYkC/DVrUHAmR4IEBUFRlpgYq3ZWluglOIhwXn6REeGU1n6xCd0h1NTQJk0QpLggS5uQ5ndp2Bs9YJV4MLsd1jqXBKWjycjbWA1wsvRIgiWcqTpAa4Y2PRMHwCdnwVBYtVRGKcG3E2oKbKDa8gwCIAIiiDCIAWZdoXAizwQhAEZFyajsm//x52luW2MiYkJlKg565d5DlQZ27QyhV2iA5mY01Pb13UgnnbtEF5erQIPe+P3voz41EzC3a/tigvdjsZfPr0UcoiA629g3oKqlEfB2v511Mi2Xo0Ywhh7TOSj2qaAis2w0p/61UwlCSaC5JEwYUHD9L+MHcuWccBJWWgJNHc2LOH+jApSQksNUoPyNqnDiLVC54PZq5ox4NRkU6fJmOd10vvrKa0GLWNrYXYWNJXZsygPtMbV8D3M3XiAbUxgnnwgMDFxsx4Qauq2pcOYvrWTz75JH7/+9+3pHTTo3EEizlz5uDs2bP41a9+hbKyMgwbNgybNm1qCSI8deoURFFsud7hcODhhx/G8ePHER8fj+nTp2PNmjXoxkjHIAV/2bJlOHPmDFJSUjBr1iw88cQTsKqytZeWlmLJkiUoLy9HZmYmbrnlFjzyyCMhvUNysr6lb/Zsmvxbt5IydvIkTVTm+tO61/7yF6qQFhen5EEOxpWhp1SoN5l16xQ3E8tEoBeZnZKiKIn5+UqxCXXggXoBT5tGgqG5mawZR48qHDmgdelrwLxFyO0mhUovJ7CRgFaXsZ061dcypA6c1Dsxs/fq1o02mKQkUmJZwBtAOshnnxH9payMLJUeDz2bcV3NWI20m1x+PvXRG29Qfx07Ru047xxBWRnRSVgCf70NyEixVVNj9CzS/ja2QBY8NsfKyshSxKrrFRVR3/nbVFNSiL5z/Di1k+Vz/uEPFSuOkXucZSdhfMOkJBqLpCSaswkJ5jZ3puiqM4OoN0+2ARcW0nux9/vyS/pszx6yPsky3UvPCsY8TSUldBr1Pw4AAIRUSURBVO1XX9FB0uMBPvpLI/qc8yLWIrXMG5tVQPdUK6qrrXA0RcHqqEdabhy6pwrIylJSsLED3IKrSlHuqUOTIECWBQjwMtIH5UZWWXktkgUelxteCymssleAIAlwO91ItLnQGGWFLAPOmkZ4nQ7874n/wevywlHjgKvJhaSeSYjpFoWGhiS4qusheNzwuuj+SX27o7hgMupTc3G8SUbf3FRUHSyHRSLTmyjDN5WGSO2DV4AMGaJFhGyxwSNY4JASgFEjkXvrSPS5QkBPt2LtZYeUU6dIgSoro0px3/secXXZ3NLKFT1jQyBoc9uWlLQOymNBa4Bv8G2geBb1Bh+OjAMMasqTOjuCuk/8BeDq9Z2/4lh62ZW0CPaAwNY/0FqJ1BpCmHIWqO/0aCbqNXzjjb6ZpLTKV34+rVt1ESS7neaEw6F4DdRVfk+coEO6lresNdxo9++f/lR/bIKdK+rxYFSkbdtIJxEE2vvVlBaj8fMnw/XGVe0h0MtQFMhwY8ZTwa5hcS42m1JoqD3oIKaX6dKlSxETE4N+/fph9erVWL16te51b7zxRlANWLRokSFNY+vWrT6/T5o0CQcOHPB7v5tuukmXxqHGT3/6U/yUhTi3Ef/+txKYpLZc2e1Kuq233yZhz3JHsmhwxheqqCCrI0vjxRK0m4U6JY86LdKwYUqQ2+HDJIRcLsp4UVVlHJkNKBV/WHqtt95SypbOm9eadrF7N6X5USt2QGt3JPsskEWILYzPP/fNCexwEH1Cr3yzdiHrLRxmgDNSGO+8k8bgv/+l9xk1ShF0jHrAslX06EHC4bPPFEGk3RT0eO961rHDh+lwsWsXWX0qKogPf8MNpFA3NlLbBw2icWaZU9SncyO6j3oT17NIs+8VFtI7ORyKO1Svn7QKBaNgsOp6gwbRhsSsLXrFAQDFzTxiBFlvtIny/Qnr3bvpdzXfMCWF2vH++5RDlgW0aKPO9X4HlIBRvc1TWz2QbaKffEIHmjNnAgtrl4u8OHV11D/V1UCZPRY9vSIcDW706GlFUpISI5iSAjjr3XDbRLitsXC76XDNxr1HD5pz0d5GCIIMWbDAIivZK9SZK9hnEAXIbhmiKMAjSLDK7vPkVkCQvYiKAuorHYhuqoNXFCBarYjLiILb4Yar0YXqb6uR3CcZqdlRcGfY4HW6UHO6Hq6kVFjv+jEynCI8JUD+AAFNnglo+PJNiA11VHyFtYEFRIqAlJSA5mYZouzGtD9OxZdFcdh/PBanmjPRO0fAni+B716hX/ymslI5vNbXE4eTKc/BKBn++JlaxVfvu+qsHDNmKN4hvbUGGPN2w7XRG1GezPaJnsVSz5IYjKIfitJnJjewVjlTx6L4+x6jKbBKg/HxpOiy+B4W7KfeE6OjyaOmPsQBvlWEExMVukllJT1z/37ySvqbW2qjwN69voYfvb4JZa6oqUh1dfTOV10V3BjqyXC9cVInHlBnkWH6D4N6brHUoQMGmPNUsGtYBilmsY8EHUQPppXnW265JWCquosRhYfccLndaD5NC62sFMgbAETHA14RuOteICqOFM9++UBdExDdSAMc3w1o9gJNLsAlA1I0EGsF4pKA8nNUgCUQHA6lTHdtLZ2+vALQ2AysfwPYvY9Om71yga/eoe9s+pB4WV4BkEX62eSi75w9CxwoonZ9cwj40wvAps3Kic4NYGI5WdybXEC0F7hhFjB+InGAjx5R3h+g/y865P+zZq/SF83NdM3Zs8D+A9QvPbKBzCxyG735H2D9v2nhs7ao++mGWcDE88GL6vuVllJfuD30ft+5onU7GpsBiMBtdwHXf5++l5ZG94mOB/r0A6rrgIJBQLfuwIDzrv95P/K9lj2T8XAPHvRNl8Rce9Hxvm3o2QcYdRlQfD439KChQH0dEBULJKcBCclAbT31SbMXsDcSdaDoEDCggO6rfn+vSP1afr4v6xuA5tNAZg/g2HGgezrNuWYvcM0NQHklsOkDYPOHwLXXkQBPTlba2KcfsHETjTF7nuQ93/EisPwp4vB7PIrCv/9A6zHSok8/YOhI37GwNyp91uyle7Hf2Xz74APiFLLxyMymTbT0vBVw9z7giu/Rd9avV/pp5szW/SZJQGk5cOgojVurdp9/vxPHgdy+gGgDZs8DKqrosNM3n/ryZDE9D1DaG98NmH49HbQh0TW9egJnq4FyWxqauqciylUBj80KUSASgywDLo+MxjoHkJaOVz5MQ9JuN86dA2CRkYYyjExvwqicGBzfVYXGJhe8kofSx7XCebktCJAsIjw2QEySIIoJ8NrtcHu8gCTgnEOE094Ai7seLit951xFPcTqJsR2j4HHK8Pl8aKytA7d87vD5fHAfs4JZ2w86sdegT3vepHTx4v+/YFx3wFeOtQTYkICLM1NgOxVWiMKsEhEF5E9DnglKxxJPbBHHgjxEgFwAakNHnx7mvT69W8ApWW+8yk5Gdi1h9aEVwQun0jrp7HZ9821ckULtka1c+Gsas2o50J8N+C6maSADB1Ka/GLvUBJOd3v013k2vZ6obsnAAZyJ4w4e476ZcBA+qndSwL1ifY6tZzSlQFBWMrZPdl6TkggRU5bkdNfW91uWv/jJ9LvL65Sxml8MXl7tePJoJWP834EOD1KBViPB9h4fp/cuIms0T7tE4Hc/oAXJKPWrSN56XKTvC4uB06cpnZX2YGUdGDgEN9xZnOrphb4+BNgzHjy0vXpB7z9lvJs5qllciQcFIT4boqsHVBAv4dj/rH7VJcrbY3vRmPlb76zuXXwIMnDV9YolLpA64R9t9kLXHI+g9RlE+jQo92LG5vdbX9JDQTZX342DkPY7XYkJSWh1+LXIUbFdnRzODg4ODg4ODg4NPA6G3F65U2ora1FYjBufT/QM1NwcHBwcHBwcHBwcOiAW55DBLM8l549B6czEU8+CXy2k9yt8QlAYwPQLZk4ifPmAq+er1DW0EAR8kblYt1uxZ3FMgNk9gDi4oHjx4B+/emer79+PjDsFJDTh1LlzJ9PPKyzZ4Hn/wTY64jDtWQJPeuZZ4jL5XRS5gYzJWsdDnLFs3RejMy/fj0FTX17AujVm2gUWVnk/srOBm6+maKRmQvH7aZ2MWqH1qXG3juQe0rdP//+t+LmumEGubn0vsuoLSx4LlhXI3vuSy8Br71G7zpsGGXhSE42brfbDfz1L8RvS0gkTtbixTRG6uvZO8XE0Hjm9lX4dNp+CfS7XrvXrVP66drr6Od/3iZX46xZNFaSRP308kvAkaOAqxlI6U7cvsYGcpszd1p1Nd0jLY3+//k/kds0NlZxU+u5TNm8PHsWOHgIGJBPfLXcvhQ4y65nbf76ayC3D1BcoqQMY2sH0He3+xs/bb+dPau8B+DbT/7mE6D01UcfEbVg0neBrR8ThSM9HZgyhf5f3bbTpylwqLyc1i57LluLFlHGoa1lWPdyEwpPxKCotgf65gm44QbA0Sjj3J/XwVZTgaSeCag4KwDNLoj2agji+ewVogjBQoVLZK9MeaMBWONtiEmKQmxaHACgsbIBHpcXEEV4unVHXVpfRJ84BE9xKbznM3VQbJ8AiyalHINoEeCCDRWWTFTmj8M1KTtRsv8cmuo88MqAQ0pAY1Zf9Kz+Bs2yDY0uK6KigBjJAc85+/k0fPSkejERkuxCM6LwVdbVsPbPwbPP0nj//e9AQz1QdBi4pID67K6F5JpnHH4m94zmPBtL7ZyZOZNkyN69QL884Ee3kMxislc7t/QoHkDb3epG99Wb39p5rJb1bC9gBTvUss6sfDXb3rbcKxCdzcx3/a17s+07eAC4516gtIRkYf/+JG8OFVH2pKwsCro+doz2ueyeVORoyRLaC9mz1HLEbH84HMB99xHPd9Ag4P77gZf+5rtnp6UFJ+O0YHOjvgGIjwPuXWSOChoKtO/z1FO+a1LblrvOB1fr7YPhXkuSRPpaZlr3sFqew8CiubgRa5OQ2k3C6OHAqeMkuCQJsIlAox3o0xMYVAAMHUSdrU5rpYXbTYEnbFM4eRL4ai+wrUbJM/nOm8DXXxIPKyMDmP193/Kgog2wCkBBf1I+hg0DcrLp/nk5wGfbgaR4oKIEcNQHzum74W1NANr5tsy/Gbj6e0qwhrq9n24D9n5Bwoel3Xt7g29+0WNFyvMdDuAfL+sHAbZqkwg4rPTdwq+A8hL6/MDXgONa/UIJG96m983tBdw8J7QcqrABd99BfcvamdHdf47qihrgbBmQnEiKQEE/YOf/Wge3bNhAyuFnn1F7hw5VpXqzAYmxvu3Q/h5rM059dOIEsH+v0k9FhSSYXU0U0Bdjpe9LElBfA1SdBaIsQHJ3at+2bcCG1+nAIAFwfA/Y8YnvnBg8UAneufJKJbBEO4bZGXRtYSFgG0T8/KqzANy+88EtAhYZcDYACbHAkIG0nrRrZ/7NQWQo0PSbW/R9j3nzgGuvonnkdgPfHjVeH2xOVZYDV32PgsTS04H0FCVQd+7c1gGieTk0//bsoTmfnNy6HPmg7/ZCzQagQgbGjqJUkZmZQNHWEnzQVIno9GhYLUCSTYajyQPR44VFFAERlEUjNhm2KAEJcV4IItBY2YhxS8Yhb2oePB6g/EQjxKZGfHEgFqfPxSErxQHvP96F294Aq9sLiAK8bqWQiTrKRVGeBYgyEG1zId5ShkEV76D2jAfeRgusjmZYZDfi0IDuh8sgS1aIshOC1A0eF2BFPSwuL+TzyW9lqwRZjkaTKwpx3jrkF+/A7oS++OA9AWVlgMcJZKQC0dbzRZgG0pw9VgQ0NwJnSwG3A4hV7YcVNfqyATg/zxro57dHgQ2vUfaSU8cBq0iZO1ign6PRd15W1Ph+v77Gf2ENs9De11F/nne/l36yz1JSlP2BPY+tqc8/B9xOoKmOgq4GDvT/vTYp0FoZFML32do1KtgU6LssuwmTXaG0b1ABMCAPKD4JpCQBCTG0Nw67VCn4xVJKvvceBc0DwP8+9l3feTlBvDuUdj//jG++cCZHL7mE9mxJMifjjFK6sbnB7pmdEZ6Dk96z6muAtGTg0gIgNbn1mlS3JT+f+rBVSrkg55VeW9haaqwjPenq75Ee4raFX9XlynMYwLIGTJ1KA/rRR5QBQL3Zm4k01qYaS04mpSsh4XwASrOSzaK2lhbdlVcqOZ1ZypakJPqpVhIlyX8BB6P2FBaSoKqtPZ8doEyZ8KysKROCL71EBS+ioshabbMpKYGM8ovqJcNX54XUprVR58sdMkSpeKSX6ULdp20tQAC0zuEbKCJYm27puut8C62w6PvCQiqO8s039M6CQH3GvusPgVL9FBaSotajh5IRRJJoHAHfqpPaaPS0NLLWq3OtAr7R0SNGKBvM++/T+xllJ1BHZqvzch465JserqKCNqrSUmrn88/rVyRrS4YCbTEdthkPG+Zb3EIP6jlVVqakTlMXqDCq4Ki9hv2UJCW7SWkpZeaw28kKtX49cOjdRsQ0eBGfLrVk4nBYRdjrzyu4wvkCIx4ZzbINUhwgN7tgi7chpnsMtjz4EU7trYTb4YXFJsKVlIqmoZejZMungN2JBm88Er3V5xVxAfDSYtVzSwoWEaIkwN3khix40eC2QoiKgthQDxEyle6GDBFeCG43JACxnhq4pGh4vG54ZQGiLAOigJjUBNTV0gs4XTFI8VaiT1Qpjh+nNAdJSVTZdMQI6m9tKiy9cUpJIU+GnmxQZ2nYto2ucbtJ1h49SvK1ro6skEzWse9q1wegnykgWAVFe1+WWlSbr94oM4G6qElFBckNVvjCjJwKBW0tRqFeu8HKY7ebApLNGFv8IToa+POfgeeeo71t4EBfQxR7t6wsylKxfz89+9Ahyg7EPJlmnq/XX9HRSmaJlBR9HYFlNTHqa38p3Zi8ZbKtrfD3LG1qUW3VYLXs12bgCGU+GrWFpaRl2W9Y6tNIgCvPYQJbZIBvKVb1RA40QbRCdOZMcoV/8IGSpuySS0hBcblIgFRW0gI8fVpJ2ZKbS4J04EDf1F96BRz0wBZ6bCy5Wz7+mP7/5ElK+m6UYmn+fBI6584pEcraykXa/KIVFb7J8FkZbL2S3yUltGDOnaNN7/nnSagByv20qeHUidmDSV9jtDmo39dM7lJ1WjdA//pevWh8k5LoZ//+1GdmYJTTVa3gde9OdIG0NEUQ5+crffzKK1QxatGi1oUeCgroHv36KTQfltZOXbFy0iSyujJllLVDrwof64usLKXIgDo9nBZ6ayeYzVuvKIy6mM6MGYoHJT+/dU5WLYzGnQlvf/lJ1e8iSfrp0ASB3MOCQOnXDh4EmhALSRbhbHDDGmuFxQJExUuwREnwONyARaDcrZKI6GhAFGXUVzUhJiMRO//wGRx2J1yIgSdGgtvjhu1cOeK3vA3R60aDJRYujwSPIEH0uCHZRLibRQiqDBkMXsECURDh8ciU9lH2wuNwQ2h0tlipLfDACxFeiAA88EKCKMiwys2AlwqqyFYrpOQEJKXbUNdMdAlBkhDldWDyuEYkDFfm53//S7JH3Zf+jBFqYwbgO5bqDfzZZ8nyX1urHGiYdXHYsNbzQJuWC9BfC8Eqc9r7GuWrV6eUVD9v8mTfoiY/+5kif/3N11ARbLXAcEAt17XGlrYcBuLjiW6gp9hq01mOHGmc7tNsVdZAuYz15Jy/vjZzMArWO2IkW/09S2sY0fPIMtnndpubj/5kvFFbJInWy759ZGxkaf/YXAknuPLcRrh1MqAEUpT9KWbaTYGVgm1oIIvU1KkkJCsq6LOGBlrIWVm0mAcNOp8eK15RXtWT00zb2GJNSyMhXldHihmjpOhNeLebeIK1taS8z5+vWIr03ovByDrLDgIDByqWwbfeUixFPXr4HlgAsrD+7W9UPIGVaNar1hgI7D5nzpDyaFRMwN97GQk9veuZR+DbbxUl1qw1xiinq3bDZH2sTsT/gx9QYZ5Nm0hJ++Yb4Le/9S2M4/GQYhMX52tBKCqizbuxkTbzqqrWljIzmywrMqDdiGbNUigQwW4oga7VKiejR5Olj+WMHj3afHl5bW5glm/dzMZqtAHMnEkFccaNo3G65BLgoJyJmJ6pqD1dDneMBFuUAFEU4LTGQ3TUAs0eSDESumVKkN0u1Jc0wSHbUFcBWJucSO2bAHeVcJ6vboXXKkGwVwMeN1y2REhWAR4xHrbmWsgeL0RRgOzxba8sWiBDhCwDXo/cEm0uqqzUlMtZhgWelrzOIjyA7IYnphtklweWuBgIsTFwu2ne9epFa85+zg13owhbcixuvJFiKjZu1O/LQHJMKxvUn7Pc+tpKblVVinXx2DFlvjPoyW29tRCKBdrfoVyroKifd/Bg67LVH3+sHAJYrvNwF2ExY8luq3VarTCr89SfOEFezbq61uWr/d3HqB1Gh3Ot3DBSDs14cPX6K5hcxv68m/4UUX/fN5vfXG1d9vcs1o8VFf7b7G/f9Nf/Wr3BqC3p6bRvqK3P11/vd4hCAlee24iXXw5O2Qk0KbQLOSWFlNYDB+gZXi8VAujZk0oap6XRJuDxkKXqssvIGqt1PZmFOln7Z58p1kuLhRKqs9OxdlNRKw3FxfTTTOUpI2uO10vKIDsAAKRkMUuRurQnawOzSNhs1GfMjaRNzO4P6vvExpJCuW8fWR30lDQjt5q/k7G2LWY9AnowKmOtJ6DUQu3wYaL8REWR8i2KNN6/+Q0wcaLi7lPTJ66+WlGsBwxQ+pdZYrSWMq0Q1SuuoCcE1fQGvUNJWxVU7TOZglpYSF6NF18kmgCruqkH7Thqq12xeat1X6qhtiSqaSuiSHNPFNWuVwGv1k1A1d82QmqshVO0ApIVkk2EVbJCkgTY4m1wVNZDtIlILsjAiehLIH76P7iiYuDxCPB6qZ2iCDQ5BFgQgzi5FlavA5b4GMTERMHblARLUz0Et8uHsiGcL0kmnleRRZVmLVhFyC5mpaZqgQJUfGlBgCgA0WITmr0eeBocaHJHwxYltBTkqa2V4ahqQlNiBhwNmT656830pRH0vA5GldzU1kXthmwkt9VrwYwFWt0ewLwRRf039dpjyrXaov7739OaBUh2TZ9+npPfRqoGgxlLdlut0+rvqy29J0+SLKqvp33v1lt9PY5mjRjqvwdjZWV9GMxhxKi/zPSjGYXVX1uMvq9dB+rKvWasy/7e28x7BTr8Bjo0BFojzPrsdtNex4LcwwmuPLcRr7+uKD9mhEOw/DOmHPXtS1bXqiraQDIzFUXZ7QZWrCAFmllMGA8zWLCJv3s3bbLx8aSUF5yPXGXWHK1VQKs0mHHFsP5gbjEG9QmfUS+qqnwtRTffTEoUq/RUVeVL/+jfn6y4/oS7kdA8fZoyX1RW0uFES0XQ3kcrhJjVNT9fnz+rpZawNgSj4LO2a7lm/rwMaqGWn0/cfKeTPAVNTXRgYTx1xsc2gtorkpOjZIZRW8q0z9NWAlNbss3QnIwUVH+WHyPlXK9s94EDwIMP0uZ84oRv1c1A1is1TSY5GfjRj2hu+gsoZX1YW0tKwV/+Qmv6yy9bV1uUJFLs3VIUopy1sHocgAuQHSJc3dMxd/UUJGZEo7GyEbGpsUgbnImXHzqG0u1e2OLooS4XHW683vNuaTEKcr0Im9cBpysaDV4BNlsUkGRDYowLtWfsgMcLj2CFzeIha7JXpmqBkgVeUYIIL+BR3G9CS2Fw9oEAQRIhe7xwR8dDbm4A3G5YHXWAGANbtITqCjcc55rgEqNwJGMCJqQIOHMmuL5UzxG1fDGq5MYOkNOn03VMKTfakM0oFVqLsFZeaGUFoBM0pZobRvLAaM0wl7gR3ztcMKNEBbvP+fv+6dNkLCopIY/jgQNo8VowY8HatYqnSn3oVd+HeQVYWW0jegFg3sralv4K5Llknwfq62DmCkBzne1pdrtSkXjkSJJHapntdtM/fwcUs+8bDNqqgGsPwozCFE5w5bmNMFualyFY/pma1hAfT8qNIJDFkLnJP/qotcs8VLCJP3kyRRi/8QZtunPm+CoSelYBttEZuSzNbB4Oh2/5U0lqbSlKTAR+8QulVPIzz7Smf2hpI0btYM9mrtqcHFLSv/mGFOecHOp3o7FiwrmmhqzVu3dTfyUn0320vEk9BTAYnqQ/d2IwQo0FbTQ3A+PHk1fh22+VktrsXY3oE+p0U5dcok+N0XuekfJhZu3oKaiB3ONmlXNJosOWXhFVM1Y07bo2W2LWbif5sXs3HcSZxTknh/qUjYP9qxOI+3gjrLITroRucLrPBwQKzbC4HCgtE9BvapZPu6bfGIvXXxURFeeGJFlbDtNWSUZSnBvOumY0i1Y4vDbEeurgRAwESLBZ3GiscsApJeDLqJHI9RxDqnwWibFuWCQB3XKT0dCrANXv7YIYZ4W3qhayTy4OBaJFgMfjhWyR4BZskJIEuO2NkOO7QWysg6fGAQ9ENCVm4EjGBIz7QS7mzKGSyUw2DBjQOsAz0EH2kktIhmn7PzGR5NiZM4o124h3yjiveuOrp0zl5ZGSx+7tz4W+dy/NNRYAHqxy6c+TZ8T3DicCrdm28qy132fyxeGgGCBJUtZqRQUpgKWlFKg+YgR54piXS80TX71a8Wb06mXMXQ6HAsjgT+k0Sxlpi9eAPUO7/+bn0zxkz2TKNPM6vv8+yWzW/2YOr/7eK9g2t6X/td9vbAy9LYbPCP8tLy4MHWoucwVDsJNCfT2zwG7aRGno1Aqo1mXeFkgSbTDz57cOyAOMrQJsozN6fqDNIzGRgl3USrHdrixqRv4/eZKuaWignywzhbZfjYIEtEpNSQmlBGPPXbpUcfnEx/sqaVpBmJJC4/Cvf5G10ukkhXTQIMWypWfB0nK6zfIGA7kT9aC9h17QxsSJ9E87L9Ubsb8+NKLGsD6qqNC3xKsVlEAbvZ6CamauszYEWnOMa713L1nv2PuYUYL11rVZt2xWFs2dc+eoL+LiSJFnaf9kr4ydT21HFJzo1i8BsiygvBxoarKhyROLOGcdPv7Ndpy29MEPbhZa3q/n6EykD0xF+dflsGZLSEkR0FjjRFNFPWrK3ZA9MkSriOgeyXA6gYTmBtgEB0SIKLFlYF/KBOyvz0V5j3G4pFspFt/ZiMQesYjvn4lnl5UiTvwCzR4LhIRuEOrsEDxuaM8esixDEEXICQmIjgGSu0mo8Yg40mcSyuvikJHQiFGTYuEUMzEtW0B8PMUbsMBNNnfeey+wgUA7TmouMFOU168n5bZXL0Uh0xtbltmH8SZnzaJSzSNGKKnF1GCHSfW9/R2wtMYD5q0Kh7LG5HcoCGcbmGdKr7/MfF+7nlgQn3aNMvkhyyTL//Y3iltQx5kwr4Ba7gK+e1dbrMt6YLJNz+PmD2212pu57+HDtL6mTvVtH+trSaLPWBtYxqxwt8kfwqGAR7KNXHluIxYtIsU1GOEQ7KCqr09PJ8sUK22jt0FreYFtyUygFsJquoGeVSDQ/QNtHkVFrZXiAQNap5658UZScpmyyzJTmO1XbZ/V1Pg+1273dfmoFWc9C+TUqYqrvaHBP2WEPVvL6TbLGwzWouOPq2nk+tVCL1rbbDu01g61JV6roMyYQYc1IyU6VGuEWf4ls9ppudZm31XPmq1tr172kRkzgLffpoNXTQ1RhuLj6drCQiCuthSVhyphS4qBJJF6yizUFosAd1MMUFmJoq2lqLo6q6UNgihgwtIJ2HjXRtQV18Fis8Be0gCvxwuArMJxGfHwOOyIibFh/MPfQfd+3dAgx+LhP2WitlRAdhIwapSAceOyUOQBDm0Bzr0OlNozkR+diuTmciAxAe6oVFhcjRAaGuBxnudDC4A11or4HgkQY2w0Fg7K5uGJikONJwuWbsCMu5X3/dOflIPylVeSQsryw/fqRVlIjAwE2nFSc4HZ4Yl5LljaSqOxraqiNjDu8JdfkuKgl55My8M/fVqRXVoqhtaF7o9iEgmLsT+EM4uG1jMVyr305LneGmWH3k8/pfHSWvMlyZeXzuRuKMHkwbz/q6/61jYwq3SqreXqWIi2Qm99sP7UylTtteqMWaF4Ei5EcOW5jQimqlA4UFVFCqcs00+73Zd7qhVYgLFA9BdMo3et+m9aoWOGX+1v82BuT61SzJRTNfm/sZGs0mp6RzDQtsPhoFRsR47Qc5mg1faNUaBaejpZOmJjA1NGtJ4Ef4LbyAIRjAIZiKsZyCJr9H0ziqH2+1pLvFpBkWWiLezf3zo4U89yHgyCseQYbdihuhDV9zNaX+npFNNQU0NrePhwosksX34+l3ZSIzJqvXA3S4hupjakpFCMg8UCnKuU4DznQGpsY8tGy/qs18RcXPvitfjkt//Dt9tOQfZ4IEOAV7TCm5CAqGQbLBYZdcV1OPz2Qfxw0w/h8QqYVabkU2fepz/9SbHc5ecLcIyaAOzeCE91HazxMUjtHYvmRgnVx2oge7yQkhOR0ieuZQwcTTKsjib0GpWBK2/MRNmrpOhs3Qrccgs9Iy+PqnhKElkKa2uV/PA2G80No2wBgQ6EZvnv7Fo1d7hfP7TwsLUWajUNi+XYNwoa1M4v9v+BMhREGsEG4gZCpKyngP4hlXnItFZU9TVGcjfUvP/+wN5fr7ZBIDCrfW2tbwrPcHiUzcaX6F0bzowtFwJ4F3QxaDcAbRofLYcLMHZL+gum0Qo8Ize9OhemWRe63uYBkBDTU4qNouDbcnBR0wnef58CUQYO9M2colV6jALV9ASLv7yS6j7QlhVW30PLz1Q/z+xG5M9qGgqXV7shBVIM/X1fraA4nWRV1HJaw2ENayv/UvuuocJofdntlIt7+HBq2/z5tOn+/e/kyThUE4tkjwi43HAIVng81B6LBXA6gIQYNzw2ERUNsVi/njbedeuII9y/P3DnnbkYeZ8Nxz97FU7RgiaPDV6LFYnn7yEIAmJSYlBZVInSvaXIGpmFG28khX7ECJqjjHbj9ZJSWFoKNHtyUZ13LfqWbIdcW4m6EgcESYS7ewaEhnq4nR44612wRElw1LkhNzXBFRWFAbdNwPtHBJw6Rf3yxhvEuU9Pp/etqqIDbVUVKa3Jya29EkaBuv4Oo8EqD2rKUkqKfnoyLQ9/+nTKSx2sAhqOORoqQgnEDYT2fh82hlOn+qYWNTp4R0JhVkP9/traBmZglMKzrQhGjukdUtrzQKdFuChF4UInaAJHMNBuAP74x0xgGbkltRt5IEUnP58swPn5CkcvnK5Gtji0te31LNZtfa6eW02SSFhpFV8zgWpmrLj+2qLlxrEADX8cSjPwZzEIlsvLOPfa+/izWvl7vlpBcbsp8FVrNTJqYyBBqv27maj2YGggoYyz3vpi0ewFBcq75+UpleIKC4HcgZmIE1LhOFkOW4IEi0WALFM+86ZGGXHeJiAjA2ctmSgsJGsxy4DD4gqm5jVBsgioRyy8EGCzkeLMFHEpWoKj2oHGykY4HEpA7qBBwJgxFEA7ZAgF7LLsPs3NwOnTuWgY2weXdi/F+OGN+N+eWGzbnYmEc99iaN12eOyVaK51QHSLcKdlIPOmCdhZlosNGyhPryRRgC0b6zNnyMJcWkoHiupqorFYLL7rq6pKqX769ddEq3A6AwfgBqs8qGlrs2fTPFdH7mvHdMwYiskIVmnsSMueGfkWLNr7fYyCwM16XbX3amu72/r+HXmY6owIt64RDnDluQtCvQFoF5keh8vILWnWhakG41oDxgq4GUoCg5pHvW6db4AOK6vJ7hsOFyd7HrNwmnGrqQ8OBQX6G0uoi9uIG8cCNLRlxUMR7EYKQzBc3pSUwGXA9axWgdqrVlDUpd7Zd4wUzkC5W/VymJqJag/Up20R4v4OgeoAOWbhvOwy4O67gdRUAU0HJuC9ezbC3VgHV2MMnB4JzgY3opqb4JSiUJEzAYcPChgkkhLpcBANBCBL6MSfxUK2iECzG6JohSyjRYEGiIss2kTEpsbi2DElBmDvXqIz1ddTJpbRo8kizWgMZFUTkJKShWPHgBOfAjl9AEteLn54Xx+4TpVixf81ouh0LNKGZGL6TAG/+Q25pEWR1tNNNykHotpaUvZzc0kJPn2aMgtpSyLPnEnzjRU1SUsjxTZQAC4bw1AOTHryKZzu7Y6y7GnXWFsVZ4b2fB+9vQgw73VVK9V6VT/bezyDmUedzSIbLMy035+u0VHv3QW7umshWAuZme+owRYZizg2ckGa5XGya7V0DC3XWs9SzdI+GaVhM+JYFxYC3brRRqlO7j91qrlgNbPFE/RS9Rw+bN6tpj44aOHPiutvPI24cXoBGsEobmbmUDAC2uj91FarpCRyW48Z09q1bkbRNFLStW0MdHhibdLmMNU+PxReZlu5nOq1qC1aM326b/aHI0co/zYpjMRd/vT323Hqy0q4nQ5IHhH22Aw4R01AbEEu8htp/axdC2RkKBZSmw2wZGfClZiKqPpyyFYJ3boJSEsjy7Qsy2iqakL64AxYsjORE6/EHjAutt1OFtVVq2iuJiWRl2viREWxPHCAykRnZND3M3oIKKrNwhfVQK0HOLYL8MrUxpQUUsCffJIs2kzGJCcDl15Kf7/5ZlLeDx0i+XDqFB0KDh4kOklyMj2nogJISAgcgAuEfvhR8/MB3+IjkXRvt4di1JFW73DByBBg1utqRE+sqAi+vHW4YGYeGc1nbcpXs/MokvPNSNcxsx6NdI2OtER3wWXSdRCMhcxMgJ8/BLPA1ZPYKD2amSwPRhQSvdLaQOuUPcz1umcPCau8POIeCwIFTAH6Qk5LJTAb1V1VRQpBcTG94+LF+lXs9L6nPTho+81IeAeaA/64cVorJctGUlVF1jkjxS0YBcHsRu+PcpCfTwpOdTVZOU+eVA50gXLz6vW13pirvxfIYs7+vnu30h96zzfilOvBKNNMKFXv9N6DFSRQf6aNYZg8ORd1N/TB9vJSuOyNsLtjYeudifzeAspOEY3CZqO50bMnlZwuL6eDQ14/ATWXTkBM+UbEeeuQnBADyBJcTW40VTXBlhAFx6gJeOZZAZdcQqkbP/0UuPxyKoDzyiukQBcW0nNYNoB336V1IUn0eUODUlBJksiTEh1NOcRtNlJys7OpyNPll5OMUHsZ1AV/BgxQqmZqqw3m5Sl53YcNI04044/7G4tQ5iQbq0gXH9EiUrQ4vf7pKKt3uGB0ADDrdWXQ/g1o22E50ocftodWVip7gjbl6x//6FvEymgeRZIaYXRvs8YII12jowJsAa48RxSBBjgYV1NbnqOGmQVidL9AwTZM8KjTsLHKcnv3tk7Zk5JCfN5PPqFNNSsLuO8+csGyewYKVguGwhEbC3zxBVn0+vcnIaPlN+sJOzP0BiPhbWZsJk+mf1rLt9oL8OqrJAy/+IKsCkOGGKcwCpdg8ccbBnyt+D/4AeW6Zooe43AHW7ynLX2t/fvkycbR92by8qqv1cs0E8zBzahPGY92zx6lIMHMmTS+CQm+xUIA4EyxAEdKFg5XkjKa1KCk34qLo3ldUtI660tVFRB3aS7qvNci+uB2NNdVornGAdEmImNIBgbdNQGvf5GLyrM0v/7zH1Lc+/WjtjQ3kxLsdNJ4x8URV7mqipTnhASab/HxdIhiNKPGRlLek5PJih4VRQdEpuxq+0+bOUhNZ9LycVlGgjNngG3bAheTcLtDm5NsTrVH8RE1wqkgdDRnVH34jERqOKBtXlf1utTKuVC5x+3R54mJtN4OHCAZkJhI8oLFAOzfT/9vZh5FUiE1urdZ6qBWbnYGTjhXniMIsxYyM64mfwjGgmZmgRi1i01atWBRT2itRdhuV3K36nGLJYmsY7JMbR80iP6pBUwgd2Iwi+jkSVIMkpLo58mTivUKCD4nshZ6lBfWPr2cnUaeB6Mxq6qiduflKRY5vajxUGktavhLqwa0phxMneprNQT8F+8xssgE29dGkCRaE3o5TNV9quWU60G7ZlimGaODm9G76Snh//wnpWqrqiKe7/79NC937CCF9aqrgIULFV74oEF0OO3dW/FApKbSv8GDSfF+6SXyBPz73wovt8WqK+ai35w+uKKgFM4aKuWdOTwTzmYB1e/TPHW7SXF2OKh4y+nTRJuor6cDyX33Ub+99x7w1lvUrunTqc1Hj5JCy+Z5bCz1U2kpWZn79iXlftu21hUA1S5yZnVXy41Bg3z5uMFmJGAepFALSrE51V4Ip4LQkZY6vbiIYKqqRgJq+aEn69R9o6ZFBoP26HO7nfpz4ED6WVVFBha3mw6rY8cSxclMEKuRdzEYuofR4cifThFI3hvtRR1NNeLKcwRh1kKm52oyu1iDsaAB5hQr1i5tG7ScYaB15SS1UGJcKyNaArtm4cLQ3YnBLKKcHLLMHTlC1jRWXIXBn7Az69bUW+hGOTvNCteUFOrv+nrig3bv7r+qZSBaC3tXf/0VqG3aeaT1TACt/+6vj/Qs7v762KzQNLpXMIqJ0bVGm43Ru2n79MABOliWlpIVOS2N+MVbthDNwe0mq6vFQmuHWVunTVPW7Vtv0dpn5byrqoAPP6R7fvutst4qKoBJk5iHQ4AkZbX05dlK+pmcTMrtkSOklDc2UqaL2Fi6f2kpKdTvvEPvdfPNRF8QBFLeT54kyzI72EkS8PLL9J5xcfS3wkL6STQUYxe5OnOQUUxCsMql3pztjDCygrZFQehIS50Rna+9FPhA8sKMHA6F99wefa6lOgHkWRk3jjxDjzxC3iAzOoU/76IZuoe/w5G/fTqQvDcan46mGnHlOYIwG7SltVYC5hdrMBY0BkYTSEnx73Z+/30KjBk2TLHgsUmsV15ba3Vj7QtUxamti8CMsuUvnzNDOISdERVHz0IW7PMEgTIw+KvCx2BEazEbABOobUbCUGux0Zv/ofJOgfC5QoM5dBldq/e5PxqRHp+yvp6sqw4HpW5j1AaWvs3rBTZuBDZtIgVbneUhOhooK6PvsrWv11/aMtMsi432MFxQQJ+zDBxsIxw9mizin39OG7Mg0OFz927F8jxjhm+6vZQU6ovNm6nseHU1HfqcTsqywSgTasoS4MsBZ+XJU1L03y2YMWRyKVIV5cKFQFbQUNGRljo9Ol97KfBGmXeCOYSFakFujz7XU3jV76L2lJiR+0beRTN0j0CHo1D3+c5A0dBDJxQfFwaCzYygvlbrzvS3WIOZWGwjZQrx1KnGz6mooA23tJQ2TCZ01Jsb4LtZmrFMtxXBBmDopYKTJP18zkbCLphnBkPFMStcmbtZlmksmIXfDPQUNjNzy0zbzHgF9NLDhco7BcLrCg1GmBtdq6Uy+VuP2j51u4HvfpeUUo+HrLdnzpC1t1cv+k6PHvS3mhpSWtVZHoyeNWsWXTd4MH1vzx79LBHqQ8zhw+QBGj2aKBNr15Ll+uxZsih/+ikp6U1NROX429+Iq80Oh/v3A/ff3zoAVxSJ8lFXR/djbWalt7UekcmTKZBw40bgz39WFHojOWJmDDua72sG2hSa7VGZr72gR+drLwWeyQt/mXcCybq2KG/t0efaZ4Qae6OFv/dW74lGh6O2BFNr3y/YQ0i7ZKmJzG05gpms2muZOzNQbftgrSlahfjKK4MTCnqnXCOrm5Flui0IJQcn61uzZVK1gshMxhQj3reWihOMy0qdaijYA5K/9gDm7xUJwd9W3mlns0LozY9AVC01Fejpp4GVK4GdO0lxHjuW1tGAAbR+MjLob+fOUZ8NHqxkOTGaa+pSxf/6F80ldRYbprirDzEzZvgWqbn9dvrbmjVk3RYEsognJRG9RJapImT37mQRHzastUUvPR247jpg9WqiLbFsHP36kZXqiy8U+cA8IoWF5KU5coSCEBsaaJ643XQAnjSJLO7BHG47ku9rBkYpNDvD/A4XtHS+9gKTF4Ey7/iTdXoyNBxKYTigN/f13iUUuenPmGQk89jhKJRg6kBtaYt3MhLgynOEwCZrIAVYfa2aizdzJm2mJ08qPFnAPx8JCL5UttFGn55OFqy9eylFkxH314gHq2eZbiu0m6AZCoK6TaGUSfW38QajzAez+B0O31RDzzxj7uTtL+BRbR0N5hTPKC9AeDIMtJV32pHuZ6D1ZmU0P4xSCGrb3dhI/3JyKNiuooIoG8nJZH0+cYL+brWSO9TrVbJyqIM4tXnZJYnWXmMjKbiLFilZbCSJFNR9+yhlXGMj3fu11xTlwm4nBZ4F1E6fTm2JjaWDaLdudGhn1Ar13FAHDzkcRNWIjSVPzzXX0P8/8gi1ITOTgiLZcysrSXGOiqI+7dePLPH//jfd/ze/UTj/ZlN7mlEc2sNSZQT1HDp8mMbKTApNjsBg8sJf5h2z91FnPuoMXoxgU5KGIjf19q1AMi86um2FzMzATO0E9bMjcWDjSzNCkCTjQDG9a7Un29WrKTAnPp5cn1pF0V+kunYhqSeaViH2547+4Q+DE+J6bmlmPQ2HgNFugm53a+6sWklUW15DVQD9bbyhKPP+wMaprEyp8LZ/P/XhoEGhpywMlUfpcAAvvgh88AFZHtV821ChdeGGorB0lPvZbP5zs99lh5r8fKJF2Gx0LUvJlpMD3HMPKdWCQHPrq68o6FU7vmvXKuv6hz+kvs3IILpEQYFvFhu3mzJlfPUVKao2G8koJmsYlYbJsBEjSOF95hn6bny8cQln9XtmZ1Nhk/h4sh5PnkxBhitXUv5pQSAayNGjZPXOz6fDwZAhZOHOyaF0ey+/TJzp2FgqE84CpBhlJNAmHUhxiJRCZFYh1ztQtpdCpi2mcSFCkvxn3gkGwXgx2iPHs5G8b6sBxx/MyLxIegiDqZ3Ant3YGL7nM3DlOYIIJpWSemJXVNBmFhdHC6NnT/pcvVAmTfJNT6f9u5HiNHeueYU4lMWmPqGH023D7q1WvNat8+XO+qs6FKpS62/jDZVPrAf1OLECECx/rzYriBGMBFYobmu3m1KerV1L1sCUFF++bFvAlMbOYsExC73DElMwA9GmAo1BTAxZYePjlZRs7JqsLAoIjI8nC7SWeqSmYx0/TlX/3nmHggxZTnBAsU6XldH1RUVEB+nWjRTYSZPIqjtihG+Q7eHDNAdZmrlBg+h3PfqWmmNaW0s/HQ5qt9NJKeqGDKF2Op1KURe1xZUdqgBFhrJUef37Ezc8UDyBFv5kWSRoHe1hFVQ/K5Tv6nm4LlQFGgiP8tjWw3I4odeWUKiNwcLMfDVzTajzNtB6bS/vZCffrro2tDQGNVcx0PeYu7RXL8qFzDZMdq+PPmqdns6M4sRy1EYakeIZMgFYUdGaO6subax+Zlvb4s86b8QnDma8Ad82HjtGbu26utYWIX8Cx0hohGIFqKqiAxxLwp+aGr6qam43KW6FheZz9Lb1eUY8/WCgXc/aipnBWBfVbTl8mP6/e3fFoguQclNbS/O7b18K5rvkEvqZn6//PK+XNs833yTKl8VClIdp00hmbNhA1t7SUqJfWK1kAc7NJV70uXPAP/5Bc89moyC/Xr0oq0ZuLrVt5kzlYKylZ82eTZ9t2EDKsSTR9779loIXmZJ89dU0LmqeNbO4ut3KYVedBURb+IW9f1s3ykhYyYKVOaEqdm1R0o4d0/dwdTWEqoSF8j0zXoyqqsgGfvprS6jZlUJ5dqD38XdNW+atv/WqHtOIB2pG9vYXN9SUgfffb81VDPQ9o6AzVnhEnZ5Om2c3GMUpEu6lSAd2GXFn9Z4ZybZoBUQo463Xxqys4N3LbS08or6P260oLTfcQAFlem0KBmprJivnHem0VeHMAKPuR7YGg1GOzKxPpjizDDElJcRHTkkhq+y335LHRUv9+N73yHrcrx8dqmNjqY2xsaQgV1ZSEZPSUgr269GD2hsVBXznO8BddwF//Stdw/I8Dxyo9CFAnxUXKwUX9AKD7XY6yO7bRwGCp08T1zoxURlrtZI8dWrrOARtFhAtB1gvS05bU12G21IVafnH0BbDQF4eWZyZ5dmsh6szIVQlrC3Km9F864jAT21bwukNjSTaMm+N1mt789G58hxhMN7t4cM0UQoLyeqmxxfUfk+Pu8coEXqC2eg77c33a4+cqoEOGOrPIuXGMVJWq6tJOQzGqmqmjcEGL4bCd9NuAD/9KbVHL89uMNBLGagtt2zmHsFy19V9Fo4MMIHWoJnvaj8zsh55PMRBjo8nS/Cbb1LQXloa/c7yI7MiSVlZwC23EGUDoD5OTCQaxt69pPh6PMRFvv56YNQo8ihkZdHzq6upn6qryVqcmkoUkCuv9LUQ5+UFDgweOZL+PnIkWcr79qX1EBtL8i8nh95HPV/Z+L73ni8dK1wc4EBem3AqFe3lOm6Lkh4dTVSNcHKe2zvwMlQlLBKe0c4Q+OnPGxoOJV4dDNyWvb2th0u99Ropb7dhGyJ3aw4GNlFYBZ41a9pWnlRPMAezMaivDfeEa8/Tn/a91MEvkd4cjbhl2kpLwQiGQG00G7xo9oCmB+0GMHWqMXfd7SbLaE0NKVH+Nl92X3/llv3BqNhHMBZ9sxlgzCgA4VSO/FmPZs0i5fdf/6LN6swZGt9u3YjTfNVVSgETp5MU7dtvV6oQMs7xH/5Az+jTh2hgX38NvP66QgtjluH4eFKaR40iigQbH22wlb+UlYCvB4ZZymfOBH7xC2pvv35k/XY4fN3L7HDVqxdZzINNZWiEjsiSwLwCkVQm2zoPo6PDR9XoiD4OVQmLhGdAzxvaXkqzGnre0HDMQTa+4Siz3pW9PQxceW4HsIly4AAVFwh3gYe2FGSZPTu8E669T38M7R38oveeAP1/Y2PwVlUz8CdwwnVA0wogvYwmzPK6erVCXfjud4HnnlP6XKuAahXCUFIG7t2rX+wjmD5j9zLywqiD5MwEekVqbmsr7w0aRIplairRLkSRFOApUygA8OhRUqi//ZYOkGzeSRKN0//+p4xTaip5RvbsAT75ROEmnztH38vIUNz4RlYm7burZZG6f5nH7eBBsjYzju2RI9S/dXWKe7mwkH6XZeJbjxwZvv4NJJfaYjE1+m57KZPBzMNIWoY7QvaHqoRFQnmLtLch1LELl5xi4xuuMutd1dvT8rzI3v7Cx9mz5Io0M1BffEEWQasVuPHG8J2MghFaeteqN2qzVkCjCdrepz+G9g5+MXpPLX81EnQVf8GLRUWkOIcaiKcWQHoZTdQK6GefkTLrdpNiy/rcSGloi2BLSaE0bMeP0+/BBC8aKXpq6NFK9Kgx4bLgGNFP/PXd5MlEaWAlsYcNo5+JiUSLcDqJj/zKK0S7uO02Unq//pqU7dhYyuohSWTZ/eQT+uy998h7kJxM95w/nxTn9euDszKpLVMsuE+9HkaMoHvs2wdceinwk58odCAWmHroEF17yy20OYdr/fiTSw4HGTXOnAn+wOlPQe4oQ0IobWV/72yBl2YQihIWqUNEpA7UwRrIIvFubHw7osy6WUTSoNHqWe3zmAsXf/4zbTiBBG5FBW16lZUUVc+KC4QDZqNPtRZAvYwBgWCGW9sRRSzaO/jFyKIZSZ63mTaxwhZt2cCYANLLaMLeKSWFuKzvv6/QBXJy6G9GSkNbBBujDkydSr8HY7U2s5no0UrU/RcuK6KafuL1Er3izjsVi72/vsvKIoX06qvp2pQUOtycPElpLTMyKK/ywYNUnU+WicIxfDgdbFwupRLgbbfR34uK6LCQlETP7N1bSZNn1sqkzjBQWKhYtNnz2Xpwu+k+sgxcdhl99403lKxBSUkUpFpeThk/tGWU2wIjucRSMv7rX0ogYjBKrj8F2Ugud1RBlrbETJiBP9nfkUVotOhMhU78IRR6ZSTfTWtY6ah9rrPgIn3t8KGhITirAitzG+qE0xNC/jYGfxbAYDMGAOYWcXue/hgCBb+EIrwDfYe9Z2cSxuHcwPQ4fOrnXHstWTWrqigXeWMjKSCRskAxBTIY+BsbdX8EopWEy4rI6CclJfT/FRVkFV64sPXh1qjv1FxadrhxOkmuVFRQYGBqKimldjvldq+tJWqHKCr3+P73lXRxhw75psU0a2XSBphmZZHiHB+vPJ+tkZdeIms2myPPPQf85z/Ubreb+NhNTaTku1zht9bqyaWqqtY59YOZr/7GS28tdqSsMBszEW5XfEcXodGis3kE9GCWXqntg0i/m3p8L+Sc4GbAlec2Ii7OnIKQnq5f7joY+BNCRhuDPwtgKBkDIqUYhcMyYRT8oieIGEfZyIJpVuC3d85iMwi0geXnm+McB/IipKcDY8e2nguBvheJg4wRjNaA3vj6a3O45j2jnxw8SIplt26kZKrXptFBuKSEvFesUIl6Q2XBkLGxpIRmZNA1TMlmFf0OH26d+3XuXMWKBNDfExOpaMrQoUqmDL3gZG2A6cKFpKAzCoTaK6NWUhMT6XdWTKV3b+Dhh4mffeIEWdDVNKFIISVFP6e+WQSa69q1GKxyE06Lrb+2RpJy0VaFTq8PIpUnuLNA22d2u7mDWFd4twsFHa48P//883jqqadQVlaGoUOH4rnnnsOYMWN0r3W5XFi+fDlWr16N4uJiDBgwAL///e9x1VVXtVxTV1eHRx55BG+++SYqKiowfPhwPPPMMxg9enTLNfX19Vi6dCneeustnDt3Drm5ufjpT3+KhQsXBt3+e+4hy0+ghcvczm1JXROsEAq0kEKhWESClhFpa4y63woL6fcPP6S/GWVtMNPXetHHkRJYbd1E2fvY7UQZ2LfPnFvcnxfB31ww+l4oY613+DHrMjRaA0bjG8q7BgMmB6680lcR1los1e70igrg3XeBf/6TlNLcXPrbtGn61CF1hT6Ws1udcxZovTGnpPjm4D53TskJzaglehv2zJm+lU6zskiB1vaTWknNyiLu9bZtpJT37UuZN4qLScnv06c1TShSCGZc/eVRN6sMBqPcREIuGrU1knS7tih0Rn3QFoW8o6iFwUCvz8wexDr7u10o6NCufe2117BkyRKsWrUKY8eOxcqVKzFt2jQUFRUhXWclPPzww1i7di3++te/oqCgAJs3b8bMmTOxY8cODB8+HABw++2345tvvsGaNWuQlZWFtWvXYsqUKThw4ACys7MBAEuWLMFHH32EtWvXok+fPnj//fdxzz33ICsrC9dff31Q75CWZt6y1lY6Q7BCyIyQCKVN4aZlRNrVlJJCysO+fbRxHzkSOGuDmb5m7Y5Udg2GcGyi7H1271buyfo6MTH0XK/BzoVQxlp7+KmtJaXTTF8YrYFQNvRwzXtJIkvrPff4t84zZXbPHuDjjyk42eOhgxqjF2jbxKzqW7b4HuoKCijvbHo6BcglJCieJ1bWngVLpqVR7IDTSdkv1NQSvbHQVjpl7dC+s5ou9uyzSvGVqChaNwkJvkp+uAM1/Y1HoHENlyIbjOLW3vSCSNHt2qKsGvVBWy2sHUEtDAZm+syoDzr7u10oEDvy4StWrMAdd9yBBQsWYODAgVi1ahViY2Px8ssv616/Zs0aPPjgg5g+fTr69u2Lu+++G9OnT8cf//hHAEBTUxM2bNiAJ598EhMnTkS/fv3w2GOPoV+/fnjhhRda7rNjxw7Mnz8f3/3ud9GnTx/ceeedGDp0KD7//HPDtjqdTtjtdp9/emBCduVK+sk2iGDANk7td9mCWrxYX3jrfY8tpM58AmVCID6+bZZbo35jkGVyGw8bBmRm0j9/WRsmTyaFw2ijVLfbKGdxoDaZgd4GEizY3HngAbK2JyZS22NjKcXfHXfQT4cj9HaaQShjrf5Or16krAXTF3prINBaag8YrU0mQ37/e/IS1NURFzgqimgeM2dSIJ5Rm9XBfvv308/DhxXL8S9+QVzjsjK6Fytr7/HQGhEEYMgQon5IEs2VoiKax3pj0dhIFIxjx/TnuTa7SHo6fdfppANbfj7FjqxaRdcsWqRQqxyO1vKU3c/haPvaMotwrEEGszKZHfoFgX5GSi62B0Ldh9h8i42l4j6Jicr9Ql2/naE/zCBQn3UGGXYxo8O6u7m5GXv27MGyZctaPhNFEVOmTMHOnTt1v+N0OhGtMY3FxMRg+/btAAC32w2Px+P3GgAYP348/vOf/+DHP/4xsrKysHXrVhw+fBhPP/20YXuXL1+Oxx9/POB7hYPfFUqluM4UtBYswuFGC5Qy6vBhUgyOHaPNmWUs8Ke8qO8VSrvDNSbh4rFJElne1QUvioraN8Wfus8YvSDQmGu/oy7a0haKTEdZaAJZUpkMYZk/EhOJ5mGz0QFNnZ1DD0zpqq+nsezeXekrNt6NjeSB+fJLYMwY+nthISnMAHHZH3oIePttsmIfPw78+9/Aj3+spLZMSaGx+Oor+vsrrxBHms1zf3mzWbYPZrU+fZrapC3Mk52t/O3gQfI4/Oc/xImurW1boYZg0JFcUkEI/btGsqyruPUliQ5StbU0D9avV8Y6lPXblfdJPXArc8ehw6ZNZWUlPB4PMpi0Po+MjAwcOnRI9zvTpk3DihUrMHHiROTl5WHLli1444034Dm/yyQkJGDcuHH4zW9+g0suuQQZGRl49dVXsXPnTvTr16/lPs899xzuvPNO9OzZE5IkQRRF/PWvf8XEiRMN27ts2TIsWbKk5Xe73Y5evXq1yvMcSMia3Tg7Q7nR9kRbhYC/99eOSSALSDB96a/d4YxgDyePTd3mQCn+IuEylyS6XzCbmLrNXZnTZ2bzVs9XlvkjJSW41FAeD1mrR4+mrChszufkUHW/w4dJAd+4kVLdzZ5N1uaHHiJK0+nTVL1wzhwK4DtwQKF2ZGUpCuvMmaTM7thB14gicaTZ+KrzZqsrX0ZHEw2EWQDV5b8BZd2cPk0UlZISOhC89Ral57PZyHLN0jK2B6WhvecdO/R7vfQzlHfUyiBtsGhXUB7tdhr/cARka2lHoVZi5eDoUlPmmWeewR133IGCggIIgoC8vDwsWLDAh+axZs0a/PjHP0Z2djYsFgtGjBiBefPmYc+ePS3XPPfcc/jss8/wn//8Bzk5Ofjkk09w7733IisrC1OmTNF9dlRUFKKiolp9/qc/0WZ02220IfgTssFunMFYODpblG175/X09/7BbnzhzKwQrjGJlIXBX4o/M/P1Qk4XpYdwBW4GSvVotiqiHlhO+dJSUjouu0zhQr/5JgXn9e5NtAdWHttuJ66zLNOz7Ha6x513knKxezfRRoqKSIlhOarPniXrscWiFFphWTjUFQNFsXXlS0BR5PLzFU424LtuWIAo40qzjB39+1NKvvaSd/7WYCTkXTjkh/YeQOjrLtIy3ej+4ZSj7F5trcQaTPs5Lkx02BCnpqbCYrGgvLzc5/Py8nL06NFD9ztpaWl466234HA4cO7cOWRlZWHp0qXo27dvyzV5eXnYtm0bGhoaYLfbkZmZiTlz5rRc09TUhAcffBBvvvkmrrnmGgDAkCFDsG/fPvzhD38wVJ6NsG8fsGsXbRAsV6uRkA1l4zS7CDvCMmKESLrG/AVjBpMyyh/C1ZdG9+ksQlbdDj2qRqD52paKZaFuiB3pdg1n4Gag92bztS3PlGXKYPHss8C4cWSFLiwkhVkUKavFmTMKl1SSSCGuqCBudUkJKa3z55OiceoU5XA+c4ayccTG0oFryBB6Xv/+VDWQ8aRZxcBBg4BbbwVef93Xeggo8+vwYQrcZe+mXTfR0dQX6rRy8+f7ptDrKERqToZDDukdxDrjuguUhjVcexu7V1srsQbTfg5jdJa9MBR0WHNtNhtGjhyJLVu2YMaMGQAAr9eLLVu2YNGiRX6/Gx0djezsbLhcLmzYsAE33XRTq2vi4uIQFxeH6upqbN68GU8++SQASnfncrkgsmoB52GxWOD1eoN+j4aG1rlajRDsxhks1N/ryEkZKauiUcoydbWjSBZUCPU+zBLHxru9DxZG17bVC+JvnM1w90PZENvbYh1KlS9/CPa9Q3kmyym/fTtZjPfupYwdl19OxUeSkkj5vPlmqnao5pLeeScp1qdO0TWxscR13rmTlGH2fYeD6B6DBpHnoqiIrM7Mc2G30+8DBxLnukcPhWKRn0/9qrYCqoPBWD9pD2pVVbTmGS1EkpSqgB2JSM7JcMgh7T0647oLdP9wet4kKTyVWNXoqp60jkRXP3B0aFOXLFmC+fPnY9SoURgzZgxWrlyJhoYGLFiwAABwyy23IDs7G8uXLwcA7Nq1C8XFxRg2bBiKi4vx2GOPwev14v7772+55+bNmyHLMgYMGICjR4/ivvvuQ0FBQcs9ExMTMWnSJNx3332IiYlBTk4Otm3bhn/84x9YsWJF0O8wezZZYbS5WvXQXtbhjp6UkaKQGKXJYum42iNwKNhDiXYsJk82L2TDrQyrEQ4viL9xNnv/YDeY9qQnma3yFSz03jucLmtJoqDQESOABx9UAu6amkiRTU6mz1jeaK317fbbgb/9ja5ZvZqsx+XlRNWIjSUFecgQhR8vSVRpsrBQsQi73ZQeT512bt48smpv2gQ8+SRlurnxRv1gMHW/GAUddhZ0NspcIHTGddfefRjuvbirzYHOgEga2drDcNihImjOnDk4e/YsfvWrX6GsrAzDhg3Dpk2bWoIIT5065WMhdjgcePjhh3H8+HHEx8dj+vTpWLNmDbp169ZyTW1tLZYtW4YzZ84gJSUFs2bNwhNPPAGr1dpyzbp167Bs2TLcfPPNqKqqQk5ODp544omQiqTcdptiRTEzUO0RHdvRp+BIHRLUAopF4VdWUqDSwIGRf9dQDiVahX/IEN9ctkZCNhLKsBrh8IL4G+dIbSbtSU/S9qlela9wIBSXtXqDAHxTwTHq2MCBpJx++aWiOKszW6iD8dRjpA7QOn2aYjq+/Zb+dt11xKHOz1eszIzfvGcPFT7ZtYuCCtW5pdV99eabxMc+coQCCfUUeHW/qIMOza5xMxtouDbZzkSZixQi/Y4d0YfhtmZf6HMg3IjEHtGehkNBlmU5Mre+sGG325GUlIRz52rhdid2qgXT0ZbnSIJteCxlmboQRKQtzxUVlG+2vp7cxYsXmy+uoC1YEag8drDPCrVyX0cEAHUVtNc6KikhS6zbTfM6mLHOyyNld8sWSmmmrZipXi+M4qRO9adXrVHP4s44ykapHf/8Z+KQxsYCzc20FlNTqc/S0pRsIQ4HcO+99M5ery+VJCdHCbwGlDVgtxNFJC/PXFVMs4GuF6qM5ODoKgj3HmG0bzJ9rba2FolqflgbwMVFG/Hvf5NVpjMJ4Av5FKy2Fqhz/waTxitUhOpC1waoaIOjwvGsUMY80l6Q9vCyRBLtsY7cbqIkHDtGv8+aFXismUXcbgdee402DJbzeMcOOphlZSnvwMaAKaWMPqH9u3oj0743u58R4uJoHbKqhSkpRGd76CEKXMzKIst3QQEwYwbw2WdKlc+kJIVKoqZupKSQhXvvXl+Ldzh44h3tnePg4Aj/HtGe9JkLSK3qGBQVkeWkswngrq64mIGeYqBGuE+1oSpToQSodKQy3NUtxuFEJNaRNgjx8GGyulospPgG6nO2QezeDVit9HtdHcmhkhJSxtXWZ73nv/EG0SXUaeO01mazqKoiOVhaSt6V7Gxg7lwqmlJWRu2qqKACKocPK0WKGI85O5ssy4z+oZWjsgx88QVRN8x4l8xsoB3JUdV6AwKtM74eIwfetxcW2tNwyKdLGzFggGJ57uxBAheLoIhkkFFbMqG0RRlur7FrL3f2xTIXtTAThMjKYBv1C5tLkyfTHD90iP6fWXL9FdRwu4GXXgL+9S8lU4U2bRwLxmVcaDPKKqNlWK1UVMViIYrFt9/SM1NTFYWVtWvqVPqXmEglww8coEI9zKtaUUGpQOvr6R3NxjWYWWsd5Z3To3H5OxCEYz1erGstEDh158JEexkO+VRpI268MbiAwbagLUKwq5dpNYu2BBlFGqEuavXY5ecH5kubuZ/RuLeHO9vfpnWhb/T+ghC1fGR/a5RRKVipdXUMQHY2cY/1lPCqKqJHsEIjmZnEQwaUQFZtSeyKCoVGoccdrqqiHPcHDtD3+/cnfvKgQVRW/K23yMqdk6NYtLUZaFhau+Rk6hNJooPB0aNUSXDgwOAKophZax3hnWPjbzbQua3rkSuIxqiooCBXt7vz7BEcXQd8GbURbFOJNNoqBLVCuLOVaQ2X0sTe83zFdkhS1/AK+IOa47phA1njzARO6SHQPPLnzg73GGkVgotho9frX6bEVVQEv0bVCuDs2WQxPnGCgvIyMsiSq/5eSgoptV4vcY2jouhagLjIixbRNUyJz89XrNu9evkG9GnH69lngRdeIK7z6tXKtWVlpKAXF9McBnzfc/Lk1pSmqip6ZlMTfefqq4kK0pZDY2cAG3+vl8YmOdm/fGorvYRzu/URSqwBB4caXVgMXVxoqxDUCmGg8wjVcCpN6vecNavtVtrOADXHFWibpcRMMQKj1GjBjFEo1QW7wkbf1gOEP7pAoDUayAJ87Bh5W/73P1JU8/Op4Im6HyVJUbKLiii1HKNt7N9PgXnR0UobWUlslobObgd+/nO6RjteI0bQfb/6igIXZZlyRuuNtfozlgNa3ScpKaSsf/IJKZjs3bvyOgZ8x98M57mt9BKef1gfocQacHCowadLF0FbhaBWCAOdR6iGU2m6EDONaDmugXJE+4OZeaTnzg5mjEKtLhjOjT4S9I9wHfL80QUmT6Z/7O+sP5gFWI/Dz9r11VfAO+8Q99lqJattz56t+5HlcZZluq57d8Bmo6IliYkK3YN5A3r1IsW5rg74z3+IEjJzJt1LnbM8L09ReOPjiaphlBvbaPzVn912G7WRBTZeKIpfoEBnf9eH8qwLTR6GA1pZ09kO6Z0NFzqdLhTwPM8hIhJ5AwMh3BNY734dsUguBnd9uBCO8QnlHsGMUSj5sNvStra0NRi05b0CwajNrD/cbuBPf9J/NmvXyZPAxx8TJUAUgQULgEceaa2gaTn0V16pWHu1nGtJIsrF00+T4hwXR4q2x0M/Z8wgSgXz7jgcVJ1QncnDTN8Hev8LfdO+WN6zM4H3uTlcCPszz/N8kSPcAS7a+3XUIuHWEfMIxxwI5R7BjFFbLMjheL9I0T8i6QI3ajPrD5Y/We/ZLB+y3U4/HQ76uWyZvmXTaCy1nGvWhuhoomokJBDVo6ioNdWD3SM6moIHg13Lgd7/QsaFoJx0RVwMcysc6Ap0uo4AX6IcLejIRcIFWeeH2THq6MNQpJTcSL5XoDabebYgANdeS5bkgQP9UwL0xtJfG5hSXFEBvPceZdAAiOqh11am8AdKu2f2/TsLImGtVAcE795NtJ1ARWk4ONoLXWVttjc4bSNEdARtI9K4WC0g3H134aErjqmZNutdU1EBrFhBQX0NDcAPfkCKbijvbbYNrEKhUTBuZywX31ZESj663cDatZRJB2hdYp2Do6PR2ddmIHDaBkdE0dEWw47AhXZgCCTkuroQNIuu6MkI1GZ1gY1evYD58ykXc2Ji60A9Pa+RmbE3mx+ZWUaNrMuheLE6+5hFyjMnSZTtYd8+6k9/RW44ODoCnX1tdgQu4O2TIxRcbIsk2A2xMyufgQ4CF9pB4UKAdj4FKmBTWKikjdu1i5TYQYNIkfaXmSISY+/vnheiq7ct7xRIbqSnU+72C6m/ODguZPCtk+OiRjAbYmdXPgMdBHjgR3jR1oOUXqluvWwXDCz38bZtxG8+fJgyXhw8CEyb5j9QLxJj7++eF6IXK9R3MiM3LsT+4uC4kCF2dAM4OIzAXMJud+SewTatxYsDK8N6ykJnAjsIxMfTT5azl/Wf9u/cuhU6mEK0ciX9DGaOsnmtzW5x7Jjye2EhZbVwu305xvPnU/lrrxeIiVHGVF2pUG8Oh2Pstesx0D39taerIpR3Mis3LsT+4uhcaI899WIBX6YcnRL+rDXhpk6Ypap0dle02nqVmKhvxeTWrfAgVEuuNseytsjIJZeQ4lxdDaxZAxQU0PfYNSwTg81GYzh/PjBgQOCxbOvYG61Ho2qUgQIKLyZ0drnBcXGgs3tOuxp413F0ShgpJx0pALqC8skOAkY5ey82TnukEKpCpJ7Xhw8DixYB06cr82nePLI4r1lDwYB79xJFw+ul702eTJxm9txAirP2oBnq2GvXo7pUOLsnU5rVqex45oiuITc4Lnxw2l54wZcxR6eEkXLS0QIgUspnuK3p3NoVWYSqEOmVBVZ/V5JIIWYKcn4+fc4sz+npvt6FQJlVwpUuTt3uvDzg3/+mEt+siiBAz9q925easG8fHQ4u9k2aH1o5Ohp8TwgvuPLM0SlhpJxciAIgEtZ0bu2KPMJdqVGtuKqvAfTXQaA5E0omGaN7snZXVJDivG4dcZ3ZcwD6nscDWK1A9+5ELdErosIRPnTm7D8cnQt8TwgvePdxdFroKScXogCIZP5Ybu3qfNAbFz3FVX2N9nozcybYg2age0oS/SspAeLi6LqePZX7smfNnk1VDrUBcMEqelwx9A/OYeUIFnxPCB/4UuPocrjQBMCFaE3nCA7BHqDMzJlgD5pm7pmSQlQNgNLm3Xabcl9/zwpW0eOKYWB0NIWNg+NiBhdHHBwdjAvRms4RHILNN15VRRZeu73tFQPV1waah/6u8fesYBU9fwGKfH0Q+KGbg6PjwMUQB0cnwIVmTecIDmYPUG21yOpRIYLNyBHKXA1W0UtMpJR8Z85Q0OT77ytBk9wKTeCHbg6OjgNfbhwcHBydAGaU0lBc9Uw51sv9DYSHHuGPnxyMpZxdv349Kc69ehF/etUqTk/QAz90c3B0DLjyzMHBwdFFYGTBNVJe1Zbq7Gzg9GnKH61OJ9dW3myggkbBKufsgNDYCBQX0/WcnsDBwdGZwJVnDg4Oji4CPVe9PwVVbak+fZqyY5SU+CqhgRTTQFkv1M9gZcVZ8ZZQLOVqyoY2tzWnJ3BwcHQGcDHEwcHB0YWgddX7U1C1lmo96kQwWTK033e76V9+PnDokFJWnBVPCZbrrKVszJ6ttInTEzguRPCUjF0TfKg4ODg4ujD8Kah6luroaN/vm82SUVgI1NYqluvZsxUOdX4+8IMfAP/6ly8tJFirsZayYbe3bi8Hx4UCnpKx60Ls6AZwcHC0D9xuSvnldof3Wo6OBVOQFy/W33z1ipWYHVummMfHkyX4zBnFwn3smKJYHz4MpKaSxTk+3leJ1z7f7PM4v5njQoee14ija4CfcTg4LgIEY+Hg1pCuB7NZF0IZ28mT6V9Kim+2jrw8X4t3OLjJPP0ax8UEnqu764KLJg6OiwDBBG7xymUXLvwF92mhp2hrFVs9Rbetc4WnX+MIBxobG1FdXQ2v19vRTfGL73wHGDIESEoCSks7ujVdC6IoIjk5GbGxse3+bK48c3BcBAjGwsGtIZ0bbQkwYmNbWNg6uE97L6NDlFqxZVX/uKWYo7PA6/Vi/fr1+Oyzzzq6KRzthMsuuwyzZ8+GKLYfE5mLOg6OiwDBuMO567zzoq2UGja2RUXA6tVAZSUp0nreBTOHqGDpQHxOcUQaTHG+7rrr0LdvX1gslo5uEkeE4PF4cPz4cbzzzjsAgDlz5rTbs7kI4+C4SBCMO5y7ztsHwSqU4aDUSBLxlWtrSXHu3x/Q83qaOUSx9tjtwO7dxI3OytJ/T86j54g0GhsbWxTnK6+8sqObw9EO6NOnDwDgnXfewXXXXdduFA6ebYODo53RHpkseLaMzg+mUK5cST+DzX7RFkqN3U4cy6go4MgR4O9/BxyO1nMmUKaMlBRKU3fyJHD8OPD++/rv0dasAnw+c5hBdXU1AKBv374d3BKO9gQbbzb+7QF+9ufgaEe0hwWOW/m6BkKxIgdDqdFatdW/p6QAOTnA9u1AQgJw6hTwt78pOZzNzhlJAqZOBfbto/sfPhw6BcTfe/D5zGEGLDiQUzUuLrDxbs/gUC6CODjaEe2RyYJny/CPzsK9DVWh9EepYe+WmOibVk5d0IQpoLfdBsiyUs3v9OnWBU7MID0dGDnS/3u0hUfP5zMHB0dnQ6egbTz//PPo06cPoqOjMXbsWHz++eeG17pcLvz6179GXl4eoqOjMXToUGzatMnnmrq6OixevBg5OTmIiYnB+PHj8cUXX/hcIwiC7r+nnnoqIu/IwQG0TxEIXmjCGKFQJSKFQMVNgoX63V56ifjM6oImhYVEfWABgtHRwMKFwJIlpEjrFTgJ53sEUyxFDT6fOTg4Ohs63PL82muvYcmSJVi1ahXGjh2LlStXYtq0aSgqKkK6jnnh4Ycfxtq1a/HXv/4VBQUF2Lx5M2bOnIkdO3Zg+PDhAIDbb78d33zzDdasWYOsrCysXbsWU6ZMwYEDB5CdnQ0AKNUkVHzvvfdw2223YdasWZF/aY6LFu2RyYJnyzBGZ7NihjMwU/1up08DPXsqNIycHEpNd+AAMHgwWaa1z2/LnIlkgCmfzxwcoePDDz/EM888g7Vr1yIpKcnwuqeffhpHjx7F888/346tC4z6+nrMmzcPP/vZzzBlypSObk4LOtzyvGLFCtxxxx1YsGABBg4ciFWrViE2NhYvv/yy7vVr1qzBgw8+iOnTp6Nv3764++67MX36dPzxj38EADQ1NWHDhg148sknMXHiRPTr1w+PPfYY+vXrhxdeeKHlPj169PD59/bbb+OKK67ggQYcEUeoFrjO9ozOglDLTXdlK6beO6vfbdAg4PbbFWtwYyOQnAwMHEg/7fbW9wL8zxmz/RyJ4L6LaT5zcHQE5s6di1/+8pcd3Ywugw4VRc3NzdizZw+WLVvW8pkoipgyZQp27typ+x2n04no6Gifz2JiYrB9+3YAgNvthsfj8XuNFuXl5Xj33XexevVqw7Y6nU44nc6W3+3q3YeDg6NDEGwwWVezYurxs43eWe/dmBhMSSGFWstLNtt/4b6Og4OjcyEzM7Ojm9Cl0KFirbKyEh6PBxkZGT6fZ2Rk4NChQ7rfmTZtGlasWIGJEyciLy8PW7ZswRtvvAGPxwMASEhIwLhx4/Cb3/wGl1xyCTIyMvDqq69i586d6Nevn+49V69ejYSEBHz/+983bOvy5cvx+OOPh/imHBwckUCoGSu6QsCZkSLq752N3s3o0BCo/5jy7nab62cz49FZAjY5ODozli1bhujoaDz66KMtnx0/fhw/+9nP8Nvf/haDBw/Gddddh1tvvRVOpxPvvfcePB4PxowZg4ULF7YyIJaWluLJJ5/EoUOH0K1bN8ydOxff+973Wv6upW0wusfKlSvxj3/8A4WFhUhJScHcuXN9cmizdk6ZMgVr1qzBuXPnkJ+fj0WLFvko5C6XC6+++iq2bt2K6upq9OjRA3PmzMF3v/tdn3Zu3rwZr7/+OmpqalBQUIBbb701jL0aPnQ4bSNYPPPMM+jfvz8KCgpgs9mwaNEiLFiwwKcs45o1ayDLMrKzsxEVFYVnn30W8+bNMyzd+PLLL+Pmm29uNdnUWLZsGWpra1v+nT59us3vwnOXcnC0DRcKDUMPRrmRQ31nPeqDv3upAxDff5/yOQd6ZqC2daaATY6LF8HsvZG6NlzYuHEjSkpKsHjxYsydOxfbtm3DunXrWl331FNPYdiwYXjooYcwePBgPPvss9izZ0/A+//xj3/E8OHD8dBDD6Fv375YuXJlK/3nxIkTeOONNzB//nwsXrwYJSUlLVRaht///vfYtGkTZsyYgV/96lcYMWIEVqxYgd27d7dc8/nnn+NPf/oTBg8ejIceeghDhw7F7373uxB7JrLo0HN/amoqLBYLysvLfT4vLy9Hjx49dL+TlpaGt956Cw6HA+fOnUNWVhaWLl3qw1XOy8vDtm3b0NDQALvdjszMTMyZM0eXz/y///0PRUVFeO211/y2NSoqClFRUSG8pT64e5ODo+3oajSMYGCUyk6SKPXcsWNUKbAt7+yv/9TK++HDwKJFwPTpxv3MLMqzZxOnWu+6zhawyXHxIdiS8pG4NpxISUlp4SqPHDkSx44dw44dO1pZbK+44grMnj0bADBixAiUlZXh1VdfxciRI/3e/5prrsE111wDALjkkkuwe/du7Nixw6cUdkNDA5555pmWgMSmpiY888wzqKysRGpqKr7++mvs2rULjz/+OEaMGAEAGD58OKqrq/Gvf/0Lo0aNAgC8/vrrGDRoEBYvXtzSzubm5oD6WUegQy3PNpsNI0eOxJYtW1o+83q92LJlC8aNG+f3u9HR0cjOzobb7caGDRtwww03tLomLi4OmZmZqK6uxubNm3WveemllzBy5EgMHTq07S8UBNpacYuDg4NwoQaTGaWAc7spZ/M//0k/22rlMuo/rRU5Pd24n9UW5fXrjRXsC9lTwNE1EMzeG6lrw4lhw4b5/N67d29UVla2uk6rU40fPx7Hjh1robwagWUxA0jvSk9Pb3X/3Nxcn0wevXv3BoCW6/bu3YuEhAQMHToUHo+n5d+wYcNw/Pjxlt+PHj2Kyy67zOfel19+ud/2dRQ6fLtZsmQJ5s+fj1GjRmHMmDFYuXIlGhoasGDBAgDALbfcguzsbCxfvhwAsGvXLhQXF2PYsGEoLi7GY489Bq/Xi/vvv7/lnps3b4YsyxgwYACOHj2K++67DwUFBS33ZLDb7Vi/fn0r90J7oC0Vtzg4OC4O6HGY28t6G4xV32ybLmRPAUfXQDB7b6SuDSfi4uJ8fpckCS6Xq9V13bp18/k9OTkZbrcbdrsdycnJQd2/ubk54DUAWtpht9tRV1eHGTNm6D6juroaFosFHo+nVTu1v3cWdLjomjNnDs6ePYtf/epXKCsrw7Bhw7Bp06aWIMJTp075cJUdDgcefvhhHD9+HPHx8Zg+fTrWrFnj08G1tbVYtmwZzpw5g5SUFMyaNQtPPPEErFarz7PXrVsHWZYxb968dnlXNfgmwsHBEQrac5M2G1wZTJu6SsAmx4WJYPbeSF1rBjabDW6NW6m+vj7k+9XU1KB79+4tv1dXV0OSJCSypO8RREJCApKSknyCH9VISkqCKIqwWCyoqanx+Zv2986CTqGyLVq0CIsWLdL929atW31+nzRpEg4cOOD3fjfddBNuuummgM+98847ceedd5puZ7jBNxEODo5QMHky/essdBUzigPPssHRWRDM3hupawOhe/fu2LdvH2RZhiAIAIj+ECp27tyJvLy8lt937NiBvLw8WCyWNrc1EIYOHYoNGzZAkiTk5uYaXpeXl4fPPvvMx0L96aefRrx9oYCLMA4ODo4uAr2gpM4Cf4oDD5Dm4AgOl19+OT744AO8+OKLuOyyy3Dw4ME2KZIff/wxoqKikJeXh08++QSFhYWGluBwY/jw4RgzZgwee+wxfP/730efPn3gdDpx8uRJlJaW4qc//SkAMnz+3//9H1auXImJEyfi6NGj+Pjjj9uljcGiy6Wq4+Dg4LhY4S8oqTOn1OIB0hwcwWHkyJFYsGABdu3ahSeeeAInT57EvffeG/L97rvvPnz55Zd44okn8PXXX2PRokUtWS7aA0uXLsVVV12F//73v3jsscfw7LPPYt++fbj00ktbrhk7dizuuecefPXVV3jiiSewd+9ePPDAA+3WxmAgyLIsd3QjuiLsdjuSkpJQW1vbLpwhDg4ODiMLbmdPqRXOZ3L6B4cRTp8+jRUrVmDJkiXo1atXRzeHo50QaNwjoa9x0cPBwcHRRRBqpUA1OiLXcriCqTj9g4ODozOA0zY4ODg4uhCCrRSoRai5lttK9QhHPm5O/+Dg4OgM4Gd2Dg4Oji6OSKTUUtMjgM5h8eX58Tk4ODoDuPLMwcHRbuB8VUIk+iGcKbW09IjJk4OnekTqHXl+fA4Ojo4Gp21wcHC0C9QlnF99tf0yPXQ2dIV+0NIjgOCoHpF8xwu1HDsHB0fXARc/HBwc7YKOCFTrjOgK/aClR6Sn+1p8AeI/G1l/u8I7cnBwcIQKrjxzcHC0CzhfldAV+sGIHpGebi7jRVd4Rw4ODo5QwZVnDg6OdgHnqxK6Sj8Y8aLNWJW7yjtycHBwhALOeebg4Gg3cL4qoSv3g9lUd3rv2N6VDTk4ODgigS4oujk4ODg4OgqhWpV5gRMODo4LBdzyzMHBwcERFEKxnOvRPbglmoNDH08//TTuvfdev9fcdtttWLVqVTu1yDx27tyJ6667DuXl5R3dlIiBn/s5ODg4uiC6Ws5sbRBhYiK3RHO0P2SvjNK9pWisbERsaiwyh2dCEIV2vTZcePDBBxEfHx/RZ3Dog4sqDg4Oji6GrkiB0NI9eDo7jvbGiY9OYPvvtqOyqBLeZi9Em4jUAamYsHQCcq/MbZdrw4m8vLyI3ZvDPzq5uOXg4ODg0KKrKp7qDB48nR1He+LERyew8a6NcNY5EdM9BlKUBLfTjfKvy7Hxro249sVrWxTdSF0bCnbv3o1XXnkFpaWl6N27NxYuXIiCggIARNsYPXo0Fi5cCICoHkePHsXChQvxt7/9DcXFxejduzfuuece9OvXr+We1113HW699VY4nU6899578Hg8GDNmDBYuXIjo6OiW6yorK7F69Wrs2bMHTqcT/fv3x+233+5zL7fbjVdeeQUfffQRvF4vLr/8cgwePDjk9+0q4JznTgjOA+Tg4PAHsxkvOjOYJXrx4q5hOefoupC9Mrb/bjucdU4kZCfAGmOFIAqwxliRkJ0AZ50T23+3HbJXjti1oaC6uhovvPACvv/97+OBBx6A1WrFo48+ipqaGr/f+ctf/oKZM2figQcegMvlwhNPPAG3RqHYuHEjSkpKsHjxYsydOxfbtm3DunXrWv5eX1+PBx54AMePH8ddd92FZcuWISoqCg899JDP81evXo3//ve/LW30eDxYvXp1SO/blcDFVSdDV3THcnBwtC8ulDzKRrmkOTjCidK9pagsqkRM9xgIgi8PWRAExKTEoLKoEqV7SwEgItdmjcwKut11dXV44IEHMHToUADApZdeigULFuDtt9/G/Pnzdb9TX1+P5cuXIycnBwAQHR2NBx98EEVFRRg0aFDLdSkpKfjlL38JABg5ciSOHTuGHTt24NZbbwUAvP3222hoaMAf//hHdOvWDQAwdOhQ3HXXXXjzzTexYMEC1NXV4b///S9mzZqF2bNnAwBGjBiBpUuX4ty5c0G/b1cCtzx3Mui5Yzk4ODi06Mq5ojk42hONlY3wNnshRekvFilagrfZi8bKxohdGwri4uJaFGf2+7Bhw3D48GHD76SkpLQozgDQq1cvAGilzA4bNszn9969e6OysrLl971792Lw4MFISEiAx+OBx+OBKIq49NJLceTIEQDAt99+i+bmZowbN87nXuPHjw/uRbsguNjtZOA8QA4ODg4OjvAhNjUWok2E2+mGNcba6u9uhxuiTURsaiwAROzaYJGYmNjqs27duuH06dOG34mLi/P5XTp/um5ubg54ncvlavndbrejqKgIM2bMaPWMzMxMAEQRYW1SIzk52bB9Fwq48tzJcKG4Yzk4ODg4ODoDModnInVAKsq/LoeULflQLGRZRlNVEzKGZCBzOCmFkbo2WNjt9laf1dTUIKUdrGoJCQnIzMzED3/4w1Z/s1rpoMCU5JqaGnTv3r3l70ypvpDBaRudENwdy8HBwcHBER4IooAJSycgKiEKdcV1cDW6IHtluBpdqCuuQ1RiFCYsnQBBFCJ2bShoaGjAV1995fP7vn37kJ+fH66uMcTQoUNx+vRp9OrVC/379/f516dPHwBAnz59YLPZsHPnTp/v7tixI+Lt62hw9YyDg4ODg4Pjgkbulbm49sVrW/IxO6odEG0iMoZktMrHHKlrg0VCQgKeffZZ3HzzzYiLi8O///1vAMD1118fekeYxIwZM7Bt2zYsW7YM1113HdLS0lqoHCkpKZgxYwYSEhJw9dVXY8OGDYiKikJeXh62bduGsrKyiLevo8GVZw4ODg4ODo4LHrlX5qLPd/uYqgQYqWuDQXJyMm699VafPM+PP/54u3CKExMT8Yc//AFr1qzB6tWrYbfb0a1bNwwYMMAnQHD+/PnweDzYsGEDZFnGZZddhvnz52PFihURb2NHQpBlObQEhBc57HY7kpKSUFtbq0vq5+Dg4OAIDl2t5DhH58Lp06exYsUKLFmypCXLBMeFj0DjHgl9jYsnDg4ODo4OB89xz8HB0VXAAwY5ODg4ODocPMc9BwdHVwFXnjk4ODg4OhwXQslxDg6OiwPcKcbBwcHB0eHgOe45ODi6Crh44uDg4ODoFGA57jk4QoEokjPd4/F0cEs42hNsvNn4twc4bYODg4ODg4Ojy4OlcDt+/HgHt4SjPcHGuz3LgnPLMwcHB0cnA0/ZxsERPGJjY3HZZZfhnXfeAQD07dsXFoulg1vFESl4PB4cP34c77zzDi677DLExsa227O5WObg4ODoROAp2zg4Qsfs2bMBoEWB5rjwcdlll7WMe3uBi2QODg6OTgS9lG2cB8zBYQ6iKGLOnDm47rrrUF1dDa/X29FN4ogQRFFEcnJyu1qcGbjyzMHBwdGJwFK2McszT9nGwRE8YmNjO0Sp4rg4wJVnDg4Ojk6E9k7ZxvnVHBwcHMGhw7NtPP/88+jTpw+io6MxduxYfP7554bXulwu/PrXv0ZeXh6io6MxdOhQbNq0yeeauro6LF68GDk5OYiJicH48ePxxRdftLrXwYMHcf311yMpKQlxcXEYPXo0Tp06Ffb34+Dg4AgWLGVbeyjOr74KrFxJP93uyD6Pg4OD40JAhyrPr732GpYsWYJHH30UX375JYYOHYpp06ahoqJC9/qHH34YL774Ip577jkcOHAACxcuxMyZM7F3796Wa26//XZ88MEHWLNmDfbv34+pU6diypQpKC4ubrnm2LFjmDBhAgoKCrB161Z8/fXXeOSRRxAdHR3xd+bg4ODoLOAlsTk4ODiChyDLstxRDx87dixGjx6NP/3pTwAAr9eLXr164Sc/+QmWLl3a6vqsrCw89NBDuPfee1s+mzVrFmJiYrB27Vo0NTUhISEBb7/9Nq655pqWa0aOHImrr74a//d//wcAmDt3LqxWK9asWRNy2+12O5KSklBbW4vExMSQ78PBwcHRUeCZPTg4OC50REJf6zAx2dzcjD179mDZsmUtn4miiClTpmDnzp2633E6na2swzExMdi+fTsAwO12w+Px+L3G6/Xi3Xffxf33349p06Zh7969yM3NxbJlyzBjxgzD9jqdTjidzpbfa2trAdCgcHBwcHRVXHMNMH48kJwMNDZ2dGs4ODg4wgump4XVVix3EIqLi2UA8o4dO3w+v+++++QxY8bofmfevHnywIED5cOHD8sej0d+//335ZiYGNlms7VcM27cOHnSpElycXGx7Ha75TVr1siiKMr5+fmyLMtyaWmpDECOjY2VV6xYIe/du1devny5LAiCvHXrVsP2PvroozIA/o//4//4P/6P/+P/+D/+r4v9O3bsWBi0V0KXctA988wzuOOOO1BQUABBEJCXl4cFCxbg5ZdfbrlmzZo1+PGPf4zs7GxYLBaMGDEC8+bNw549ewCgJefjDTfcgJ///OcAgGHDhmHHjh1YtWoVJk2apPvsZcuWYcmSJS2/19TUICcnB6dOnUJSUlKkXvmCg91uR69evXD69GlOdzEJ3mehgfdb8OB9Fhp4vwUP3mehgfdb8KitrUXv3r2REsa8nx2mPKempsJisaC8vNzn8/LycvTo0UP3O2lpaXjrrbfgcDhw7tw5ZGVlYenSpejbt2/LNXl5edi2bRsaGhpgt9uRmZmJOXPmtFyTmpoKSZIwcOBAn3tfcsklLdQOPURFRSEqKqrV50lJSXwCh4DExETeb0GC91lo4P0WPHifhQbeb8GD91lo4P0WPEQxfDkyOizbhs1mw8iRI7Fly5aWz7xeL7Zs2YJx48b5/W50dDSys7PhdruxYcMG3HDDDa2uiYuLQ2ZmJqqrq7F58+aWa2w2G0aPHo2ioiKf6w8fPoycnJwwvBkHBwcHBwcHB8eFig6lbSxZsgTz58/HqFGjMGbMGKxcuRINDQ1YsGABAOCWW25BdnY2li9fDgDYtWsXiouLMWzYMBQXF+Oxxx6D1+vF/fff33LPzZs3Q5ZlDBgwAEePHsV9992HgoKClnsCwH333Yc5c+Zg4sSJuOKKK7Bp0ya888472Lp1a7u+PwcHBwcHBwcHR9dChyrPc+bMwdmzZ/GrX/0KZWVlGDZsGDZt2oSMjAwAwKlTp3zM7A6HAw8//DCOHz+O+Ph4TJ8+HWvWrEG3bt1arqmtrcWyZctw5swZpKSkYNasWXjiiSdgtVpbrpk5cyZWrVqF5cuX46c//SkGDBiADRs2YMKECabbHhUVhUcffVSXysFhDN5vwYP3WWjg/RY8eJ+FBt5vwYP3WWjg/RY8ItFnHZrnmYODg4ODg4ODg6MrocPLc3NwcHBwcHBwcHB0FXDlmYODg4ODg4ODg8MkuPLMwcHBwcHBwcHBYRJceebg4ODg4ODg4OAwCa48m8S3336L2267Dbm5uYiJiUFeXh4effRRNDc3+/2ew+HAvffei+7duyM+Ph6zZs1qVRjmQsYTTzyB8ePHIzY21icrij/ceuutEATB599VV10V2YZ2MoTSb7Is41e/+hUyMzMRExODKVOm4MiRI5FtaCdCVVUVbr75ZiQmJqJbt2647bbbUF9f7/c73/3ud1vNtYULF7ZTizsGzz//PPr06YPo6GiMHTsWn3/+ud/r169fj4KCAkRHR2Pw4MH473//204t7TwIps/+/ve/t5pT0dHR7djazoFPPvkE1113HbKysiAIAt56662A39m6dStGjBiBqKgo9OvXD3//+98j3s7OhGD7bOvWra3mmiAIKCsra58GdwIsX74co0ePRkJCAtLT0zFjxoxWdTz00Fa5xpVnkzh06BC8Xi9efPFFFBYW4umnn8aqVavw4IMP+v3ez3/+c7zzzjtYv349tm3bhpKSEnz/+99vp1Z3PJqbmzF79mzcfffdQX3vqquuQmlpacu/V199NUIt7JwIpd+efPJJPPvss1i1ahV27dqFuLg4TJs2DQ6HI4It7Ty4+eabUVhYiA8++AAbN27EJ598gjvvvDPg9+644w6fufbkk0+2Q2s7Bq+99hqWLFmCRx99FF9++SWGDh2KadOmoaKiQvf6HTt2YN68ebjtttuwd+9ezJgxAzNmzMA333zTzi3vOATbZwBVf1PPqZMnT7ZjizsHGhoaMHToUDz//POmrj9x4gSuueYaXHHFFdi3bx8WL16M22+/HZs3b45wSzsPgu0zhqKiIp/5lp6eHqEWdj5s27YN9957Lz777DN88MEHcLlcmDp1KhoaGgy/Exa5JnOEjCeffFLOzc01/HtNTY1stVrl9evXt3x28OBBGYC8c+fO9mhip8Err7wiJyUlmbp2/vz58g033BDR9nQVmO03r9cr9+jRQ37qqadaPqupqZGjoqLkV199NYIt7Bw4cOCADED+4osvWj577733ZEEQ5OLiYsPvTZo0Sf7Zz37WDi3sHBgzZox87733tvzu8XjkrKwsefny5brX33TTTfI111zj89nYsWPlu+66K6Lt7EwIts+CkXUXCwDIb775pt9r7r//fnnQoEE+n82ZM0eeNm1aBFvWeWGmzz7++GMZgFxdXd0ubeoKqKiokAHI27ZtM7wmHHKNW57bgNraWqSkpBj+fc+ePXC5XJgyZUrLZwUFBejduzd27tzZHk3ssti6dSvS09MxYMAA3H333Th37lxHN6lT48SJEygrK/OZa0lJSRg7duxFMdd27tyJbt26YdSoUS2fTZkyBaIoYteuXX6/+89//hOpqam49NJLsWzZMjQ2Nka6uR2C5uZm7Nmzx2eOiKKIKVOmGM6RnTt3+lwPANOmTbso5hQQWp8BQH19PXJyctCrVy/ccMMNKCwsbI/mdmlc7HOtLRg2bBgyMzPxve99D59++mlHN6dDUVtbCwB+dbNwzLUOrTDYlXH06FE899xz+MMf/mB4TVlZGWw2WyvOakZGxkXFSQoWV111Fb7//e8jNzcXx44dw4MPPoirr74aO3fuhMVi6ejmdUqw+cSqczJcLHOtrKyslatSkiSkpKT4ff8f/OAHyMnJQVZWFr7++ms88MADKCoqwhtvvBHpJrc7Kisr4fF4dOfIoUOHdL9TVlZ20c4pILQ+GzBgAF5++WUMGTIEtbW1+MMf/oDx48ejsLAQPXv2bI9md0kYzTW73Y6mpibExMR0UMs6LzIzM7Fq1SqMGjUKTqcTf/vb3/Dd734Xu3btwogRIzq6ee0Or9eLxYsX4/LLL8ell15qeF045NpFb3leunSpLuFe/U8rJIuLi3HVVVdh9uzZuOOOOzqo5R2HUPosGMydOxfXX389Bg8ejBkzZmDjxo344osvsHXr1vC9RAcg0v12ISLSfXbnnXdi2rRpGDx4MG6++Wb84x//wJtvvoljx46F8S04LiaMGzcOt9xyC4YNG4ZJkybhjTfeQFpaGl588cWObhrHBYYBAwbgrrvuwsiRIzF+/Hi8/PLLGD9+PJ5++umOblqH4N5778U333yDdevWRfxZF73l+Re/+AVuvfVWv9f07du35f9LSkpwxRVXYPz48fjLX/7i93s9evRAc3MzampqfKzP5eXl6NGjR1ua3aEIts/air59+yI1NRVHjx7F5MmTw3bf9kYk+43Np/LycmRmZrZ8Xl5ejmHDhoV0z84As33Wo0ePVgFcbrcbVVVVQa21sWPHAiDPUl5eXtDt7cxITU2FxWJple3Hnzzq0aNHUNdfaAilz7SwWq0YPnw4jh49GokmXjAwmmuJiYnc6hwExowZg+3bt3d0M9odixYtagkUD+ThCYdcu+iV57S0NKSlpZm6tri4GFdccQVGjhyJV155BaLo33A/cuRIWK1WbNmyBbNmzQJAUbGnTp3CuHHj2tz2jkIwfRYOnDlzBufOnfNRCrsiItlvubm56NGjB7Zs2dKiLNvtduzatSvoTCedCWb7bNy4caipqcGePXswcuRIAMBHH30Er9fbohCbwb59+wCgy881PdhsNowcORJbtmzBjBkzAJCbc8uWLVi0aJHud8aNG4ctW7Zg8eLFLZ998MEHXVp+BYNQ+kwLj8eD/fv3Y/r06RFsadfHuHHjWqULu5jmWriwb9++C1J+GUGWZfzkJz/Bm2++ia1btyI3Nzfgd8Ii10KNaLzYcObMGblfv37y5MmT5TNnzsilpaUt/9TXDBgwQN61a1fLZwsXLpR79+4tf/TRR/Lu3bvlcePGyePGjeuIV+gQnDx5Ut67d6/8+OOPy/Hx8fLevXvlvXv3ynV1dS3XDBgwQH7jjTdkWZbluro6+Ze//KW8c+dO+cSJE/KHH34ojxgxQu7fv7/scDg66jXaHcH2myzL8u9+9zu5W7du8ttvvy1//fXX8g033CDn5ubKTU1NHfEK7Y6rrrpKHj58uLxr1y55+/btcv/+/eV58+a1/F27Po8ePSr/+te/lnfv3i2fOHFCfvvtt+W+ffvKEydO7KhXiDjWrVsnR0VFyX//+9/lAwcOyHfeeafcrVs3uaysTJZlWf7Rj34kL126tOX6Tz/9VJYkSf7DH/4gHzx4UH700Udlq9Uq79+/v6Neod0RbJ89/vjj8ubNm+Vjx47Je/bskefOnStHR0fLhYWFHfUKHYK6uroWuQVAXrFihbx371755MmTsizL8tKlS+Uf/ehHLdcfP35cjo2Nle+77z754MGD8vPPPy9bLBZ506ZNHfUK7Y5g++zpp5+W33rrLfnIkSPy/v375Z/97GeyKIryhx9+2FGv0O64++675aSkJHnr1q0+elljY2PLNZGQa1x5NolXXnlFBqD7j+HEiRMyAPnjjz9u+aypqUm+55575OTkZDk2NlaeOXOmj8J9oWP+/Pm6fabuIwDyK6+8IsuyLDc2NspTp06V09LSZKvVKufk5Mh33HFHy0Z1sSDYfpNlSlf3yCOPyBkZGXJUVJQ8efJkuaioqP0b30E4d+6cPG/ePDk+Pl5OTEyUFyxY4HPY0K7PU6dOyRMnTpRTUv6/nXsLiWrt4zj+mz054wk1DRu1RvCUEolGKBJhhYFZgjcSITlBGB0lULsWL8SwCAlKixhJiQhCs4IkjYxSQTLIIMq6mSJrSsoDRgdb+6K39eaO920qT3vv7wfmYs3zrGf9n4UsfrN81go37Ha7kZCQYFRUVBgjIyNzNIPZcezYMcPpdBo2m83IyMgwent7zbbs7GzD5XJN6X/+/HkjKSnJsNlsxvLly40rV67McsVz72fO2YEDB8y+ixcvNvLy8oz+/v45qHpufX2N2l8/X8+Vy+UysrOzv9snLS3NsNlsRlxc3JTr27/Bz56zQ4cOGfHx8Ya/v78RHh5urF271rh+/frcFD9H/lcu+/ZvZyaua5b/HBwAAADAD/zr37YBAAAA+IrwDAAAAPiI8AwAAAD4iPAMAAAA+IjwDAAAAPiI8AwAAAD4iPAMAAAA+IjwDAAAAPiI8AwA81xjY6PCwsLmuozvWCwWWSyWaatt+/bt5pitra3TMiYATDfCMwDMsW9Do81mU0JCgqqqqvTp06e5Lu2H3G63Hj16ZG7/Neg3Njaac7NarVq4cKEyMzNVVVWlkZGRKWPV1dVpaGhotkoHgF9CeAaAeSA3N1dDQ0MaHBxUWVmZKisrVVtbO9dl/VBYWJgiIyP/b5+QkBANDQ3p2bNn6u7u1s6dO3XmzBmlpaXp+fPnZr/Q0FA5HI6ZLhkAfgvhGQDmAbvdLofDodjYWO3evVs5OTlqa2ub0qe9vV0pKSkKDg42w/ZXfX192rBhgxYtWqTQ0FBlZ2erv7/fbDcMQ5WVlXI6nbLb7YqOjlZpaanZ/v79e5WXlysmJkZBQUHKzMzUjRs3pmVuFotFDodDUVFRSklJ0Y4dO9Td3a3x8XEdPHhwWo4BALOF8AwA81BAQIA+fPhgbk9MTOjw4cNqamrSzZs35fF4VF5ebraPjY3J5XLp1q1b6u3tVWJiovLy8jQ2NiZJunDhgo4ePaqGhgYNDg6qtbVVK1asMPfft2+fenp6dO7cOd27d0+FhYXKzc3V4ODgjMwvMjJSRUVFamtr0+Tk5IwcAwBmwoK5LgAA8F+GYaizs1Pt7e3av3+/+f3Hjx9VX1+v+Ph4SV/CblVVldm+fv36KeOcPHlSYWFh6urq0ubNm+XxeORwOJSTkyM/Pz85nU5lZGRIkjwej9xutzwej6KjoyVJ5eXlunr1qtxut6qrq2dkrsnJyRobG9Pw8PAPl34AwHzBnWcAmAcuX76s4OBg+fv7a+PGjdqyZYsqKyvN9sDAQDM4S1JUVJS8Xq+5/fLlS5WUlCgxMVGhoaEKCQnR+Pi4PB6PJKmwsFDv3r1TXFycSkpK1NLSYj6QODAwoMnJSSUlJSk4ONj8dHV16cmTJzM2Z8MwJH1Z1gEAfxfceQaAeWDdunU6ceKEbDaboqOjtWDB1Muzn5/flG2LxWKGT0lyuVwaHh5WXV2dYmNjZbfblZWVZS79WLp0qR4+fKiOjg5du3ZNe/bsUW1trbq6ujQ+Pi6r1ao7d+7IarVOOU5wcPAMzVh68OCBQkJCFBERMWPHAIDpRngGgHkgKChICQkJv7z/7du3dfz4ceXl5UmSnj59qtevX0/pExAQoPz8fOXn52vv3r1KTk7WwMCA0tPTNTk5Ka/XqzVr1vzWPHzl9Xp19uxZFRQU6I8/+CcogL8PwjMA/AMkJiaqqalJq1at0ujoqCoqKhQQEGC2NzY2anJyUpmZmQoMDFRzc7MCAgIUGxuriIgIFRUVqbi4WEeOHFF6erpevXqlzs5OpaamatOmTb9Vm2EYevHihQzD0Nu3b9XT06Pq6mqFhoaqpqbmd6cOALOKn/sA8A9w+vRpvXnzRitXrtS2bdtUWlo65SG8sLAwnTp1SqtXr1Zqaqo6Ojp06dIlc8mE2+1WcXGxysrKtGzZMhUUFKivr09Op/On6vj8+fN3S05GR0cVFRWlmJgYZWVlqaGhQS6XS3fv3lVUVNTvTx4AZpHF+HbRHAAAPrJYLGppaVFBQYH5XU1NjZqbm3X//v1pHRcA5gvuPAMAftnWrVu1ZMkSTUxMqL+/X263Wzk5Ob801q5du2b0AUUAmA7ceQYA/JLHjx9LkqxWqy5evKiqqirl5OSovr5e4eHhPz2e1+vV6OiopC+v4gsKCprWegFgOhCeAQAAAB+xbAMAAADwEeEZAAAA8BHhGQAAAPAR4RkAAADwEeEZAAAA8BHhGQAAAPAR4RkAAADwEeEZAAAA8NGf0v6BwiGN/CIAAAAASUVORK5CYII=\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 719,
-              "height": 453
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 15
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Determining planet stats",
-      "metadata": {
-        "tags": [],
-        "cell_id": "e48f94bfbd594c13af32167adb586b47",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "",
-      "metadata": {
-        "tags": [],
-        "cell_id": "d253b096-5144-4de9-8e6a-a71517beb11f",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "!pip install astropy\nfrom astropy import units as u\nimport numpy as np",
-      "metadata": {
-        "tags": [],
-        "source_hash": "365f41b8",
-        "execution_start": 1683683443552,
-        "execution_millis": 3801,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "d3166e8663d347e39bf3a2e84f4aa79c",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stdout",
-          "text": "Requirement already satisfied: astropy in /root/venv/lib/python3.7/site-packages (4.3.1)\nRequirement already satisfied: numpy>=1.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from astropy) (1.21.6)\nRequirement already satisfied: pyerfa>=1.7.3 in /root/venv/lib/python3.7/site-packages (from astropy) (2.0.0.3)\nRequirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from astropy) (5.0.0)\nRequirement already satisfied: typing-extensions>=3.6.4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy) (4.4.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy) (3.9.0)\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0m",
-          "output_type": "stream"
-        }
-      ],
-      "execution_count": 16
-    },
-    {
-      "cell_type": "markdown",
-      "source": "<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=b4c251b4-c11a-481e-8206-c29934eb75da' target=\"_blank\">\n<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiPz4KPHN2ZyB3aWR0aD0iODBweCIgaGVpZ2h0PSI4MHB4IiB2aWV3Qm94PSIwIDAgODAgODAiIHZlcnNpb249IjEuMSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIiB4bWxuczp4bGluaz0iaHR0cDovL3d3dy53My5vcmcvMTk5OS94bGluayI+CiAgICA8IS0tIEdlbmVyYXRvcjogU2tldGNoIDU0LjEgKDc2NDkwKSAtIGh0dHBzOi8vc2tldGNoYXBwLmNvbSAtLT4KICAgIDx0aXRsZT5Hcm91cCAzPC90aXRsZT4KICAgIDxkZXNjPkNyZWF0ZWQgd2l0aCBTa2V0Y2guPC9kZXNjPgogICAgPGcgaWQ9IkxhbmRpbmciIHN0cm9rZT0ibm9uZSIgc3Ryb2tlLXdpZHRoPSIxIiBmaWxsPSJub25lIiBmaWxsLXJ1bGU9ImV2ZW5vZGQiPgogICAgICAgIDxnIGlkPSJBcnRib2FyZCIgdHJhbnNmb3JtPSJ0cmFuc2xhdGUoLTEyMzUuMDAwMDAwLCAtNzkuMDAwMDAwKSI+CiAgICAgICAgICAgIDxnIGlkPSJHcm91cC0zIiB0cmFuc2Zvcm09InRyYW5zbGF0ZSgxMjM1LjAwMDAwMCwgNzkuMDAwMDAwKSI+CiAgICAgICAgICAgICAgICA8cG9seWdvbiBpZD0iUGF0aC0yMCIgZmlsbD0iIzAyNjVCNCIgcG9pbnRzPSIyLjM3NjIzNzYyIDgwIDM4LjA0NzY2NjcgODAgNTcuODIxNzgyMiA3My44MDU3NTkyIDU3LjgyMTc4MjIgMzIuNzU5MjczOSAzOS4xNDAyMjc4IDMxLjY4MzE2ODMiPjwvcG9seWdvbj4KICAgICAgICAgICAgICAgIDxwYXRoIGQ9Ik0zNS4wMDc3MTgsODAgQzQyLjkwNjIwMDcsNzYuNDU0OTM1OCA0Ny41NjQ5MTY3LDcxLjU0MjI2NzEgNDguOTgzODY2LDY1LjI2MTk5MzkgQzUxLjExMjI4OTksNTUuODQxNTg0MiA0MS42NzcxNzk1LDQ5LjIxMjIyODQgMjUuNjIzOTg0Niw0OS4yMTIyMjg0IEMyNS40ODQ5Mjg5LDQ5LjEyNjg0NDggMjkuODI2MTI5Niw0My4yODM4MjQ4IDM4LjY0NzU4NjksMzEuNjgzMTY4MyBMNzIuODcxMjg3MSwzMi41NTQ0MjUgTDY1LjI4MDk3Myw2Ny42NzYzNDIxIEw1MS4xMTIyODk5LDc3LjM3NjE0NCBMMzUuMDA3NzE4LDgwIFoiIGlkPSJQYXRoLTIyIiBmaWxsPSIjMDAyODY4Ij48L3BhdGg+CiAgICAgICAgICAgICAgICA8cGF0aCBkPSJNMCwzNy43MzA0NDA1IEwyNy4xMTQ1MzcsMC4yNTcxMTE0MzYgQzYyLjM3MTUxMjMsLTEuOTkwNzE3MDEgODAsMTAuNTAwMzkyNyA4MCwzNy43MzA0NDA1IEM4MCw2NC45NjA0ODgyIDY0Ljc3NjUwMzgsNzkuMDUwMzQxNCAzNC4zMjk1MTEzLDgwIEM0Ny4wNTUzNDg5LDc3LjU2NzA4MDggNTMuNDE4MjY3Nyw3MC4zMTM2MTAzIDUzLjQxODI2NzcsNTguMjM5NTg4NSBDNTMuNDE4MjY3Nyw0MC4xMjg1NTU3IDM2LjMwMzk1NDQsMzcuNzMwNDQwNSAyNS4yMjc0MTcsMzcuNzMwNDQwNSBDMTcuODQzMDU4NiwzNy43MzA0NDA1IDkuNDMzOTE5NjYsMzcuNzMwNDQwNSAwLDM3LjczMDQ0MDUgWiIgaWQ9IlBhdGgtMTkiIGZpbGw9IiMzNzkzRUYiPjwvcGF0aD4KICAgICAgICAgICAgPC9nPgogICAgICAgIDwvZz4KICAgIDwvZz4KPC9zdmc+' > </img>\nCreated in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>",
-      "metadata": {
-        "created_in_deepnote_cell": true,
-        "deepnote_cell_type": "markdown"
-      }
-    }
-  ],
-  "nbformat": 4,
-  "nbformat_minor": 0,
-  "metadata": {
-    "deepnote": {},
-    "orig_nbformat": 2,
-    "deepnote_app_layout": "dashboard",
-    "deepnote_notebook_id": "0c60a045940145ba950f2c0e51cac7c1",
-    "deepnote_execution_queue": []
-  }
-}
\ No newline at end of file
diff --git a/deepnote/Star_Sailors_Light_Curve_Plot/Metadata Extractor.ipynb b/deepnote/Star_Sailors_Light_Curve_Plot/Metadata Extractor.ipynb
deleted file mode 100644
index 222c59fd..00000000
--- a/deepnote/Star_Sailors_Light_Curve_Plot/Metadata Extractor.ipynb	
+++ /dev/null
@@ -1,126 +0,0 @@
-{
-  "cells": [
-    {
-      "cell_type": "code",
-      "source": "#setup \nimport openai as openai #Extracting content metadata\nimport fitz #pdf reading library\nimport time #to ensure we don't call too often from openai\nfrom bs4 import BeautifulSoup #to extract XML info -> will be eliminated eventually\nimport matplotlib.pyplot as plt\nimport numpy as np \nimport math\nimport json\n\n# Library to import pre-trained model for sentence embeddings\nfrom sentence_transformers import SentenceTransformer\n\n# Calculate similarities between sentences\nfrom sklearn.metrics.pairwise import cosine_similarity\n\n# package for finding local minimas\nfrom scipy.signal import argrelextrema",
-      "metadata": {
-        "tags": [],
-        "source_hash": "c6beef65",
-        "execution_start": 1679318086372,
-        "execution_millis": 236,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "ce2319461b6f4bc689fb64ab4960c26d",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "error",
-          "ename": "ModuleNotFoundError",
-          "evalue": "No module named 'frontend'",
-          "traceback": [
-            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-            "\u001b[0;31mModuleNotFoundError\u001b[0m                       Traceback (most recent call last)",
-            "\u001b[0;32m/tmp/ipykernel_632/2168941961.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0;31m#setup\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      2\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mopenai\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mopenai\u001b[0m \u001b[0;31m#Extracting content metadata\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 3\u001b[0;31m \u001b[0;32mimport\u001b[0m \u001b[0mfitz\u001b[0m \u001b[0;31m#pdf reading library\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      4\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mtime\u001b[0m \u001b[0;31m#to ensure we don't call too often from openai\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0mbs4\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mBeautifulSoup\u001b[0m \u001b[0;31m#to extract XML info -> will be eliminated eventually\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m~/venv/lib/python3.7/site-packages/fitz/__init__.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0;32mfrom\u001b[0m \u001b[0mfrontend\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0;34m*\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      2\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mtools\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      3\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mos\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpath\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mop\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      4\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0m__version__\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'0.0.1dev2'\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;31mModuleNotFoundError\u001b[0m: No module named 'frontend'"
-          ]
-        }
-      ],
-      "execution_count": 1
-    },
-    {
-      "cell_type": "code",
-      "source": "\"\"\"\nThis is partially a dummy function. This extraction is limited by the fact that XML isn't standard. \nHowever, I want to start parsing and iterating over txt using GPT as a way of mechanizing/beginning to evaluate our \nthoughts on how to gain greater info about these papers. \n\"\"\"\ndef splitXMLParagraphs(filepath):\n    with open(filepath, 'r') as f:\n        data = f.read()\n\n    # Passing the stored data inside\n    # the beautifulsoup parser, storing\n    # the returned object\n    Bs_data = BeautifulSoup(data, \"xml\")\n    para = Bs_data.find_all('p')\n    paragraphs = []\n\n    for x in range(len(para)): \n        if len(para[x].text) < 2800:\n            paragraphs.append(para[x].text)\n        else: \n            para[x.text].split\n            x -= 1\n    return paragraphs",
-      "metadata": {
-        "tags": [],
-        "source_hash": "9a7e0708",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "79cc2ae0878d4d91aa5299dd5131479f",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "def pdfMetadata(filepath): \n    doc = fitz.open(filepath)\n    metadata = doc.metadata\n    return metadata ",
-      "metadata": {
-        "tags": [],
-        "source_hash": "705c77df",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "0479519d1e2d49b8bd43661b26fe989e",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "def pdfTextExtraction(filename, filepath): \n    doc = fitz.open(filepath)  # open document\n    with open(filename + '.txt', 'w') as out:\n        for page in doc:  # iterate the document pages\n            text = page.get_text().encode(\"utf8\")  # get plain text (is in UTF-8)\n            out.write(text.decode('utf-8'))  # write text of page\n            out.write(bytes((12,)).decode('utf-8'))  # write page delimiter (form feed 0x0C) \n    ",
-      "metadata": {
-        "tags": [],
-        "source_hash": "312a8851",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "14de31dde4a4406ea0b51aa0b321007e",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "#a bunch of code from This guy -> https://medium.com/@npolovinkin/how-to-chunk-text-into-paragraphs-using-python-8ae66be38ea6\ndef rev_sigmoid(x:float)->float:\n    return (1 / (1 + math.exp(0.5*x)))\n    \ndef activate_similarities(similarities:np.array, p_size=10)->np.array:\n    \"\"\" Function returns list of weighted sums of activated sentence similarities\n\n    Args:\n        similarities (numpy array): it should square matrix where each sentence corresponds to another with cosine similarity\n        p_size (int): number of sentences are used to calculate weighted sum \n\n    Returns:\n        list: list of weighted sums\n    \"\"\"\n    # To create weights for sigmoid function we first have to create space. P_size will determine number of sentences used and the size of weights vector.\n    x = np.linspace(-10,10,p_size)\n    # Then we need to apply activation function to the created space\n    y = np.vectorize(rev_sigmoid) \n        # Because we only apply activation to p_size number of sentences we have to add zeros to neglect the effect of every additional sentence and to match the length ofvector we will multiply\n    activation_weights = np.pad(y(x),(0,similarities.shape[0]-p_size))\n    ### 1. Take each diagonal to the right of the main diagonal\n    diagonals = [similarities.diagonal(each) for each in range(0,similarities.shape[0])]\n    ### 2. Pad each diagonal by zeros at the end. Because each diagonal is different length we should pad it with zeros at the end\n    diagonals = [np.pad(each, (0,similarities.shape[0]-len(each))) for each in diagonals]\n    ### 3. Stack those diagonals into new matrix\n    diagonals = np.stack(diagonals)\n    ### 4. Apply activation weights to each row. Multiply similarities with our activation.\n    diagonals = diagonals * activation_weights.reshape(-1,1)\n    ### 5. Calculate the weighted sum of activated similarities\n    activated_similarities = np.sum(diagonals, axis=0)\n    return activated_similarities\n  \n\ndef CreateModularContent(path, fname, sentencetransformer):\n    \"\"\" Function returns a list of paragraphs from a pdf\n\n    Args:\n        path (string): the file path to the PDF in concern\n        fname (string): file name of the pdf\n        sentencetransformer (sentencetransformer instance): Takes an instance of the sentence transformer library\n\n    Returns:\n        paragraphs: list of paragraphs in the file\n    \"\"\"\n    #reading the desired file\n    with open(path+fname + \".txt\", 'r') as file:\n     contents = file.read()\n\n    #separating the file into an array based on when there are periods. \n    list_of_contents = contents.split(\".\")\n    embeddings = sentencetransformer.encode(list_of_contents)\n\n        \n    # Create similarities matrix\n    similarities = cosine_similarity(embeddings)\n    \n    # Lets apply activated_similarities. For long sentences i reccomend to use 10 or more sentences (not sure what p_size does)\n    activated_similarities = activate_similarities(similarities, p_size=similarities.shape[0])\n\n    ### 6. Find relative minima of our vector. For all local minimas and save them to variable with argrelextrema function\n    minmimas = argrelextrema(activated_similarities, np.less, order=2) #order parameter controls how frequent should be splits. I would not reccomend changing this parameter.\n    # plot the flow of our text with activated similarities\n\n    #visualization stuff that we don't need \n    # lets create empty fig for our plor\n    #fig, ax = plt.subplots()\n    #sns.lineplot(y=activated_similarities, x=range(len(activated_similarities)), ax=ax).set_title('Relative minimas');\n    # Now lets plot vertical lines in order to see where we created the split\n    #plt.vlines(x=minmimas, ymin=min(activated_similarities), ymax=max(activated_similarities), colors='purple', ls='--', lw=1, label='vline_multiple - full height')\n\n    #Get the order number of the sentences which are in splitting points\n    split_points = [each for each in minmimas[0]]\n    # Create empty string\n    text = ''\n    for num,each in enumerate(list_of_contents):\n        # Check if sentence is a minima (splitting point)\n        if num in split_points:\n            # If it is than add a dot to the end of the sentence and a paragraph before it.\n            text+=f'\\n{each}. '\n        else:\n            # If it is a normal sentence just add a dot to the end and keep adding sentences.\n            text+=f'{each}. '\n   \n    with open(path + fname + \"_para\" + \".txt\", 'w') as f:\n        f.write(text)\n\n    paragraphs = f.readline()\n    return paragraphs   \n   ",
-      "metadata": {
-        "tags": [],
-        "source_hash": "98a4eaa9",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "44b13f8163224486a88f1f9e4ac40d71",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "#limitation -> recipe for paragraph extraction, but not necessarily basic metadata like authors etc\ndef contentMetadataRecipe(openai, filename, prompt): \n# Imports GPT3 model. Using davinci at the moment for final outputs. Curie for testing. \n    counter = 0\n    res = \"\"\n    ans = []\n    #Wondering if we can retrieve the model earlier on -> so we don't have to do this multiple times. \n    #openai.Model.retrieve(\"text-curie-001\")\n    openai.Model.retrieve(\"text-curie-001\")\n    \n    with open(filename, 'r') as f: \n        paragraphs = f.readlines()\n\n    # structures the base prompt for the model\n    #TO BE UPDATED. I want to train my own version of this. \n    #base_prompt = \"Paragraph:So yeah, do you see in those ecosystems really cool as pop in? Lots of cool projects, many more I forgot a bunch, but yeah, Jocelyn is always curating this cool landscape, so just check it out. I have the Twitter right there. And yeah, so we just heard about it. So sharing scientific data is super important. Why? Because, well, if we share data, we can collaborate much more easily. We can build bigger data sets and bigger data sets means more statistical power, reliable results, right? So that's pretty cool. And it also means more access to the data that, so there's not the same access to cool instruments that help you with data collection across labs. So if you're in an underfunded research institution, you just may not have the ability to collect the same type of data that a well-funded institution may have. So if we all share data, we all have better access to make cool scientific discoveries. So that's pretty cool, right? But also sharing scientific data right now. It's pretty expensive, it's pretty vulnerable because it's stored on centralized databases where we just have to trust that they keep the database running. It's also not rewarded. So currently, what counts in science is having your PDF cited, but it doesn't matter if you make your data accessible, like you just cannot accrue credit to it. Or there's some ways you can, but it's just not really easy. And it's also pretty painful. So there's a couple of repos out there where you can store your data. These are funded by some governmental institutions. There you access not great. And then also, if you want to find the data, you need to know which repo it's stored at. So you need to find the repo. Then you need to find the data. It's all, it's a hassle, so it's not great.\\nExample Summary:Sharing scientific data is important as it allows for better collaboration, bigger data sets, reliable results, and better access for researchers in underfunded institutions. However, currently sharing data is expensive, vulnerable, and not rewarded. It is stored on centralized databases which requires that we trust those servers to keep running. Also, there are no incentives for for making the data accessible. Currently, the only way that we can give credit for using someone else's work is citing their PDF. But with PDF citations, it doesn't matter if you make your data accessible. Sharing data right now isn't worth the cost and time for the researcher.\\nParagraph:\"\n\n    base_prompt = \"Does this paragraph describe the paper's \" + prompt + \"Answer with a Yes or No.\"\n    \n    for x in range(len(paragraphs)): \n        if len(paragraphs[x]) > 100: \n            thought = paragraphs[x].strip()\n            p = base_prompt + thought\n        else: \n            continue\n        \n        print('I enter the loop when my paragraph is as tiny as:' +str(len(paragraphs[x])))\n        # Model parameters were determined through sandbox testing. Temp is fairly high to allow the model\n        response = openai.Completion.create(\n            #model = \"text-curie-001\",\n            model=\"text-curie-001\",\n            prompt = p,\n            max_tokens=400,\n            temperature=0.7,\n            top_p=1,\n            frequency_penalty=0.5,\n            presence_penalty=0.5\n        )\n        answer = response[\"choices\"][0][\"text\"]\n        ans.append(answer)\n        \n        if answer.find(\"Yes\") != -1: \n            question = \"What is the paper's\" + prompt + \"?\" + thought\n            # Model parameters were determined through sandbox testing. Temp is fairly high to allow the model\n            response2 = openai.Completion.create(\n                #model = \"text-curie-001\",\n                model=\"text-curie-001\",\n                prompt = question,\n                max_tokens=400,\n                temperature=0.7,\n                top_p=1,\n                frequency_penalty=0.5,\n                presence_penalty=0.5\n            )\n            res += response2[\"choices\"][0][\"text\"]    \n        \n        \n        counter+=1\n        #print(counter)\n        # A sleep counter because microsoft keeps limiting my creativity\n        if counter%30==0 and counter!=0:\n            print(\"\\n\\n\\nI am so sleepy\\n\\n\\n\")\n            time.sleep(60)\n        \n        if len(res) < 1600: \n            final = \"Summarize these responses into one sentence that tells me the paper's\" + prompt + \"\\n\" + res\n            response3 = openai.Completion.create(\n                        #model = \"text-curie-001\",\n                        model=\"text-curie-001\",\n                        prompt = final,\n                        max_tokens=400,\n                        temperature=0.7,\n                        top_p=1,\n                        frequency_penalty=0.5,\n                        presence_penalty=0.5\n                )\n        else:\n            modular = res.split('.')\n            for i in range(len(modular)): \n                if i< len(modular)/2:\n                    res1 += modular[i]\n                else:\n                    res2 += modular[i]\n            \n            if len(res1) < 1600: \n                final = \"Summarize this responses into one sentence that tells me the paper's\" + prompt + \"\\n\" + res1\n                response4 = openai.Completion.create(\n                            #model = \"text-curie-001\",\n                            model=\"text-curie-001\",\n                            prompt = final,\n                            max_tokens=400,\n                            temperature=0.7,\n                            top_p=1,\n                            frequency_penalty=0.5,\n                            presence_penalty=0.5\n                    )\n            if len(res2) < 1600: \n                final = \"Summarize this responses into one sentence that tells me the paper's\" + prompt + \"\\n\" + res2\n                response5 = openai.Completion.create(\n                            #model = \"text-curie-001\",\n                            model=\"text-curie-001\",\n                            prompt = final,\n                            max_tokens=400,\n                            temperature=0.7,\n                            top_p=1,\n                            frequency_penalty=0.5,\n                            presence_penalty=0.5\n                    )\n\n    return(response3)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "d41e0b3a",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "04ac0dabc17f44ba91ace86c4564ff9c",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "def main(): \n    \"\"\"\n    A potential combo of the functions above to get a set of metadata out. \n    \"\"\"\n    openai.api_key = \"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\"\n\n    filename = 'Papageorgiou et al_2017_Mechanical properties of graphene and graphene-based nanocomposites'\n\n    filepathpdf = \"/Users/desot1/Dev/desci/Papageorgiou et al_2017_Mechanical properties of graphene and graphene-based nanocomposites.pdf\"\n    \n    text = pdfTextExtraction('Papageorgiou et al_2017_Mechanical properties of graphene and graphene-based nanocomposites.txt', filepathpdf)\n    \n    filepathtxt = filename + '.txt'\n\n    descriptiveMetadata = pdfMetadata(filepathpdf)\n    \n    contentMetadata = {}\n\n\n    categories = ['Research Question', 'Alterative Approaches', 'Hypothesis', 'Methodology', 'Results', 'Inferences']\n    \n    #paragraphs = splitXMLParagraphs(filepathxml)\n    contentMetadata['Research Question'] = 'this is the research question'\n\n\n    for i in range(len(categories)):\n        print(contentMetadata)\n\n        contentMetadata = {categories[i]: contentMetadataRecipe(openai, filepathtxt, categories[i])}\n        \n    print(contentMetadata)\n\n    metadata = [contentMetadata, descriptiveMetadata]\n\n    with open(\"metadata.json\", \"w\") as write_file:\n        json.dump(metadata, write_file, indent=4)  \n\nif __name__ == \"__main__\": \n    main()    ",
-      "metadata": {
-        "tags": [],
-        "source_hash": "fb5ab8b6",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "40edeea529eb441e830f6f4c229ffa49",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=b4c251b4-c11a-481e-8206-c29934eb75da' target=\"_blank\">\n<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\nCreated in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>",
-      "metadata": {
-        "created_in_deepnote_cell": true,
-        "deepnote_cell_type": "markdown"
-      }
-    }
-  ],
-  "nbformat": 4,
-  "nbformat_minor": 0,
-  "metadata": {
-    "deepnote": {},
-    "orig_nbformat": 2,
-    "deepnote_notebook_id": "2e15821046934e17b4b4d6b0933441d8",
-    "deepnote_execution_queue": []
-  }
-}
\ No newline at end of file
diff --git a/deepnote/Star_Sailors_Light_Curve_Plot/Multisector Analysis.ipynb b/deepnote/Star_Sailors_Light_Curve_Plot/Multisector Analysis.ipynb
deleted file mode 100644
index 51120067..00000000
--- a/deepnote/Star_Sailors_Light_Curve_Plot/Multisector Analysis.ipynb	
+++ /dev/null
@@ -1,399 +0,0 @@
-{
-  "cells": [
-    {
-      "cell_type": "code",
-      "source": "%matplotlib inline\n!pip install lightkurve",
-      "metadata": {
-        "tags": [],
-        "source_hash": "5d261ff0",
-        "output_cleared": false,
-        "execution_start": 1687320580181,
-        "execution_millis": 19872,
-        "is_output_hidden": true,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "573331451b554115bd09e1e988b9b1ea",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stdout",
-          "text": "Collecting lightkurve\n  Downloading lightkurve-2.0.11-py3-none-any.whl (247 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m247.6/247.6 KB\u001b[0m \u001b[31m40.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting memoization>=0.3.1\n  Downloading memoization-0.4.0.tar.gz (41 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m41.2/41.2 KB\u001b[0m \u001b[31m13.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25h  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hRequirement already satisfied: numpy>=1.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.21.6)\nCollecting uncertainties>=3.1.4\n  Downloading uncertainties-3.1.7-py2.py3-none-any.whl (98 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m98.4/98.4 KB\u001b[0m \u001b[31m29.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting bokeh>=1.0\n  Downloading bokeh-2.4.3-py3-none-any.whl (18.5 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m18.5/18.5 MB\u001b[0m \u001b[31m51.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: pandas>=1.1.4 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.2.5)\nCollecting patsy>=0.5.0\n  Downloading patsy-0.5.3-py2.py3-none-any.whl (233 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m233.8/233.8 KB\u001b[0m \u001b[31m44.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: matplotlib>=1.5.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (3.5.3)\nCollecting astropy>=4.1\n  Downloading astropy-4.3.1-cp37-cp37m-manylinux_2_12_x86_64.manylinux2010_x86_64.whl (10.7 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m10.7/10.7 MB\u001b[0m \u001b[31m108.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting fbpca>=1.0\n  Downloading fbpca-1.0.tar.gz (11 kB)\n  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hRequirement already satisfied: scipy>=0.19.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.7.3)\nCollecting astroquery>=0.3.10\n  Downloading astroquery-0.4.6-py3-none-any.whl (4.5 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m4.5/4.5 MB\u001b[0m \u001b[31m112.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: tqdm>=4.25.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (4.64.1)\nRequirement already satisfied: requests>=2.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (2.28.1)\nRequirement already satisfied: scikit-learn>=0.24.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.0.2)\nRequirement already satisfied: beautifulsoup4>=4.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from lightkurve) (4.11.1)\nCollecting oktopus>=0.1.2\n  Downloading oktopus-0.1.2.tar.gz (10 kB)\n  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hRequirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (5.0.0)\nCollecting pyerfa>=1.7.3\n  Downloading pyerfa-2.0.0.3-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (734 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m735.0/735.0 KB\u001b[0m \u001b[31m90.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting pyvo>=1.1\n  Downloading pyvo-1.2.1-py3-none-any.whl (832 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m832.7/832.7 KB\u001b[0m \u001b[31m92.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting keyring>=4.0\n  Downloading keyring-24.0.0-py3-none-any.whl (37 kB)\nCollecting html5lib>=0.999\n  Downloading html5lib-1.1-py2.py3-none-any.whl (112 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m112.2/112.2 KB\u001b[0m \u001b[31m29.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: soupsieve>1.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.3.2.post1)\nRequirement already satisfied: pillow>=7.1.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (9.2.0)\nRequirement already satisfied: tornado>=5.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.2)\nRequirement already satisfied: Jinja2>=2.9 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (2.11.3)\nRequirement already satisfied: typing-extensions>=3.10.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (4.4.0)\nCollecting PyYAML>=3.10\n  Downloading PyYAML-6.0-cp37-cp37m-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_12_x86_64.manylinux2010_x86_64.whl (596 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m596.3/596.3 KB\u001b[0m \u001b[31m87.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: packaging>=16.8 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (21.3)\nRequirement already satisfied: cycler>=0.10 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (0.11.0)\nRequirement already satisfied: python-dateutil>=2.7 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (2.8.2)\nRequirement already satisfied: pyparsing>=2.2.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (3.0.9)\nRequirement already satisfied: kiwisolver>=1.0.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (1.4.4)\nRequirement already satisfied: fonttools>=4.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (4.37.4)\nCollecting autograd\n  Downloading autograd-1.5-py3-none-any.whl (48 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m48.9/48.9 KB\u001b[0m \u001b[31m12.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: pytz>=2017.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from pandas>=1.1.4->lightkurve) (2022.5)\nRequirement already satisfied: six in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\nRequirement already satisfied: idna<4,>=2.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (3.4)\nRequirement already satisfied: charset-normalizer<3,>=2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2.1.1)\nRequirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (1.26.12)\nRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\nRequirement already satisfied: threadpoolctl>=2.0.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\nRequirement already satisfied: joblib>=0.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\nRequirement already satisfied: future in /shared-libs/python3.7/py/lib/python3.7/site-packages (from uncertainties>=3.1.4->lightkurve) (0.18.2)\nRequirement already satisfied: webencodings in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\nRequirement already satisfied: MarkupSafe>=0.23 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=2.9->bokeh>=1.0->lightkurve) (2.0.0)\nCollecting jaraco.classes\n  Downloading jaraco.classes-3.2.3-py3-none-any.whl (6.0 kB)\nRequirement already satisfied: importlib-resources in /shared-libs/python3.7/py/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (5.10.0)\nCollecting SecretStorage>=3.2\n  Downloading SecretStorage-3.3.3-py3-none-any.whl (15 kB)\nCollecting jeepney>=0.4.2\n  Downloading jeepney-0.8.0-py3-none-any.whl (48 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m48.4/48.4 KB\u001b[0m \u001b[31m15.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy>=4.1->lightkurve) (3.9.0)\nRequirement already satisfied: cryptography>=2.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (36.0.2)\nCollecting more-itertools\n  Downloading more_itertools-9.1.0-py3-none-any.whl (54 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m54.2/54.2 KB\u001b[0m \u001b[31m16.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: cffi>=1.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (1.15.1)\nRequirement already satisfied: pycparser in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cffi>=1.12->cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (2.21)\nBuilding wheels for collected packages: fbpca, memoization, oktopus\n  Building wheel for fbpca (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for fbpca: filename=fbpca-1.0-py3-none-any.whl size=11375 sha256=e5c68e88ece626f288d40d0c2c727258ba9a5597fb8a1088efe2802028780135\n  Stored in directory: /root/.cache/pip/wheels/93/08/0c/1b9866c35c8d3f136d100dfe88036a32e0795437daca089f70\n  Building wheel for memoization (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for memoization: filename=memoization-0.4.0-py3-none-any.whl size=50456 sha256=2a0efd9f4f51cca520aba3eb0c57ce8ed3c9cdbbecfcfaf9386c14b185a06228\n  Stored in directory: /root/.cache/pip/wheels/38/f7/65/161985e7311dd484a23b3a5c9149995dbf11db6cede602e7ef\n  Building wheel for oktopus (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for oktopus: filename=oktopus-0.1.2-py3-none-any.whl size=12778 sha256=14aff8fa59a996d0c42f858db0f811e7cc17dedc6fcc84aabd3efa92b2fa26be\n  Stored in directory: /root/.cache/pip/wheels/19/22/e3/6d224a32d6f94f28113d6d26c8bef81d7e05978d0efed29517\nSuccessfully built fbpca memoization oktopus\nInstalling collected packages: fbpca, uncertainties, PyYAML, pyerfa, patsy, more-itertools, memoization, jeepney, html5lib, autograd, oktopus, jaraco.classes, bokeh, astropy, SecretStorage, pyvo, keyring, astroquery, lightkurve\nSuccessfully installed PyYAML-6.0 SecretStorage-3.3.3 astropy-4.3.1 astroquery-0.4.6 autograd-1.5 bokeh-2.4.3 fbpca-1.0 html5lib-1.1 jaraco.classes-3.2.3 jeepney-0.8.0 keyring-24.0.0 lightkurve-2.0.11 memoization-0.4.0 more-itertools-9.1.0 oktopus-0.1.2 patsy-0.5.3 pyerfa-2.0.0.3 pyvo-1.2.1 uncertainties-3.1.7\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.2 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0m",
-          "output_type": "stream"
-        }
-      ],
-      "execution_count": 1
-    },
-    {
-      "cell_type": "code",
-      "source": "import lightkurve as lk # https://colab.research.google.com/drive/1F4_bexKlzQI8MkUH5ZpM8NzLTGcWVjkp?usp=sharing#scrollTo=fySRue9rEFH4\nimport matplotlib.pyplot as plt",
-      "metadata": {
-        "tags": [],
-        "source_hash": "ccfe76a7",
-        "execution_start": 1687320600054,
-        "execution_millis": 2582,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "c950b24d068c4026b28f0f1cee276d2c",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 2
-    },
-    {
-      "cell_type": "code",
-      "source": "TIC = 'TIC 470710327'\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector=18)\nsector_data",
-      "metadata": {
-        "source_hash": "f1540b9d",
-        "execution_start": 1687320602638,
-        "execution_millis": 549,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "85651b28c3da40ddbabc86dd4c2ec8b9",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 3,
-          "data": {
-            "text/plain": "SearchResult containing 1 data products.\n\n #     mission     year author exptime target_name distance\n                                  s                 arcsec \n--- -------------- ---- ------ ------- ----------- --------\n  0 TESS Sector 18 2019   SPOC     120   470710327      0.0",
-            "text/html": "SearchResult containing 1 data products.\n\n<table id=\"table140709386863888\">\n<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n<tr><td>0</td><td>TESS Sector 18</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>470710327</td><td>0.0</td></tr>\n</table>"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 3
-    },
-    {
-      "cell_type": "code",
-      "source": "lc= sector_data.download()\nlc.plot(linewidth = 0, marker = '.', color = 'cyan', alpha = 0.3)",
-      "metadata": {
-        "source_hash": "4307eff5",
-        "execution_start": 1687320603193,
-        "execution_millis": 381,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "f4a47c8f5f544321bbebb889ed7cb4e2",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 4,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 848.5x400 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 775,
-              "height": 376
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 4
-    },
-    {
-      "cell_type": "markdown",
-      "source": "# Second planet (for comparison)",
-      "metadata": {
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "61dbfcf08dac4660b6ab2e45607d23a4",
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### All available data for TIC id",
-      "metadata": {
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "cell_id": "b3f470d339874c7d9b731a363746ec59",
-        "deepnote_cell_type": "text-cell-h3"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "TIC_2 = 'TIC 55525572'\navailable_data_all = lk.search_lightkurve(TIC_2, author = 'SPOC')\navailable_data_all",
-      "metadata": {
-        "source_hash": "36d5de02",
-        "execution_start": 1687320604562,
-        "execution_millis": 13,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "119d458eb5834d488adb0f2928cc8ccf",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "error",
-          "ename": "AttributeError",
-          "evalue": "module 'lightkurve' has no attribute 'search_lightkurve'",
-          "traceback": [
-            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-            "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)",
-            "\u001b[0;32m/tmp/ipykernel_84/2709644810.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0mTIC_2\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'TIC 55525572'\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mavailable_data_all\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlk\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msearch_lightkurve\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mTIC_2\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mauthor\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'SPOC'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      3\u001b[0m \u001b[0mavailable_data_all\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;31mAttributeError\u001b[0m: module 'lightkurve' has no attribute 'search_lightkurve'"
-          ]
-        }
-      ],
-      "execution_count": 5
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### Specific sectors",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "6cc1aba67bc343a8b5e00094f8c51909",
-        "deepnote_cell_type": "text-cell-h3"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "select_sectors = available_data_all[0:4]\nselect_sectors",
-      "metadata": {
-        "source_hash": "b94ee5bc",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "7e22e0122e37465da178a226f60fa212",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_collection = select_sectors.download_all()\nlc_collection.plot()",
-      "metadata": {
-        "source_hash": "61374670",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "8891f86f64024a5cb966789f05199810",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Stitch each sector together",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "7788e9af159645bbaa27ab81c8a39b72",
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_noramlize = lc.normalize()\nlc.normalize.plot(marker = '.', linewidth = 0, color = 'grey')",
-      "metadata": {
-        "source_hash": "be283bc6",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "1e7cea66e1d8490799fb464f51f68ba4",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "markdown",
-      "source": "",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "ed710a6157124a0d9b235985e8cbf5e5",
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "bf575c9757a842cd9d0ae21eb380afc1",
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "# Planets",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "c820c35e51d84b65ab809b1dbde283ae",
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "TIC = 'TIC 470710327'\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 18)\nlc = sector_data.download()\nlc = lk.search_lightcurve(TIC, author='SPOC', sector=18).download()\nlc = lc.remove_nans().remove_outliers()\n# lc.to_fits(path='lightcurve.fits')",
-      "metadata": {
-        "tags": [],
-        "source_hash": "c53078be",
-        "execution_start": 1687316931940,
-        "execution_millis": 654,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "06fb800e37c3427da7ce813a55acedf9",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "code",
-      "source": "available_data = lk.search_lightcurve(TIC, author = 'SPOC')\navailable_data",
-      "metadata": {
-        "source_hash": "538f202b",
-        "execution_start": 1687316932596,
-        "execution_millis": 512,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "b5e26473eaec493481bef0098d67b41a",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "code",
-      "source": "select_sectors = available_data[0:4]\nlc_collection = select_sectors.download_all()\nlc_collection.plot() # lc_collection.to_fits(path='lightcurve.fits')",
-      "metadata": {
-        "source_hash": "85433101",
-        "execution_start": 1687316933115,
-        "execution_millis": 601,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "0a9f8ae1404d49ee8c6a4c58fad2aac8",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_collection_stitched = lc_collection.stitch()\nlc_collection_stitched.plot(color = 'gold', lw = 0, marker = '.')",
-      "metadata": {
-        "source_hash": "d5dfdbc1",
-        "execution_start": 1687316934455,
-        "execution_millis": 113,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "642eba05951a4810a22f85f8f668fc37",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_normalize = lc.normalize()\nlc_normalize.plot()",
-      "metadata": {
-        "source_hash": "d6403ab1",
-        "execution_start": 1687316935254,
-        "execution_millis": 28,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "c2de3702705140caa3d1ac333c30a3d4",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Planet 2",
-      "metadata": {
-        "formattedRanges": [],
-        "cell_id": "38dc24a862314a8cbeed845c60bff20c",
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "TIC_2 = 'TIC 55525572'\navailable_data_all = lk.search_lightcurve(TIC_2, author = 'SPOC')\navailable_data_all",
-      "metadata": {
-        "tags": [],
-        "source_hash": "143f47ad",
-        "execution_start": 1687316935785,
-        "execution_millis": 15792,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "c35825a1e0994a7ea913234c8aa696b9",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "code",
-      "source": "sector_data = lk.search_lightcurve(TIC_2, author = 'SPOC')\nlc = sector_data.download()\nlc = lk.search_lightcurve(TIC, author='SPOC').download()\nlc = lc.remove_nans().remove_outliers()",
-      "metadata": {
-        "source_hash": "eba30542",
-        "execution_start": 1687316951582,
-        "execution_millis": 288,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "0a6c67a55a8c4db2b11f3b243fa6364f",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "code",
-      "source": "select_sectors = available_data_all[0:4]\nlc_collection = select_sectors.download_all()\nlc_collection.plot() # lc_collection.to_fits(path='lightcurve.fits')",
-      "metadata": {
-        "tags": [],
-        "source_hash": "4d82fcd3",
-        "execution_start": 1687316951887,
-        "execution_millis": 627,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "31b6fec2a4ba467b8d3919a788afc4e1",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_collection_stitched = lc_collection.stitch()\nlc_collection_stitched.plot(color = 'gold', lw = 0, marker = '.')",
-      "metadata": {
-        "tags": [],
-        "source_hash": "d5dfdbc1",
-        "execution_start": 1687316953443,
-        "execution_millis": 106,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "df11f2f534a44728b1f099e7ae1f8248",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_normalize = lc.normalize()\nlc_normalize.plot()",
-      "metadata": {
-        "tags": [],
-        "source_hash": "d6403ab1",
-        "execution_start": 1687316954219,
-        "execution_millis": 37,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "6562e43bfa3b419db4c4b1eaac70c4f1",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": null
-    },
-    {
-      "cell_type": "markdown",
-      "source": "<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=b4c251b4-c11a-481e-8206-c29934eb75da' target=\"_blank\">\n<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\nCreated in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>",
-      "metadata": {
-        "created_in_deepnote_cell": true,
-        "deepnote_cell_type": "markdown"
-      }
-    }
-  ],
-  "nbformat": 4,
-  "nbformat_minor": 0,
-  "metadata": {
-    "deepnote": {},
-    "orig_nbformat": 2,
-    "deepnote_notebook_id": "6f35dc08f830437995f372e5b291ba92",
-    "deepnote_execution_queue": []
-  }
-}
\ No newline at end of file
diff --git a/deepnote/Star_Sailors_Light_Curve_Plot/Phase Folding Base Planets.ipynb b/deepnote/Star_Sailors_Light_Curve_Plot/Phase Folding Base Planets.ipynb
deleted file mode 100644
index 9fc34384..00000000
--- a/deepnote/Star_Sailors_Light_Curve_Plot/Phase Folding Base Planets.ipynb	
+++ /dev/null
@@ -1 +0,0 @@
-{"cells":[{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835623254,"execution_millis":16054,"is_output_hidden":true,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"deepnote_app_is_output_hidden":true,"cell_id":"eec0f8180f904ab59daf881db3621604","deepnote_cell_type":"code"},"source":"!pip install lightkurve\n%matplotlib inline","block_group":"eec0f8180f904ab59daf881db3621604","execution_count":null,"outputs":[{"name":"stdout","text":"Collecting lightkurve\n  Downloading lightkurve-2.4.2-py3-none-any.whl (265 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m265.9/265.9 kB\u001b[0m \u001b[31m12.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: matplotlib>=3.1 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (3.6.0)\nCollecting fbpca>=1.0\n  Downloading fbpca-1.0.tar.gz (11 kB)\n  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hCollecting patsy>=0.5.0\n  Downloading patsy-0.5.4-py2.py3-none-any.whl (233 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m233.9/233.9 kB\u001b[0m \u001b[31m45.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: beautifulsoup4>=4.6.0 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from lightkurve) (4.11.1)\nCollecting bokeh>=2.0.0\n  Downloading bokeh-3.3.2-py3-none-any.whl (6.8 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m6.8/6.8 MB\u001b[0m \u001b[31m65.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: pandas>=1.1.4 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (1.2.5)\nRequirement already satisfied: scikit-learn>=0.24.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (1.1.2)\nRequirement already satisfied: urllib3>=1.23 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (1.26.12)\nCollecting astropy>=5.0\n  Downloading astropy-6.0.0-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (10.1 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m10.1/10.1 MB\u001b[0m \u001b[31m92.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting astroquery>=0.3.10\n  Downloading astroquery-0.4.6-py3-none-any.whl (4.5 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m4.5/4.5 MB\u001b[0m \u001b[31m42.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: numpy>=1.18 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (1.23.4)\nRequirement already satisfied: tqdm>=4.25.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (4.64.1)\nCollecting oktopus>=0.1.2\n  Downloading oktopus-0.1.2.tar.gz (10 kB)\n  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hRequirement already satisfied: requests>=2.22.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (2.28.1)\nCollecting uncertainties>=3.1.4\n  Downloading uncertainties-3.1.7-py2.py3-none-any.whl (98 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m98.4/98.4 kB\u001b[0m \u001b[31m21.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting memoization>=0.3.1\n  Downloading memoization-0.4.0.tar.gz (41 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m41.2/41.2 kB\u001b[0m \u001b[31m7.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25h  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hRequirement already satisfied: scipy>=1.7 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from lightkurve) (1.9.3)\nRequirement already satisfied: packaging>=19.0 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from astropy>=5.0->lightkurve) (21.3)\nCollecting PyYAML>=3.13\n  Downloading PyYAML-6.0.1-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (738 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m738.9/738.9 kB\u001b[0m \u001b[31m70.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting pyerfa>=2.0\n  Downloading pyerfa-2.0.1.1-cp39-abi3-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (739 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m739.5/739.5 kB\u001b[0m \u001b[31m76.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting astropy-iers-data>=0.2023.10.30.0.29.53\n  Downloading astropy_iers_data-0.2023.12.4.0.30.20-py3-none-any.whl (1.9 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.9/1.9 MB\u001b[0m \u001b[31m108.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting html5lib>=0.999\n  Downloading html5lib-1.1-py2.py3-none-any.whl (112 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m112.2/112.2 kB\u001b[0m \u001b[31m36.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting keyring>=4.0\n  Downloading keyring-24.3.0-py3-none-any.whl (38 kB)\nCollecting pyvo>=1.1\n  Downloading pyvo-1.4.2-py3-none-any.whl (888 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m888.9/888.9 kB\u001b[0m \u001b[31m83.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: soupsieve>1.2 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.3.2.post1)\nRequirement already satisfied: pillow>=7.1.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from bokeh>=2.0.0->lightkurve) (9.2.0)\nRequirement already satisfied: Jinja2>=2.9 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from bokeh>=2.0.0->lightkurve) (3.1.2)\nRequirement already satisfied: tornado>=5.1 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from bokeh>=2.0.0->lightkurve) (6.2)\nRequirement already satisfied: contourpy>=1 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from bokeh>=2.0.0->lightkurve) (1.0.5)\nCollecting xyzservices>=2021.09.1\n  Downloading xyzservices-2023.10.1-py3-none-any.whl (56 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m56.3/56.3 kB\u001b[0m \u001b[31m17.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: fonttools>=4.22.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from matplotlib>=3.1->lightkurve) (4.37.4)\nRequirement already satisfied: pyparsing>=2.2.1 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from matplotlib>=3.1->lightkurve) (3.0.9)\nRequirement already satisfied: python-dateutil>=2.7 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from matplotlib>=3.1->lightkurve) (2.8.2)\nRequirement already satisfied: cycler>=0.10 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from matplotlib>=3.1->lightkurve) (0.11.0)\nRequirement already satisfied: kiwisolver>=1.0.1 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from matplotlib>=3.1->lightkurve) (1.4.4)\nCollecting autograd\n  Downloading autograd-1.6.2-py3-none-any.whl (49 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m49.3/49.3 kB\u001b[0m \u001b[31m14.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: pytz>=2017.3 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from pandas>=1.1.4->lightkurve) (2022.5)\nRequirement already satisfied: six in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\nRequirement already satisfied: charset-normalizer<3,>=2 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from requests>=2.22.0->lightkurve) (2.1.1)\nRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\nRequirement already satisfied: idna<4,>=2.5 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from requests>=2.22.0->lightkurve) (3.4)\nRequirement already satisfied: joblib>=1.0.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\nRequirement already satisfied: threadpoolctl>=2.0.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\nRequirement already satisfied: future in /shared-libs/python3.9/py/lib/python3.9/site-packages (from uncertainties>=3.1.4->lightkurve) (0.18.2)\nRequirement already satisfied: webencodings in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\nRequirement already satisfied: MarkupSafe>=2.0 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from Jinja2>=2.9->bokeh>=2.0.0->lightkurve) (2.0.0)\nCollecting SecretStorage>=3.2\n  Downloading SecretStorage-3.3.3-py3-none-any.whl (15 kB)\nCollecting jaraco.classes\n  Downloading jaraco.classes-3.3.0-py3-none-any.whl (5.9 kB)\nCollecting jeepney>=0.4.2\n  Downloading jeepney-0.8.0-py3-none-any.whl (48 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m48.4/48.4 kB\u001b[0m \u001b[31m14.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: importlib-metadata>=4.11.4 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (5.0.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from importlib-metadata>=4.11.4->keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.9.0)\nRequirement already satisfied: cryptography>=2.0 in /shared-libs/python3.9/py/lib/python3.9/site-packages (from SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (36.0.2)\nCollecting more-itertools\n  Downloading more_itertools-10.1.0-py3-none-any.whl (55 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m55.8/55.8 kB\u001b[0m \u001b[31m16.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: cffi>=1.12 in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (1.15.1)\nRequirement already satisfied: pycparser in /shared-libs/python3.9/py-core/lib/python3.9/site-packages (from cffi>=1.12->cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (2.21)\nBuilding wheels for collected packages: fbpca, memoization, oktopus\n  Building wheel for fbpca (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for fbpca: filename=fbpca-1.0-py3-none-any.whl size=11375 sha256=631b1b4b73c608cb53d03890b7406ec11271d07d7faff99facbbc694ccfced94\n  Stored in directory: /root/.cache/pip/wheels/f5/60/60/28df6c25f4d22b73d1a2b1c7e4842a5e2178e35e47b62e8e9a\n  Building wheel for memoization (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for memoization: filename=memoization-0.4.0-py3-none-any.whl size=50467 sha256=b282f28cfdb3746891fd18e20d65844a8728f2e17ac0214533bc5c5b4d715f14\n  Stored in directory: /root/.cache/pip/wheels/a7/cb/f2/25802a0599b033b24cbf2cb0210af6f13c27291db92cd5178c\n  Building wheel for oktopus (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for oktopus: filename=oktopus-0.1.2-py3-none-any.whl size=12778 sha256=236404a13c92ceb204bf02fc9f84b12422f5574e4371b99161a1157fddb79470\n  Stored in directory: /root/.cache/pip/wheels/2d/e1/b0/98936da406def24e556d3a45c4383cb71d24e4e4da06551a55\nSuccessfully built fbpca memoization oktopus\nInstalling collected packages: fbpca, xyzservices, uncertainties, PyYAML, pyerfa, patsy, more-itertools, memoization, jeepney, html5lib, autograd, astropy-iers-data, oktopus, jaraco.classes, astropy, SecretStorage, pyvo, bokeh, keyring, astroquery, lightkurve\nSuccessfully installed PyYAML-6.0.1 SecretStorage-3.3.3 astropy-6.0.0 astropy-iers-data-0.2023.12.4.0.30.20 astroquery-0.4.6 autograd-1.6.2 bokeh-3.3.2 fbpca-1.0 html5lib-1.1 jaraco.classes-3.3.0 jeepney-0.8.0 keyring-24.3.0 lightkurve-2.4.2 memoization-0.4.0 more-itertools-10.1.0 oktopus-0.1.2 patsy-0.5.4 pyerfa-2.0.1.1 pyvo-1.4.2 uncertainties-3.1.7 xyzservices-2023.10.1\n\n\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.0.1\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m23.3.1\u001b[0m\n\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n","output_type":"stream"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835639305,"execution_millis":1292,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"b141326feb4b44a69299c1bbe682fa95","deepnote_cell_type":"code"},"source":"import lightkurve as lk\nimport matplotlib.pyplot as plt","block_group":"a9e80d2e8a4c42dc8ee7f528e05c9cfe","execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"formattedRanges":[],"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"cell_id":"3ce5544b1d3943d5a63b850532b5fb50","deepnote_cell_type":"text-cell-h2"},"source":"## Kepler-186","block_group":"81aecd1703624164a864c500f0a6094b"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835640598,"execution_millis":4151,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"6e4f3234f9174beab5f2d54af582ddbe","deepnote_cell_type":"code"},"source":"TIC = 'Kepler-186'\navailable_data_select = lk.search_lightcurve(TIC)[0:3]\nlc_collection = available_data_select.download_all().stitch()\n%matplotlib inline\nfig, ax = plt.subplots(figsize = (8, 4))\nlc_collection.plot(ax = ax, linewidth = 0, marker = 0, color = 'green', markersize = 1, alpha = 0.8)","block_group":"18169808a1334805aa2fd02debf1907e","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":3,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 800x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":717,"height":371}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835645073,"execution_millis":13163,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"0e01591a674543bdb47a5dc2bcc97afa","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/60\nlc_collection_binned = lc_collection.bin(bin_time)\nlc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')","block_group":"2f1ccec2bbb648fc829332ed50e2a290","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":4,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"iVBORw0KGgoAAAANSUhEUgAAAvQAAAF4CAYAAAA7Rm0oAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy89olMNAAAACXBIWXMAAA9hAAAPYQGoP6dpAAC4L0lEQVR4nOydeXgUVdbG3+7sHQIkIQGJQlg+goKjIC4TFARF0LA4KLIIfoPKiMighuEbhBkcF0YdBDdkcEEU2R1BXEEQEAYYWVRWQ8AgYmBIm4TQ2Tvd/f1x61bdqq7udDrd6erO+T1PniTVVd3VVbfuPffcc95jcrlcLhAEQRAEQRAEEZaYQ30CBEEQBEEQBEH4Dxn0BEEQBEEQBBHGkEFPEARBEARBEGEMGfQEQRAEQRAEEcaQQU8QBEEQBEEQYQwZ9ARBEARBEAQRxpBBTxAEQRAEQRBhDBn0BEEQBEEQBBHGRIf6BCIdp9OJkpISJCQkwGQyhfp0CIIgCIIgiDDB5XKhqqoKKSkpMJs9++HJoA8yJSUlmDhxYqhPgyAIgiAIgghTli5dijZt2nh8nQz6IJOQkACA3QiLxRLisyEIgiAIgiDChcrKSkycOFG2Jz1BBn2Q4WE2FouFDHqCIAiCIAiiwdQXtk1JsQRBEARBEAQRxpBBTxAEQRAEQRBhDBn0BEEQBEEQBBHGUAw9QRAEQRBEPVRWVqK0tBROpzPUp0JEAGazGcnJyQHLrySDniAIgiAIwgNOpxMffPAB/vOf/4T6VIgI5IYbbsCoUaO8asz7Ahn0BEEQBEEQHuDG/LBhw9C5c2dERUWF+pSICMDhcKCgoACffPIJAGD06NGNej8y6AmCIAiCIHSorKyUjfmBAweG+nSICCMzMxMA8Mknn2DYsGGNCr8hg76JyM3NdVtOycnJQU5OTojOiCAIgiAIb5SWlgIAOnfuHOIzISIV3rZKS0vJoA8HFixYQIWlCIIgCCKM4AmwFGZDBAvethqbbE2ylQRBEARBEAQRxpBBTxAEQRBGp3QxcDKT/SYIgtBAITcEQRAEYXSKnwfqTrPfyZNDfTZEGLJy5UqsX78eH3zwgWr7kiVLsGHDBkydOhW33Xabx/3Kysrwr3/9C3v37oXVakV0dDQ6d+6MgQMH4pZbbvEalvTNN99g7dq1OHPmDOLj43HFFVfg97//Pdq1ayfvs3PnTuzcuRP5+fkoLi7GxIkTMXLkSNX75Ofn44svvsDRo0dRXFyM1NRU9O3bF6NHj0Z8fLxq3x9++AFLlizBqVOn0KpVK9xxxx246667YDKZVPsVFxdj2bJl2L9/P6qrq5Geno7Ro0fj5ptvlvepqKjAkiVLsGfPHjgcDvTq1QsPPfQQUlJSVO/15Zdf4pNPPsG5c+eQlJSE3r17Y8KECWjdurXHaxMoyKAnCIIgCKOTOpMZ86kzQ30mRATx7rvvYsOGDZgyZQpuu+02j/udPXsWs2fPhtPpxIgRI9C1a1fY7XYcOnQIb7/9Nlq2bIkbbrhB99jDhw/j73//OwYMGIAJEybAZrNhxYoVmDNnDl577TXExcUBAHbt2oXz58/j2muvxcaNG3Xfa+fOnTh79ixGjhyJjIwM/Pzzz1ixYgXy8/Mxd+5c1fk++eSTuPrqqzFhwgScOnUK7733Hsxms2qSUFJSgj/96U+49NJLMXXqVFgsFpw+fRp2u131uf/4xz/w888/Y8qUKYiNjcX777+Pv/3tb3jppZfkiczWrVvx2muvYeTIkejduzesViuWLVuGM2fO4B//+IdvN6QRkEFPEARBEEYneTJ55omA8v777+PDDz/Eww8/jCFDhnjdd/78+XA4HHjppZeQmpoqb7/mmmuQk5ODyspKj8fu2LEDaWlpePTRR2XveKtWrTB79mycPHkSPXr0AAD83//9n6wG6Mmgv/vuu9GqVSv5/yuvvBKJiYmYP38+Tp48ia5duwIA1q1bh6SkJMyYMQMxMTG46qqrcPHiRaxduxbDhg1DTEwMAGDp0qVIS0vD3/72N9kwv+qqq1SfmZeXh2+//RZPPfUUevfuDQDIyMjAlClTsHv3btx0000AgK+//ho9e/bExIkTVce/8sorsFqtSEtL83aJGw3F0BMEQRAEQTQjVq5cibVr1+Khhx7CHXfc4XXfo0ePIj8/H6NGjVIZ85z09HRZT10Ph8OBhIQEVagLV/1zuVzyNl8qpYrGPKdLly4AmLedc+DAAdxwww2y4Q4AN910EyoqKpCXlweA1Rj497//jTvuuMNruND+/fuRmJiIXr16ydsuvfRSdOrUCfv375e31dXVITExUXWs3vcMFmTQEwRBEARBNBPWrFmDVatW4cEHH8TQoUPr3f/IkSMAmDfeH2655RacOXMGn332GSoqKvDf//4X77//Pjp37ozLL7/cr/cUOXbsGABmZANAdXU1fv31V/l/zqWXXgqTyYRffvkFAPDjjz+irq4OUVFRmDlzJu68805MmDAB7777Lurq6uTjfvnlF/lYkcsuuwyFhYXy/4MGDcKBAwewa9cuVFZW4vTp01i7di2uu+46pKenN/p71geF3BAEQRAEQTSW0sVKnkN94VHB2rceqqursXz5ctx2220YMWKET8cUFxcDgN8hIz169MCsWbPw4osvYvFiptLUuXNnVZiLv5SVlWHlypW4/vrr0b59ewAsgRWAm7c8JiYGcXFxsNlsAJSiYa+99hoGDx6McePGIT8/HytWrIDJZML//u//yu+nfS8AaNGihfxeAHDzzTejpqYGL774ojwhuPrqqzFjxoxGfUdfIYO+iaBKsQRBEAQRwTREiShY+9ZDbGws/ud//gdff/01brnlFlxxxRWNej9f+OGHH7BgwQIMHjwY1157LWw2G1avXo2nn34azz//vJwU21Dq6uowb948AMCUKVMafDwv5HT11VfjgQceAAD85je/QVVVFdavX48xY8Y06Nx2796NJUuWYPTo0ejRowesVitWrFiBF154AXPmzHHz8AcaMuibCKoUSxAEQRARTEOUiIK1bz2YzWb89a9/xaxZs2SD2lv8OwA5bt5qtcpe8Ibw5ptv4je/+Y1sNANAVlYW7r//fmzbtq3ehFw9XC4XXnnlFeTn5+OFF15QyUdybzr31HPsdjtqamqQlJQEgHnYAWbEi1x11VVYu3Ytzp07h8zMTCQmJuLXX391O4fy8nL5vVwuFxYtWoTBgwdjzJgx8j7t2rXDn//8Z3z33XdyQm2woBh6giAIgiCIxpI8Gej6k29e9GDt6wOJiYl46qmn0LJlSzz55JP473//63X/nj17AgC+++47vz7v559/RufOnVXb2rRpg5YtW9b72Z5455138O9//xuzZ89Gp06dVK/Fx8ejTZs2cqw8p7CwEC6XS46t79Chg9fPqK2tBcBi7/mxIr/88gsyMjIAsNCfsrIyt3Ph39vf79kQyKAnCIIgCIJoRrRu3RrPPPMMAGDOnDlyPLkePXr0QLdu3bB27VqVkgzHarXip59+8nh8eno6fvzxR9W2oqIiXLx40a9k0Q8++AAbNmzAY4895iYxybnmmmvwzTffqJJbd+7cicTERHTv3l0+r8zMTHz//feqY7///nvExsbKBn+fPn1QXl6OgwcPyvsUFhaioKAAffr0AcDUd+Li4ty+J/+/KZJiyaAnCIIgCIJoZrRt2xZPP/00bDYbnnzySbcQFZHp06fDZDLh8ccfx/r163H48GF8++23WLZsGaZOnerVA3377bfjP//5D9588018//332LlzJ55++mm0atUKN954o7zfzz//jF27dmHXrl0AgNOnT2PXrl0qacjt27dj2bJl6N+/P9q2bYu8vDz5p6ysTN5v5MiRKCsrw7x583Dw4EF8/PHHWLduHe655x6VlOWECROwd+9evPXWW/juu++wdu1arF+/HnfeeadcebZ79+7o3bs3XnnlFfz73//G3r175VCl7OxsAIDJZMLgwYPx+eefY8WKFTh48CC2bNmC+fPno0OHDh4nHoGEYugJgiAIgiCaIR07dsSTTz6Jv/zlL3j66afx9NNP6+7Xvn17vPzyy/jwww/xxRdfwGq1IiYmBp07d8akSZNw7bXXevwMXsjp888/x+bNm5GQkIDu3bvjz3/+M1q2bCnv9+9//xurVq2S/9+6dSu2bt2K9PR0LFmyBIAS9rN9+3Zs375d9TmPPvoobr31Vvl8n376aSxZsgRPPfUUWrVqhXHjxuF3v/ud6pjrrrsOM2bMwOrVq/H5558jJSUF48aNw913363a7//+7/+wZMkSLFy4EE6nE1dffTUeeughlUrP73//e7Rq1Qrbtm3DunXr0LJlS/zmN7/BhAkTVJOIYGFyNYXavR9UVVVh3bp1yM/PR35+PsrLy1U3qz7sdjtWrFiBbdu2oby8HJmZmRg/fryqMIA/+549exbLly/HsWPHYLPZkJaWhv79++N3v/udPJsTqaysxOjRo7FmzRpKiiUIgiCIMOLMmTNYsGABcnNzcdlll4X6dIgIpL425qsdadiQm4sXL2L16tU4c+aMW5KBL7z88sv46KOP0L9/f0yaNAlmsxlPPfUUjh496ve+VqsVubm5OH78OHJycjBp0iR0794dK1euxIsvvuj3dyUIgiAIgiAIfzFsyE1KSgqWLVuG5ORknDhxArm5uT4fm5+fjx07dmDixIkYOXIkAGDgwIGYOnUq3n33XVm3tKH7btu2DRUVFXjhhRfQsWNHAMCQIUPgcrmwdetWlJeXyzJIBEEQBEEQBNEUGNZDHxMTg+TkZL+O3bVrF8xms0rbNDY2FoMGDUJeXh6sVqtf+1ZWVgJg2eEiycnJMJvNiI427PyIIAiCIAiCiFAMa9A3hoKCAmRkZLjFGnXr1g0AcOrUKb/2vfLKKwGwMsEFBQWwWq3YuXMnvvjiCwwdOlQ3hp5TWVnp04/dbm/clycIgiAIgiCaFRHpUi4pKdH17vNtxcXFfu17zTXXYPz48Vi7di2++eYbefs999yDCRMmeD2niRMn+nTuY8eOxbhx43zalyAIgiCI4GE2M7+nw+EI8ZkQkQpvW7yt+UtEGvS1tbW6EkGxsbHy6/7sC7DiAD179kR2djaSkpKwf/9+fPDBB0hOTsbQoUM9ntPSpUt9UrlpCmkjgiAIgiDqhzv3CgoKkJmZGdqTISKSgoICAPA7zJwTkQZ9bGysbugKN865sd7QfXfs2IGFCxfijTfeQJs2bQAA2dnZcDqdePfdd9GvXz+VpqqIxWIh2UqCIAiCCCMsFgtuuOEGfPLJJwCAzp07q7THCcJfHA4HCgoK8Mknn+CGG25otI0YkQZ9SkqKKlSGw0sbp6am+rXv559/ji5dusjGPOf666/HV199hYKCAlx99dWB+AoEQRAEQRiAUaNGAYBs1BNEILnhhhvkNtYYItKg79SpEw4dOoTKykrVjOf48ePy6/7se+HCBV1Zyrq6OgAUY0cQBEEQkYbZbMbo0aMxbNgwlJaWwul0hvqUiAjAbDYjOTk5YNEbYW/QV1dXw2q1omXLlmjVqhUAoG/fvli/fj02btwoa8vb7XZs2bIFWVlZSEtLk49vyL7t27fHd999h8LCQmRkZMjbd+zYAbPZTPF1BEEQBBGhUOgsYWQMbdB/+umnqKiokENi9u7dK/89dOhQJCYm4sSJE5g1a5ZKHSYrKwt9+/bFsmXLUFZWhksuuQRbt25FUVERpk2bpvqMhuw7cuRIHDhwADNnzkROTg6SkpKwb98+HDhwALfddpsqPIcgCIIgCIIgmgJDG/Tr169HUVGR/P+ePXuwZ88eAMDNN9+MxMREj8fm5uZi+fLl2LZtG8rLy5GZmYk5c+agZ8+efu/bs2dPzJs3DytXrsTnn38Om82Gtm3bYsKECbjrrrsC9K0JgiAIgiAIwndMLpfLFeqTiGQqKysxevRorFmzhpbqCIIgCIIgCJ/x1Y6MyEqxBEEQBEEQBNFcIIOeIAiCIAiCIMIYQ8fQRxK5ubluZX1zcnKQk5MTojMiCIIgCIIgIgEy6JuIBQsWUAw9QRAEQRAEEXAo5IYgCIIgCIIgwhgy6AmCIAiCIAgijCGDniAIgiAIgiDCGDLoCYIgCIIgCCKMIYOeIAiCIAiCIMIYMugJgiAIgiAIIowhg54gCIIgCIIgwhgy6AmCIAiCIAgijCGDniAIgiAIgiDCGKoU20Tk5ubCbFbPn3JycpCTkxOiMyIIgiAIgiAiATLom4gFCxbAYrGE+jQIgiAIgiCICINCbgiCIAiCIAgijCGDniAIgiAIgiDCGDLoCYIgCIIgCCKMIYOeIAiCIAiCIMIYMugJgiAIgiAIIowhg54gCIIgCIIgwhgy6AmCIAiCIAgijCGDniAIgiAIgiDCGDLoCYIgCIIgCCKMoUqxTURubi7MZvX8KScnBzk5OSE6I4IgCIIgCCISIIO+iViwYAEsFkuoT4MgCIIgCIKIMCjkhiAIgiAIgiDCGDLoCYIgCIIgCCKMIYOeIAiCIAiCIMIYw8bQV1VVYd26dcjPz0d+fj7Ky8vx6KOP4tZbb/XpeLvdjhUrVmDbtm0oLy9HZmYmxo8fj169ejVqXwA4efIkVq1ahWPHjqG2thbt2rXD4MGDMXz48EZ9Z4IgCIIgCIJoKIb10F+8eBGrV6/GmTNn0KlTpwYf//LLL+Ojjz5C//79MWnSJJjNZjz11FM4evRoo/b99ttvMWPGDJSVlWH06NH4wx/+gGuvvRbFxcV+fU+CIAiCIAiCaAx+eejLy8vRokULn/Y9ceIE/ud//qfBn5GSkoJly5YhOTkZJ06cQG5urs/H5ufnY8eOHZg4cSJGjhwJABg4cCCmTp2Kd999F/PmzfNr38rKSrz00ku49tprMXPmTDcZSoIgCIIgCIJoavyySKdOnYqDBw963cflcmHNmjX4v//7P79OLCYmBsnJyX4du2vXLpjNZgwZMkTeFhsbi0GDBiEvLw9Wq9Wvfb/++mtcuHABEyZMgNlsRnV1NZxOp1/nSBAEQRAEQRCBwC8PfWlpKebMmYPhw4fjf//3fxEdrX6boqIiLFiwAMeOHUPLli0DcqINoaCgABkZGW667926dQMAnDp1CmlpaQ3e9/vvv4fFYkFxcTHmzp2LwsJCxMfHY8CAAXjwwQcRGxvr8ZwqKyt9OveYmBjExMT49kUJgiAIgiCIZo9fBv3f//53LFiwAB9//DEOHjyI6dOno2PHjgCAbdu24Y033kBlZSV69eqFxx57LJDn6xMlJSW63n2+TYx3b8i+Z8+ehcPhwLPPPotBgwbhvvvuw+HDh/Hpp5+ioqICM2bM8HhOEydO9Oncx44di3Hjxvm0L0EQBEEQBEH4ZdD36NEDr732GhYtWoQdO3YgNzcX9957L3788Ufs3LkTMTExmDRpEoYNGxbo8/WJ2tpaXS8396DX1tb6tW91dTVqampw++2346GHHgIAZGdno66uDhs3bsS9996L9u3b657T0qVLfaoUS955giAIgiAIoiH4LVtpsVjwpz/9CX369MGiRYvw3nvvAQC6dOmC3NxcXHbZZQE7yYYSGxsLu93utp0b52JoTEP3BYB+/fqp9u3fvz82btyIvLw8jwa9xWLxyaAnCIIgCIIgiIbQKJkWh8OBn376CTU1NXC5XHC5XKirqwt5omhKSgpKS0vdtvNtqampfu8LAK1bt1bt26pVKwBM/YcgCIIgCIIgmhK/DfrCwkL86U9/wvr165GSkoK//OUv6NevH06fPo3c3Fxs2LAhkOfZIDp16oTCwkK3RNTjx4/Lr/uzb9euXQHATXO+pKQEAEKSAEwQBEEQBEE0b/wy6L/44gs89thj+PHHH5GdnY3XXnsN1113Hf70pz9h+vTpiImJwTvvvIM5c+bIxm6wqK6uxpkzZ1BWViZv69u3L5xOJzZu3Chvs9vt2LJlC7KysmTVmobue+ONNwIANm/erDqHL7/8ElFRUbjyyisD/v0IgiAIgiAIwht+xdD/85//REJCAh577DEMHDhQ9Vr//v3Ro0cPLFiwAN9//z3++Mc/YsWKFX6dHFeP4R7xvXv3yn8PHToUiYmJOHHiBGbNmqVSh8nKykLfvn2xbNkylJWV4ZJLLsHWrVtRVFSEadOmqT6jIft26dIFgwYNwubNm+FwONCzZ08cPnwYu3btwqhRo1ThOQRBEARBEATRFPhl0Hfv3h25ublo166d7utt2rTB3LlzsW7dOr+NeQBYv349ioqK5P/37NmDPXv2AABuvvlmJCYmejw2NzcXy5cvx7Zt21BeXo7MzEzMmTMHPXv2bNS+U6ZMQVpaGrZs2YL//Oc/SEtLw4MPPogRI0b4/T0JgiAIgiAIwl9MLpfL1dCDnE4nzGbfonVOnTqlikNvblRWVmL06NFYs2YNqdwQBEEQBEEQPuOrHelXDL2vxjyAZm3MEwRBEARBEESwaZRsJUEQBEEQBEEQocWvGPqGxouHUsLSKOTm5rqtbOTk5CAnJydEZ0QQBEEQBEFEAn4Z9G3atNHd7nK5UFpaCofDAQAqycfmzoIFCyiGniAIgiAIggg4fhn0S5Ys8fia0+nEoUOH8OabbyIzMxMzZszw++QIgiAIgiAIgvBOwGPozWYzrr76asyZMwf79+/Hv/71r0B/BEEQBEEQBEEQEkFLim3Xrh2ysrKwZcuWYH0EQRAEQRAEQTR7gqpyExcXh19//TWYH0EQBEEQBEEQzZqgGfRFRUU4cuQIWrduHayPIAiCIAiCIIhmj19JsVu3bvX4WlVVFc6ePYtt27ahqqoKd9xxh98nRxAEQRAEQRCEd/wy6F9++WWYTCaPr7tcLgDAgAEDcO+99/p3ZgRBEARBEARB1ItfBv2YMWM8GvTR0dFITk5Gz5490a5du0adHEEQBEEQBEEQ3vHLoB83blygz4MgCIIgCIIgCD/wy6AnGk5ubi7MZnUOck5ODnJyckJ0RgRBEARBEEQkQAZ9E7FgwQJYLJZQnwZBEARBEAQRYfhk0M+ePbtRHzJ37txGHU8QBEEQBEEQhD4+GfSHDx/2+wO8qeEQBEEQBEEQBNE4fDLo33777WCfB0EQBEEQBEEQfuCTQZ+enh7s8yAIgiAIgiAIwg/M9e9CEARBEARBEIRR8cmgf+WVV7B58+ZgnwtBEARBEARBEA3EJ4P+q6++wrFjx3RfGzFiBF599dWAnhRBEARBEARBEL7R6JAbl8sFl8sViHMhCIIgCIIgCKKBUAw9QRAEQRAEQYQxVCm2icjNzYXZrJ4/5eTkICcnJ0RnRBAEQRAEQUQCZNA3EQsWLIDFYgn1aRAEQRAEQRARBoXcEARBEARBEEQY47OHfteuXTh8+LDbdpPJ5PE1/vpbb73l/xkSBEEQBEEQBOERnw366upqVFdXN/g1k8nk35kRBEEQBEEQBFEvPhn0b7/9drDPw42qqiqsW7cO+fn5yM/PR3l5OR599FHceuutPh1vt9uxYsUKbNu2DeXl5cjMzMT48ePRq1evRu0rsmbNGixfvhwdOnTA66+/7tf3JAiCIAiCIIjG4JNBn56eHuzzcOPixYtYvXo10tLS0KlTJ48hPZ54+eWXsWvXLgwfPhzt27fHV199haeeegpz585Fjx49/N6X8+uvv+KDDz5AfHy839+RIAiCIAiCIBqLYZNiU1JSsGzZMrzzzjuYOHFig47Nz8/Hjh07cN999+H+++/HkCFDMHfuXKSnp+Pdd9/1e1+Rd955B1lZWejatasf344gCIIgCIIgAoNhDfqYmBgkJyf7deyuXbtgNpsxZMgQeVtsbCwGDRqEvLw8WK1Wv/blHDlyBLt27cKkSZP8Oj+CCHtKFwMnM9lvgiAIgiBCimEN+sZQUFCAjIwMN933bt26AQBOnTrl174A4HA48MYbb+C2225DZmZmEM6eIMKA4ueButPsN0EQBEEQISUiC0uVlJToevf5tuLiYr/2BYCNGzfCarXi2WefbdA5VVZW+rRfTEwMYmJiGvTeBNHkpM5kxnzqzFCfCUEQBEE0eyLSoK+trdU1imNjY+XX/dn34sWLWLFiBUaPHo1WrVo16Jx8zQMYO3Ysxo0b16D3JogmJ3ky+yEIgiAIIuREpEEfGxsLu93utp0b59xYb+i+y5cvR4sWLTB06NAGn9PSpUvdwnr0IO88QRAEQRAE0RAi0qBPSUlxC5UBgNLSUgBAampqg/c9e/YsNm3ahAcffBAlJSXyfna7HQ6HA+fPn4fFYkFSUpLuOVksFp8MeoIgCIIgCIJoCBFp0Hfq1AmHDh1CZWWlyog+fvy4/HpD9y0uLobT6cSbb76JN9980+0zH3zwQQwfPpyUbwiCIAiCIIgmxSeDfuvWrY36kIEDBzbqeG9UV1fDarWiZcuWclx73759sX79emzcuBEjR44EwDzpW7ZsQVZWFtLS0uTjfd23Q4cOmDVrltvnL1++HFVVVZg0aRIuueSSoH1PgiAIgiAIgtDDJ4P+5ZdfhslkavCbu1wumEwmvw36Tz/9FBUVFXJIzN69e+W/hw4disTERJw4cQKzZs1SJZNmZWWhb9++WLZsGcrKynDJJZdg69atKCoqwrRp01Sf4eu+rVq1wm9/+1u3c/z4448BQPc1giAIgiAIggg2Phn0Y8aMcTPoz507h+3btyMuLg69evVCeno6AKCoqAjff/89qqurcfPNNzfKa71+/XoUFRXJ/+/Zswd79uwBANx8881ITEz0eGxubi6WL1+Obdu2oby8HJmZmZgzZw569uzZqH0JgiAIgiAIwkiYXC6Xq6EHnT17Frm5ubjuuuswadIkt0TQ8vJyvPXWW9i7dy9efPFFZGRkBOyEw43KykqMHj0aa9asoaRYgiAIgiAIwmd8tSP9qhT73nvvoUWLFnj00Ud1VV1atGiBadOmITExEe+9954/H0EQBEEQBEEQhA/4ZdAfPnwYWVlZiIqK8rhPVFQUsrKycOTIEb9PjiAIgiAIIuwpXQyczGS/CSII+CVbWVtbK+u0e+PChQu6RZuaI7m5uTCb1fOnnJwc5OTkhOiMCIIgCIJoEoqfB+pOs99UZZsIAn4Z9JmZmTh69Ci+//57XH311br7HDx4EEeOHEG3bt0ac34Rw4IFCyiGniAIgiCaI6kzmTGfOjPUZ0JEKH4Z9KNGjcLcuXPx9NNPo3///rjppptkvXar1Yp///vf2L59OwDg7rvvDtjJEgRBEARBhB3Jk8kzTwQVvwz666+/Hg8//DDefvttfPXVV26Fp1wuF2JiYvCHP/wB119/fUBOlCAIgiAIgiAId/wy6AHg9ttvxzXXXIPNmzfj2LFjKCkpAQCkpKTgiiuuwK233oq2bdsG7EQJgiAIgiAIgnDHb4MeANLT03HvvfcG6lwIgiCIUFG6WInxpdAAgiCIsMIv2UqCIAgiwhBVOAiCIIiwolEe+p9//hmbNm3CiRMncPHiRVx//fWYOHEiAOCHH37AiRMnMGDAAN3iUwRBEISBIBUOgiCIsMVvg/6jjz7Ce++9B4fDAQAwmUy4ePGiap8lS5YgJiYGt99+e+POkiAIgggcFF5DEAQRUfgVcrNv3z688847aNOmDZ544gm8//77cLlcqn0uv/xytGzZEt98801ATpQgCIIIEHrhNRRyQxAEEbb4ZdB/9NFHiI+PxzPPPIPf/va3aNWqle5+nTt3RmFhYaNOkCAIgggwqTOB6I7q8Bq9bQRBEERY4FfIzY8//oisrCy0a9fO634tW7bE0aNH/TqxSCM3Nxdms3r+lJOTg5ycnBCdEUEQzRa9IjdU+IYgCCJs8cugt9vtSEhIqHe/CxcuICoqyp+PiDgWLFgAi8US6tNoHBR3SxAEQRAEYTj8Crlp27YtTp065XUfu92On376Ce3bt/frxAgDQjG2BBEelC4GTmay3wRBEETE45dBf/3116OoqAgfffSRx33WrVuHixcvIjs7299zI4wGxdgShHHwZrTzybd1Nhn2BEEQzQC/DPq77roLKSkpWLp0KV544QXs2LEDAAux2bNnDxYsWICVK1eibdu2FCMeSSRPBrr+ROE2BGEEvK2Y8ck3QKtqkQStvBAE4QG/DPoWLVrg2WefRYcOHbBr1y7Mnz8fAPDtt9/i+eefx/bt23HppZfib3/7W/jHjRMEQRgRbytmfPKdNpdW1SIJCnskCMIDfheWysjIwCuvvIK9e/fiu+++Q1FREZxOJ9q0aYOrr74a2dnZlBBLEAQRLHxRpSHlmsiCqvkSBOEBvw16ADCbzbjhhhtwww03BOp8CIIgiMZCilSRCU3QCILwgF8hN0eOHMGxY8fq3a+wsBBHjhzx5yMIgiAIfyhdDJx/REmKJQiCICIevwz6WbNm4YknnsCzzz6L6upqj/t98MEHmD2bBhSCIIgmo/h5AM7AvBclYRKEd+gZIQyCXwY9AJhMJuzduxczZsxAUVFRIM+JIAiCqA9uSBSOUxsUqTMBcwpgsij7+fv+56eS/GW4QIZlaKBEZcIg+G3Q9+/fH8OGDcPp06cxffp0Cq2ph9zcXEyZMkX189lnn4X6tAiCCFe4IWFbq29QuKoAZ0n9YTeeDEHrbAAOyMNE3Wng/MNsAuHtOCI0kGEZGqg+C2EQ/E6KNZvNmDRpEjp06IDFixfjr3/9Kx566CEMGTIkkOcXMSxYsIAkPD1BCXwE0XC44klCNlC1WzEoip9nhjzHeYE9Y+KzJT5zoiGo9/yZWzP5y/MPs/9tq4DSfvUfRzQtpIATGihRmTAIfnvoOYMHD8azzz6LxMRE/POf/8Qbb7wBpzNA8ZtE84A8SwTRcJInM+ONG/PcqEidKYXbmKQfp/Jsca+6dbbyzGk9jKWLgfxUwGkDYAYSB7P3ThqrfPb5qUBUGoAoNqEgQg8V/iOI4MD7xPxUQ69INtqgB4AePXpgwYIF6NChAz7//HM8+eSTKC8vD8RbE80BWrIkCP/QmwxX7gBclQBcgCkBKqOb7w8oz5zWELTOljz8dgBONmEAAEs/FpsPEwAHUPMt+12xiUJvCMITFJoW/vBVT2eJoR2PATHoASA9PR3z5s3D9ddfj4MHDyI3Nxf//e9/A/X2RCRDniWCaDili5kX3Zyi9q7bVin7mOIBOBSjnE+e0+b68MyZ1O8th/KYlPeO7sj+phU2gmBoDXhagQ4PvE28uNCA2B8akEYVltISHx+PWbNmYfny5Vi7di3Onz/v93tVVVVh3bp1yM/PR35+PsrLy/Hoo4/i1ltv9el4u92OFStWYNu2bSgvL0dmZibGjx+PXr16+b1vfn4+tm7dikOHDqGoqAhJSUnIysrChAkTkJGR4fd3JQiCaDCygS1V5OaqNDJRLFxGjK/n8b588BKNde6tT5urJNImDmZ/F00HXHYwYz6KGfOmeOb5r9hk+IGOIJoMbW4J5TaEB/XmEiUZPs/PLw/9wIEDccUVV3h8ffz48ZgxYwbS09ORlpbm14ldvHgRq1evxpkzZ9CpU6cGH//yyy/jo48+Qv/+/TFp0iSYzWY89dRTOHr0qN/7fvjhh9i9ezeuuuoqTJo0CUOGDMHRo0fx2GOP4fTp0359T4IgCL9InQlmzDuY0X1+KvtbxgGUbwDqfmYGueh5EgcvPQ+is4xNFmyr2G9XJVgIjov9dlVLr69WEnADOdBRmAIRrmhDSGkFOjzwFvobJqssJpfL5Qr1Sehht9tRXl6O5ORknDhxArm5uT576PPz8zF9+nRMnDgRI0eOBADU1tZi6tSpaNWqFebNm+fXvj/88AO6du2KmJgYedvZs2cxdepU9O3bF9OnT3c7l8rKSowePRpr1qwhlRuCIAILV6tx2hRvfVwvoOYAi593VYEZ4ZwYAHUAopnHKW0u2yx66E9mKnH2AJhXXjtMaLeZgLaLAme08HOI7siMIYIIF7SqbaWLlRWvtLlk2IcjIVbi89WODFgMfaCJiYlBcnKyX8fu2rULZrNZJaEZGxuLQYMGIS8vD1ar1a99L7/8cpUxDwDt27dHhw4dcObMGb/OtdniyQNHnjmCaBgOK+AshZKseogZ1+nz4W6IC152cxLbpB2oErLBJgZ9pLjRZKVIlQx/3xjl/0B6ryhRnghXtN7cMEmoJDwQRrLaPsXQ86JR3bp1Q2xsbIOLSPXs2bPhZ9YICgoKkJGR4TaT6datGwDg1KlTcihQQ/bVw+Vy4cKFC+jQoUMgv0Lk4ylejW+3zg6bh4ggmhw+yDisUjiMSC17frjBrksMO/b8FAAuFpLDn7eKTZBVbMyt1Zr2btQxY98UH1jjm7S9iXBAz9jTxsynzlQ89L4+I2FkREY8YVRvwyeDftasWTCZTFi0aBEyMjLk/31lw4YNfp+gP5SUlOh69/m24uJiv/bVY/v27SguLsa9997rdb/KSu2gq09MTIzbKkBE4ilRiG932sLmISKIJkeWnxT6YXOy5KkHKyaVOBioghCOI5E0liXKimE1rmqdGFGn9H5m9reIycKOgZMZ82lzlWPpeSWaC3re+NSZ6jAx/jw0xDsfRkZkxBNGSc0+GfQDBgyAyWSSvdj8f6NSW1uraxTHxsbKr/uzr5YzZ85g8eLF6N69OwYOHOj1nCZOnOjTuY8dOxbjxo3zad+wxpMHTlThCJOHiCCaBPGZSMgGbD9D6cIdQEwXoPaY5LF3Ara1QNuFTJfetprF1KfPZ7tXbFK/d1xv5rHnz1vRdLWWvbwKEANEt2f78X2cpYp2PRkgTQd5cUMHv/ZRaUDdL+x59GTcJ09uuIEeRkYkYRx8Mugff/xxr/8bjdjYWNjtdrft3DjnxnpD9xUpLS3F008/DYvFgpkzZyIqKsrrOS1dutSnpNhm4Z33BVpy18cog7hRzqM5IRoFThvkWHhOzX7NAQ6mfGNuxfZ1VTLjvmKToCcvxcLbC5QQHdEAgUnyxANAFND2VeVcZKT3oJj3pkOWKHUoRiI9k00Hfz7qfoFc54GH1uiFsiVks9UyvedDL4mW7mPT4+m6c2cFD5sy8L0xbFJsY0hJSUFpaanbdr4tNTXVr305FRUV+Nvf/oaKigo89dRTuvtosVgsPv1ErEFPya6BwSjyWUY5j+aEbqKoCSwx1cySWE0W5W8AgEMJwwGYp14+NIElvZosbMCqO80MEEBJjDUlQA63SbqH/T4/le3rqmLHmlN8LFRFBATRmEcU8xLnRQPnpyn5R0Rw4YWGTHHS82Nj281JysoWwJ6RutOAbY3ixS8c573wFPWtoUG87txeKRzHwhf19jEgEWnQd+rUCYWFhW5x68ePH5df92dfgHnun3nmGRQWFmLOnDmUDOsrBn8QwoZQqH/oTca4wZeQ3XTn0dwR9awTB4Np0EeDKda0BjrtY8YdnMxLKONS/x3TmR3bYgTQTZMjxL3xPDEWgDxMVGySnl++3cXi57sVqw15mrwHF/EeJN0D1Hwn/e++0kwEAS5D6bzAjHdXDZsQn3+YPX/mFCimFf8thcDVnVZ+W2ez5yQhW92nk8JTaBCvu3W2MhGDE3KRPm1lboPhU8jN1q1bG/Uh9cWXN4bq6mpYrVa0bNkSrVq1AgD07dsX69evx8aNG2Vtebvdji1btiArK0ulWtOQfR0OB/7xj38gLy8Pf/nLX9C9e/egfa+IIyEbsEmxhrSk6D+hCEXSi/+s2g15qZkIPtpnhl9/7j132hTjgC/tFz/HikrBBNnwBxQDsGITO0ZUyYm+lG1zlrP/XVXqGHoe28vVdZwXmBeLhxwkT1YvUdPzHXhSZyoe+qrdzKi3rYZbbYH6MFo/bLTz8YRcoRkAzNL1X8X+rdkvGfR8Eu0AYGLPUIsR7H4lZLPfXPih3MqeM746RuGmoUG87vIql0tZgeT3PbqjYe+PTwb9yy+/7FcSrMvlgslk8tug//TTT1FRUSErzezdu1f+e+jQoUhMTMSJEycwa9YsVTJpVlYW+vbti2XLlqGsrAyXXHIJtm7diqKiIkybNk31GQ3Z95133sE333yD6667DjabDdu2bVO9PmDAAL++Z0QjFr7hAxBX2KAEOuNTuljy9pqZ94kbjb54KsJlgA4HPJWTl2Ur7ez1KigKG6oiUdx7a2aFp+wFLBRHK0lZ9wvYJIH391LsvcmiFMXhcb7nH2H7cmOGnufA4+kZMjPnlbw9fxMaXLHXaEoqRjsfT6TOVGLkTfGApZ80oZKMeDeZV2k/cdILKPe27gzk54wmwcYgba4yaTYnqZWKDOqdB3w06MeMGRMSVZv169ejqKhI/n/Pnj3Ys2cPAODmm29GYmKix2Nzc3OxfPlybNu2DeXl5cjMzMScOXN0NfF93begoAAAm1js3bvX7X3IoNeBd9LmFPbjtClyegZ+MAxNYwzlhh5b/LzineWeXZuUCFafpyJcBuhwQFS94Ev+crIql5WM0peBlRVrADkcx5ykY3joVH+VY4E1sruiJx5Qfzb3ZtHz3Xj0niGtp7B0sTrOV8RbwqXRlFSMdj568OvHV61clSzUBoDsiTfFszFODteAJAtbwiYC3BMvy73ylTQiYPgyznnbR8+A18qPGnBMM7lcLm0pQSKA+FqyN2IRHxqVcZ/EPL1cPi9xsLsHg9AnP5UN6OYUdQx04TgWn5l0D5CxUv9Y7rGN7qjWSvaEWLac3yO+ZMx/e7pn5KEPLOJql8oYlwz6uD5A6wfcr7nspTcxrfrEwZLSjQ1AHeRQDUD9vuYUZohwY17bZvRK2otyfjXfeW+LRP3oPUNaSV85QRZsJYWHdvBYYLGv4G2B98H0bPqG9tkzp0iTKKE+g8nC2j1v+3CpX9cjuqPkoZf24+EddE8aR33jnDaxvO1Ctp07SvhkS7sNUCbTvoyfAcJXO5IM+iDTbAz6+oy30sWSp1B6MFyVYEl9PMFO+ruJH5SwxJNBnxcN+Xq2/WfjjGw9Y02Lt06TjPnGoXf9RGNMNLRVSF51sW3w90rIBso3uB9nTmG/eVicriZ9NZA0moUXiO0CEGT5dutMNqKA7nWNvhzNHk+TdXmyJsL71SiwyZ4dgAlou4i9LBqm1N/6Bu9zudEuTpb8QvDmO22Q7xFcSmIm9Z/+U9/4o31u+ARX3BbdUac/k5wiTTzp8tWOjEiVGyIE1KdiI4duSJUlZSUASXbPFGfo7HFDwNVDEgezzoYbVHx7XC9lX34ftIojolKKN/hg5SxhnoxT1wJ5ZiAvlg1upYsV6TanzV3RhFSNGge/fuensmsr5jIkDpbUbDii1K2Of4bf86rdOpMAE/M0OkvAjAon8y6KCa78ua3arYR7OKXwgfOPSGoQqyUpy2owQ1KCS10SjcO2Fizcba3yTJ+6loVqmCySTKlJ+pv3Aw6wFRgAcKnzLwClvyVVIt8xxWuUpnwNRTap942+jCXCOksAUwzrz5PGsN8J2Yo07PkpSn9L+E594xwfu8R7kjoTKnUiN3lgM5izJMmwkyyfYug9UVRUhH379uHs2bOoqqqCnrPfZDK5JZc2R3Jzc2E2q+dPOTk5yMnJCdEZBZj64h+5RwNghqh1NpREPTvgsjMjxVthjebu9eVGnpj4CAjGt4155sX7oKdx7C1Uhl9jOT4bABxC0SK7UhG060+e4+TDIR7WyIhKJvzecWNcDKcAlOdJ9CQlDnZ/z4RswCZ4oEwWyUPIi0xxJRypIJUKs8Zjz7W2XWB69XFS8mw8q0bbnJ/TQFO6WLq+1WyCJBc1ku6lq1qa7LlYHypKlsZdI1UPrgLqzjLjEFC8zeenKveO3/PmfM88jTHymCXtkzxZChetL8CB56G4wCbe0pinjZkXn2eVZKyLKjAHA148T+77JNq+7j5u8X7S3ILdN5UzxVj4HXKzatUqrFmzRmXE8795Ai1XudmwYUMATjU8aRYhN94MbU+hG3mxcNdNjgXavqIMWHw5WNT9hbP5LhPrXedT1wrGtpl1SJ4mQXL1Ty/hTeLSsqsGysAiYtYPv6ABJ7BoY6W18Z3a+1zfMyIvMwsxo2I4DVef4nha+tfG5IuhNzQJDzzaEDtV/C8AmFkdAkC5F2J8sLmVTmiI5G2EC4r3sQlDHo3aLryFEWqfH1WyuTahHMrzw9WgVPvEgK2euNzDPfj/UWlAzQEWmpM+31jXKRzR6085PPxM7O/k8VJL04cRBjXkZufOnVi1ahXatGmDRx55BFdffTUA4KmnnsLDDz+Mnj17wuVyYcSIEXj22Wf9+gJEGKFXYU2sgieGbshLh3pFUGrZQ6YtrCHPpAUlj+a4TKy3jCgb8wDgdA9xEY9JyIY8eNcX3uSqlpbuo6Tqo2B/m1MgSxWef1i6t2WN/26hwsjtSJSnBJixJhexmao+5+TJzNhr+7rnojT8uWq7UPFQieE0qTOheKvMirEltrnSxYpkadtFSlEpT0vcFHrlP7xt8tUyVzX7H5AmZHz4lry4XOkmebIQ6uTQrLZxnFIV4CgW6tF2YdMWMzJqu/BW1Cl1JmRniHU2W/WQ0YbeRCnPD38m5YAIE9D2Vfb8RHdUChaZLEpfmzpTvepCxnzDEft2PgnmbU6sJeCqBmBi15sXlDo/VRovdUxkMbTVYPhl0H/22WeIjo7G3//+d9x2221ITk4GAPTq1Qu333475s6di/vvvx+ffPKJW5gJEYHwTlCM/ePGvdMGJcZXCB9ArHK8XKYe7OGyzlZKafP357KXojFixAEhmOganzxe2eR5IOLHlW8A8xDZ2XXm90gkbS5k1ZSaA2AGgRB3HdNZ58Qcam+HkY1kLUZtR/wa8gGGD0KyV1ZzzTneYke1r4nPlewp5UZHlP57yBP0Uvb54j3Wu+9U9dJ/eNs0xbNraIpX2kLlDjB9cwuUe+ZUnmnbWmmbSZM3IU3QzSnM69t2oVIczpfcmkBh1HahN4HlbTp5sjLxcVVD5ZHneWH82vIVsOOJzEOfkK0oSQHMu180nY1zFVINAVO8MmHnXmIjXqNwQezbxb4zIVvI/7qghA+6KgW7wyHJjuqgqsJtLPyytn/66SdcfvnlSE9PB6AOseHceeedyMjIwNq1a3Xfg4gQxGUsuXpllOJZlD3rULYDLB6NU/OtZNRLxin36ItGFq+AKBojza2zk70HjyhGkylOetFLOgzv2MSB3VWtb8gmT1bkuVTLw1FCmXkdXNXsnPJTlURJoxnJehi1HfF7xsOfeDEvk7Dc6iz1b9LEjRSAedi5Gs7JTCgrZx6WlGUvpRDbq518FE1nikuF4xp+boQCb5uJg5kR4SwFEMNi4W2rIBsh4mpnQrZgvGgSMQG23RTP+lPrLLbKFopn1dfk/KbCkxNC7nMfBvKi2ESq609CH2lihmGLEeyaps9XVq3EhHLbKimvRXp2uIY9H+tgliYJ0n3j3mKjhSSFC6KIQEK25G2X4Ia6OQlKKBR/TsQQUyfcZEdNFuONFQJ+GfR2ux2tW7eW/4+JYR7YiooK1X6dOnXCiRMn/D87wviIs2A+ACXdwzojh5V1dkn3qJf63YwQJzPqVd7gGGbAFI5Te/05RhsQmhQhtEYeWOyeB2bZCAPkAShptGdD1iVUFTWnMBUGcysWM8+XG6M7QKVmYorXTOC0KgEGxajtSLx2rmpJErJEymuQX/DdEBMNFr1VCW28qClB/324l1L07HOjRzZMqsA8XKuYcR8ukzuj4aZOJK2u6YYrSvD6AuYU6R5qddBNbGJQd1qaIEjoKVUFE6Ot4vm0UicZ5nlmoZCXpHrC80+ssz1/r6rdyrNjskA92RLV30yKsU/PTcPg7UrOb5DCCXm9GwDy+CmHIC5iPyYLlOTlGOgqGBk8/Mkvgz4lJQVlZUrcbGoqy5w/fVqdQPDrr7/C6aynsAIRvmhnwXwA4kuIvFOq2sUGDL5Er6vfG6X5X1JT4XJtgHqW3RyRZdJilAE4bS6UaxfFrpE4oPAJkbmltE8MOyZjpb4hW7oYisHgYvHx/D5aZyse+rqfofJmOG1SW5A6QXNr9+RIIw3gRid5MpRQNaekrBAFRGeo9/P1mdBOvLVyo/JkfCz7nT7f+7lxz77b4OZUTwZcVcZcAQkX3MIWATZsmzXbYphBwj2+vP91gyfCAorBYpLyMh5puufTaKFunlbq0uZKRrZWGlaz6iyGcPDvJfbXJgu7j5U7FE++bESalPd3VUP2GpOMc8NxW43WkZ80pygrWXwFJHmyEEZVBza28eckivWLniSaDYRfBn3Hjh1RWFgo/3/llVfC5XJh5cqVqK6uBsASZ48dO4YOHToE5kwJ46HVqPZE3c/6YTSqGbCe18ksJXdJzdS2unlr8lbthjyYiNfS3EpZCbGtVZJ6CsdJS/MOwRtX630QFeOyTQmQl4B58SFd1RuAxeVXMtUTk4V93vFEdXK0kQbwcECMua35DoADqCtU7+PtuRMRDZbkyey9xTbEJ+OeJnrekA0X6Xl2VSp/R1/m+/sQ7vBVL7EtwAR0d7DESpMFrJ+8W7N6I+6u9QablKTm7i64xeA3BUYLdRNX6rjzoXAccH4au/5xVzGjToVJWXXmz5Qo3CD313YlNl7snwFpoi706dwQNSV4mDATXlGtRkexlWiuDmZOYQngAAu74Tr/xxPZjzxJEydskg3C+1mDr5r4ZdBfd911KC4uxsGDBwEAV1xxBa688kocPnwYY8eOxbhx4/Diiy/CZDJh9OjRAT1hIoQUjmPLjaKhBsBtFpw2V8rq1zYvE5sZu6rZa3HXwN0zL75ta2ZgiDHdBn+gAoa3BEOuPsO9DM4Sdk258Q7Aa1KPN6+urIgRw667yaJIE3JJPBnx/sawDjNxsDrJiN8row3g4QD3DppTlHse1wuei594QS8hlieyi0oQ/qyiyIaLKNsn/V33C8XVNwZ+n0SlGlFlg3t0KzYpqzfmZMge37g+gtEIACZm1KiMRSFfoqmeT6OGugGK88G2FrKjqWa/JmwDAKLVwgJaFSkx6ZyHnSbdAza5kpLauaZ5dIY0ZnJPvZ05r7w5sGjVUw0PJ+R9ZdI96mgBHhqlyusT8hkAdpy8GmNiCkWinK/BxzC/DPoBAwZg0aJF6NxZUbyYPXs2Bg8ejBYtWqCqqgqXXXYZHn/8cVxzzTUBO1kixNjWQmWoccOda5+LyXZdf2LbZc8umNdBjgd1shCNtguh8h7F9VE6wcTByvvJxBh+2SsgePNo2wsAOJhqTd3PAGI8LK9zmUkeDyhd56rd+oNB6WLBcHAoMdtiYZOksVCkLMVwOidrDyqPscnQnZ9h4femcgf731Wt5Jg4rIrmuDasqSGI8dmiEoQ/qyiqCosauEILT/izrYr8ZzeQcLlZ8fmu+U4xXvgz6LzAJk8A4LwIRLeX9t3PkmhFiUvbv9STq6QxkMM+ROWi5mowirlgYqgNd0TJ1KmfF+0kRQxNs/Rj2yz9pAkX2D2r+VZ6q0J2rLwS4/Cwqi1Aq55q+PXgq5lVu93V8lTSvFpM7J7L98CkHMcrsxt1Eirhl0EfExODSy+9FElJyjKgxWLBI488gvfffx/r16/HwoULcfPNNwfqPIlQwjv2uF6Qy4vrGWpaFRbeoXFlDpddGlwAIFZ4D+nBMVnYw8i1zcs3CIl6vKk63NU1InHA0fNoy8mHpcxQl2P+PCTJmWKkzsku7RcNN71dbWIkj9/k3nker8u9+hkrWVGN9PlQr6441PHZ3LMvvjcNPt7RqsXY1grL8NJ9cdrYRJcPMNpjG/osiO3M31WU5MnKJEOEq38AQFxvZTu1Ad/gqlG2VcJGqQDU+YelvlTIszDFQ/ZMqu6hXbo/JuV/OBRpy4yVUpK7Xd236okRBBsj9Oli+Fn3WrWylNjOTQn6z4vedxD7P1EaGFGQ7xmgyAJHX6pOPNd7/4Rsw3uMmwyxPgZfDUmdCVWIaNF01rfGeXIyu9gzIasROZXQKIMb8hy/K8USvsErfGVkZLhp8ufk5CAnJydEZ9YAPFXPO54olXu3AFkVSkVDAHJVPHOyEL8tbeMkjRWWs4Ty8V4xQ55J82MjvXJs4Thp8DVDNt6jO0qVBPdL1/iCtLNwffkqh8og4JiUUBpRc1msNqra3cI+Tyz2lZDN7kFCtqKugTo20LkkNQ7eNrhHkR9Dcmzu8OeMV4pMyJbCpjT3glcM1Ts2VM+CrJ5zDkCtTp9gYu1Cr8ot4Y5bNViwa9pihOZ5lgod8eqlyZOF/sIJuT9IGquEH3CSxjKjtXSxpApSpVQlFatK8/cN9PfTqxQb6nasBx/nAMW499aO9b4DvydJ97Brrq3+C0j3/GHpTUxsksX7VkD5PCNeo1Dj6ZrIeWQiGjtEC48qMFBl+qBWiiUazoIFC7Bo0SLVT1gY84C7506uYChVyuNhGqoYa+mBEaXRtFJ4ttXquEM5Vt4bTsjLaQnZkGPJIxlZ6adO8ZonZEuhN2CrGW4xzGBa/7rGPCAr2IioEru0u1e7h2bwgYYvJ/OVAFEbm7cNHlPKk8JEr58RvHJGgLfnmM5sFcW2RvJse8kz4YQyR4FPBB1WwBQtVbyM19xPlxLHSsa8ZwrHsXCYoumQE9L5M++qZP1e0lhluxibrSoqJap0gB2XNldIopWM+cJxzIjkeS9clk8bDx5oPK3YhaIdayuKavsicVxyVbJr5ClhVfQUi9+B12jhIYk8XDWmsxL+pLoWLmmVbo176E1zGfcagnhNxHuYsVJ5XnTVofh2Abk2gCS/HEbX2Us1Gu+cPn0a69evx5EjR1BaWoq6Og+FSABs2LDB348hjADP4ufIFQwtklEfxTwOaXNZDHzNfrjPgqXCGdEdpLhvMAOfv2/x86xzqymFvDQc1xuoOQhmHHJPlAT39PKl49J+kWsoxPWSrqmUqMoHdo4pnv1oPev8OrvBl3sdSmw8h+uKu6rZeyYOZp8VlcbCoXjnZvtFMvKlgUZeIdBiUsKv5II3UerBThzcI/Ue+gJvzzX7lW013zGjSrwnbsnJcH9GmxKxjDoAIIq10fNTpbbLXwuT2gShhBvjrkpmFKbNFdTEzEq/13aRvmebJwXKbUhaiRM94dwwPJmp7iNEIzTY7YkXHjRCexD7H6dNkfCs3MGutTwuRbMJqbdz5s9CdEf3flX8vvz65kVDzi3hkzRTvPA8SYWoTAnKsdrJASE5lxzst5gXBCi5f9weMbeQnFkOsLFQY6doc8PC6Dr75aE/fPgwcnNzsXXrVlitVsTHx6NNmzYef4gIQvRAtBgBOQyEd4LcawwX5EQrOTHWKQwgUYrWtSqZxcWk7ro7gE77lAQVUxxUySy2VYo2NzdMIwE9D5FcarpW8nhLngju5UmfLymitFYnIauIgfvjrmNgcS89X2Lm4TE8Ede2iuU28IqTXClFz6vPTl7yNsKz148UcBj8OqiSxAVFE2/L/KFc5RDzJkwW6VmVYr1lwzJKSZ4nPMNjqUX4Kqe5tbuxwhFVi8RqzuZktTdZVHCpOw2V+o1KGjPIeFK5CUWujW7/42QryHWngZoDkAtI1XeNPPVlfNVDVMUBpPvNV+BcrH/n6lYmC+SVFq6GQ7Hz9SPW2ZBXugQSB0tiHJLtIOeejGUyl4hSi3OkzgybVWS/YuinT5+OEydO4J577sHIkSO9xvQ0d3yNfQobxDhfeZbrDf7QWJhiSlwvZqByjxFfrgcUb7DoTRJjcN3i3kzMU8WPj4TYXL1YQPEauaoVb13SaOV68YEwuiO7vrIWuEt5LzlGvpRt18Zii3HuFZsEj782v0GK7+T3iZ8zIK3A/AK1gS/dJ72YWcIdMe5T+5zx+HrtddSLyW1KeNvhHk5zinu8tqUftQFfyIsDUMv+NlmU573t68xrLMZiaxH7S22ODCD0ATawNqWTn5E2N3T3yVNsfVN9trgSxvtJAGwck5xX/j5j3mLfxTj9uD6sD5f7camv56s3BojpNhyy6pNLchrGQn6GtPD7p3oW6pT8ETGnjLdFcXwNwbUPagz9Tz/9hKysLIwfPz4yjFTCd3isGpehkyUMdRBjPNPnM3WUTvvUnhmxcIpeURvuhfZWip4XyTk/1fAz6Hrx2VstlSEXq39yD52sUBMNwMy8Oyr5T2mQShysfkuV/rL0GQAUL4YUe6gtFiTr4/eRCh9xj5Mgl3n+YX3PW5h4PpqUjJVA239K3nrArbiXEdWC5CRKKAo8cX2U122rWRGXutPq4mWEDoJqlaiPnTy5/nALnrOiV5iIGyiuaukznFI/ISmtAMpKa7DbGFfw0eqsh0qfnichO0tYX2dOktRQuNyvA6q8oMYoSmmreQPqysw1+6Vqp1XKNh5SwsMVm3u/6en7yxEAtag390jOGRNyv8S+SVtdOwxWRfwy6JOSkpCenh7ocyGMjlh5lIdbxPXyrkxTX+VJbw+K6DGWjVSh6EPSGKE0utTphruxoDeg8UmPbjn3KMWbxXXFuX48H7RrvtUfoLVGgVxlz6GE9sT1UQw0rm1dV6j/flwrnec8JN0tTcScms8QIDlLBbFCJR9E5FoPi5iBxiXVtIlafD+9+PqmQE+rufaYsIMQw+qvQRSpiPc9PxX6qW3SCk19hoWrTv1bhD9rcq0JMzMk2y6EevVTqHYaLMQ+jT/7noz8pkDM7wHYdXJYJTlP8dpEsbHInz5LW/vBOlt5DsQaH7zPlesDOJVKp+ZWyvk2535T+/1Fh4KMNGGN7sD+je7gnoicOtOzQ1JbXTsMpCv9Muj79OmD48ePw+GoL9yCiChkzy1YB5M6Ux2vqUWsbugJ7YMizrxlj/EqxXNikmLB465hHaN1thCSA/f3CFfEQd5pgzozX0CMR9dq8cr6/tJkqO4M68xEpRyR5Mns/WSNe6mQEb8/fHUmrpfaqJCTpOOhrNhIycqqCUis+/fjeRBhpCQQNGT9eWHlRRt768lDG+oBRy9GWPQwypiYsUmeegVxZcxZAve6ElIJe8CH+2zX/BaQCyaNlozD1srnu4XILXT37geyTxWrqPJ+hPflzhIl76apEPN7+OQ4IVvoT8e6v+7vhEfOlYHaKLX0Y/rzrR9QdPD5yrSrkoVAOkvYamdUmvs5RMK45yu8/TisLFzJYYV7wSgX64NSn5Cu1ROSzbIf8viUPJnJ6/IVUdEhEuo+1Q/8MugnTJgAk8mEV199FRUVFYE+J8KIFI6DKl6eV4tVJXGZWMfHl9rjetcvCaaFD25ybBtvolHK58KpLEsCyiDFH8hI8F7Ig/xqzSAvJRrLcnaaY3hRrtoT0u4W5oVz1YBdt+8kI9pD9r5KulLjpePGpGjkA8oAxcOq5KJTUqiITK0SFqVX1a+5o50AO6zMW1k0nV2roun6knhGQfvc6YbJuSDHtvoy4W8O8IlydAaU55sj1NzQVnXW60uTxrD3Shrj/jliwSSA9RXW2crzK/cnWsMIge9TxSqqvB8Rq3o2ddsQjbfKHSx0g/e9PByUK4Dxa9bYKs3aiYHeNVZJOQuTrppv3SfQkTDuNQRnGbMH+I8nbXmxiKLoRBAFB8LQeNfDL4O+VatWmD9/Pk6ePIkHHngAf/3rX/HSSy/hlVdecft59dVXA33ORFNTulijZy7F83IJNR7bG92BdXxclcVeoK42qO1w9AYl0XvhLGFeJNEzwr3L0R0ARLEQBD5I8QcyTOLdvCJfB41nPmkMq14Y3UGZVInHcEO6Zj9UcYFxvaCqIunt+ojeKkC5R94UHPi158a6rI89RjPxcChhVNzbzxUJmoNnSUQ72VV5tGMlr1yJUO+hSpmwGRGtPnaLEVAbhyZBvQM+1p1oBvCJct3PYEaJuPLt0q/d4Ml445Wc9RJmPcGfX3ki7lTCQQrHBUdZRdv3ly6GalWBr0g0JfycbGugChHj7VkvTKgxaI1Ivf5Vleckaqi73Kt9R8K45ytyiBR3bOlMQgEoUpXSGCNOGmX1OA1hvNLhl0FfWVmJF154Ab/88gsqKytx8OBBbNu2DV999ZXuDxHGyBULRVxS0SJpoHGWqr2GsmzUBagSebQdjt6gJHoveOgHfwjl5bHXpeTLCPbs8utgbqHezr+vKM3FOx4eMqOdCDhLWOfFB/r6vBFi+IQ4aPjixeD3tGo329fST2OoSlKZorefJzUbzbMU7I5dbP9coYEbvUl3KSEJsqebx1YbVKZVGw5UtRuympKYB5A+P7Tx/qHEkxNDlcAnFbTh8BC3hGwWXpAXpR9y0ZDPj+kM2SHCtwGKjCIvJMf7eP48B8qDqRcDzeFFr5oCHrd/PFFJBoYTaonkNUroo8nS+BUyT/2KXv8qjm9xvaWQU0CWuBTbQIR4mX1CDtlKlhwHWi15jdOPjzHyZNlLTYwwXunwS7Zy4cKF+PLLL9GxY0fcdtttaNeuHeLjPXtbrrzyykadZDjD5YYyMjJgNqvnTzk5OcavFitKEnpDK+cky6eZFf1prSRZfRJlKjlE4f3l7SYwI0cjORVqCb+G4u06yGXZhdLj/Ht6k0HTSrA1VNJTlCfVk0n0dO7a/7Xtx2RhkzJxP8CYcobBLrEuXgMuR6gnjaeVhERU8Cp4NgZvbQFQyyUmjW46o81IeGpTpYtZbDRHlquE0hZUz1IUm6D7+/l8JU+URdX+Dfjff9SHtq0UjmMhLlrpwGDjaXwTrz8AueBQIPoCX/oVURDCtga6dT54X9qc0JOS1JW0BuQ2zic9/HpqpbE9fYYv+zYRvspW+mXQT5gwATExMVi0aJFXQ56IAB16VcfCS4prEEMqeOfPE5xEw6S+jkzPINDTmD91rRRSotGa5RrK56eAVdezME+WAR5Ir4jXhcdpAsyzULFJU4UT7vvpDbaN1XP29XjRQNAamaKeuoygn8+rz3rS1A41TamJrZqkugDEMFUh8bNDqdHdWNwMJ00tg+aC3j2Uc0rOwV1/HupJcNF0ZmT7OyHSGiviJFGuNSE5YZpSe1vrvBErqwazfWgdJgB0DcRAjiW+PMfimCDr0Wuo75zCub/whOhoAqS6LFXQNeijO7CVfHF8acg1CbZDpwEEVYe+pqYGWVlZZMw3B7i6iW2tsvSrbTauGiUxhYdO6Mno1Rfjp13qEhOnAGWZsuZb6YBa93ORQxckjLp0Ji67itdFjNOUVS84Mcpyr6jfzyc/4jJuY5cNfV2+TZ0Jj5KhoiqSOQVyfC5fxpfVBlaFZbxiQJFzJnhYTZ3ncLRwHJz5ErmMi32/8w9LCffNBH4PAeV55WFtonPCVQWVShU/Nn0+qwNh6de4z+c5R7Is6kJhpyjF6G+qmGxZPtAMwKXUrQi2ElLyZE0uRywL4+BwqcP0+YF79viYen6q57YvhlS6dBSLYK5fPjOMQ0c8wvN0nOWCjLM03mtFIup+hltYLr8mvtSsCcOcBL8M+s6dO6O0tDTQ50IYCdFA5J75mu808Z5RgkQib0pmz7qt9Rkk3h4gsXPSTaaTYuVEZRxXVXgogojXhXfkJgvzmMlIS76Jg9USkgnZSp5DKBKkkierB0ARLp1psjDDgcf3i+oCHCMOOsEYED2pPsk5E7y0vLTCZMS26w98ci4PukKOhzjxay7U27Zc7LnSOkWCoTbD+x65X5Umk7Y1wfXuirrzgKK+JRcHCgUO6XrzMc4UnEm0bTX7LNtq/dfFgol6EqTyvYphcsR6E4MwNEi9Itoinq5JdEdFz59tZDaBmNzNQ3Hqe4bC0IHil0E/ZswY5OXl4cCBA4E+H8IoiAMHT5RKukd6CKSHKfpSNkhnrGRLtNEdlXh5T3hLNPT2AImdU/p8uGe1OxS9ernyoUvxYBsNb4oxaXPZZMRVCeV7OiFr5wJA+Qb2f/kGyYslhUJxRYam7Iw8FTXKWAl0d7L7xTvPhGzJMy9gVMM1GAOiNhFWW2BGVLVw1Riz7TYU8ZnnhogpRvHIqqRvmwm8bUWlMVEBGbOieS4W6dIe19g2qdcPu1XlltRugpUcLurO8zCI6I5KISDEBjdxmn+vxMHubdHcKrjOIH6N9aRd+XnJxqcGcwp7jmRj38kmBnxyxI1XIOwMUq+IyjaIhuwsiusDN8U7Xk8FJmW1u+40C2EN9r0NIX7F0B85cgR79uzBZ599hv79+6NXr15ITU2FyaQvHdSzZ88Gn1hVVRXWrVuH/Px85Ofno7y8HI8++ihuvfVWn4632+1YsWIFtm3bhvLycmRmZmL8+PHo1cvdOxisfYEwjKEXkykB1nEkDlaSQwD/4zjFmOrGxqXxJCpP2rNxfYwdn83Ryxs4PxVKrkIMWDJWhjoeME9amgbU8bbBjPfzNyZTTFJ2XoBbgle4JC8HAr1kYB7HLBabAZhhZ+kX/nGw2hwR8TuLYTiBTrw0Itr7LyfC+pBTEMiY6PoS6vl58TjtYMQSexJO4DlQMDFlpGC1Ce3nA5rkcwRPccfbvdTGiQPSpE/q79v+E7iwhDlGzMmA86KQ/wAENIHXSLiJA0DdZ2q/r5jfxWs5iH1tGF2boCbFDh8+HCaTCfxQT4Y8Z8OGDQ39CJw/fx4PPvgg0tLS0K5dOxw+fLhBBv28efOwa9cuDB8+HO3bt8dXX32FEydOYO7cuejRo0eT7AuEoUGvVVKQy2FLBmZcH5ak408HnxetvE9jO8p61XeEDHejPrii8c7PU0yONCVIEyudzvl4ojppjns+g2kUeVPo8KaoozLobdBdLm1KqTqj4U3xx0CJWX6jl9zOv7OY8BfO39FXRGONK8oAzJjvWo+aWCDbQn2TA7l/MbFaEsFQ+/A2ueUEc7IvG/RQG4bmFOEc/FQTagyF45hHmRvpXLKUO8NMFmVcAFjfWb5BY9CbjO/M8hdtfwKwtqMVWfCWgB5mDpKgJsUOGDAAAwYMwMCBAzFw4ED5f08//pCSkoJly5bhnXfewcSJExt0bH5+Pnbs2IH77rsP999/P4YMGYK5c+ciPT0d7777bpPsG7YkZENeypKLAwlL4jX79TXQfUF8n8bqx8s6tFJZbvFvfs5Gjx+UlxCFiqxyUadFkpEuddo8lIYjhh2Z4t2rLgYDT8v9PEFXTIrm8PbBFYhMQuy0mMRkW+2+rB/GBT58QtT/5kvj9RWbCcdrIsYDiwnvXX8SYoG96EJHEvx+uqqhUgyrO8N+e7u/gQwB8xSSVziOOV7kREwXMxaDFbrhtCnVV2UHTYzXQwKGXKgQQlEvMG841zAPRTgYr+fAY8JTZ0qGudTf82rpHNsqjQqOFJ5ZsSn8+gpfEMUyxDZZ8y1UYan+5PGFOdH17+LO448/HujzcCMmJgbJyR6S7eph165dMJvNGDJkiLwtNjYWgwYNwrJly2C1WpGWlhbUfcOWik1gCXnxbLm/fANLjuJhHTy+kXuXeFKnL2SsBEr7qb0y/sKNHz3CZRauJ83Gfxc/ry5/rp0Aifs1lSHk6ZpzCU2uMS5OPmQ1nhTJi1+lPtZkUbaJScL8WO22SEDrgfP2/bTXPFyvidhGShdLuvurAUQrk71w+j4NReyTUmdKYSUiLkmO9zuoEvbE/sFbnxcoZM1zYbIh9kOBhPcNAOsHxJAsHioRrBh6fj9M8YpSipyM62LhjU3tmed4kuxMGqMjA6yHFL7ltLkX7zL6mOgNTyuZvL2YLCzvqDnm5Ej45aF/9NFH8fzzz9e/Y4goKChARkaG29JEt27dAACnTp0K+r4RQfHzijdA9gCY9D3LvhKsGbLo2fKmBGFUD6d4XqK3iq886F1no3gbuMckuj0Ap3ryIcsxQhq8hWqo8mDK8wEk1R49Oc9IwrYGgIN9d5OFhZ3kp/rWJsP1mvA26ixhOTi2VWD33C45ByIcsU8qmg4l90fwRnMZV67MIVZpbir0FMSiLw1OnylO/E3xSl/Gk0HjerHvHoy+mt8PZyl0zSA9Ja6mwlO/nrGSxc/LFaQ9hF7EXcP6B1c1ABPrX0LRlgIN/w5F09mEmP/tsAIws4qxvBp6M8Uvg76wsBBRUTrZ1wahpKRE17vPtxUXFwd9Xy2VlZU+/djtepqzTUjiYABRrDS406Z50ax4mMwpLFvcKIgDJg8bcljdBwMjafPqKZ6cn6KoXjRVKE0gKF3M2ot28sEHJ3l528wGHHMSa2uyjKU0gHM1Aq2cZyQhGk28hoOzhJWer894iYRr4lYkxwcJuXBHnIiJq1TmJI1hFiUlOgqx3U05eUufLyVjCqZB3S/B0YSXJ/4mZnzySS0POan5Lnh9tSy/LDkYAMgyzIBkJBoQMdwkfb6+UV/znbQaKq08iDkq4eYI0EPUnuf1b7SOpGaKXwZ9+/btYbNpjT3jUFtbi5gY9zi82NhY+fVg76tl4sSJGD16dL0/H3zwgY/fMkjInekBNqjIxT4AmFsry77amNimhnu0RX1ZOXloLeSO7PwUtffTCB5Orr/ssCoGsGqA4bGcNt89t6FGW+hKS/JkRWeaD9S2tex7O6yQB3C+8hOVxmJ5I63okCzdGAM2uekFpRt2uhc8MeqKkj+o9L01aHNEIgUxT4KHB2gjXVuMULyubReqZWCbevLGZXPNraVkewuU/uhCYNuhXGzMpExqeVgWr2/SmL66PolkLm1oilOuPXdohUN7lPtUEanIn0oKVSKcw20A9/oAKppJDk49+GXQDxo0CEeOHMGZM2cCfT4BITY2VtfTzQ1uboAHc18tS5cuxZo1a+r9GTVqlI/fMkhoKzqa4hWN+YZUfQ023KNtW6UYhwnZSsEOGZd+Ml5Td2zakCCeRCoawOZWUHdU9tBOmhqCL+2B7yMvZzvU+tPcUx+doa4iG0mGvRw37ACb3ByEkuAmDcbi/TbSilJjEY0oLba14TlpqW/CpbcKZ05i7Z2rqVTtlozoJJZbEMpYZ6685SxhxmJUGpTwIKe6ZkIgcJZB1f5d1YpjgFez9fc61Pfs8PcVV4x44aJQenu9tSmtI8vNoJdCF7VyzuEyjuhRupipLp1/RKlW33aRVEAKYIo+o8N7shIg/DLohw0bhltuuQWzZs3CRx99hLNnz4Y+VEQgJSVFt5It35aamhr0fbVYLBaffvRWAJoMUeeVdwjmFsbMFnczHB2KZ96n/ZsI3gGLMYwq7490vrKHOxmKUW/yvwBGU3t2fWkPfB95OTtKMVxSZ7JVITh0KkUKygVNSTCuoZxTwD1NQr/JK4OK9zvUE+dg4BYzrzORCRfqMxrF+8efe2cJUHdWqWqdkK30D7Y1oZ3AafOj+PlzJTHnhcCdn1gQD4AsxhAoVSe9Z0drEPOEX+cF4Xz8yA0LJN7alOzIkkIT9Yr0eUoK1QtBDQfEXL6ab5VxxtIP8uSFwm0A+GnQjxgxAl9++SXKysqwdOlSPPzww7j77rsxYsQI3Z+mplOnTigsLERlpTpW8/jx4/Lrwd43LJHVBQQjo+5nYy75J09WSjxzibG4XnBfioN6W1MbuvI1hTK4VGxSXq/7mZ0Lj/t32pj+vMnCDDx/1T+M7NnVy8Eofh76kzEpNCUUygWBuoZim+OTGnOSeh+TRV0llhPqiXMgURVNE+KVzcn+yeAagfomXPz+AVIyNMcOucqnaIxoDdqmRpbNXcj+l9WroPamJ2QHsC8VnFgxnZXrJTpCtKGT3tCTg+VoV3ZN8WBGofS9xO8eqnHPW5uSJ1hS9XYVJhZXL44vIq5K95A+o8Nzs2ScSjtojDhHhOKXQd+mTRu0adMGaWlp8t/efoJJdXU1zpw5g7IyxevTt29fOJ1ObNy4Ud5mt9uxZcsWZGVlqaQlg7VvWMLVBeTS2xJGNQwzVkrSYpKHz2FlS3HRHTXJQi7l/PkAEegEL0/wDthbPOz5KYpcKOxKok9jlkmN6NkVB1ptDoYc6qXtkuxA9GWhUS4I1DXUmxjIScImADHMsKjYZNxnLRCIA7A2VjzUOTn+4uuEq/h5uFVI5jiszJBFFIunD+UETvw+1tnsnjhLJFUiwZtetbvxE15+/8XJbc137LfoCOFeWGeJbwap3nnxvkcVoiKF+PAYenFCHUqHiLc2xVczKzYp583HOrMk2KGNn4/uANbPhOFKmByiKDjleDvgeXNtF0aGwyMA+KVDv2TJkkCfhy6ffvopKioqZPWYvXv3yn8PHToUiYmJOHHiBGbNmoWxY8di3DgWZ5uVlYW+ffti2bJlKCsrwyWXXIKtW7eiqKgI06ZNU31GsPYNS3hCLA/1EKvlGckw1MKTzfjSNQDEXsEGh7hegL3A3fvHE7yC3RHwJGI+oKTOZAOZasByqasjitSdYcvDDTVom0KzuqHISj5TmYepwqa+L+Ykdl9UmEKXoBaoayjqSotVDtPnq40mc4rxJmGBRHxO+fUQK542ZU2FpiZ1JnD+Yc1GE+TkfZ4QHg6hA2IYYGPuGX++CsdJEwaTshKXOpNJEjpLwcwUM9iKhpfaJ9xrG5XGlHmi0pQ+l/c94iSB14EA2L5VuxUjXnxmjYao3x+VBiQMZiE4iYM1K51S+6orZL/NKayPNeJ38kRUmnTPzFCHZzkA27+Atq+q8+OaOSaXy+Uh6Dj0PPDAAygqKtJ97e2330bbtm1x+PBhN4MeYImqy5cvx/bt21FeXo7MzEyMHz8evXv3dnuvYO0L+F6y1xBwY4PHFbrsAOpYCEj6fOM/MLw0OgDm1XGoX+dL/M4LAJzqEurBLkbFy4xzT5AcE645R5jZuYnKJ6EoPx4MxJALsdS6anDl31+A3yejFAxrzHmIbTS6o1Dq3tS4EKtwgl8D8fmLZOTwALF4EZSiaqYE5pmv2h36ti1SupgZ1VqZ0UDfN7Fv7CZIP+cJoTAiSWP1HRzys8X7fuk3nySfnwLF2DVD9ljDxFZ2AWP0L/UhOgVE55A8vpWC5SNYlMTmmgPhM46LyG2ArzDojA3NoC/x1Y4MmEFfXl4OAGjRokUg3i5iMLxBL3YOMZ01STbSDB+AvExu5M5A/C6JgyXFG7F5x4B5eXSMp2AbGeKgxavswgS15yFKiStPmytV01zLvFaRUixDW+3v/CNQOmwX3Ax6k4UNQpU7lCqJoe68G9NWtG1UjHd1loT+uzUFvA0kZCvfX28iY5QJXEPRnreboQlJEjI+PO65OAnlzyNfdQzE/dEz6EsXawxwAZMFyKpQ9uPnwPvLuF4sjCkhWz1J4p+jRTuRCDdEMQvx+/HvpXUiGLmtaTmeqBTg488LJ7oDkPpEePYRDcRXO9KvGHrO/v37MWfOHIwaNQr33nsv7r33XowaNQpPPvkk9u/fX/8bEKGHL985S9wz5lUYMPbOW1KWpZ8SUyjDk31darlIT0WRAnmOvIhS2lxFtjHuGk2yp0PpsJInKzkCkWjMy/UMWksvugDEMvkxWZP7n0pYiljyPNRLxjy2Xqxq6wv8+ycOZu2vYpMi0cfjiUP93ZoCHiNctVvpe/TkEI2c2O0N7XnzhHdxuHXVSHHz0JEeNBj8/E0WFsp4fioLkwnU/eHa79oYdpUxzz3qUFaQ+X78HMSCVKkzJRUUCd6uxLoqPDFblGMOR8TiffJ3k64Vr7jN83XCQenm1LVAnon9Tp/P+sX0+VKujZhnZYos0YAA4LdB/9Zbb+GZZ57B999/j5qaGiQkJMBisaCmpgbfffcdnnnmGbz99tuBPFciGMiKIylAXB/ISXrmFGZwiv8bzdjQDihiPHLx80oHIBdIERC/i15RpEApOPBzrNqtdDxcttFh9axIEIl4Sg6VqWWDME+S5MeIXpmksaHvvEWDtCEGjSxNuJr9dlWz9umwSvHCxi3WF3D4JNpkARAjSTmeZnHmheOCO8kONmIytRwfLiW8IwbMOI5jEnyAkghqVKp2Q4n15/UhVgfm/pQuVmqHiH0hv4ZywmdraTwCgGj9QoFycT4H8+6fnyK1qUeUscFVA2UF0OG5EF44oB2jVA4SkzrJ3FUN+R7W11+Fsphd6WLFsVizn903nnMDsBUHXhcnIZutuoRL8cUmwC+DfufOnfjkk0/QsmVL/OEPf8CqVauwevVq+fdDDz2EVq1a4ZNPPsHOnTsDfc5EIBFLSXfaB3R3At1r2f/2AsgDkbbjM0IFS48qJGbFC2xOklRjBK8OL0jBz59PasQEzUB5n7hykCjzlpCtfJ6eEacnXxgJ6N2v5MnSRFLi/MPshysROaxQlGAsbNA3SufdEE996WJhYiJ4HuX22UhVo3CDT9RM8VDJ5AIsbIIbYED4GVxciaT4eY1UJQBTDAsVcFUqkomhkGT1hrZvF50+sgKaOTD3xzobumE1fNLMPbSqcNBaJWxNvNaVO6SQRTNUFbfhVKqem+IUB084ThZFPDlIojuylU7e16oUliQvvTcjuKlXxrRFF0WcJYoDxDpbvcorrvA1l36zHvwy6D/77DPExMTg+eefl9VmOBaLBTk5OXjuuecQHR2Nzz//PGAnG87k5uZiypQpqp/PPvss1KelLrThcbarU1bZCMvh2uU23pm1fV3ZJnt64tn/5hTmBT7/iNJJcMNfK6PoTwiE2DmVLlYqD9pWK59ZtVv5PEjJriYLZF3hcFC68AdPy6Od9glV/zS4KqGS83SWMG+2EfDFUy8WFtPiqhImLBLhUHI+EPDnS5xoc4xm4PoD7x9lnXOpirgpXvnu6fNZXlLVbuNMUksXq/tGQO30kduqlAvgtAXIsWPWD32p3MEUa2oO6J+rqFVvWyv1qS73FVlAmTi7KgFXnaIKY5Rr31A8OUi6/qQONxInZOZkpR/1JAHa1JLHoi0hF94TC2y6PO/Lv1c4T8wCiF9JsWPGjMHll1+OJ5980ut+Tz31FH744QesXr3a7xMMdwyfFKtShpHgyTTekp7CKWFNVmuoZp4LboABvn3XhiAmTALu11arqCAmbvFt2r+Nfn0DgaodmoCkMWxQss5WVIlkzEB3rTpQCPHWduTvZQKT33MAcb2lcAvpO4mJ0uGWtOYP4vXinniuyMHbPlfbMsWHp/JP4Th1Qrv2f47RFH/E51CbpCr2V3VnIQsMwOX/+Xt6dvj2up+hMuiiOwDOcuV/nkxrTmLnJgshmMGet1q2H1cU0lsNMMq1DySe2hVPytdTegsVem3ALYE5Sl3sDAjPfsFPgpoUa7fbER8fX+9+8fHxsNvt9e5HhBA57lCH+gpcGC0ZxVMYkFg6umKTFOYixbK6qtUVPBvyffQ+TwyxEcumy7iUhFC+bCgmifJzMMIKSFMiV6j8Jwv7ylipeAbbvg5VG00aHbLT1MVb20mdCTkEwJzEJiKd9ikrRpyke5pPUqzYtuU8l3jlOeDhOK6a8F1O5wmattXMOKnYJP2/Vt1fGK0AnOj1TJur7wVPnankuJgSGnf+np4duU6H1gA3KaubrmrIfXjqTNZnmBKk/ZyAuYXSp6TPF17T+c6RhrZdlS5m7dA6W0rGllYx6vvuTRFaq20DpYt1Vu7MzCnHjflw7ReCjF8G/SWXXIIjR46gulp70RWqq6tx5MgRXHLJJX6fHNEEJE9WZr6ccM3692QEiyoNrmpp5m+HnCSkp7Dh7+fxgbxiE3B+mhRis0t9nF6cvl7cqpEG+mDBv3flDvftPAQMYG2UD86hVv3xNMhpw62OJ0qynNJkxGkD8sxsu4wUi9yckqPFtp08WXkmz09hnmyebBmukxy5XL00kXOWCLkyGrUwozlGxPAa0bEAQNZtL5quhDemzw/O+csTYQ1Om1Ih1BQPVR8OCBNls7o6N3fqaB0sJotxrn0gEdsVr/+hUrNzsefOlwrHwXQs6fWlsgNORAi5dJZSmI0H/DLob7zxRpSVlWHu3Lk4e/as2+vnzp3Dc889h4sXL+Kmm25q9EkSQSZ5MpSYNel3qBNe/cGTEcxVGjzJw7mq/eu09D6Pf4Y8aYC6mAzAjDyejCsmLonnYLSBPljw721b61mx6PzDbHLE1WBCqWrA9bHFGGN5+1TlO1hnK6tCqJNieoVJpKtKMlolmU7nheazIqNt27I3ziWpp0j3vXxDeCr/yMpMTsjJ3GLibzgZIryPEp08rko2AXfalETFQKNVbOE4S1iicUK22ovrLJE0y6slydvX1X2nKHwgT56jWEGvcBzrPOHJQHYrYAg2+anPAx9sx5LehIHfK1UcPUcK8QpndaIg4lcMfU1NDWbOnIkff/wRZrMZXbp0QXp6OgDAarXi5MmTcDqd6Nq1K5577jnExcUF/MTDBUPH0ItxkTz20GSRpL0iKJ5X73uK8O/sTwEnbdU+XglVJLoDABNL7uKvaa+tpxjbSEcbm1tfERhOU7dNfn/EcvE8LEFV1EVSLbGtgRwjH9dHv8YD/w5i4SGjF28LBqeula5PLORJj0i4Ff4pXcwmoQAUY1T6Tp6qnIYD8n0CVEUHg/Us8mcOTri1Cb1K4By9uHHVMyoUFuQGZaSMdXqx84XjdMY9M5v0yCswIep79MY9vb6WI+baNKN+Mqgx9HFxcfj73/+OnJwcREdH48SJE9i1axd27dqF/Px8REdHIycnB3Pnzm3Wxrzhkb2jXCdZikfkZbPDyZOkRfQ8iGok2sqx8tKtwz91GbEwV/HzgkKHiQ3ecX2Yhz4qTf3ZWjUTHqoTqQo3nuD3JmOlu2KRnlIFl5traFEnf+HtyLYKgIMNMGKMMX+GXNWQjfmq3ZCr35pTJPlXibg+7soMcv5AMzLmxeeT12Uwt/Ac5xxOJE+WwjqiwBIzpefenBK+xjygbsdyX6ajgBYoeJ+o2yZ0Yus5XCKYh+zx+H8A7J5Ix3JHQjiGdXlCz6PuNu4BiL5Ucj7x7Q4l9LRwnP99a0Nj7rXjXulioa+tEkKkpPtrim8eK9d+Eu3vgQkJCXjooYfwv//7v/jxxx9RUsK8aSkpKejSpYtPSbNEiFB5rAWvMQBmiESAp1BcyuPfQ/6+APvOdmZoawukNETxhit18L+TJwMndyvylHwgqdnPOiZe8dS2GsjfxKTTqnazc6uwKVr44XztAwX3xOgpoRRNZ8b1+Sls32BdL1UMsQQ35Pk51p1mMnh8YOIhVNwjyA14AIj9H2bAim2LJ0Q3J7Tyc/x6yROmJHcFqHAiYyWAlVIYiKQGE665Sd7QhrYEEt4uxJBEGUH1ymRhhh5XbqnarWiUsx2U/ClTnBJnX3caqEJkeOY52r5ELOAmert5GKgcDir5dutOKzaBOHb6it64K46nfB/+t3bsFcMYk8YoE+DSfurjCF38rhTLiY+PR48ePXDTTTfhpptuQo8ePciYNzJirG/Vbo3mczRkL2O4GxhaT4VcsdEB1WBQs1/ysJcBF5YAedHMWPQlnpl3VGlzlSQyQPG+y3KFABDLZBjlIkpSshyPHRe16ZtDHHV9iAMDLw0PSJUfp0oSdADg8u96+epJ4u2IF9SJ66N4/KyzhSqftcrKAZ8su6oBmNn583urzRVormgTY3npeh6vnZDNrlVCdnj2Rbx9yZg87Rk+8Psjxzab2bNYOC44nyfmWqgUw0SzxcT6Al6kjLcpVb4Uz1uRfsxJyneJNANR26/xFeSoNLWnW4spXupnTQDM7g4uX73ueisEYl+u/Vus0F66WJqUgZ0D19IPJ4nsENNog54IM+QEmShFNhFg/5uTEDFhH9rEO9ta5bW4a3TCORxKWXNXJWTpSW9oE3oKx7EJQfkGYScplAm1bKIgxlKbLGzyxJO1Im35tzGIVVhta6CsIkmxs6YEyJ43X6+XtiJhQwzr1CeA7i4mOSkiTojNSSzhjoex8aRY2yqm221OAeJ6wae2FenoJX27VViVZB/DLWmxcJxS7VguLOUM/0kcv2dtX1XqbHApzsbgi8EoFkwyt4YsOyxWhHVVMo9z5Q5hom2CSvKW9xeRKjqg7ddEGeWMlUwSWKzMzTHFS8nCOpXhG9JX6l1X0cjX/s3HvsJxUggQd7Y52TNUOK75STg3Ap9CblatWtWoDxk71kMVyGZEbm4uzGb1/CknJwc5OTnB+UBPs1oediJ64fkyFw//iDSDsnSxOsHGYQWyKupJvHQoagjaxFexCq24DMirwroqwQYcXnjFLGwXiEpjnSxPZKraHVnLvw1F22aTJ0teTqmTd1VLRZm+Y+oUDY1H1gvz8NbWuaINXGxwsc5m9z9xMLvXiYPZOZTyAlg2/cqnAAA7k1vjBaUiYdIcaMTrjRjIhpo4mBvZUycX7RH6lLS5zMDkqw2RBH8WG1vZVy9MQ0SvEBmXBHXDJa3ESmNt3DVA6wcUsQLuuT+Zadx21Bi0/ZpejLo82ZFW4/k4J/ddmrwIX/pKb2jDgMRQHF5Qj4+dAJSxE2x724UUbuMjPqncDB8+HCaTCQ0RxDGZlKWdDRs2eNkzsgmZyo2nSnF62yNdZYN/P21sruz9deofx9U1xOqJJgubDHDEwebCEsEDHwWYWymqCrKnXvrNVRaSJzdfhRstem1TW9kQZvbbH+WThi7d6lVRRpQyORTPQZ4cmtjqgasaHttVpD5njUU1wZaeEa4cxAd1IyuSaNuLOZlN4viqUrip9XiC36dAfZ/6KpJzYzy6o6BUEwOgDnL1ZU/PGvcGiw4Zo7ejQKK9tuJYzxP4xVwfTiCqsNbX38rPu5nJ96rGYun+mhJYrYNm3lf6akf65KG/7777GvThxcXF2Lx5M2pra1WGPdGEeJpV8+1cJSQhW1GZ4JnukfbwiNdC7NQqbFANBHF9gJqDYN6BWOaB5dfIJg3UogdW9CgWTZfkPjkOpbOK682ucUK24g0RO8zmqnCjha8eiZ5M7SqSU7pnzhI2IGgHHm+DSEOTT1NnCh5jjkOI34cgrcdX31xs+Tp9vmQ4nIOq/LwpvlmVLPcfl1IJ1CQppTXWUxhs5GTtKmaIOEulFzzIK4Y7zhIgL4oZY41xRHh7LrUhonwbN0Kj2ytyxKYEIPYKoOYAgGjmvJETrkuYAS+GkRi1HQUS7bUVx39Rqlqc+DhLAmMH8IlT0XQ2KfPksDK3ZqFUNiESxBQDRLVXcpWMvDJnIHwy6O+++26f3qy0tBQffPABvvzyS9jtdlgsFgwfPrxRJ0j4iadOkm87/whYfO/P0F+6jCA8dWryREZCpRVex4xvZwkzMuP6KMvLoq6xGL+pi5N9DvcEca+E2GEa3VBpKjxNbORCPdw7Li3H8gRi8d7yQeT8VPa/nrGv1bz3huxtj4K8DMxl9JylwiAkyVTyZGeuwiMmoUWlRb5HsDGkzZUKclUrSiQ8kfH8I0xRxejXz1UNOQmTw+tQRMrzraq34ZQmtEFaWdQ6YwD1qqbsJJGuec137O/o9uq2wkPiuIJYczcM5Xh5SLkHZ9gKszwJ9QOtMyUhm9kX/FmwrYGqnfDVkoRspb/mmOIVB4+rGqjT6esJNwKSFFtWVoYlS5Zg0qRJ+OyzzxAdHY177rkHb7/9NsaNC1IGPOE/xc/DfYnSpGhrRyJ6uvRymXA9nGoPW81BoHsd8yRwlSA5nMbbKpQPA3mkJmg1FE9VCVNnQkmGjYdyvaVrK95bcV+eVAWo1Z1sq3xLspJLkDuhVPo0M+87N9w4cdeo9bK5hnLcNWhw8m5zJXky63+i0iTFDUC511JSaUN1rpsSvX7VnAJ0PR1Zz3fyZBYCZbJAXkEJ1v3Q9o38/ldsgvvk38wcLjyZXmwnzguKI6U5wx0ezlKoK7E6JYeWC0CUf3aANnlVq3+vHW/5vS3fAPUqlknJ5+N9PolF+ESjDPqLFy9i6dKlmDRpEjZs2ACz2Yy77roLb7/9NsaPH48WLVoE6jyJhuJt4EvIhmxkxF0DFk83Ri29GEmIxpxoxMnFi8zMA88HKBlx5cLOrqd1NtSdj4vFyqqOEx4rc7L6morSfIQaTxMbbkDw62ZOZtv5teUDCV+aFZP0uAKHW/lzHwqnuSUxRjEvMQDFcDMBbf/JVmFEr6wpgX0XhxVyGA43SAl3eH/FJUFtq6S43mR1IS4jK17otSdnaeTdc+6JTZ/PVh9clU13P0Q9em7kpc2V2khr5nBJyFYm7dbZGvWUZobWDpAdHi6wHAQdojPYb0/2A39PbQEqUZmMh6rKkz4Lay/ie+SnAnmxmtWsjuzceI4bophxH0kT4iDiU1KslvLycqxbtw6ffvopqqurER8fjzvuuAMjR45Ey5Ytg3GeYYvhkmIBdVKTOSnyE4R8TfrN4wlWHDOYoS5sk6+ZEKqUNFZdWju6g1KwI5xLvRsNbkhEpbGl9bheSm5C+QZlYIjuKO2zH0As0PYVtr2h4TaqJEezEiusTSwTPxsAEMPaSOJgtYKENpGWUBAT17nyhZi4x++X0TWp83TUVyLtnh9PZG2ZG2lNeT9KF0vhbNUsN8leID1bVWDOFbH9QPpfWkkVhQiaC3oJzLJsr5DfIyrLAMp1Eyti875Tdl5IAgVa20FsH4Dyd4sRSq6DKV5fYa7tP92LiUWybeIjvtqRDfLQV1RUYPny5XjwwQfxr3/9Cy6XC3feeSfeeust/P73vydj3kjohS/wWTEPJXFeaB7a5/xaeDLmucchrpewUfLGqrYBiOnMfsddo2yr2KT8H9cHqCtUXrOtZtc80rx0oYB38DXfQa4bwOU+xYTk1JlCfkQtC72p3MEGhYyVvnt7eLsxpwBwsvvMPU/mFBZqYFujkz9hl3IvViuDltfwLkK+1mlzldWYtguVasvcA2zU8LTCcZIxz0PwuE56hFG6WGnvrqqmvx/Jk6Vn3akUBXRVQjWJSroHslc4cbDUlhZF7gq0L7iq1SGnCdlQjHkzS0IVEY1t3u/yVQ+5v4vSD2/iogGuKuHvSinfSMgvMadAHfYDtqLiqYosUS8+GfSVlZVYuXIlHnjgAaxduxZ1dXUYMWIE3nrrLdx///1o1apVsM+TaCh6Ha2cXMg7P6eifR7JHV19gw7vsOwFkqFmYZKTlTs0ibJgOuLcqBSLU3ED0l4gqXLwgd1F1V8DhVwt8h6oisXUnVMKNiWNVQoUiQaVbTX7zSe1+anuS8ZatBVMAXVVXzm+XsRDl0qhVt7x9IyKhXEApXhbsKqT+ou8QudkHsjutcyIjLR7LvZjSWNCk9PAQ0J4OJbJIvXZkjc5Y6USCsRXyJorvN8xxasnxmIxsLave3A4SLH0cpiOFodSnLLutJKzJDu3rhEcX7HqQxMHswlW21clw17qN/lYqa0iS/iETwb9/fffjzVr1qCurg7Dhg3DW2+9hQceeACtW7cO8ukRAUU3xtPWfL3HfDDiqxSA4vFxlmgqIEodklz5UUjW4Z2eOYWtergq2YDSdpE6/pdoHNxQr9qtKWZTyyZUSfewe6Zr7MUouRTOEsWDzuNsfYF7+1Jn6hcJMlmEKpZmNphFd2THcZUNon7EOHme/Fixid0/2yoEpDppwBGGUo/FxSIAebXzn8xwDkVOA18BdV5kRmFWBfsRPfD8PAFF9ao5jnNapwQfh7hTJGksc1zxsCSuyIQY5tTi79F2oXryBBNYNddH1H2hba3i3Ko5IEmIAm5haHy1k8tkcrEDLh7gSSCB8EqDCksBcKt26gvr169v+JlFCCGLodci62UL8eAmi2R8RniMmqe4W22egVjEhBcI4rrhgFpaUvt+pYsVKVCYmddDfM3Icb/hhBhrzWNnTQlSfCaXkBSLEknwoimquE1pBaW+GGevxdhEeByqJrZU3DfSn7VAID4vsvyndE05RshNEc9TrFcQ1wfotM97HlOkEIq+rXCcEotdX9EhbWGqSL0PvqJ3v8TcMW2fpTc2qgp8QQm74fekxQh3W0MuqggoRcFcwmtg/9M90iXgMfQulwsulwsOh6PBPwSQm5uLKVOmqH4+++yz4H6ouByqesCkmXn6/OYxC/bkRdJ6AUQ1FXOylMQoLPk5bYo3VwwPKBzHlhu5wWFura+NTmE3jYcrNDlLlZUQlTEPQTseAGI8hD2YwMpwmAWJRG+fKSlD5JlZ0ldUGtsW3UHYUXi+YGKeKi6lSSs13hFDoQDl+ZJDAQRjnnuHQ42oriRKlnIPZXPwMoYipyFjpdI/17e6JvbpkXwffEU7FpUuVkJERWld3s86rNL4xh1dkjpY4mD1MRkrpX63ErD9i3n3tapx5hT27Ea3h9pj74Isl0n3qFH4VFjq448/DvZ5RDwLFixoWg+9OKO2zlbK1cOkrtjWHDzG2sJNopdC6w3gRUe4mkLdGdahVe1WPBLnp7BlSh6f6bygHK+n5a9XAZXwD5W2sYlNsmxrhB3MipoCAKCOLc2ffxjyAOSyg3nS7cJ7eoGHfXDlIrmAjUNIgNYppe6qZM9g24WRpXISDOT8HigFZEoXu4evmEK4yqlFrkJqUxSMeHVSgAoYhQK+Eq0d45rrfdB65LVjIa+1IXri81OlMc0lJLMCbOV5oSIVDBdzbMjPKk+WtQsroTGQC5ABOqGHMSwhV1wJP5lJq9l+EpDCUoQBEXW3uWQe+0cdf2rkQi3BwhePuaimYFulGHMA2DVco8Ri87j6pLH6SgqeKqASDUf0dpsSNCE0UWx1RKyCCJdQIEwagFSJrDHMC+WTEpGgyBCdoSjdmFPYQMcVdLguNswAHLQy4wt6qxhyYS+OSe2VDXXfJcYnmyyKahgZIsHHU5I5X4k2XI5FiNCOdeKKSuliRUkmKo2F3hRNl/rUenT7tZrzRdOV11SrlnbWJ4s5aqI8ZnR7df4DrWY3CjLoIxUxM91VCTlRD1CkGHmoSKQ/QNpOwttSODcSTl0LOZZeFf8nYYpXDJAWI4DoS1lREz2aw9J7U5E8mXX+Ko83H3wcgkykB09uVJq0xMyxK0nQnp4Bbjy0fRXyM1V3hulda8OyOOYkpltP9903eJVYc5KyjRv5MtIzyIs1GWXwV03+yZBsEjyF+sjJnveot4d68hcqvI09opIMX3F0ValVZ1Q43ScGXOGGy1OaLICzXDhGVMqBUsgRABCrXjUXBSqoz/QLMugjFR47KGOHbPjUHmNxwGLccSQ/QHqx8p7iPnmlSlmu0szk2RDFkt24EZ8+nxmVaXPZIO7NsDCqdna4401qLSpN/5ia/Tq68QBg8vwMiPePGwymBKhiSkW4odkcJGEDiRiTfjKTbetWLHj8hOQ5rldthMFfjkM2uxuSRNOSsRLoXqfOsfBUKbw54G3sEZ8feSI0RpKTfB3u5qEUU388UVnR5O/Bc0hcdugWjOLqYqZ4KA4Yu3JefNyt2ER9ZiPwKYY+VNjtdqxYsQLbtm1DeXk5MjMzMX78ePTq1aveY0+ePIn3338fP/zwAwAgKysLEydOROfOnRu179mzZ7F8+XIcO3YMNpsNaWlp6N+/P373u98hPl7PwAgR3IOlh6sabooRkfwA+RVDyVU1pLCl7nVK1T2xo7POVvbxZEQSwSFtrhQbDwBmSTJSQqWQEkAyVgJY6V3dQxunSviGGJPOja/kyVAXaBJWy8R8l1DF3YrqVuYUYyTrEmrk8FNKulShHRerdiurzMmTWZ6YbTWU5y9KKCpWqeQlJY0Bak9ITjAhnAYAk7Z8FKrwXxFe6Ipvj2TJ1ybA0B76l19+GR999BH69++PSZMmwWw246mnnsLRo0e9Hnfy5En8+c9/xn//+1+MHTsWY8aMwdmzZ/HEE0/gl19+8Xtfq9WK3NxcHD9+HDk5OZg0aRK6d++OlStX4sUXXwz4928U3NulF3oQfan0h8kY8m9GgodXiMahbRWLL5STeST9Xe3ybc13TXWWzRteXKhyB1RdmDmJTbiss1n7lz34kuqMDK/iKVbzdHmeAHODUSxE5c3zRSsy/uFJM1sOH5QMeW3iOe/rmkJrXNsWrLMhO0fIGDEm9VUKJ9xXx0oXCwIEkuY86nQOdDGjX1uA0WSB8szWCrtXQclFcjGBidLFSl9NFbUbhWEN+vz8fOzYsQP33Xcf7r//fgwZMgRz585Feno63n33Xa/HrlixArGxsZg3bx5+97vfYeTIkZg3bx5cLheWLVvm977btm1DRUUF5syZg1GjRmHIkCF47LHHMHDgQHzzzTcoLy+HYeCdGJemFOHKHOZk9tA2t7hCb2gT3cDLuTug9j5I8YRpcyF3UHH1rxwRjURbXCiuN9se11so7lXCBienTRnIZVnBGLDBySWVO5eMRFGyTYtc+nyNZDjqTOb4uTXHON1Ao50QyeGDkoGgzVmQqwI7fC8S5i9yW1glxQ4LRjwZI8aEJtj1o1eIi8ez88q8Hs1FIb8sugOAKJZXxsfD6A7CsVI1ZfFYPo5GWlXlEGBYg37Xrl0wm80YMmSIvC02NhaDBg1CXl4erFarx2OPHj2Kq666Ci1btpS3paSkoEePHti3bx+qqqr82reyki03aSvkJicnw2w2IzraQBFMokRVQrZS5c2cwuLlojuywaghlTKbE8mTWfZ9d4cSQ69d7aj7GbiwBHIH5fDcJokAoSo9f49yzR1Wds/EpErUKQM5n9iauIyaWW2Mcfk1PeQ4UW6wSZM5vlLAK9MaJUkzEhHzF6LSFM16vlpiTg7+ORSOk9SuhBAEGameAU3oiHBEdGTxSugVm6TwN67wpi0UpSGuD+SJddVuYTw0sZh8nn8mOr64I4UmXQHBsAZ9QUEBMjIy3LTbu3XrBgA4deqUx2Ptdjvi4uLctsfFxaGurg6nT5/2a98rr7wSAPDaa6+hoKAAVqsVO3fuxBdffIGhQ4caK4YeUCeaAEr8W8ZK9hDRErF3uMfV0o/F0HOjUFbecElLjRSf2WRoS89rEyNFrf+4azy/j7k1U6HRFlTRgw826fPV0opaiTyjJGlGKlz+tWa/IhnLnRFN4eGzrYXsjZRXfqQ+39xaUfygCR0RroiFuAD9BFdAqqKuKRxV852SR+a8yCYCosHO1cnsBWwfcwpzmpERHzAMa9CXlJQgOdnd68K3FRd7LtRy6aWX4vjx46oqtXa7Hfn5+W7HNmTfa665BuPHj8d3332HRx99FPfffz/+8Y9/YOjQoZg0aZLX71NZWenTj92uTSoJAGKZZk7x82Ce5Sha5vKEHJs7RV3BUnW9zGAKOL3Y/uSdCy7cuAYUJRTRsyNq/YsrJvxeclm2tLlsohbdof7y8eJn80FJ9Bgn3eM9SZYIDKIUrxZtu+DPYSDDoEQlEN7mxIkETeiIcMTTM5I4WHFgJI2Fynh3VUtyzR0UFaroDCWW3lkKVpiqRp24Ln6Gq5pWtAKMgWJE1NTW1iImJsZte2xsrPy6J+644w4sWrQIr776Ku666y64XC6sWbMGpaWlbsc2ZF8ASE9PR8+ePZGdnY2kpCTs378fH3zwAZKTkzF06FCP5zRx4kSfvvfYsWMxbtw4n/atl8TBkldJk8zC5abIAPEML7rB1W64TrmoDMAVOZwlio6vrMxBBBUxvEUbT829tqkzFUM7Ko3tzz2s4r3z955xxRuADUx650MEDll5Yy2bQNceY4bD8URlUqZtF57aiT+I91uv2jQZJkQ4on1GrLNZv1hhU9f7KO0nKIc5lRVKuTZHobJvdAf2P5dx5e9pnc0mv7pqVkRjMaxBHxsbq+ut5gY2N+z1uP3222G1WrF+/Xps3boVANC1a1eMHDkSa9euVYXGNGTfHTt2YOHChXjjjTfQpk0bAEB2djacTifeffdd9OvXTxWLL7J06VK38CE99CYxflG6WHngTBY2UzbFKQYMH4TEQhGEglx0Qyhsw6vi8UkQ9zzwPIWq3eSdayrE/BC+esJXTsxJyj3ihnYdV6zig89pdm8D5VElqcrgI/ZpDqtUzMmlVI/VK20frPvCDZTzD7Mk6aTR6pAb6k+JcMGXZ8RNBtvE7AmXHUAdszFir2COraR7vCvnacdO6jMDhmEN+pSUFN2wGu45T01N9Xr8fffdh5EjR+L06dNITExEZmamrFqTkZHh176ff/45unTpIhvznOuvvx5fffUVCgoKcPXVV+uej8Vi8cmgDxii9i73XmkfoEB6ryINvRUMPS+sXxr3RKPh1/1kphJOxj3z3BOkTQwXJ1z+rk4VjmNGpXbQonYQXE5dK0jjSfkqF5Yo23g+kPY+BPq+8D5UlrAFmLdyFQtLqAIZKER4oX1G0uay/tNVzZwl3KNedxpK2I1JXePDVS2FODrUYY8cHi0Q09ndKUYEDMPG0Hfq1AmFhYWysgzn+PHj8uv10aJFC/To0QOZmZkAgO+//x5t2rTBpZde6te+Fy5cgNPpdDu2ro6FtIhx+CGHx3Mm3cMeTu7F5AaOWOWNBiB39LLu6XoZD1myUIIbds5StV58xkrlfjZGUUGbCEs0DaLONe/Tar5V75OfCuTFAnlmFobjbwiMXt0Bvo0LDehpclNlYCIS4GphrkplRZ8nu0ZfJtkVo6XEWUFTPioNQJRamIAjJ7R/R4njQcSwBn3fvn3hdDqxceNGeZvdbseWLVuQlZWFtDTWwKqrq3HmzBmUlZV5fb+dO3fixIkTGD58OMxm71/b077t27fHjz/+iMLCQtX+O3bsgNlslicDhoAbLVW7FUWIounuXnkagHyHrpfxSJ4MtF3ElnydF6QlYMBroajGICbCEk1HXB/lN+/T4ARgkiR546VtdshhOEXT/fssWWt+rdJXyh5KSAbNGI3iFalcEREEr+nBFb140cS6QrWDpO2rkKs313wLjx560cFITrGgYdiQm6ysLPTt2xfLli1DWVkZLrnkEmzduhVFRUWYNm2avN+JEycwa9YsVTLpkSNHsHr1avTq1QtJSUk4fvw4tmzZgt69e2P48OGqz2nIviNHjsSBAwcwc+ZM5OTkICkpCfv27cOBAwdw22231RsGFBISsgGbNBC5qinWtzGICZa+xAoSTYe8/Otkxr0p3r2NB0KJRkyMJJqO1g8AxVb2G1DLVVbukIqNafBXllcM06rYJMXrS+8V0xnotI/9XTiOVck0WXxXSiKIcKByB+AsY2OcNhldDJkBIBv0png2NurZFhRe0ySYXC6Xq/7dQkNtbS2WL1+O7du3o7y8HJmZmRg/fjx69+4t73P48GE3g/7cuXP45z//iR9//BFVVVVo27YtBg4ciDvvvNMt6bQh+wKsgu3KlStRUFAAm80m73/XXXchKspdUq2yshKjR4/GmjVrmjaGnsPjvgEW40kGqP+I1xIAEMX06YnQor0v0R2VpG+9/bSvk+Sk8dHeO57LENfLvew8AJa0l8AMbcD/++v2zIOtEtQcgFIhk/oBIsLIi4acgye2be1zKD8fUUy/nvrPoOCrHWlogz4SCLlBLw58DisZLY2hdDEric0r5tEEyRiISkO8iFraXPd27slw92ToE8ZBe+9kg0NECo8UFWfEcva+3F/t55QuFqT6PBDXh/pWIrKQV58S1KtPes8HOUOCDhn0BiHkBr04g4aDjJbGQh2YsfHHOKd7Gn4UjlOH2bT9p9roKJrOwmSSRrMCYr7eX732k58qxedLoQUqzKxKrLOE+lYisiBHh2Hw1Y40bFIsEQB4cSRzCiWjBApKjDU2/igR0T0NPzJWSqXnAcDMVs5OXcuM7/NTlOI3Vbsbdn+9th/BmDdZwJwkkuoZ9a1EpOFLXxrISsxEoyGDPpKRiyMlqWX7CCJSaahxTgNSeFK6mCXhySozDhZL7yyByvDmcnu+wtsPoLSLxMHu+5niFSdJ2lzqW4nIo76+lIegkgylYTCsyk2kkZub6yaXmZOTg5ycnOB9KCnaEIR3qLha+FG6mFVnhVNafRwthN/EAKYYJea9Zr9Sj6AhiKXqzUnurztLWL6G3msE0RwQi1emzqTQRQNABn0TsWDBgtDE0BOBhzquyIEmveGHdTbkUBfnBRYjzwt+oQ6Iai9Jy0rqN94ma2JCNa8krN03daYUk18lbZBWAFzVQF0JTQaJ5om2mrpeJXWiSaGQm0hG9D4SgYOua+RA8fNhjpMt+8f1glwxuO40YC9QF8bxhFxEajX7Lerbm1OY0c4TbOECzMlgsfNgYTcUO080V7R9J1VSDzlk0Ecy9IAFB7quBBE60uZKVSfHgg1hDmbAR3cA856bmOfeWcL2L37ec45EQjaYgS4NhbyAVPJkFk7jqlQSbPmEgcfOx3QG6n5hRXcIIhJpSI4ROUdCDhn0kQw9YMGBritBhB5LP+YlB5ghzo1zUwKYAS550rWraaWLmRpOfqpUt8ABOYSHvx8gvZ+EycK8884SFprT9SdWLRoO5t2nxGoiEqHV6LCCDHqCIAgifBCNDNEA53H0rkoAZuZJ5958cTWNq39xD350RyBpjKKYww3zqt3KMVFp6vcqXQyY4tjnmBLI6CEiE1qNDivIoCcIgiDCB+6JT8hWjGxTPNSVY3U06Lln3mGVPO4piuSkpR/gLGVG/vlH2L6pM9Vx+KKk5fmpbOIQfRmrpElGDxGJ+LsaTXLAIYFUbgiCIIjwgYfJVGxi9TUASV4yhWnGV2xiIThOm1qyknvmAffql8XPQ9Gvd7JEWO6VF40Zrr0tyvUlT6bwO4IQITngkEAeeoIgCCJ8EQvoWfqx36Z4RUeeewq1HneRhGzISa8Ak6jUC6MRtbfbLiRjhSD0oFCdkEAGPUEQBBE+8DCbtLnsf9F44J5BVzWAKEkrXvAUditmP1qvu20NZIUcgMXFiwYJDyFIyJYmBa2a7vsSRLhBwhEhgUJuCIIgiPDBW4gLN+odVrAE2SoAZmbUn+wIOMvZfomDWYx9QraUTOtU3oPH1oufwScKVWArABROQBCEwSCDvonIzc2F2axeEMnJyUFOTk6IzoggCCIC4Ma2dTYztlNnsr9dlWBedyk2vu5n5RjbKun3L1An00r76lWLFSsKU3VhgiAMBhn0TcSCBQtgsVhCfRoEQRCRBTe2nTbFc542V6nwaopnxr05GazoVClUCbAwCf+DvX48kR3Hk2wBtdeePPMEQRgMiqEnCIIgwhceryvqxCdPZio1cAKuGrafuSWLnzcnCwdzQz5Kvc1VyZJqbWsVzXrSmScIwsCQQU8QBEGEP9pEvNSZTG8eTvabF4QCWJx8XB8w73w0KxJlskj7x7DtJgsrTmWyADCrK8cSBEEYDAq5IQiCICKPyh1SHD1YcixPlnVVMoO+0z6mXFN3GnDZwfxbmhCcqt1KyI5YOZYgCMJgkIeeIAiCiDxsq9X/152WVG8ERK+7KV6qOpvA/ndVsmOcJYqHnyAIwqCQQU8QBEFEHtwwVyW9uphxHtMZyDMpajeIAlqMYH+2GAF1TD1YHD4lwhIEYWDIoCcIgiAij/T5zOMed416u6sGqDmg3tZ2IQupqTvNVG3MrVhYTnQH9npcr6Y5Z4IgCD+hGHqCIAgi8uAe9fNT1dvjemkM+hhlXy5/6SxhkwGOwxrUUyUIgmgs5KEnCIIgIpPi56EqHGWyALXHoNKdB5j6TfHzSky9OYXFzKfOVKQwCYIgDAx56JsIqhRLEATRxPCiU3Wn2f9c9UaFQ9mHV47l3nleEZbi5wmCMDhk0DcRVCmWIAiiiUmezH6OJ3ow5k1AXG/AXiDpzYOp3YgTgeLnyaAnCMLwUMgNQRAEEXmULmY686WLWYIsTO77RHdg8fHOEpYs66oEnKWAdTYLvzGnsJh6XpCKIAjCoJBBTxAEQUQeWg9720VQjHqTe5x80j1gcpUuZuBXbALMSezv4udD9z0IgiB8gAx6giAIIvLQJrRyoz66I/vdrVgJyen6E5CxkslXip58SoolCCJMoBh6giAIIvLgxnp927SvA+pkWIqfJwgiDDC0QW+327FixQps27YN5eXlyMzMxPjx49GrV/1FPk6ePIn3338fP/zwAwAgKysLEydOROfOnRu1L99/1apVOHbsGGpra9GuXTsMHjwYw4cPb8S3JQiCIJqU0sVA0XTAVQ0kjWZeeoIgiDDE0CE3L7/8Mj766CP0798fkyZNgtlsxlNPPYWjR496Pe7kyZP485//jP/+978YO3YsxowZg7Nnz+KJJ57AL7/84ve+APDtt99ixowZKCsrw+jRo/GHP/wB1157LYqLiwP63QmCIIgAIibJcoqfl9RvnIBtrbKNx94TBEGECYb10Ofn52PHjh2YOHEiRo4cCQAYOHAgpk6dinfffRfz5s3zeOyKFSsQGxuLefPmoWXLlgCAm2++GZMnT8ayZcswa9Ysv/atrKzESy+9hGuvvRYzZ85005UnCIIgDAYvGsUrwIoylKkzBQ/9Pco2HnJDEAQRJhjWIt21axfMZjOGDBkib4uNjcWgQYOQl5cHq9VzKe6jR4/iqquukg10AEhJSUGPHj2wb98+VFVV+bXv119/jQsXLmDChAkwm82orq6G0+kM1FcmCIIgAo1YWEqb4Jo8GciqALo7lHAbniRLsfMEQYQRhjXoCwoKkJGR4VaMqVu3bgCAU6dOeTzWbrcjLi7ObXtcXBzq6upw+vRpv/b9/vvvYbFYUFxcjMmTJ2PUqFEYPXo0Fi1ahNraWq/fp7Ky0qcfu93u9X0IgiCIBsCVatLmuhvqemE4fHt+KvshDXqCIMIAw4bclJSUIDk52W073+YtZv3SSy/F8ePH4XA4EBUVBYAZ7vn5+W7HNmTfs2fPwuFw4Nlnn8WgQYNw33334fDhw/j0009RUVGBGTNmeDyniRMn+vS9x44di3Hjxvm0L0EQBFEP3pRqPFWDtc5m4Tl8H/LWEwRhcAxr0NfW1iImJsZte2xsrPy6J+644w4sWrQIr776Ku666y64XC6sWbMGpaWlbsc2ZN/q6mrU1NTg9ttvx0MPPQQAyM7ORl1dHTZu3Ih7770X7du31z2npUuXuq026KH3nQmCIIggUG+8vJli6QmCCAsMa9DHxsbqhp9wA5sb9nrcfvvtsFqtWL9+PbZu3QoA6Nq1K0aOHIm1a9ciPj7er335Z/br10/1ef3798fGjRuRl5fn0aC3WCw+GfQEQRBEE+HJe582V61FTxAEYXAMa9CnpKTohtVwz3lqaqrX4++77z6MHDkSp0+fRmJiIjIzM7Fs2TIAQEZGhl/7pqSk4Oeff0br1q1Vx7dq1QoAUF5e3rAvSRAEQRgPscCU+D9BEIRBMWxSbKdOnVBYWIjKykrV9uPHj8uv10eLFi3Qo0cPZGZmAmBJrW3atMGll17q175du3YF4B6/X1LCYi1FpRyCIAgijCE9eoIgwgjDGvR9+/aF0+nExo0b5W12ux1btmxBVlYW0tLSALC49jNnzqCsrMzr++3cuRMnTpzA8OHD69WP97TvjTfeCADYvHmzav8vv/wSUVFRuPLKKxv0HQmCIAiDwtVxKIaeIIgwwLAhN1lZWejbty+WLVuGsrIyXHLJJdi6dSuKioowbdo0eb8TJ05g1qxZKnWYI0eOYPXq1ejVqxeSkpJw/PhxbNmyBb1798bw4cNVn9OQfbt06YJBgwZh8+bNcDgc6NmzJw4fPoxdu3Zh1KhR9YYBEQRBEGGCN3UcgiAIg2FYgx4AcnNzsXz5cmzbtg3l5eXIzMzEnDlz0LNnT6/Hpaamwmw2Y926daiqqkLbtm0xfvx43HnnnbI0pT/7AsCUKVOQlpaGLVu24D//+Q/S0tLw4IMPYsSIEQH97v5it9vxwQcfYNSoUaSYQ8hQuyD0oHZB6EHtgtCD2oWxMblcLleoTyKSqaysxOjRo7FmzZomUblp6s8jwgNqF4Qe1C4IPahdEHpQuwgNvl53w8bQEwRBEARBEARRP2TQEwRBEARBEEQYY+gY+kgiNzfXTV0nJycHOTk5ITojgiAIgiAIIhIgD30TsWDBAixatEj1E+nG/GeffRbqUzDEOQDGOQ8jYIRrYYRzAIxzHkbACNfCCOcAGOc8jIARroURzgEwznkYASNcCyOcgwgZ9ETQMEJjN8I5AMY5DyNghGthhHMAjHMeRsAI18II5wAY5zyMgBGuhRHOATDOeRgBI1wLI5yDCBn0BEEQBEEQBBHGkEFPEARBEARBEGEMGfQEQRAEQRAEEcaQyk2Q4XW7Kisrm+Tz+Oc01ed5w+l0hvw8jHAORjgPahfGOwcjnAe1C+OdgxHOg9qF8c7BCOdB7SI058A/o746sFQpNsj8+uuvmDhxYqhPgyAIgiAIgghTli5dijZt2nh8nQz6ION0OlFSUoKEhASYTKZQnw5BEARBEAQRJrhcLlRVVSElJcWtnpEIGfQEQRAEQRAEEcZQUixBEARBEARBhDFk0BMEQRAEQRBEGEMGPUEQBEEQBEGEMSRbaWDy8/OxdetWHDp0CEVFRUhKSkJWVhYmTJiAjIwMt/1PnjyJVatW4dixY6itrUW7du0wePBgDB8+XLWf3W7HihUrsG3bNpSXlyMzMxPjx49Hr169muqrEY2gIe3i7NmzWL58OY4dOwabzYa0tDT0798fv/vd7xAfH6/al9pFeHP69GmsWrUKJ0+eRGlpKeLi4tChQweMHDkS1113nWrfhtxrahfhja/toqHjDbWL8KYh/YXImjVrsHz5cnTo0AGvv/662+vULkIHJcUamOeeew4//PAD+vbti8zMTFy4cAGffvopqqur8eKLL6Jjx47yvt9++y2eeeYZdOnSBTfeeCMSEhJw7tw5uFwuN9nMefPmYdeuXRg+fDjat2+Pr776CidOnMDcuXPRo0ePpv6aRAPxtV1YrVb88Y9/RGJiIoYMGYKkpCTk5eXhq6++wvXXX4+//OUvqveldhHe7N+/H5988gm6d++OlJQU1NTUYPfu3Th69CgeeeQRDBkyRN63Ifea2kV442u7aMh4A1C7CHca0l9wfv31V0yePBkmkwnp6em6Bj21ixDiIgzLsWPHXLW1tapthYWFrt/97neuF198Ud5WUVHhGj9+vGvu3Lkuh8Ph9T2PHz/uGjp0qOvDDz+Ut9XU1LgmTZrk+tOf/hTYL0AEBV/bxZo1a1xDhw51/fTTT6p9FyxY4Bo6dKjLZrPJ26hdRCZ1dXWuP/7xj66HHnpI3taQe03tIjLRaxe+9isuF7WLSEWvXYi88MILrlmzZrlmzpzpmjJlitvr1C5CC8XQG5jLL78cMTExqm3t27dHhw4dcObMGXnb119/jQsXLmDChAkwm82orq6G0+nUfc9du3bBbDarZt+xsbEYNGgQ8vLyYLVag/NliIDha7vg1eVat26t2jc5ORlmsxnR0UrEHbWLyCQqKgpt2rRBRUWFvK0h95raRWSi1y587VcAaheRil674Bw5cgS7du3CpEmTPB5P7SK0kEEfZrhcLly4cAEtW7aUt33//fewWCwoLi7G5MmTMWrUKIwePRqLFi1CbW2t6viCggJkZGTAYrGotnfr1g0AcOrUqeB/CSLg6LWLK6+8EgDw2muvoaCgAFarFTt37sQXX3yBoUOHqmLoqV1EDtXV1SgrK8O5c+fw0Ucf4cCBA7jqqqvk1xtyr6ldRA71tQs99PoVgNpFJOFLu3A4HHjjjTdw2223ITMz0+N7UbsILZQUG2Zs374dxcXFuPfee+VtZ8+ehcPhwLPPPotBgwbhvvvuw+HDh/Hpp5+ioqICM2bMkPctKSlBcnKy2/vybcXFxcH/EkTA0WsX11xzDcaPH4+1a9fim2++kbffc889mDBhgup4aheRw5IlS7Bx40YAgNlsxm9/+1tMnjxZfr0h95raReRQX7vQQ69fAahdRBK+tIuNGzfCarXi2Wef9fpe1C5CCxn0YcSZM2ewePFidO/eHQMHDpS3V1dXo6amBrfffjseeughAEB2djbq6uqwceNG3HvvvWjfvj0AoLa21m1ZFWDLYvx1Irzw1C4AID09HT179kR2djaSkpKwf/9+fPDBB0hOTsbQoUPl/ahdRA7Dhw9H3759UVJSgp07d8LpdMJut8uvN+ReU7uIHOprF1q89SvULiKH+trFxYsXsWLFCowePRqtWrXy+l7ULkILhdyECaWlpXj66adhsVgwc+ZMREVFya/xh6Vfv36qY/r37w8AyMvLU+2r14nzB42/FxEeeGsXO3bswMKFC/HHP/4RgwcPRnZ2NqZNm4aBAwfi3XffxcWLF+V9qV1EDpdddhmuvvpqDBw4EE8++SSqqqrwzDPPwCUJmjXkXlO7iBzqaxci3voVgNpFJFFfu1i+fDlatGihcgB5gtpFaCGDPgyoqKjA3/72N1RUVOCpp55Camqq6vWUlBQA7smPfDZdXl6u2re0tNTtM/g27XsTxqW+dvH555+jS5cuaNOmjWr79ddfj5qaGhQUFMjbqF1ELn379sWJEydQWFgIoGH3mtpF5KJtF5z6+hWA2kUkI7aLs2fPYtOmTRg2bBhKSkpw/vx5nD9/Hna7HQ6HA+fPn4fNZpOPpXYRWsigNzi1tbV45plnUFhYiDlz5qBDhw5u+3Tt2hWAe3xaSUkJAKgSmjp16oTCwkJZAYVz/Phx+XXC+PjSLi5cuKCrdlRXVweAJTpxqF1ELtw7xu9tQ+41tYvIRdsu+Lb6+hWA2kUkI7aL4uJiOJ1OvPnmm3jwwQfln+PHj6OwsBAPPvggVq9eLR9L7SK0kEFvYBwOB/7xj38gLy8PM2fORPfu3XX3u/HGGwEAmzdvVm3/8ssvERUVJaudAGz27XQ65SQYgFV227JlC7KyspCWlhaEb0IEEl/bRfv27fHjjz+6eeB27NgBs9msUiugdhH+XLhwwW1bXV0dtm7ditjYWFx22WUAGnavqV2EP762C1/7FYDaRSTgS7vo0KEDZs2a5fbToUMHpKWlYdasWRg0aJB8PLWL0EJJsQbmnXfewTfffIPrrrsONpsN27ZtU70+YMAAAECXLl0waNAgbN68GQ6HAz179sThw4exa9cujBo1SrXMlZWVhb59+2LZsmUoKyvDJZdcgq1bt6KoqAjTpk1r0u9H+Iev7WLkyJE4cOAAZs6ciZycHCQlJWHfvn04cOAAbrvtNmoXEcbrr7+OyspK9OzZEykpKbhw4QK2b9+OX375BQ888AASEhIANOxeU7sIf3xtF772KwC1i0jAl3aRkJCA3/72t27HfvzxxwDg9hq1i9BicullxBCG4IknnsCRI0c8vv7JJ5/If9fV1eGDDz7Ali1bUFJSgrS0NOTk5GDEiBFux9XW1mL58uXYvn07ysvLkZmZifHjx6N3795B+R5EYGlIu8jPz8fKlStRUFAAm82Gtm3bYuDAgbjrrrvcEt2oXYQ3O3bswObNm/HTTz/BZrMhISEBXbt2xdChQ3H99der9m3IvaZ2Ed742i4a0q8A1C7CnYb0F1qeeOIJXLx4Ea+//rrba9QuQgcZ9ARBEARBEAQRxlAMPUEQBEEQBEGEMWTQEwRBEARBEEQYQwY9QRAEQRAEQYQxZNATBEEQBEEQRBhDBj1BEARBEARBhDFk0BMEQRAEQRBEGEMGPUEQBEEQBEGEMWTQEwRBEARBEEQYEx3qEyAIIjwZNmxYg/ZPT0/HkiVL5IqUb7/9Ntq2bRukszMG1dXV+O6777Bv3z4cO3YMRUVFMJvNuOSSS5CdnY0777wTCQkJPr3XX/7yFxw8eBAAsHTpUrRp00b1+uHDhzFr1iyPx2dlZeHFF1+s93OOHDmCWbNmweVyYdCgQR5Ltufn52PdunX44YcfUFZWhvj4eHTs2BGDBg3CLbfcApPJpNp/y5Yt+Pbbb3Hq1ClcuHAB1dXVaNmyJbp3744RI0bgiiuu0D2Xbdu24eTJkygpKUF5eTni4+PRqVMn3HrrrRgwYIDb53hD22ZnzpyJvn37yv+/9NJL2Lp1q9txFosFl112Gfr374877rjDrcryli1b8Morr2DgwIF4/PHH3Y7/5ZdfMHv2bJSUlGDIkCGYMmUKTCaT/Cz8/e9/x5VXXinvr63aajabkZCQgJYtWyIzMxNXXXUVbr75ZiQmJvr83X2Bf3/t+RiNadOm4dSpU/L/Y8eOxbhx40J4RgQResigJwjCLwYOHOi27YcffsC5c+fQqVMndOrUSfVay5Ytm+rUDMPXX3+NhQsXAgAuu+wyXHfddaiqqsIPP/yAlStXYseOHXjuuefQunVrr++zZcsWHDx4ECaTCfUV977kkktw+eWX626vD7vdLp+vN3bt2oV//OMfcDqd6NKlC6644gpcvHgRR48exbFjx/D999/jT3/6k+qYzz77DKdOnULHjh1xxRVXICYmBoWFhdi9ezf27NmDhx9+GLfffrvqmG+++QZffvklMjIy0LlzZ7Ro0QLFxcU4evQoDh8+jAMHDmDGjBn1nq9IfHw8srOzAbBJph6XX365fL2cTieKioqQl5eH48eP48CBA3jyySd9nkicOXMGs2fPRmlpKe644w5MnjzZ52N79+4tt42qqir8+uuv2LdvH/bs2YP33nsPf/jDH3Drrbf69F6RxHXXXYdOnTrh3Llz+OGHH0J9OgRhCMigJwjCL/Q8kS+99BLOnTuHG264waPH7PHHH0dNTQ1SU1ODfYohJzo6GoMHD8aIESNw2WWXydtLSkrw1FNPoaCgAG+99ZZXo7SsrAzvvPMOevXqhcLCQhQVFXn9zMsvv1z33vjCmjVrcPbsWQwaNAhffvml7j4OhwOLFy+G0+nE9OnTcfPNN8uvnTlzBn/+85/x9ddf47bbbsNvfvMb+bXJkyfjsssug8ViUb3fN998g7///e94++23kZ2djVatWsmvDRo0CHfeeadbWzl79iyeeOIJ7NixA/3798d1113n83ds2bJlvdfntttuczOUT5w4gZkzZ+LAgQPYs2ePPCnwxs8//4zZs2fjwoULGDZsGP7whz/4fJ4AcPfdd7t5yisqKrBhwwasWbMGr7zyChwOBwYPHtyg9w13xo8fD4BNdMmgJwgGxdATBNGkpKen47LLLkN0dOT7E2655RZMnTpVZcwDQEpKCh5++GEAwJ49e2C32z2+x1tvvYWamhp5/2Bx+vRpfPjhhxg0aJCuh5/zyy+/4MKFC8jIyFAZ8wBbheDbTpw4oXotKyvLzZgHgOuvvx5XXnklamtrkZeXp3qtQ4cOuhO/9u3b44477gAAHDp0yJev12j+53/+Rw7POXr0aL37nz59Wjbm77zzzgYb855ITEzEuHHj8NhjjwEA3nzzTZSWlgbkvQmCCF8if0QlCMJQeIqhHzZsGNLT0/Hmm2/igw8+wNatW1FcXIz09HTcddddssf04MGDWLNmDU6ePAmz2YzrrrsODz74oG5Ij8PhwKZNm7B161b8/PPPcDgcyMjIwC233IKhQ4e6xUI3JZmZmQBYmIvNZkNKSorbPgcOHMDXX3+N8ePH+xQy4y8ulwuvv/46EhMT8fvf/x7ffPONx31jYmJ8es+kpCSfP5/fh4ZM8vw5prHw1QOHw+F1P27Ml5WVYeTIkZg4cWLAz2XAgAHYuHEjjh07hi+//BKjR4/2+djNmzfjk08+QWFhISwWC3r37o3f//73Hvc/evQodu7ciaNHj8JqtcJutyMtLQ033HAD7r77brRo0ULed9euXXj++efRr18/jytPCxcuxKZNm/Doo4/Kz3VZWRnWr1+PvXv3wmq1wmw2o3Xr1sjKysLQoUPRrVs3n78fQTRHyKAnCMJQvPDCCzh06BCuvPJKtGvXDkeOHMErr7wCAEhISMC8efOQlZWF3r17Iy8vD9u2bcP58+fx/PPPq2KTa2pq8PTTT+PQoUNISkpCVlYWYmNjkZ+fj7fffltOIjWbQ7NQef78eQDMINUzfqurq7Fo0SJceumlGDlypM/ve+7cObz33nuw2Wxo2bIlrrjiCvTu3dvr9/z888/xww8/4PHHH6/XEG/bti0uueQSFBYWYvv27W4hN9u3b0eLFi3w29/+1qfzPXjwIA4dOoQWLVogKyvLp2OsViu++OILAECfPn18OiYQnDx5EgDcVlxETp06hb/85S+4ePEiRo0ahfvuuy9o59OvXz8cO3YMhw4d8tmgf/fdd/Hhhx8iOjoaV155JSwWC7799lscPnzYLe+Fs3TpUpw6dUpOyK2trUVBQQE+/PBD7Nu3Dy+++KKc3H399dcjOTkZe/bswcWLF90m2lVVVdixYwcsFgtuvPFGAEBlZSWmT5+O8+fPo02bNrj66qsRFRUFq9WKnTt3ol27dmTQE0Q9kEFPEIRhKCoqQkJCAt544w3ZG3ro0CHMnj0b77//Pux2O2bPno1rr70WADMEZsyYgWPHjuHw4cOqmO133nkHhw4dwk033YRHHnlEVgSprKzEvHnz8M0332DTpk1uiZhNxccffwyAJT7qeb1XrFiBoqIi/P3vf/fZKw6wxGRtXHFmZiaeeOIJtG/f3m3/4uJiLFu2DL/5zW90E521REVF4bHHHsPTTz+N+fPn46OPPkL79u1RVlaGo0eP4rLLLsNjjz3mcWKwZcsWHD58GHa7HefOncPJkyeRmJiIGTNmqDy9Inl5efjiiy/gdDpRUlKCY8eOwel0Yvz48ejZs6cPV8V/HA4HrFYrPv30Uxw5cgRt2rTBgAEDdPctLCzE7NmzYbPZMHr0aDnWO1hwA/yXX37xaf+8vDysW7cOiYmJmDt3Lrp06QKAGdnPPvss9u7dq3vcmDFjcPnll6tUdex2O9544w1s2rQJH330EcaOHQuATVBvvfVWfPDBB9i2bRtGjBiheq8dO3agqqoKt99+O+Lj4wEAu3fvxvnz53H99de7TbLLyspw4cIF3y4IQTRjKIaeIAhDMWnSJFVi5G9+8xt07twZJSUluOaaa2RjHmBygjwhUJT5u3DhAr788ku0adMGjz76qMoQsVgsmDZtGqKjo/H55583wTdyZ//+/di8eTOio6N1jb6TJ0/i448/xsCBA32WD7RYLBg5ciRefPFFrFy5EitXrsSzzz6LrKws/PTTT/jrX/+KiooKt+MWL16M2traBsXoX3HFFXjuuefQrl07/Pjjj9i5cycOHToEk8mEq6++Gu3atfN47LFjx7B161bs3LkTJ0+eRFJSEqZNm4bevXt7PObcuXPYunUrtm/fjkOHDsHpdGLcuHENWrloCK+88gqGDRuGYcOG4c4778SkSZOwYcMG9O/fHy+++KJuLgAAHD9+HDabDd26dQu6MQ8oylHl5eU+7f/FF1/A5XJh2LBhsjEPsJWvhx56yKP6Tp8+fdwkMmNiYjBp0iRERUW5hWgNGTIEZrMZmzZtcnuvzZs3A4AqkbesrAwAe9a1K0mtWrVCx44dffp+BNGcIQ89QRCGITo6Wtfj2q5dOxQUFKBXr166rwFMOYZz+PBh1NXV4ZprrkFcXJzbMcnJyWjfvj1Onz6Nmpoa3X2CxZkzZzB//ny4XC5MnDjRLczB4XDgtddeQ2JiIu6//36f37dLly4qIw0ArrrqKvTs2ROzZ8/G0aNH8fnnn2PUqFHy67t378Z//vMfjBkzBpdeeqnPn/X111/jlVdeQVZWFmbMmIEOHTqgpKQE69atw0cffYTDhw9j3rx5uisL06ZNw7Rp01BVVYXCwkJ8+OGHeO655zB48GBMnTpV9/MGDBiAAQMGwG63o6ioCFu3bsXq1auxb98+/O1vf/Po2fcXUbYSAEpLS3Hy5En8+9//RosWLWRDVkvnzp1x9uxZ5Ofn49133/Ualx4I6pMw1cKTefv16+f2WocOHdCpUycUFBToHltcXIy9e/fil19+QWVlJZxOJwD2zJ49e1a1b3p6Onr37o39+/fjhx9+kJOsf/rpJxw/fhxdu3ZVtdWuXbsCANatW4fWrVujT58+HidNBEHoQwY9QRCGoXXr1rqGEl+a11M84bG7olIMl3bctGmTrpdQpLy83KtBz2Ujtdx2223o0aOH1/fWUlxcjL/97W8oLy/HnXfeieHDh7vt8/HHH6OgoADTpk1TrVT4S1RUFO666y4cPXoU3377rWzQV1ZW4o033kD79u1xzz33+Px+Z8+excsvv4xWrVphzpw58vVv3749pk6dipKSEuzbtw+bN2+WlWj0SEhIQNeuXfHnP/8ZdrsdmzZtQq9evVSFnrTExMQgIyMDEyZMQFJSEpYsWYIVK1bgoYce8vn8fUFPtpKHan322Wdo0aKFrgc+MzMTEydOxNNPP40PP/wQCQkJDUpWbSgXL14E4HsCMp/0pqWl6b6enp6ua9B/9NFHeO+991BXV+fzud1+++3Yv38/Nm3a9P/t3XtMzf8fwPHnOS45J+KQ+sNliJklNdHBbCSVuYs/XGasqP4wG3OZP1gbWyaXGVubSUbkD+EkM5cMudTRMJ1EIU5zO5HjksKh3x/tc371PRenb+F78nr8ec7n1vqc7fV+v1/v18se0Cu/xX+W2QwNDWXWrFnk5uaSlpZGhw4dCAoKIiwsjOjoaLcrPkKIRhLQCyH+M362QdXTDazK7OGgQYPs1WRc+VmVlPr6eqfdQ0NCQloU0H/8+JGNGzdisViYPHmyy9l3o9GISqUiPz/f4b5KecKtW7fSqVMn5s2bR3h4+E/vreTONy1v+PjxY2pqaggICGDTpk1O71NcXMyGDRvQ6XSsW7cOaMyBttlsjBw50mmX2/Hjx3Pr1i1KS0vdBvRNTZw4kaKiIoqKitwG9E1FRkaSkZFBYWFhmwf0zmi1WpYuXUpxcTF5eXkuU2rCwsJYv349qampZGVlodFonA7c2oISfLvbpNtaDx48ICMjA19fX1asWEFISAg6nc6++rJkyZJmq2OK8PBw/P39uXbtGomJiXTs2JHLly+j0WicrhAsW7aMKVOmUFRUxN27dykrK7N3I16zZo3H74UQfysJ6IUQ7Y6/vz/QmOvd2mAvMDCQ06dPt+oadXV1pKSkUFVVxdixY1mxYoXbbqENDQ1ua50/fPgQaKxz7wklx9rZSoTFYnHZrOrdu3e8e/euWUfVN2/eADjkVCuUzz3N64b/54IrudSe6Nq1K2q12j5L/TsoZVZra2t5//69yxUUvV7PqlWr2LlzJ/v370er1f6Sjq4FBQUAzTaDu6PT6bBYLFRXVzsdBDh7DwoLCwFYvHixw/v25csXlzXwO3ToQGxsLEeOHOHy5ctotVo+ffpETEyMy3Savn370rdvX+bOncvXr1/Jy8sjMzOT9PR0CeiF+AkJ6IUQ7Y6yuc5oNJKQkPBHm1h9+/aNLVu2UF5ezsiRI1m7dq3b+vepqakuv0tISMBisZCZmWkftHjixo0bAM3ylkNCQlwOVC5evMju3buJjo5m5cqVzb7T6XSAY+MohfJ500HAzygbmltSa1+pdPM70zGUUqMqleqn+y4mTJhAfX09e/fuZc+ePXTp0sVeprEtXLp0ibKyMnx8fIiJifHonODgYCwWC9euXbNXpVFUVVVRWVnpcI4yMHOW7nb9+nW3efwxMTEcO3aMc+fO2YN4T7vadu7cmbi4OAwGAzU1NVitVnr06OHRuUL8jaTKjRCi3enVqxfR0dFYLBbS0tKcziK+ePGC69ev/9Ln+P79O2lpady7d4/g4GA2bNjQohKULWEwGKiurm72WUNDA2fPnsVgMKBSqTxOgXFHr9cD2DfZNvXgwQMMBgNAsxnVqqoqCgoKHDriNjQ0cPXqVXJyclCpVA5lM0+cOOF0pr+8vJw9e/YA/JKZb2c+f/5MZmYmAMOHD7fv63AnNjaWZcuW8ePHD3bs2EFxcXGrn6O2tpbs7Gx7b4bk5GSP91ooJVoNBkOz4L2+vp59+/Y5Dc6VdK0LFy40y6E3m80cPHjQ7f169uxJREQET548wWQyMWDAAKf15G/evOnQJRgaqz1ZrVY0Go3LFSEhRCOZoRdCtEvLly/n9evX3Lhxg9u3bzNw4EB69+7Nly9fMJvNvHz5Er1e/0uX8s+cOcPNmzeBxrSS9PR0p8fFx8e3egNsbm4uBw4cICgoiMDAQL59+8bTp095/fo1arWaxMREezWR1hg8eDBz5szh5MmTpKenc+bMGfr160dNTQ0PHz7kx48fxMbGEhYWZj/HarWybds2fH19CQoKQqfTUVtbi9lsxmKxoFarSUhIcAj2MjMzOXz4MEFBQQQEBGCz2Xj16pU9GB0/fvwvyU8/f/48JSUlzZ6/oqLC3qwrOTnZ42vNmjWLuro6jhw5QmpqKikpKQ6lSF2lXx0/fpyLFy8CjUH327dvefz4MTabDa1WS1JSkke9AxTDhg2z/+9Wr17NiBEj0Gq1mEwmOnXqREREhEMt+smTJ3Pq1CmMRiPJyckMGTKET58+YTKZ0Ov1VFRUuEzZgsZBhPIbmDJlitNjTCYTubm59OrVi0GDBqHVaqmpqaG0tNReovRXDYSFaC8koBdCtEs+Pj6kpKRw5coV8vPzqayspKKiAj8/PwICAoiMjHS6Oa8tNZ1dVoIaZxYuXNjqgH727NncuXMHs9lMVVUVNpuNnj17MnHiRGbMmNGmnTbj4+MZNmwYZ8+e5dGjRzx//hyNRsPw4cOJiYlhwoQJzY7v378/ixYtoqSkhBcvXlBWVoZKpcLf35/o6GimTp3qdLCRlJTEvXv3qKys5NmzZ9hsNrp3745erycqKsrjbrQt9c/mXJ07dyYwMJCoqCji4uLsaUeemj9/PnV1dZw4cYLNmzezefNmhg4dal+xcDXbf/v2baBxM7hGo6Fbt26MHj2a0NBQIiMj/1Vpx/j4ePr06UNeXh4lJSX4+voSFhbG0qVLOXTokMPxfn5+7Ny5k4MHD2IymTAajQQGBrJo0SLmzJlDYmKi2/sFBwfTsWNH1Gq1w3uhiIqKQq1WU1paSkVFBbW1teh0OkaNGsXMmTMJDQ1t8d8pxN9G1dDSQrZCCCGEF5oxYwYBAQFkZGT86UcBGjeaWq1WsrKy2qRE6X/RlStX2L59O5MmTWLVqlVtem1lr8eCBQtYuHBhm15bCG8jM/RCCCH+Gh8+fGDXrl0ATJ8+nSFDhvyR5ygoKMBqtdKvX792G8zbbDZycnIAmDZtWptdNysri+rqal6+fNlm1xTC20lAL4QQ4q/RtK9ARETEbw/oMzIyePToEffv3wdwqDbTHhQVFVFYWEh5eTlms5kxY8a0acqX0Wh0WpFHiL+ZpNwIIYQQv0lCQgLv379nwIABxMXFMW7cuD/9SG3u6NGjZGdn07VrV8LDw0lKSvK4m60Q4t+RgF4IIYQQQggvJnXohRBCCCGE8GIS0AshhBBCCOHFJKAXQgghhBDCi0lAL4QQQgghhBeTgF4IIYQQQggvJgG9EEIIIYQQXkwCeiGEEEIIIbyYBPRCCCGEEEJ4MQnohRBCCCGE8GL/AyFh5r3G4LGJAAAAAElFTkSuQmCC\n"},"metadata":{"image/png":{"width":756,"height":376}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835658617,"execution_millis":32,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"e2ab982f34524bd79aae081392a72065","deepnote_cell_type":"code"},"source":"period = 3.8\nt0 = 260","block_group":"238cfa2456364dc2834120620cb9b230","execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835658623,"execution_millis":66,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"5f75897870e94cacb47c7856f1d2e93e","deepnote_cell_type":"code"},"source":"lc_phased = lc_collection.fold(period = period, epoch_time = t0)\n%matplotlib inline\nfig, ax = plt.subplots(figsize = (8, 4))\nlc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'pink', markersize = 1, alpha = 0.8)","block_group":"1e556159fe724b268933364dc36bdc10","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":6,"data":{"text/plain":"<AxesSubplot: xlabel='Phase [JD]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 800x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":717,"height":371}},"output_type":"display_data"}]},{"cell_type":"markdown","metadata":{"formattedRanges":[],"deepnote_app_coordinates":{"h":2,"w":8,"x":0,"y":0},"cell_id":"3cfed7d3e50845479afdd1d6a07d2f80","deepnote_cell_type":"text-cell-p"},"source":"Other planets:","block_group":"c6870a0f83e04b7e96d7853443381cab"},{"cell_type":"markdown","metadata":{"formattedRanges":[],"deepnote_app_coordinates":{"h":2,"w":8,"x":0,"y":0},"cell_id":"40fea746194e46d4a679da0b7d03209a","deepnote_cell_type":"text-cell-p"},"source":"Kepler-69c. G-Type star, inner of habitable zone (242 day orbit). Likely to be similar to Venus. 1.7x eRadii, 2.4 eMass\nKepler-186f. 580LY from Earth. M-Type star.\nKepler-442b. K-Type star, 1206LY from Earth. Not tidally locked.\nKepler-22b. Obviously\nTrappist-1. M-Type\nTOI 700d. M-Type Star, 101.4LY from Earth. Likely to have retained a planetary atmosphere","block_group":"f9affc8c57a04997b3bdfe006e9cf826"},{"cell_type":"markdown","metadata":{"formattedRanges":[],"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"cell_id":"3e8774ff18e84242a8e3481a43c69ac7","deepnote_cell_type":"text-cell-h1"},"source":"# Kepler-69","block_group":"f7b5af7556bd44fd8ee059c47998e620"},{"cell_type":"code","metadata":{"allow_embed":true,"source_hash":null,"execution_start":1701835658945,"execution_millis":1020,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"55ff2dff45fa41d1a6d038a7b088b5ef","deepnote_cell_type":"code"},"source":"TIC = \"TIC 275573429\"\navailable_data_select = lk.search_lightcurve(TIC)[0:2]\nlc_collection = available_data_select.download_all().stitch()\nfig, ax = plt.subplots(figsize = (8,4))\nlc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'purple', markersize = 1, alpha = 0.2)","block_group":"7e337350b2e441a5b0d974705a123da0","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":7,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 800x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":716,"height":371}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835660199,"execution_millis":1582,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"ba4a5f371da148d681e14866cca63fb8","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/60\nlc_collection_binned = lc_collection.bin(bin_time)\nlc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')","block_group":"e118f4af2aca4f57b7d625fe63fda6b3","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":8,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":766,"height":376}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835662160,"execution_millis":9,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"24d9eba5064a426eb308250917c7e01b","deepnote_cell_type":"code"},"source":"period = 242\nt0 = 1695","block_group":"55f6580483f2453eb8091fd933917371","execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835662166,"execution_millis":47,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"7cbdb44549d64aef913f61b6dd8b07f2","deepnote_cell_type":"code"},"source":"lc_phased = lc_collection.fold(period = period, epoch_time = t0)\n%matplotlib inline\nfig, ax = plt.subplots(figsize = (8, 4))\nlc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'purple', markersize = 1)","block_group":"84e25a6b252b4b028ec8801afcba4ee8","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":10,"data":{"text/plain":"<AxesSubplot: xlabel='Phase [JD]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 800x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":700,"height":371}},"output_type":"display_data"}]},{"cell_type":"markdown","metadata":{"formattedRanges":[],"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"cell_id":"fa178be69c5e49d8a23847a0fc3c08d3","deepnote_cell_type":"text-cell-h1"},"source":"# Kepler-22","block_group":"8bb9816497f447a5ac65af4a7c80b7c0"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835662440,"execution_millis":133,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"db1649ccd11247c59c304435c8348c8e","deepnote_cell_type":"code"},"source":"TIC = \"TIC 275573429\"\navailable_data_select = lk.search_lightcurve(TIC)[0:2]\nlc_collection = available_data_select.download_all().stitch()\nfig, ax = plt.subplots(figsize = (8,4))\nlc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'purple', markersize = 1, alpha = 0.2)","block_group":"ac87dfce36f44928b017707e70437bd8","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":11,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 800x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":716,"height":371}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835662793,"execution_millis":1740,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"73a47d4acba64371be3c7d1d4aaa48f5","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/60\nlc_collection_binned = lc_collection.bin(bin_time)\nlc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')","block_group":"b44d43c381ce462ca5d16833d4ecfccb","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":12,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":766,"height":376}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835664818,"execution_millis":303,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"78c3a6ec7ac8459aa4a9a7236b4afa73","deepnote_cell_type":"code"},"source":"period = 242\nt0 = 1695","block_group":"7dcabb3ae4d3401ebc268bbc473c316c","execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835664995,"execution_millis":140,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"af4ffbee80444b719194af017a259f8a","deepnote_cell_type":"code"},"source":"lc_phased = lc_collection.fold(period = period, epoch_time = t0)\n%matplotlib inline\nfig, ax = plt.subplots(figsize = (8, 4))\nlc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'purple', markersize = 1)","block_group":"4e59d652c6404ce6a4ef4cea0835b394","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":14,"data":{"text/plain":"<AxesSubplot: xlabel='Phase [JD]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 800x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":700,"height":371}},"output_type":"display_data"}]},{"cell_type":"markdown","metadata":{"formattedRanges":[],"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"cell_id":"cb3b3505fb9e43578df58f36eb770885","deepnote_cell_type":"text-cell-h1"},"source":"# Kepler-442","block_group":"624aa60d3da1440db671d0e94295a6a8"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835665044,"execution_millis":220,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"05ff7e1df06e4254ab2e052ca91a219f","deepnote_cell_type":"code"},"source":"TIC = \"TIC 275573429\"\navailable_data_select = lk.search_lightcurve(TIC)[0:2]\nlc_collection = available_data_select.download_all().stitch()\nfig, ax = plt.subplots(figsize = (8,4))\nlc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'purple', markersize = 1, alpha = 0.2)","block_group":"2200877ddaab4981a767a04db2670941","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":15,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 800x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":716,"height":371}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835665488,"execution_millis":1607,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"29b16376fe5a4bb38e06fac5dea98631","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/60\nlc_collection_binned = lc_collection.bin(bin_time)\nlc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')","block_group":"9e83c6ca84344b0b8cf9f1641e0d3370","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":16,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":766,"height":376}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835667511,"execution_millis":11,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"f02ea21eaa3c4c11a1618a100461f5f3","deepnote_cell_type":"code"},"source":"period = 242\nt0 = 1695","block_group":"a774be6ef1e54f3691a4274385c2a644","execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835667517,"execution_millis":33,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"0c0621c05f8e4c7c868ecb0cbeaf7e26","deepnote_cell_type":"code"},"source":"lc_phased = lc_collection.fold(period = period, epoch_time = t0)\n%matplotlib inline\nfig, ax = plt.subplots(figsize = (8, 4))\nlc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'purple', markersize = 1)","block_group":"c02fb3c81d9d48a9a46286bc88e6d664","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":18,"data":{"text/plain":"<AxesSubplot: xlabel='Phase [JD]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 800x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":700,"height":371}},"output_type":"display_data"}]},{"cell_type":"markdown","metadata":{"formattedRanges":[],"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"cell_id":"65db7db12b1b45328c726393dd55f118","deepnote_cell_type":"text-cell-h1"},"source":"# Trappist-1","block_group":"2ebd6d9a5b7a49fe93cfcaf5cb73c7ee"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835667780,"execution_millis":1244,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"746b382742a14db998bced93a17acb0f","deepnote_cell_type":"code"},"source":"TIC = \"TIC 278892590\"\navailable_data_select = lk.search_lightcurve(TIC)[0:9]\nlc_collection = available_data_select.download_all().stitch()\nfig, ax = plt.subplots(figsize = (8,4))\nlc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'purple', markersize = 1, alpha = 0.2)","block_group":"2882667d12d2446ba64c02c35fd04913","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":19,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 800x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":691,"height":371}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835669368,"execution_millis":11735,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"a2210976f3a94f0997e2a481f4e4661d","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/60\nlc_collection_binned = lc_collection.bin(bin_time)\nlc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')","block_group":"fb60e821d3c24183bddeee567b781e5d","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":20,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"iVBORw0KGgoAAAANSUhEUgAAAukAAAF4CAYAAADpFmdwAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy89olMNAAAACXBIWXMAAA9hAAAPYQGoP6dpAAB7iUlEQVR4nO3deXwTdf4/8FfSO6VAT44KFEXLrSALSNcDhBW3XOKBIOqi8hMvcKt+F8F1RWVFwa64Huwqh6yieHGqoMgpIKgIlLNF7nK0tgXapkfazO+PyWcyk0zSNE2atH09Hw8eoZM5Ppnj83nPZz6fzxgkSZJARERERERBwxjoBBARERERkRaDdCIiIiKiIMMgnYiIiIgoyDBIJyIiIiIKMgzSiYiIiIiCDIN0IiIiIqIgwyCdiIiIiCjIMEgnIiIiIgoyoYFOQENktVpRWFiIqKgoGAyGQCeHiIiIiBoISZJQVlaGuLg4GI2u68sZpHuhsLAQEyZMCHQyiIiIiKiBWrhwIRISElx+zyDdC1FRUQDknWsymQKcGiIiIiJqKMxmMyZMmKDEk64wSPeCaOJiMpkYpBMRERFRrdXUZJodR4mIiIiIggyDdCIiIiKiIMMgnYiIiIgoyLBNOhERETUoZrMZRUVFsFqtgU4KkcJoNCI2NtZn/RUZpBMREVGDYLVa8dlnn+HHH38MdFKIXOrfvz/uvPNOt2Oge4JBOhERETUIIkAfPnw4Lr/8coSEhAQ6SUSK6upqHD16FKtWrQIAjBkzpk7rY5BOREREQc9sNisB+qBBgwKdHCJdKSkpAIBVq1Zh+PDhdWr6wo6jREREFPSKiooAAJdffnmAU0LknjhHxTnrLdak10FGRoZTe6P09HSkp6cHKEVERESNk+gkyiYuFOzEOVrXjs0M0usgMzOTbxwlIiIiIp9jcxciIqKmJncccChU/iSioMSadCIioqam+FMA1bbPJYFOTZMyfPjwGueZMmUKevTogYceeghTp05FWlqa8p0kSVi/fj2+/fZbHD9+HJWVlWjVqhX+8Ic/YNSoUYiPj9dd5+nTp7F69Wrs3bsX58+fR8uWLXHttdfinnvuQYsWLZT5nn32Wezbt093Hc888wxuuOEGAEB5eTmWLl2KLVu2oKioCAkJCbj55ptx++23a5oknThxAosWLUJ2djaqq6uRkpKCcePGoWfPnpp1r1u3Dp9//jnOnz+PxMREDB8+XLOvzGYzli9fjp9//hlnzpxBWFgYrrzyStx3331KZ00AOH/+PB566CGntKempmLOnDm12qbw7bff4osvvkB+fj6Sk5Nx7733om/fvrr7yJcYpBMRETU1MXfJAXrMXYFOSZMze/Zszd/PPPMMhg0bhhtvvFGZ1qZNG5SXlzstK0kS5syZgx9++EEJiKOionDq1Cl88803OHfuHKZPn6673d27d2P//v0YOnQoOnbsiLy8PHz00UfIysrCm2++ibCwMADAI488ArPZrFl25cqV2LZtG66++mpl2n/+8x9s27YN9913H9q1a4dDhw7ho48+Qnl5Oe677z4AwMWLF/Hcc8+hVatWmDx5MkJDQ7Fq1Sq88MILyMzMVILrLVu2YO7cuRgxYgT69OmD/fv34/3334fBYMCwYcMAAPn5+VizZg2GDBmC8ePHw2KxYNmyZXj66afxr3/9C+3atdOk+b777kOPHj2Uv6OiojTfe7JNANi8eTPeeust3HXXXejZsye2bNmCf/7zn5g1axY6d+6su699hUE6ERFRU5O8BKxBDwy9wC4xMdFpul6Q/vXXX2Pz5s2YPHkyhgwZokzv0aMHbrnlFvz6668ut3vDDTcgPT0dBoNBmda2bVv83//9H3bu3KnU1rdv395p2Tlz5qBXr15KjbvVasWWLVswevRoZbCMnj17Ijc3F1u2bFGC9D179uDChQuYM2cOWrVqBQDo3r07xo0bhx9//FEJ0j/66CNcd911mDhxIgCgV69eKC0txZIlSzB06FCEhoaiVatW+O9//4vIyEglXT179sSDDz6Ir7/+Gg8//LAmzW3btnUbRHuyTQBYsmQJrr/+eowfP17Z5vHjx/HJJ5/ghRdecLl+X2CbdCIiIqIGYPny5bjiiis0AboQEhKCPn36uFy2efPmmgAdsA8VWFhY6HK5gwcP4vz585qafkmSUF1d7TR4hslkgiRJyt9VVVUAgOjoaGVaeHg4QkNDlfnKy8tx5swZ9OrVS7OuXr16obi4GIcOHQIAREZGagJ0QK4db9OmDQoKClymX4+n2zx37hxyc3Pxxz/+UTPf9ddfjz179sBisdRqu7XFIJ2IiIgoyP3+++84d+4cevfu7bN1HjhwAACcmoqobdq0CZGRkejfv78yLSQkBDfffDO++uorZGdno6ysDLt378aGDRs0TUX69u2Lli1bYv78+SgsLMTFixfxwQcfwGAwYODAgQDkQF6SJKW5jSD+PnXqlMu0lZSU4MSJE7rpf+eddzBy5EiMHz8e//73v1FcXKx85+k2T58+DQC47LLLNPO1a9cOVVVVOHfunMu0+QKbuxAREVHjUjQPKJgFxE8FYifVfb7azusHorY4MTHRJ+urrKzEggULcPnll2vamqtVV1fjhx9+QN++fZ1qsR955BG88847eOqpp5Rpd955J0aNGqX83axZM7z66qt48cUXcf/99wMAYmJi8MILL6B169bKPDExMcjOzsbgwYOVZQ8fPgxADsRdWbRoEQwGA2699VZlWlhYGG699Vb07t0b0dHRyM7OxqeffoojR47g9ddfR2hoqMfbFJ/NmjXTbFf87S5tvsAgnYiIiBqXgllA1Qn5011A7el8tZ3XjxybrHjr7bffxvnz5zF79myX6/z1119x8eJFTVMX4YMPPsDPP/+MJ554Am3btsXhw4fx8ccfo1mzZhg9ejQA4MKFC5g5cyZat26Nhx56CEajEWvXrsVLL72EWbNmKTXgf/7zn7Fs2TJ07doVffr0wYEDB7By5Uq36V+3bh3Wrl2LJ598EgkJCcr0uLg4PProo8rfPXr0QPv27fHiiy9i+/btuP76673eZn1jkF4HfOMoERFREIqfaq/19sV8tZ3XD8TQivn5+XVe1//+9z9s2rQJzz//PDp06OByvk2bNiEmJsapic2JEyewbNky/P3vf1eGIuzevTuqqqrw4YcfYujQoTCZTPjiiy9QUlKCN954Q2lKcvXVV+Oxxx7DJ598gmeeeQaAXAN/7tw5ZGZmQpIkREZG4i9/+QvmzZuHuLg4p3T9/PPPeOuttzBmzBjcfPPNNf7ePn36IDIyEr/99psSpHuyTVFjXlpaitjYWGV9rmrYfY1Beh3wjaNERERBKHaSZ7Xdns5X23n9ICEhAW3atMGuXbtw7733er2eVatW4bPPPsOTTz7ptn17RUUFduzYgZtuukkZ6UQ4efIkAKBjx46a6VdccQUsFgsKCgpgMplw6tQpXHbZZZq23yEhIUhJSdG0546IiMDTTz+NiRMnoqioCK1bt1a2kZqaqtnGoUOHMGvWLAwaNEgZccUbnmxTtEU/ffq0pl366dOnERoaqjTZ8Rd2HCUiIiJqAEaOHIkjR47g+++/d/rOarXil19+cbv8pk2b8N577+G+++7DoEGD3M67c+dOlJWV6TZ1SUpKAgD89ttvmulHjhyBwWBQ2s0nJSXh9OnTqKysVOaprq7G8ePHlXWotWjRAikpKYiMjMRXX32Fbt26aYLjkydP4sUXX0TPnj3x2GOPuU2/2k8//YTy8nJceeWVtdpm69atkZycjK1bt2qW2bJlC66++mqnjqe+xpp0IiIiogbgz3/+Mw4cOIA333wTBw8eRL9+/RAZGYnTp09jzZo1SEpKwrXXXqu7bFZWFt544w307NkT3bt3V4YZBORaenW7bkAO6BMTE9G1a1endXXq1AmdOnXC22+/jQsXLqBNmzbIzs7GZ599hsGDByudTP/0pz/h22+/xcsvv4xhw4bBaDRizZo1OHPmDB5//HFlfT///DPOnj2L9u3bo6SkBBs3bkRWVhZeffVVZZ4LFy7gH//4B8LDwzFy5Ejk5OQo35lMJmV89/nz58NgMCA1NRXNmjVT0tWpUyfNCDWebBMAxo4di9dffx2tW7dWXmaUnZ2NWbNm1Xi86opBOhEREVEDYDAY8PTTT6NXr1749ttvsXnzZlgsFrRq1Qp9+/bFbbfd5nLZrKwsVFVVYc+ePdizZ4/mu7Fjx2LcuHHK3yUlJfjll18wcuRI3U6lISEheP755/Hhhx/is88+w4ULF5CYmIjbb78dt99+uzJfp06dMGPGDHzyySd44403YLVa0b59e/zjH/9A9+7dNev77rvvcObMGYSGhqJ79+6YPXu2ZmjFU6dO4ffffwcAPPfcc5r0dO/eHa+88goAeXjEr7/+GmvXrkVFRQXi4+MxZMgQ3HPPPQgJCanVNgHgxhtvREVFBT7//HN8/vnnuOyyyzBt2jS/v20UAAySetR58ojZbMaYMWOwdOlStkknIiKqB6dOnUJmZiYyMjLcjutNFGg1nauexpFsk05EREREFGQYpBMRERERBRkG6UREREREQYZBOhERERFRkGGQTkREREFPvOG7uro6wCkhck+co45vpa8tDsFYBxkZGU4HID09Henp6QFKERERUeMkXst+9OhRpKSkBDYxRG4cPXoUgP2c9RaD9DrIzMzkEIxERET1wGQyoX///li1ahUA4PLLL9eMe00UaNXV1Th69ChWrVqF/v371zlGZJBORETU1BTNAwpmAfFTgdhJgU6Nx+68804AUAJ1omDUv39/5VytCwbpRERETU3BLKDqhPzZgIJ0o9GIMWPGYPjw4SgqKoLVag10kogURqMRsbGxPmtlwSCdiIioqYmfaq9Jb4BMJhObm1KjxyCdiIioqYmd1KBq0ImaoqAN0svKyvDll18iOzsb2dnZKCkpwZQpUzB48GC3y2VnZ2P9+vXYu3cv8vLyEBMTg9TUVNx7771ITk52mt9iseCjjz7Chg0bUFJSgpSUFIwfPx69evXy108jIiIiInIraMdJv3TpEj755BOcOnUKHTt29Hi5L774Atu2bcPVV1+NiRMnYujQodi/fz+efPJJnDhxwmn+N954A8uXL8eNN96IiRMnwmg0YsaMGdi/f78vfw4RERERkceCtiY9Li4OixcvRmxsLHJycpCRkeHRcqNGjcLTTz+NsLAwZdr111+Pxx9/HJ9//jmeeuopZXp2djY2b96MCRMmYPTo0QCAQYMG4fHHH8eiRYswe/Zs3/4oIiIiIiIPBG1NelhYmFeDwHfp0kUToANA27Zt0b59e5w6dUozfevWrTAajRg6dKgyLTw8HEOGDMGhQ4eQn5/vXeKJiIiCWdE84EiK/ElEQSloa9J9SZIkXLhwAe3bt9dMP3r0KJKTk516iF911VUAgGPHjiExMdHles1ms0fbDwsLc7pxICIiCpgGOgQjUVPSJIL0jRs3oqCgAPfcc49memFhoW5tvZhWUFDgdr0TJkzwaPtjx47FuHHjPEwtERGRnzXwIRiJmoJGH6SfOnUK8+bNQ+fOnTFo0CDNd5WVlbo13OHh4cr37ixcuNCjcVpZi05EREGFQzASBb1GHaQXFRXhxRdfhMlkwtSpUxESEqL5Pjw8HBaLxWk5EZyLYN0VvkyBiIiIiPyh0QbppaWleOGFF1BaWopZs2YhPj7eaZ64uDjdJi1FRUUAoLsMEREREZG/Be3oLnVRWVmJl156Cbm5uXj++eedOowKHTt2RG5urlMH0MOHDyvfExERERHVtwYfpJeXl+PUqVO4ePEiAKC6uhqvvfYaDh06hKlTp6Jz584ul01LS4PVasWaNWuUaRaLBevWrUNqaqrbkV2IiIiIiPwlqJu7rF69GqWlpUqTlJ07dyr/HzZsGKKjo5GTk4Np06YpI6gsWLAAO3bsQN++fVFcXIwNGzZo1jlw4EDl/6mpqUhLS8PixYtx8eJFtGnTBuvXr0deXh4mT55cfz+UiIiIiEglqIP0ZcuWIS8vT/l7+/bt2L59OwDgpptuQnR0tNMyR48eBSAH9Dt37nT6Xh2kA0BGRgY+/PBDbNiwASUlJUhJScHzzz+P7t27+/KnEBERERF5zCBJkhToRDQ0ZrMZY8aMwdKlSzm6CxERERF5zNM4ssG3SSciIiIiamwYpBMRERERBZmgbpMe7DIyMmA0au9z0tPTkZ6eHqAUEREREVFjwCC9DjIzM9kmnYiIiIh8js1diIiIiIiCDIN0IiIiIqIgwyCdiIiIiCjIMEgnIiIiIgoyDNKJiIiIiIIMg3QiIqKmpGgecCRF/iSioMUgnYiIqCkpmAVUnZA/iShoMUgnIiJqSuKnAqEd5E8iClp8mREREVFTEjtJ/kdEQY1Beh1kZGTAaNQ+jEhPT0d6enqAUkREREREjQGD9DrIzMyEyWQKdDKIiIiIqJFhm3QiIiIioiDDIJ2IiIiIKMgwSCciIiIiCjIM0omIiIiIgoxXQXpJSYnH8+bk5HizCSIiIiKiJsurIP3xxx/Hnj173M4jSRKWLl2K//u///MqYURERERETZVXQXpRURGef/55zJ8/H1VVVU7f5+Xl4dlnn8VHH32E6OjoOieSiIiIiKgp8SpI/+c//4mEhASsXLkSGRkZOHHihPLdhg0bMHnyZBw4cAC9evXCv//9b58lloiIiIioKfDqZUbdunXDv//9b7zzzjvYvHkzMjIycM899+C3337Dli1bEBYWhokTJ2L48OG+Ti8RERERUaPn9RtHTSYTnn76afTp0wfvvPMOPvjgAwDAFVdcgYyMDLRr185niQxWGRkZMBq1DyPS09ORnp4eoBQRERERUWPgdZAOANXV1Th+/DgqKiogSRIAoKqqClar1SeJC3aZmZkwmUyBTgYRERERNTJej5Oem5uLp59+GsuWLUNcXByee+453HDDDThx4gQyMjKwYsUKX6aTiIiIiKjJ8Kom/ZtvvsGCBQtQUVGBtLQ0PPbYY2jWrBn69u2LP/zhD3j33XexYMEC/PLLL3jyyScRFxfn63QTERERETVaXtWkv/vuuzAajXjyySfxt7/9Dc2aNVO+u/HGG/HWW2+hW7du2L17N5544gmfJZaIiIiIqCnwKkjv3Lkz5s6di0GDBul+n5CQgJkzZ+L+++9HWVlZnRJIRERERNTUeNXcZdasWU6jmjgyGAy4/fbb0bt3b68SRkRERETUVHlVk15TgK7WsWNHbzZBRERERNRkeT26CxERERER+YdXzV1GjhxZq/k5HCMRERERkee8CtITEhJ0p0uShKKiIlRXVwMAEhMTvU8ZEREREVET5VWQPn/+fJffWa1W7N27F//973+RkpKCZ555xuvEBbuMjAyn9vnp6elIT08PUIqIiIiIqDHwKkh3x2g04pprrsHzzz+PyZMn4/PPP8edd97p680EhczMTJhMpkAng4iIiIgaGb91HG3dujVSU1Oxbt06f22CiIiIiKhR8uvoLhEREfj999/9uQkiIiIiokbHb0F6Xl4e9u3bh5YtW/prE0REREREjZJXbdLXr1/v8ruysjKcOXMGGzZsQFlZGf785z97lbCysjJ8+eWXyM7ORnZ2NkpKSjBlyhQMHjzYp8tmZWVh2rRpuuuZPXs2Onfu7FX6iYiIiIi85VWQ/sYbb8BgMLj8XpIkAMDAgQNxzz33eJWwS5cu4ZNPPkFiYiI6duyIrKwsvy47fPhwXHnllZppbdq0qXW6iYiIglrRPKBgFhA/FYidFOjUEJELXgXpd999t8sgPTQ0FLGxsejevTtat27tdcLi4uKwePFixMbGIicnBxkZGX5dtlu3bkhLS/M6vURERA1CwSyg6oT8ySCdKGh5FaSPGzfO1+lwEhYWhtjY2Hpd1mw2IyIiAiEhIV5tl4iIKOjFT7XXpBNR0PL5OOkN1dy5c1FWVgaj0Yhu3bphwoQJTs1fiIiIGrzYSaxBJ2oAmnyQHhoaigEDBqBPnz5o3rw5Tp48iWXLlmHq1Kl47bXXcMUVV7hc1mw2e7SNsLAwhIWF+SrJRERERNTIeRSkT58+vU4bmTlzZp2W96cuXbqgS5cuyt/9+vVDWloannjiCSxevBgzZsxwueyECRM82sbYsWPrpYkQERERETUOHgXptRlZxZG7UWCCVdu2bdG/f39s27YN1dXVLtuoL1y4ECaTqcb1sRadiIiIiGrDoyD9/fff93c6gk5CQgKqqqpQUVHhMhA3mUweBelERERERLXhUZCelJTk73QEnXPnziE8PByRkZGBTgoRERERNTHGQCegrsrLy3Hq1ClcvHjRq+X1ljt27Bh27tyJXr16wWhs8LuIiIiIiBoYj2rS586di65du2LIkCH+To/G6tWrUVpaioKCAgDAzp07lf8PGzYM0dHRyMnJwbRp05w6Z3qyLAC89tprCA8PR+fOndGyZUucPHkSa9euRUREBO6///76/LlERERERAA8DNK///57ANAN0keOHImbb74ZkydP9m3KACxbtgx5eXnK39u3b8f27dsBADfddJMSaNdl2X79+mHTpk1YsWIFzGYzWrRogeuuuw5jx45F27Ztff6biIiIiIhqUudx0iVJgiRJvkiLk/nz59c4T48ePbBq1SqvlgWAESNGYMSIEbVOGxERUYNWNM/+5lG+3Igo6LDBNRERUVNUMAuoOiF/ElHQYZBORETUFMVPBUI7yJ9EFHTq3NyFiIiIGqDYSWzmQhTEGKTXQUZGhtMQjenp6UhPTw9QioiIiIioMfA4SN+6dSuysrKcphsMBpffie/fe+8971MYxDIzM/nGUSIiIiLyOY+D9PLycpSXl9f6O4PB4F3KiIiIiIiaKI+C9Pfff9/f6SAiIiIiIhuPgvSkpCR/p4OIiIiIiGw4BCMRERERUZBhkE5EREREFGQYpBMRERERBRkG6UREREREQYZBOhERERFRkGGQTkREREQUZDx+mRE5y8jIgNGovc9JT09Henp6gFJERERERI0Bg/Q6yMzMhMlkCnQyiIiIiKiR8ShIX79+fZ02MmjQoDotT0RERD5SNA8omAXETwViJwU6NUTkgkdB+htvvAGDwVDrlUuSBIPBwCCdiIgoWBTMAqpOyJ8M0omClkdB+t133+0UpJ89exYbN25EREQEevXqhaSkJABAXl4edu/ejfLyctx0001o06aN71NNRERE3omfaq9JJ6Kg5VGQPm7cOM3fZ86cQUZGBm666SZMnDgRMTExmu9LSkrw3nvvYefOnZgzZ47vUktERER1EzuJNehEDYBXQzB+8MEHaNasGaZMmeIUoANAs2bNMHnyZERHR+ODDz6ocyKJiIiIiJoSr4L0rKwspKamIiQkxOU8ISEhSE1Nxb59+7xOHBERERFRU+RVkF5ZWYmioqIa57tw4QIsFos3myAiIiIiarK8CtJTUlKwf/9+7N692+U8e/bswb59+5CSkuJl0oiIiIiImiavXmZ05513YubMmXjxxRdx44034vrrr0diYiIAID8/Hz/88AM2btwIALjjjjt8llgiIiIioqbAqyC9X79+eOSRR/D+++/j+++/d3rZkSRJCAsLw//7f/8P/fr180lCg1FGRgaMRu3DiPT0dKSnpwcoRURERETUGHgVpAPArbfeimuvvRbfffcdDhw4gMLCQgBAXFwcunbtisGDB6NVq1Y+S2gwyszMhMlkCnQyiIiIiKiR8TpIB4CkpCTcc889vkoLERERERHBy46jRERERETkP3WqST958iTWrl2LnJwcXLp0Cf369cOECRMAAAcPHkROTg4GDhyo+8IjIiIiIiLS53WQvnz5cnzwwQeorq4GABgMBly6dEkzz/z58xEWFoZbb721bqkkIiIiImpCvGru8tNPP2HBggVISEjAs88+i//973+QJEkzT5cuXdC8eXPs2LHDJwklIiIiImoqvKpJX758OSIjI/HSSy+hdevWLue7/PLLkZub63XiiIiIiIiaIq9q0n/77Tekpqa6DdABoHnz5igqKvIqYURERERETZVXQbrFYkFUVFSN8124cAEhISHebIKIiIiIqMnyKkhv1aoVjh075nYei8WC48ePo23btl4ljIiIiIioqfKqTXq/fv3w5ZdfYvny5Rg1apTuPF9++SUuXbqEESNG1CV9QS0jIwNGo/Y+Jz09Henp6QFKERERERE1Bl4F6bfffjs2btyIhQsX4vDhw7juuusAyM1btm/fju3bt2PTpk1o1apVow5YMzMzYTKZAp0MIiIiImpkvArSmzVrhpdffhmzZs3C1q1bsW3bNgDArl27sGvXLkiShHbt2mH69OkMYomIiIiIasnrlxklJydj7ty52LlzJ3799Vfk5eXBarUiISEB11xzDQYMGMBOo0REREREXvA6SAcAo9GI/v37o3///r5KDxERERFRk+dVkL5v3z4YjUZ07drV7Xy5ubkoKipC9+7da72NsrIyfPnll8jOzkZ2djZKSkowZcoUDB482OfLWiwWfPTRR9iwYQNKSkqQkpKC8ePHo1evXrVONxERERFRXXk1BOO0adPw7LPP4uWXX0Z5ebnL+T777DNMnz7dq4RdunQJn3zyCU6dOoWOHTv6ddk33ngDy5cvx4033oiJEyfCaDRixowZ2L9/v1dpJyIiIiKqC6+CdAAwGAzYuXMnnnnmGeTl5fkyTQCAuLg4LF68GAsWLMCECRP8tmx2djY2b96M++67Dw888ACGDh2KmTNnIikpCYsWLarDLyAiIiIi8o7XQfqNN96I4cOH48SJE3jqqaewb98+X6YLYWFhiI2N9fuyW7duhdFoxNChQ5Vp4eHhGDJkCA4dOoT8/Hyv0kBERERE5C2vg3Sj0YiJEyfiscceQ0lJCf7+979jzZo1vkxbvTh69CiSk5Odhoq86qqrAKDGN6sSEREREfma10G6cMstt+Dll19GdHQ03n33XfznP/+B1Wr1RdrqRWFhoW6tu5hWUFDgclmz2ezRP4vF4rf0ExEReaVoHnAkRf4koqBTpyEYhW7duiEzMxMvvfQSvv76a5w+fRp/+9vffLFqv6usrERYWJjT9PDwcOV7VzxtKz927FiMGzfOuwQSERH5Q8EsoOqE/Bk7KdCpISIHPgnSASApKQmzZ89GZmYmfvzxR2RkZCAuLs5Xq/eb8PBw3ZpuEZyLYF3PwoULPXqjqt5NABERUUDFT5UD9PipgU4JEenwWZAOAJGRkZg2bRo+/PBDfPrppzh//rwvV+8XcXFxuk1aioqKAADx8fEulzWZTB4F6UREREEndhJr0ImCmFdB+qBBg9y+yGj8+PHo0KEDFi9eDEmSvE5cfejYsSP27t0Ls9msCbgPHz6sfE9EREREVJ+8CtKffPLJGue5/vrrcf3113uz+lopLy9Hfn4+mjdvjhYtWtR6+bS0NCxbtgxr1qzB6NGjAchvIF23bh1SU1ORmJjo6yQTEREREbnl0+YuvrZ69WqUlpYqzVF27typ/H/YsGGIjo5GTk4Opk2b5tQ505NlASA1NRVpaWlYvHgxLl68iDZt2mD9+vXIy8vD5MmT6/PnEhEREREB8DBIFy8quuqqqxAeHl7rFxd179699ikDsGzZMs3bTLdv347t27cDAG666SYl0K7rshkZGfjwww+xYcMGlJSUICUlBc8//7zX6SYiIiIiqguD5EGj8REjRsBgMOCdd95BcnKy8renVqxYUadEBhuz2YwxY8Zg6dKl7DhKRERERB7zNI70qCZ94MCBMBgMyorE30RERERE5HseBel//etf3f5NRERERES+Ywx0AoiIiIiISCuoR3cJdhkZGTAatfc56enpSE9PD1CKiIiIiKgx8ChIX79+fZ02MmjQoDotH6wyMzPZcZSIiIiIfM6jIP2NN97wqqOoJEkwGAyNNkgnIiIiIvIHj4L0u+++m6O5EBERERHVE4+CdPWbPImIiIiIyL84ugsRERERUZBhkE5ERNSUFM0DjqTIn0QUtOo0BGNeXh5++uknnDlzBmVlZZAkyWkeg8GAyZMn12UzRERE5CsFs4CqE/Jn7KRAp4aIXPA6SP/444+xdOlSTWAu/i86mYrRXRikExERBYn4qXKAHj810CkhIje8CtK3bNmCjz/+GElJSbjrrruwdetW7N69GzNmzMC5c+fwww8/ICsrCyNHjkTfvn19nWYiIiLyVuwk1qATNQBeBelfffUVQkND8c9//hNJSUk4cOAAAKBXr14AgFtvvRXLly/HokWL0L9/f9+lloiIiIioCfAqSD9+/Di6dOmCpKQkAM7NWwBg1KhR+O677/Dpp59ixowZPkpucMnIyIDRqO17m56ejvT09ACliIiIiIgaA6+CdIvFgpYtWyp/h4WFAQBKS0vRrFkzZXrHjh2xa9euuqUwiGVmZsJkMgU6GURERETUyHg1BGNcXBwuXryo/B0fHw8AOHHihGa+33//HVartQ7JIyIiIiJqerwK0jt06IDc3Fzl7x49ekCSJCxZsgTl5eUA5M6lBw4cQPv27X2TUiIiIiKiJsKr5i59+/bFzp07sWfPHlx99dXo2rUrevTogaysLIwdOxZRUVEoLS2FwWDAmDFjfJ1mIiIiIqJGzasgfeDAgejatStatGihTJs+fToWLlyIH3/8ESUlJWjXrh3uuOMOXHvttT5LLBERERFRU+BVkB4WFobLLrtMM81kMuGxxx7DY4895pOEERERERE1VV61SSciIiIiIv9hkE5EREREFGS8au4CyMMtLlu2DPv27UNRURGqqqpczrtixQpvN0NERERE1OR4FaRnZWXhhRdegMVigcFgQLNmzRAZGenrtAU9vnGUiIiIiPzBqyB90aJFsFgsuOuuuzB69Ogm+9ZNvnGUiIgarKJ5QMEsIH4qEDsp0KkhIgdetUk/fvw4UlNTMX78eAapREREDVHBLKDqhPxJREHHqyA9JiYGSUlJvk4LERER1Zf4qUBoB/mTiIKOV81d+vTpg927d6O6uhohISG+ThMRERH5W+wkNnMhCmJe1aTfe++9MBgMePPNN1FaWurrNBERERERNWle1aS3aNECr7/+Op599lk8+OCDuPLKKxEXF+c00gkAGAwGTJ48uc4JJSIiIiJqKrwK0s1mM1599VWcPn0akiRhz549LudlkE5EREREVDteBekLFixAVlYWOnTogD/96U9o3bp1kxwnnYiIiIjIH7wK0nfs2IGEhATMnj2bwTkRERERkY951XG0oqICqampDNCJiIiIiPzAq5r0yy+/HEVFRb5OS4OTkZHh1Fk2PT0d6enpAUoRERERETUGXgXpd999N1544QX88ssvuPbaa32dpgYjMzOTb1wlIiIiIp/zKkgPDQ1Feno6XnrpJdx4443o1asX4uPjYTAYdOfv3r17nRJJRERERNSUeBWkT5s2DQaDAZIkYcOGDdi4caPb+VesWOHNZoiIiIiImiSvgvSBAwe6rDUnIiIiIqK68SpI/+tf/+rrdBARERERkY1XQfqUKVPQpk0bTJ061dfpUZSVleHLL79EdnY2srOzUVJSgilTpmDw4MEeLW+xWPDRRx9hw4YNKCkpQUpKCsaPH49evXpp5svKysK0adN01zF79mx07ty5zr+FiIiIiKg2vArSc3Nzcdlll/k6LRqXLl3CJ598gsTERHTs2BFZWVm1Wv6NN97A1q1bMWLECLRt2xbff/89ZsyYgZkzZ6Jbt25O8w8fPhxXXnmlZlqbNm3q9BuIiIiIiLzhVZDetm1bFBcX+zotGnFxcVi8eDFiY2ORk5ODjIwMj5fNzs7G5s2bMWHCBIwePRoAMGjQIDz++ONYtGgRZs+e7bRMt27dkJaW5rP0ExERERF5y6s3jg4ZMgT79u3DqVOnfJ0eRVhYGGJjY71aduvWrTAajRg6dKgyLTw8HEOGDMGhQ4eQn5+vu5zZbEZ1dbVX2yQiIgp6RfOAIynyJxEFNa9q0ocPH46TJ09i2rRpuP3229G3b18kJiYiLCzM1+nzytGjR5GcnOz0oqGrrroKAHDs2DEkJiZqvps7dy7KyspgNBrRrVs3TJgwwan5iyOz2exResLCwoJm3xARURNWMAuoOiF/xk4KdGqIyA2vgvSRI0cCACRJwsKFC7Fw4UK389f3OOmFhYW6tfBiWkFBgTItNDQUAwYMQJ8+fdC8eXOcPHkSy5Ytw9SpU/Haa6/hiiuucLmdCRMmeJSesWPHYty4cbX8FURERD4WP1UO0OP9N/ADEfmGV0F6QkKCr9PhU5WVlbo11+Hh4cr3QpcuXdClSxfl7379+iEtLQ1PPPEEFi9ejBkzZrjczsKFC51q6/WwFp2IiIJC7CTWoBM1EF4F6fPnz/d1OnwqPDwcFovFaboIzkWw7krbtm3Rv39/bNu2DdXV1QgJCdGdz2QyeRSkExERERHVhlcdR4NdXFwcioqKnKaLafHx8TWuIyEhAVVVVaioqPB5+oiIiIiI3PFZkF5SUoKSkhJfra5OOnbsiNzcXKeOnYcPH1a+r8m5c+cQHh6OyMhIv6SRiIgo4DjaC1HQ8qq5i/Dzzz9j5cqVOHjwoKYpSdeuXTF8+HD06dPHJ4l0p7y8HPn5+WjevDlatGgBAEhLS8OyZcuwZs0aZZx0i8WCdevWITU1VTOyy8WLF5XlhGPHjmHnzp249tprYTQ2yocNREREHO2FKIh5HaS/9957WL16NSRJAiC3zzYYDCgtLcWvv/6K3bt3Y/jw4XjooYe8Ttzq1atRWlqqjMayc+dO5f/Dhg1DdHQ0cnJyMG3aNM0IKqmpqUhLS8PixYtx8eJFtGnTBuvXr0deXh4mT56s2cZrr72G8PBwdO7cGS1btsTJkyexdu1aRERE4P777/c67UREREGPo70QBS2vgvQtW7Zg1apVaNGiBcaMGYOBAwciOjoagDx2+IYNG7B06VKsWrUKqampuP76671K3LJly5CXl6f8vX37dmzfvh0AcNNNNynb1JORkYEPP/wQGzZsQElJCVJSUvD888+je/fumvn69euHTZs2YcWKFTCbzWjRogWuu+46jB07Fm3btvUq3URERA0CR3shCloGSVSF18LUqVORk5ODN998E8nJybrz5ObmYvLkybjqqqvwyiuv1DmhwcRsNmPMmDFYunQpR3chIiIiIo95Gkd61eD6+PHj6Nmzp8sAHQCSk5PRs2dPHDt2zJtNEBERERE1WV4F6RaLxaNRTyIjI3XHKyciIiIiIte8apPepk0b7Nu3D+Xl5S6D9fLycuzbtw9t2rSpUwKDWUZGhtPoL+np6UhPTw9QioiIiIioMfAqSP/jH/+IJUuWYObMmXjkkUecOliePXsW8+bNw6VLlzBs2DCfJDQYZWZmsk06EREREfmcV0H6bbfdhh07dmDPnj149NFHccUVVyApKQkAkJ+fjyNHjsBqtaJTp04YNWqUL9NLRERERNToeRWkR0RE4J///CcWL16M7777Djk5OcjJyVG+Dw8Px5AhQ3DfffchIiLCZ4klIiIiImoKvH6ZUVRUFB5++GHcf//9+O2331BYWAgAiIuLwxVXXOFRx1IiIiIiInLmdZAuREZGolu3br5ICxERERERwcshGImIiIiIyH88qkn/+OOP67SRsWPH1ml5IiIiIqKmxOMg3WAwQJIkj1dsMBiU/zNIJyIiIiLynEdB+n333VerlRYUFOC7775DZWWlJlgnIiIiIqKaeRSk33HHHR6trKioCJ999hm+/fZbWCwWmEwmjBgxok4JJCIiIiJqauo8ugsAXLx4EZ9//jm++eYbWCwWREZG4rbbbsOoUaPQrFkzX2wiKGVkZMBo1Pa9TU9PR3p6eoBSRERERESNQZ2C9EuXLuGLL77AN998g/LyckRGRuL222/HbbfdhpiYGF+lMWhlZmbCZDIFOhlERERE1Mh4FaSXlJTgyy+/xOrVq5XgfPTo0Rg9ejSaN2/u6zQSERERETUptQrSS0tLsWzZMqxevRpmsxkREREYNWoUbr/9drRo0cJfaSQiIiJ/KJoHFMwC4qcCsZMCnRoiUvEoSDebzVi+fDlWrlwJs9mM8PBwjBw5Erfffjtatmzp5yQSETlgYEFUM0+uk4JZQNUJ+ZPXElFQ8ShIf+CBB1BWVoawsDAMHz4cd9xxB2JjY/2dNiIifQwsiGrmyXUSP9UeyBNRUPG4Jt1gMMBiseDrr7/G119/XauNLFu2zKvEERHpYmBBVDNPrpPYSbzRJQpSHrdJF28bra6u9ltiiIg8wsCCqGbiGimYpf2biBoEj4L0lStX+jsdRERE5GtsGkbUYBlrnoWIiIgapPipQGgHNg0jaoB88sZRIiIiCkJsGkbUYDFIr4OMjAwYjdqHEenp6UhPTw9QioiIiOoZh0Ql8gsG6XWQmZkJk8kU6GQQBR8W2kRNQ9E84PzjAKrZ7p3Ix9gmnagpK5oHHEmRP31J3VmNiBqvglkAqgGEsN07BSd/lXP1gEE6+U4DvhCaLH8F0+ysRtQ0iGu91VusRafg1IArjRikNyS+DoJ9vT5xIZx/3Pt1MtCvH2I/Rw3wTzAdOwnodJyFNlGw8XUeq77WmX9TMGrAlUYM0hsSX98N+np98VMBhEBpmxgMaWrsvC0UxX4u29Y0gmkGD+Spxn6u+DOPZf4dGOpztrGfv95owJVGDNIbEl/fDfp6fbGT5Eee3q6zaB5gLQaMcQ3yjjcgvC0U1ce+MWXqrn4LgwfyVGM/V6IGAAixfbrgbZ6gV6Y0pvwlWKnP2cZ+/jYxDNIbEl/fDfrj7rIu6yyYBVgLAWNMg7zjDQhvb7RiJ8nLFMwC8qfbM/WGWqCKdKt/i1oDftxJ9ayxnytl2wBU2z5d8CTQyx0HHAqVPwWRr+RPBw5HA9nxrq/JxsSTfNOfeav6nOWNklYD/+0M0huqBn7i6RKZS9QA/7a9b0z7ri43RaLwlMrtmbq6cA7UfvKmwBPpBvQDLLGfgMZz7Mk3HM+lBvxo3COe3IR4Mk/xpwCqbZ8qorJFMsufQO1ueuqS7wSq2YcnNzX+rOFWn7N6529Trl1v4L+dQXpD5Xji1WeG5K9ticylbFvdO6CqOe4rf1+0Ne0fX+0/b9cjasCsxfLfhkh7pq4unH2xn7xJY20KPHGOiHQnznQfYDXwDJv8IJB5aSB4chPiyTwRvWz/CdHuq/ipcpNFg0n+rOmadFSXazRQzT58deOj5svzUBwTa3HjrKxyp4E/GWOQ3lA5nnj1mSGJbeVPd32R1yYDcJzX2w6oRfPkx6vZ8c6FhnpfedImsy5qGuXGV8fK01pvx+9EDRiq7IGtoK5x9kX/AG9+q7tMVfyWkETbhGr5PPS09rOBZ9jkB4HMS+tLbQMydV6aO05uunIoBDj2B/t0y1HbzJXafRU7CbiqAEgtlT9r+0SiLtdoTc0+/MVXNz5qnpyHnlYIAXIzUmth/VVWBYsG/mSMQXodZGRk4NFHH9X8++qrr+ovAdZiOUApmqcNPPXaCgq+uHsWmR/g+iKvTQbgOK9jB1RPmz+cf1zOhNQZkVif+iL1pE1mXdR0k+FYeNSlk5aoHXHX7tNx/8bcJacv5m7XmZe7/gGeptfbjsDuMlXxWyp+9Xx9nq6bmiZ1/wz1U5lgv5FzVSkhvtNrDlZTfqzu2yHy0uJP5aYrsAIVP9unW4sAhAEwais8xDpyx3n3RNGbIR3Vwai7Zh8NiSfnYU0VZurj7ri+hnKe63F37qvnEedhTfMGM4lqrbS0VBo2bJhUWlpa/xsvfFeScjpI0uE4SToI+V9OB/mf+P/BEPt3he9ql1fPV9ttOq6r8F05HYfj9L/TW8aT9Tv+rU6zq/WKeQ5Ckg4aJOloH0k6ZJKkg0ZJOj3W+7R5S72NmrbnzTFxXPagQf69NR0L8f/TY52Pnfp4nh7rOs2eprem+bw5DiKNh0ySdDCs5uNbH8eaGj5/nKv+VPiuNp9Xp1v9nZju6TUh9oPIB0RecDDMNj1WzmsOGmzbNto/xfqUssnofp96ko+o0+OvPFRPTWVSsHCMBxz3k7t0e5v/BsN+UJf3NZ1frq6TAPM0jmRNekOj7iAn2v1Zi+WaDFGrqrQVhOtRLmrTOdNVLYyoobAW2mv0xTpd1WLodeIUd/mi5uT849rtuWsn7dT8AQAkucZH1P44dmyqjxoW9TZqqu3wpHmHehn1NKUGSwKkMvuxqCktxZ/Ya8Typ8u1DOcfs0/TGz9dbNfTFyDVVFPj6rxyV3sWO0mu3RfHFlbnJyIcjoz0uDuv9NrsqgXbeVQwC3KTNYPzkyrluxD7dHUzNsf8VU08kQ27XP5bKgdK18rXHABYLwGQbP+M8rzyF/bmfVK5bVqI/frXe7qr1+xQr+ljTU9tHdclalnF6DK1qT3VGyVKXSb5qp9UTdt3bDfu6qmEeAoEyOcBoC1rzJtdb6u2T1dEWR0M14G634P6mlWfZ+LciblLns/xiU8DwSC9oREnXvQtcsZpiLQHVaLNWXU+EDMWgEH+v/rCFhd18aeeX2zigqjOd5/piYzNMUhUc7zIHZdxV8CoOzZGDbAHllUn5KAckH+z5rQ22pp3qLgb7cUfnWkcCxrHjN6T5h3q46SepgSoIYAhSv6v9YJ+UJ87Tj6GMEJ+TA0ABvmxtbUQctBrcM74HLfr6QuQaroZchXEuysI1E1oYu7SX95du9Sm0lmKnOmdV+7a7KrVpmmAv88x9TXQ6h253Tdgf6QvbqJbvWW/9kSa8p6CnL8a9X+LaApY8at2hBYxAlTMXZDzWACwAoYw1d+2/iGGSPlPY4z9+nccCaZonn2a+iZbr+mjOgh1tf9Fuos/sVc2iLTXJqBUV4IZTEDVSeD8o7Z9ZvuNNXUwrsvxdzXIgSivRdnhGDhbCwHrRdvNVYh8vNTL6aXZ08ohdRntyXVQH3ms6PcQkqg9xurzTJQ/yUtslXg6FToNAIP0hkaceKVrnYfPU19AZdsg166anYNCvUC4pm2K2kvHTC9xpnPnQ3ccX6JjvaD9XtSIxNylH9ypR4BRAkshRC60Wr1tK1DGAqHt5K/UbdLcjfbiq5Ee9J4qJM6E0lbdXadbNb0nH+paI/F9q7eApNdt67fqB/XqtqWwyIWeMRZyrRgAGOX9J278HG+26jI6gd5+dDUsoqvtqPsdGGPkzFev7aq6jTGgvVEIlpogqn+OteXqGtL86dr+E47na22evvn7HFP3FwF02pB/Yh+5yTFNkln+29hS/7eoax+V4BtyniDKFVEZAMhP7yDZ5xUBvRjVRdRshiZDqUARY6frlUF61767/jHq5RBiS4u6THBxM6KWOw44ZAQOhcuVGCLtUgXsTw1C5PJEff64qpRydzPoaX7v2G5c9CMSNwmObc3FdxW/yp+GSPtyep2i86fbz3k97p6e19RfIJCj6ij9re5yviFxvPYbSGWNQZIkqebZ6l9ZWRm+/PJLZGdnIzs7GyUlJZgyZQoGDx7s0fIWiwUfffQRNmzYgJKSEqSkpGD8+PHo1atXneYFALPZjDFjxmDp0qUwmUx1+p21JoLM6nw5wzXG2WtS1N9HDZADeesFAFZbQBajvVhFExO99UcNkDNksR7lESbkDCD6Fvl79frEMuqmKwWzAEhyjQRCAGMLe0B//nEoNRQxY+Wg60iKfIGrm7eEJAIVv8iFQ9LrqmYxj0IpIAxRcroSZ9p/k1iXmnq9jukUv0Vkuokz7RlOaAd7QOnJ8bEWywWL43I1fe+Ker+IZR2PvXr96mOrPqbFnwOwaPdF3lPy8Y3oLZ9Xrs4tT3+747knjrv694pCTrAWyvOpa/9c7QO9+dT7p9NxORAQ+yhxpn1b6vO2oXYoo5rpNaNzvO7E/wG51lQyQzm3RNBbm2vAMe90lzf66reJ/Ek0dbAWQbnpFmkX15r4rQDQ6l39dOjlhVK5vXZc7BPrRdhrl0MAQ4T9BgCw5y3nH1Gt3Ah7AG2QKwg8uR4d0+Su7Mqfrs133OUnwqFQ1W+BPQ/JHSff8KjLHZGvKDcwtmY/rd7Wz29L19rXK/adKIfd7X+980VvPziW09Zi+bfEjJHLU0e544Dij7XT9Mogd2WiY/nqWKaKtDmmXW8dNf3munAsE9R/A67LknriaRwZtEH6+fPn8dBDDyExMRGtW7dGVlZWrYL02bNnY+vWrRgxYgTatm2L77//Hjk5OZg5cya6devm9bxAgIN0JVCpITBVB0O1CQqdAlvbHTrgkDnbpqtPeMd1KxmaA4PJVkvhkDHGT9UGU8pQgdDOJ7YhasJE20xI9qBMCUo/tX9vjHXOIMR61JmKOhiMuat2GYdYtqabIk8yJlcZpVQuF4gGk3wDoy4M9H6fel1Vp6AUlKKgdjrmYfI8Eb3kgF1dEOjdhMVPBS7MVzU5Up0zCof9r96mMU57M+kqKNK7AXH8TqRR3Gg48vSmiBo2VwW0+rpUB65OeVsIgEr5Gkst9Wyb6htDcQ6r82sR0MWM8U0wIgIfEUQnzrTdcIvz3hY8Kr/Tdl3H3KUfwKnTK/aTOg8V+bZoPqgOYAHbtsvs09RNR/SIbdQmWHJ3o67eL67yCT0iGEeonB5XeSjgukxzDL41ZROg5H+AfoWEkgZAqbkX5atefuVYruvdODmt/1PnmyljnP1GSV2OqKeVbdOPH/RuFl2l1zG/V+8r9TF19ZvVQX70La7LO1c3MqKiUVwngOr4BCZQ9zSODNrmLnFxcVi8eDEWLFiACRMm1GrZ7OxsbN68Gffddx8eeOABDB06FDNnzkRSUhIWLVrk9bxBQf1YTyrXNksQbRVFm+LccfJ31fn2R5CObXPF8ESik03UANhrCYzaThdSOZSTWjxGixrgPMyeWLerR2nKegxQ2kZXnZQzeZEBqgN0YyyUttKi2Yf4bYYIWwcS1SNY8RiydK19KEfRdtOTdt/qx4fq9teO+0yvfb54/CZe4AHY282rO9cC2hc36T0aVXdeEk2OrIX2R5mGSHszFnUnUD1iXbACMAIRfewdRkXzGUU1lEenopNp1QmgeKnr/gRKgA5tx2WFZN/X6sePopAQ30vlrjvKin3mqhmUuq+FXoAuOg41kMecVAd6zQZEbXP8VLlDnRhCUJyDxhaQi8RqKE+bpDLtde7JY3J1nxCRDiV/stqvI1fXqt42HKfljpNrqUXzEnHtixpvsa3zj9ufghpjgM5V+gG6WL8yAMEFe94i8nxDJJT2vqVrAUhyJYEY7tAQCaVcUu9zg8n+zzHkUL/v4PzjNQ/bqM6b9Zok1jZABwDTDUBoe6DVm+7HdVfSZGuHbzCpmsAUuehbJUj2GwC94XmLP4WmQ27MXc7NM/SabFqLbOX9BdjLVNs5fP5R+/zFS+VpUpntONjSnzjT3nS2eKmqydTH2jbtUjk0fdyK5snlddUp+VrSa6ak19xEr3Or6EMR0Uu7DTXHIUHF/9W/Uex30XYfsDcNVvdRyHtK/q7VW/rHIsgEbZAeFhaG2NhYr5bdunUrjEYjhg4dqkwLDw/HkCFDcOjQIeTn53s1b1BQjyGuyZBhb7snRvkQF51ktgctIkhS2il/oj2BS9fa7/iNLbWdLkRw2OoteboIihzbCyo1KFX2tIm3zyEMgGT7OxZKYSjaz4tOL+oMzlokB9lJr9szjeKPVekusm8D0DbNcdWGzl0HGlfjtIugVJ1JiP3pqmApmAWl5tp6wXk8c1dtMEWtg6tAQ/RSFx0oa3Mph7aTM0L1SC7qwDqit7Y9owgwxPHXa+MZ0cf2n3DVS05gP+7GOHtnpvOPyBll9C3yPMWfwD5aBOR58p6y3xA5jkbh6jg6FYyCLRCL6G0vfII4UyYf0GtDbr1oK9gftwUtEoAqOe8SBblyE3stlMoQa6F8o63Xn0VNCcBUfULEzaMh0n4tOObbjvTaOquDD6cmC6obbNFHKGYslABEXLfu+g2pO4UbY6A0FxF5gNL53iCv01rkpiOn6vdbL9qe+kXanp6K5i5G+frXvO+g2v31Kfa/Yztr9f7ypD20yDOO/UFui37+Uc/yBFG+ogpyGRYpB/jWi7D367FxvEER+0pdtojBDw5HQ5N/i3JXVMqcf1T+py5zNJV1op8RABiA0Mts/5dUFTeqdvrNRsrbk8y24FeUn5H28kVQygBxA2a2t4lXRk/7xLlpmV4l01UF8j9xjgLagQiq87Xb0C1XVTcwMGp/owj41f2+suPtv08Qv9uxnA9SQRuk18XRo0eRnJzs9AjhqquuAgAcO3bMq3mDgrqmIOl1e/AjakQ1F5lttA6E2e+2RUYv7l7VNdCCY2dQde2weEx8OFrV692hc45yoYgRRIz2zoiwQL4QK+T1KYG70RZk2woVTc0u7BmwJggTtQa2C1uqUD2KNMj7xbHDrF4HUb1AHrBPE5mNKJhEJmEwyRmLqCnPe0oOQNVDd1Xn29JpkI+HVA7NUGHicVz+dLnj0qEQ+aZIjOAjXlSUO05V8BXab64AuaAwtrQ39dEj9rUxzv70Q114qAvL6nx7r3gRYBjj5PNNHfgkzrSfV+FX2jLeStshj7PfNAHyb1HfPElm1W8QbWhb2gMYyWy/iXQ8x9THTm/kAVG7ZYyTm/R0rpQLB/VvDOJMmXzE5Q2cKo8xRKmaZIgniFb5Gmj1FuxFpNWe76oDLHUtnrube/EEzBgjB0mOQbNeQCLy9cPRqlGZqp3bFKPK/jRApDF5iZwW9dMDwP0QlCLd6s77jpUxSjAq2StmRNqjb9EOdafsc5GX2/5vjJP3Z+la+Umo+omqoDdUnvoJqWhikTtOG4SpOwi6qpUX+UfFz9B0DBX7KHcccMggB/C545yfMgii0kU9FKY4pubN9kokQ6S9hl5dfovBDyQz7B35besXlUdKZ1ix39VlrTp8C4HS5r/qpG2arbZcE6RKtvPHdi1I5fZ1Nxspp1Pc4Il+YmJ76vIifqr9WItrSJR5olJFlHUhifqdsEWZJEaNC0m0p1ndhOb84/K5FdpBbr5lukE+92LGONfOl22z31CKmxpxfJWKJJUG8MKrRhmkFxYW6tbCi2kFBQVezevIbDZ79M9isbhcR62oLwB1EwhNLXgMtHf1EhDa1l4bDkDTjEMZEQTyp2jjpQ5aRefN84+qHrGa7dsxRNrvWkXbN1QDxmb2QC3scm1ALi4kY4z8mLFzte0OP0S+IB2HTZTK7c1qYsbaH9lF9LZnFhG9nO/61aOoqAsiVyOIuK2JsRVMyUvswz8ptRgGbRMLkcmI/WSIss1TZt//ytOMT1U3MFbbW/2KgZIVqkd8S7U3Cspwi0X2IcdE+vUKYXVNhigcQhLthYcYzUFkkOr94fikRIyGIDqcirHo1TX9iTPt+0fcVDiOxKNhlJdRaiMdv25pPx9FwOJYkIvzVmTi0bfYz8uieaqe/2ODOlMmH1DnlecfBarOqL40yvle5ypbnmNwaJpnVNV6vg0lgBRNO9RBq6iZdwxAAOdgxVpiDzLFPCLQV9c6qmsa1U9CjS2huTYi+sBe219kb5YmnkKZN9ufHqgrJhxH+3JsIqJ+I7NT22pACUgdb5pL19pry0UnRmOcfLOgVBK00A4TKJnl/Q2HMrL4U1tNt4s3Z6vzThGEibJL1ECLWnlXo1SFtrdNCNe2SVbeq2ELaEUljPKUQZSvtvxMrzml+t0c6uZP6vLFsbZdmb/QXv4YW2ibCxlbysf1/OPafdbqLTloFcFoaAf5jdLKCDW24+ZIXWYVfyKfi6Yb7M2ixPEX5YXo7wXIfTVavQ1ItnRUnVXdtAjV8qAPVSfsT6MA1Y0z7GWEuGkS15mSvzs0O1U/9RE184C9ma+6sy5gPwc7/iRX2oR2kM9BV+dWkAkNdAL8obKyEmFhYU7Tw8PDle+9mdeRp23lx44di3HjfHAyqGsm1E0gxCgnUjkQr+o0KU5WvU4U1flyDY0hUg5uK37VH/ZQXBC6HYDCbDcJ5aq25KKWx5YhiCCu4hcoNUGhHbQjuYiLVT3GqbGFfT2GKFWGbiukROZS8av8eK/qhL0GWN3JRCoHqmyPw0RnLrEfHOWOk2shRKAqMpLoW+SAWSq31wqIGqdidS2cLTMMbS9nbBG95ExDKtfWWKiPn2Y0lGIoGa9mBAGoHhdXywVvzF2q9qK2Qkr9W/WCUHEDJZq2qIPx5CUAlujPW50v799DtmYAov256Lwqlck1YubNUDqA5k/XjqqiHD81CZoOpYC9n4H4zerRHxwDhrJt9s5y1gtympOXqApw1Tl7/lH5PDK2kAshapycRvgA5PNMFdCohx8UQ9Uq3xtswbBN7CR7+9aKn3Vq5W3NP9T9NABVkz3bU0TJbF9GBG1K8wnIgYSoNBBpO/+oahuhthpRVZ4g8mzHDvbKGNmn4VReiOtHVPIAzk8VowbIy4Ykaq+3iD5yXuDY3ltUSIiRRdQBuDHOeTsVF+X5RIAemqyq/RWq7flM8adA0Q32/aTOK6zFACRt2RU/VefGQkW0oRdPTEPbaCukInpp+9iI86jqlFwpJPJ0x0Eb1OVORC9bmWdbXuxbx5HFnEYiM9ifdjp2bBRPZDRPUoxycK6sS5WHZ8er9oFRTnvFLjk9eoM3KE27HrdPOv8YlCZgIYn20XrOP6qtpAGgPEUVNfqSGfanJJX2/SCWd2wiBEC5YS6apx3TvOqkfNMmBjIoLbbPp+4sLc45gwmaEcsEsZ/EiD7FH8vnVhBX2jTKID08PFy39loE3CIAr+28jhYuXOjR6C56NwFecbzARaZiiLLVtpTb3zBmukG/g5D67lV8VtgKitK19sd6JStstb6h8kkfdrlDxgW5hl4Md6cJwELkQEsZUcAATa9y0dRD1LREDXC4aG0Zh3isXPwpNE8B1JmUIcLWAx3aNuXiojscLX9aC+UgTnTUFAWYyDyL5tnXK5pliEyyTGxM3GxIDjXtIdpRYMRyFb/IAbsV9gzLGCvvy/OPy8uIY5o4Uz526lEGlMDWIBcI4V1tx8BWsyAybsAeEOt2mLQRhXnFr3JNiTvKvOpjLjn8Ha4dxUFznByOg+NIFGGX24MMcZ4ejranXz06Udk21b5RBfbiOhAFSfHHQPZaed2aJgyiqZHZ3t4xiDNlqgN14IsQVbAUChjC7IGVUriXQW4OGGZvaiXauIrzVelMCvvNnghEDFFysCOadyjbFg+pJdU6xLVhVdXuhgGoslewqANaJT8MhabvjkKVD6iDqZgx2tEsRDOYqAH2yg/1Dbrj8HnqFxqpgzhRCeJIXOfqGnm9vEhsRzPqlhWoyrUfr1Zv2X+/MvRuhD0QE0F/0TxoRjMp/hTIhX1EEkMElJFmXDUB1Bs2sOqEXC6FdtAZIcqqqhQqtHd6zY5XzWI7/hUX5dp1wD54Q3a8vQnj+cn2c6nZSNvNhuoc0dx46XVsVO0r8bTQ8YZBeQeJbb3V+XLNt/o3i3LXYLI1Sb3gsD1beowtbQG+IDnsG4N9X2uG+xQ3wLbzvOqM7VzVC9Ahz6cZAEHsE1XZU5Jvv8HQuxmLvkX7FMDxphSw3dzayvsgLw8aZXOXuLg4FBUVOU0X0+Lj472a15HJZPLon8+CdPWjVHXHDOWO1ap9w5hjBzvx+FWMaqBhq6EWwZbSnMVWOLR8UL8jDKDtrCQ6lqrfOte5StuspnSt9qU0Sm0W5HSpR0cpXQulRkrpDGVLrzFOTqfeCCzisZq6k1bxx7aMNcTeNEadQQui+Y7YbtQAVYYkObfdjOilHVJN6YRptD/uVj8SFYVf8afaWizl0a1FDjRFT3xDlOpxoE3UAG0TlthJrl8sJUYGgBGapkZ6xP7THaHFoHrEDrkGCrC3b4cRSpMZxzSItKaWyt+JfSBuDIvm2W+OAOeCU9k3kAN09RB3atZCVdvzEPvLrcS56+6thdTwKW1lbf1VKnZBaaYmHteLR+ZKHmeVz0vHTm3q9sJKcwRbcKLpN2O7lkWbZWOcvemBEsxI8vSIPnLalLf8WuzziJEqcsepgjZA2xQkTL8zYswYKDfzormXZLbnr+pmdY4vBXJsl6v07bhLm6/XdN2o1yP2Y/Qtzi91U7eXV785WN3kxFosd0A3xtpvrtWUpxniJrxaOwqV2Oei6YSr9IpAXd0cUjyJAOAUIomno+r+SKLZk2ZoRofAUGn297HzcRfHxRAJ5dxQP70Q+17dr0gE6KIcVQ9iIN7ErXT+HaN9SiOOUewkOX8UnZmjb7GlwVbmiZHeRH7u1OHZ9l2rd+0vwTs/2fmJj/KCKRFPqDq5ijJJmd/WNt96wXautlQdA/XTedUNjCNRA6/X8qBonlwZVLxUu2+DWKMM0jt27Ijc3FyYzdoL+/Dhw8r33swbNJTgvFw73fENY44dJZUTWlw0QphcwyI6ZyjDLorZy+21RCGJ2nFxRS2CyHxFBhB9C5T25YC2U5X6UbBoHy4uQPWrpNUMkapRSGw18yK96gtQ/QZBTWcmGxEcVvxqXy47Xs5w1W0D1Z1t1G3cYsba9624gRBDFYpMUgkSVZ1z1E8/DBFQ2tCL9tUhifZmHoC9fZ5UoZM5Qv/1xq46wSg1fBZ5ZBf1ExbHmxpxblmOypmvpgOm1Xaz1sIeIIh1i2CmpoJRpEe9b8TxEgWEus24EnRZoYzSIm4AlFFwVJm+XqHveIPgqt0+NWzKk8VIOAUE4jwTN+NKczeD9qbVsVObqxFZRB4mlUGpaS/+xN60rXStQz5qu1EQI1g41SQaoTQ3EIGcCNqUm+uxcido0ddDHWyr3zCtbu9sLbbfPIjhah2DEldDGIr8XJ2ve0rsR70hZsX3ooJBdE4U16XIU8Twko7UAXXM3c7fi47uNd2QF82zj+yS95TzGzjVL3EC5KCu4ld7ujSjqujwKPgTHT5VT17U54blKJTBAwDbm1DL7SO+qDutqvNjka6IXqqmlDo0bfg/tf+msm3y03SRlthJ9oEqlM6aqrxeXcZofoOtMjA0GZo+aRF95KfMxpa2tNoadURca1vOln5rMTT7OLSD3IRF6QiqqrRzvJkU54j65k95wmOVb+CDvNMo0AiC9PLycpw6dQoXL15UpqWlpcFqtWLNmjXKNIvFgnXr1iE1NRWJiYlezRt0DJGqnth323uMi4BQnVGHqH+HamitVu/KzVZEx1NllkR7ASOV20eDcQzMXA1DqO58JIiMW6llb2kPomLuhiaoFxyHaxI1Y5LZ3gFL84jYducs5i/bZuvg8q5qKDHbEE3i5kX8lpBEVWdQvc5B72rbPAPOhZ9TxxnbOsQjyfOPyesPbSdnwEqG8av9cW5oB3sGFHOXNmDwpjZYPUZtbTrKOtbUi/nVtXGatv0G90GAGG1BfS6K4eEA+34x3aCtfVM6P9mGy1P/LqUGRtW2XQQVgPPoDm47BlODpQ64HPtzAPbzTNOkA3KgoNcsUH1jp3ROU69T1d5dCeQke62vGNpUOddD7BUSyshHohP9WPlpj7oyQbRlF827RGdM9bjS6hFk1LX4Iv8XwZfo8OgY2AuuRr3yBVcd9B3LC8cOlWJfq8s4g0nbZlrcBKjfOi1GoXLMt/S2nT8dSj4v+lUpN0chgBh2WJQnFb9A088AgHL89I6pehQsx/xbGSWmGsrNpLi5UM8H2NMlRjhTyidbXyR1p1Wl874ttBM3FerOqK6OkXJTaZCbpShNYsvtN0+JM7VPnMQ5aC2G9vow2vabrVll1SnV77XKlVDKtWqUm5sB2vbjADRPkWLuVg3VWG0fgUmk3fEFYTWN3FLTUKhBIqiD9NWrV2Pp0qX47rvvAAA7d+7E0qVLsXTpUpSWlgIAcnJy8Oijj+Krr75SlktNTUVaWhoWL16MhQsXYs2aNZg+fTry8vLwl7/8RbON2swbNNS11MlL7D2x1b33HYfsU78NUoxzLk5gJZi/oH2BgVKTY9UGxOqCRn0HL2pERc20q2DSsZYd0A/qAefAXkmTDvWdszoTUTPdoB0mTf14XHRKUQd+ouBU14SLtvTRt0AZB9h6UbsdhEHT014cB/EIUpMuW6262Cedjss11mK8W1GLIjqg6RW07ugF2477TN10ST0MmCPH+ZXjZSss9Gqq1U1Wqk5om6OIZk3q4yXmz3tK7uATmgzNcHnivI6dBGVMfxigvKhC9NpXF/zqYKYBPOKkWtK04QaU5iXin/rlYo75k2NNshhxRdxUinNJVCQA0NTcaQr7MCj9cKrO2LcTc5e9nbvSdEAVgCjt322U/M5krwQAtONK6410ob7G9Uaz0nuZl/o7xxfT1ZVjoOQ4hrZjeSGGo0UoIMZSF81jlLy/Wr4hE0NTGuPszWKAmp+UKW3Pi+xlmDK2OORtijIicabqvSS2EbWMLeUbATEkoBjtK7VUftLR6m25vBQvCATsN0li6GGnmz5bkKoeFUuhms+xUsTxTZkir2/1tj141augUVecqAcvUAY4UAfHY5xv3tTHVam4iVVdcy1hH9TA9vvUNfwaVvtNtDgHAcjXmnjCHmdvZ64+Rx2f2OiNXKQ+3zU3TJEN4omqQZIkVy34A+7BBx9EXl6e7nfvv/8+WrVqhaysLEybNs1pBJXKykp8+OGH2LhxI0pKSpCSkoLx48ejd+/eTuuqzbyA569z9RvHV14LmtEvbLXFxjhb0w0JEK+J1gvwNK+Gt9VKJL1u7wRijHP9unaxbdHDX7TNq+kVwa5eMeyq9sOxk4/j/x07L6nX4+p10o4jhii1FxegBNTqVxWr0w5oR71RB5mO21f3/BftYtXTACivXY4aoOocG2JPm7q22J+P6FydX44cO4OKAN1xWceRYsSrpvWOtXqdSkGlGt0AcO4gJQqZsm22GhurfRlxLPTSRQ2f+twSI1cA0OR16jxB/RSsxmtafe3B9fV97A/2ShC9fMEYp+3kGNpBm0/qXeOa4Qmt9m27y0M8yRfclh22ToQ15fXeUue1xjhbTb9DeQE47ztAlR+LjoTQziPyHr3X1+umQ9VhMiRRlW/A9bI1lVGCpiyFc54u1p8d73wOaJ5WF9vLXmOMw/kb4hyge5o+TRrFuaferwbIN0nVcoBuukF7jgHa8texDBDnpV65CthH7FKPQCeWc9x3MWPtZQXg3NFVnSbHc0tcL47xizptASwPPI0jgzpID1YBD9IdL0a9AFYdCCkv07BlSO6CI/XoBJ2ra3fhq9cDaC9YTwLp2v5uwLnQqW0hpGSUBnutrDpjDEm0j0JiusE+7FREb1t7wQuAGCe9pgDa8Tiph4oTQ2I5DqkWM9bWptA2X31kKrUujBwKGMfj72nQr7dOQH4aYTla8zkM2IM29agxtflN1LCIodRc3cg5FsjxU+3XcMwYe+2c43UJyMGEci26ub6VNEBuEifWIYYkVIZgtK0j+hbt6Cthl9tGMbFVjMROsudLjue73rVUm0oPV9PVAaO/gnS9ihLH8kLsO3V7cHUgG3OXapQnOKfXk+tcXRaIoXOVoWRVx8BTjhUF6lpp0SFTOY90frt4giKCXMC5DHeslND7fTXls+7iBGUkG6N9BBjHG1e9Mla5yVLdTKrPQVfBvatzEtAOqage5UszkovqpsKx3FEP/wk4B+ma4S7rodLLBY/jSIlqrbS0VBo2bJhUWloa6KTIcjpI0kHIn3oK35W/Oxznfj6xnoOQpEOm2qVBbKPwXe3/HdPn+F1t6P1Ox/W5Skfhu5J00Gj7fUb579Nj7b/3cJz++tTbFPtPrEPsp5wO8qd6Pe7SfzhOkg6GqNZlsK8vp4MtXSHyp+PvPD1WXv6QSf70Zj/Whnq7jsdN77vCd+2/TRwnd8fc8RgdjpP/nR5r2y+wT1Pvd1fnsCe/xd/7jOqP+lrRO77qPE1cTzXll2qOeefhOOdzXu96VW9HLOOY54hp4noR57k4//XyNXfXod7v9vQ6EfnXQYP/rg9vrj+RDxwyOed94u/a5oOO5Zw369BdX4jzPlcf34Mh+ttwPFa1PXbqbbnbv+7WW1M5qt5H6u/EdSHKQXf7UO9adJUuV+WwKAOO9tGmSVO2Guzzubte1OW547VbDzyNIxmkeyHognRPM7+a5nO8GGuzbfUNgONFp96uXsHlqdpm8up0aC5y2zQlaIfrdaoLYKUggyQdDNMG5epCXC+96n2rZA4Gh79D9DNJvd+kvrnwZ/DpGByrgxS9c0VdYHmSHvX8jjeR6n3qLkjxlLeFHzUMrgr72tw0uvper2Cv6VzSW4/65lwd5Bw0Oqw7pG7XVW3zBHU6fJ2P+KpiRp33iXyopoonPerAX10meXvjr76xcswT9Y6bu4BYSZ/qps9X+buvK8g8Xac671af396sw9XxVq4lY+2uT/W89Vx5wyDdj4IuSBfqchF6u6zjHa6rGi3H7XiTudaWXq26OsgTQbd4aqA3j6uadMebDMeMX71vHG9c3NVMeJwZGbTp8Ne+VH5zmJyxKjcqIfoZobsAx9X5oK5J9LT20BusSW/cXB3futzc621DOfcN+k+03G3PMQBTB8ciyFM/LdIEODXUyNaF3s2Mr9Q1CHZX0eFNZY+7SqS6nCue3hDWdMPlq5p1X/JVgO/qqZOn23OXDvV+9bTMUFe81fP+ZZDuR2LnPvzww9Ijjzyi+bd69erAJcybu113QaGnd7iuAjZ3PL1Y/ckxc1YXgo6Pn9WFhGPB7GofuMv8XR0rT5801KVgqQ3H8+OQSf6tjo8bXaVN/ZtEoVRTTZIjT2sRa3uDQI1DbY9xTfPXFCCIAEB9066+jmsTVDnmO45NOtT5sj8DafXv8/W14q75Xm2PgS/S6kmg5+n+Va+rNvmUu+NY2/wxkDyNETz5PXr7sjbnuTf5QH02HXXAIN2PGlxNuruaA3dBoacXimPNsCcCXTvgWHDo3YW7qq1xzIyVvw2e7wNf1frVdbnart+TJyB655u6UPKmIFQv7+l57moaNS56zaLc3bzqNU3zhN55fcgkKW1kRQDvTZNBxwqCmp4u+fOG3Nfr9ua6DNR166/g35fbCSbeHKeaKqjc5fG+FOCygUG6HwVtkO6Kqxrjmi6GhlggeLpNdWHoKj2uAtPa7MP64o8Mx9ua6ZqW82Z/eVLLwpr0pqfwXXvTL9F5zVUfB8HbIF3vXFJvT/1Z2+vQsZbeF028alt54q+gxZvr0pO01zVPobqra17ubrq/8/MAnzMM0v2owQXpap4+kmuM1IWQXhtyVxpCZuGPDCeQNQ2BunmkhkNzs217kqVuu603EotYzhfnjzqQ9GVw7StKXl+LpjfBknZJql1te0N6YhZs+7k26jNfbuRPRj2NI4P6jaPkB+q3cja18aLVb+BLXiK/ElwyO7+lzJHe64VreuVwbfjiVdy+TI/g6pXe9cHdPvHHb6WGJ386NC8bgiSPT61+W6T6bYR6b0usC+VNizH2Nzir3+QcaOLN0J6+QTTYrqua8h+9N6o2hDcJ+yK/9yfHt3Sqqd9q7vi9r3+X3jFtSMfZR/gyIy8E/GVG5BtB8uaxBvOiHVdvffVHmhvKPqHAUb/wRyqD8lKa1FLtfP46l3iOkjeC/bxx91KkonnA+ccAWJ1fehXsvyvI8I2jfsQgvRFhxuI5vTfN+evthEQ1OfYHoOJn7Rtpg+V8ZL5CDVVN5664OQ6Wa62B8jSOZHMX0ufukVdjEmyPeINZE3zUSEGs4lf7Z+JMexOXYBDsTRqIXKmpTAy2a62RY5BO+ljIkCN15s2MmgIt5i4AIfJnsN1s84a2YWoqlVN1EWzXWiPHIJ30sZAhd5hRU6AlLwE6V8mfwYbXR8MUrJVTvHloshikkz4WMkRE1JQEa+VUsN48kN+FBjoBDVlGRgaMRu19Tnp6OtLT0wOUIiIiIht2YK2d2EnBuZ/ip2pH1qImg0F6HWRmZnJ0FyIiCk7qGthgDD7JM8F680B+x+YuREREjVGwNt8gIo+wJp2IiKgxYg0sUYPGmnQiIiIioiDDIJ2IiIiIKMgwSCciIiIiCjIM0omIiIiIggyDdCIiIiKiIMMgnYiIiIianqJ5wJEU+TMIMUgnIiIioqZH/cKvIMRx0usgIyMDRqP2Pic9PR3p6ekBShEREREReSR+qhygB+kLvxik10FmZiZMJlOgk0FEREREtRXkL/xicxeCxWLBkiVLYLFYAp0Uqkc87k0Pj3nTxOPeNPG4N3wM0gkWiwUff/wxL+Qmhse96eExb5p43JsmHveGj0E6EREREVGQYZBORERERBRkGKQTEREREQUZBul19NVXXzWKbdSXxrK/Gss26kNj2VeNZRv1pbHsr8ayjfrQWPZVY9lGfWks+ysYt8EgvY6C8aAGs8ayvxrLNupDY9lXjWUb9aWx7K/Gso360Fj2VWPZRn1pLPsrGLfBIJ2IiIiIKMgwSCciIiIiCjJ842gdZGRk4Pz583j00UeVaenp6UhPTw9gqoiIiIiooWOQ7gVJkgAAL7/8Mp577jnMmTNH873ZbPbp9qxWq8/XqSbW7c9tCP7+LdyG5+rruDeGfdVYtsFrvWlug9d609wGj3vwbkNsR8STrhikmuYgJ7///jsmTJgQ6GQQERERUQO1cOFCJCQkuPyeQboXrFYrCgsLERUVBYPBEOjkEBEREVEDIUkSysrKEBcXB6PRdfdQBulEREREREGGo7sQEREREQUZBulEREREREGGQToRERERUZDhEIwN2IkTJ/Dxxx/jyJEjKCoqQkREBNq3b4/Ro0ejb9++ynzZ2dlYv3499u7di7y8PMTExCA1NRX33nsvkpOTNessKyvDl19+iezsbGRnZ6OkpARTpkzB4MGDnbZvsVjw0UcfYcOGDSgpKUFKSgrGjx+PXr16+f23N2WBPO5ZWVmYNm2abrpmz56Nzp07+/4Hk1+OeW3m5bUeGIE87rzWA8Mfx9zTdQK81oMNg/QGLD8/H2VlZbj55psRFxeHiooKbNu2DS+99BIee+wxDB06FADwxRdf4ODBg0hLS0NKSgouXLiA1atX48knn8ScOXPQoUMHZZ2XLl3CJ598gsTERHTs2BFZWVkut//GG29g69atGDFiBNq2bYvvv/8eM2bMwMyZM9GtWze///6mKtDHHQCGDx+OK6+8UjOtTZs2vv+xBMA/x7w28/JaD4xAH3eA13p988cx93SdAK/1oCNRo1JVVSU98cQT0sMPP6xMO3DggFRZWamZLzc3V7rtttukOXPmaKZXVlZKhYWFkiRJUnZ2tjRs2DDpu+++c9rO4cOHpWHDhklffPGFMq2iokKaOHGi9PTTT/vyJ5EH6uu47927Vxo2bJj0ww8/+OFXUG3U9Zh7Oi+v9eBSX8ed13rwqOsx93SdvNaDD9ukNzIhISFISEhAaWmpMq1Lly4ICwvTzNe2bVu0b98ep06d0kwPCwtDbGxsjdvZunUrjEaj5g48PDwcQ4YMwaFDh5Cfn1/HX0K1UV/HXc1sNqO6utr7RFOd1PWYezovr/XgUl/HXY3XemDV9Zh7uk5e68GHzV0agfLyclRUVMBsNmPHjh345ZdfcP3117tdRpIkXLhwAe3bt/dqm0ePHkVycjJMJpNm+lVXXQUAOHbsGBITE71aN3kmEMddmDt3LsrKymA0GtGtWzdMmDDB6ZE4+Z6/j7nevLzWAy8Qx13gtR4Y/jjmNa2T13rwYZDeCMyfPx9r1qwBABiNRlx33XWYNGmS22U2btyIgoIC3HPPPV5ts7CwULfmVUwrKCjwar3kuUAc99DQUAwYMAB9+vRB8+bNcfLkSSxbtgxTp07Fa6+9hiuuuMKr9ZJn/H3M9ebltR54gTjuvNYDyx/HvKZ18loPPgzSG4ERI0YgLS0NhYWF2LJlC6xWKywWi8v5T506hXnz5qFz584YNGiQV9usrKx0etQGyI/GxPfkX4E47l26dEGXLl2Uv/v164e0tDQ88cQTWLx4MWbMmOHVeskz/jzmrubltR54gTjuvNYDyx/HvKZ18loPPmyT3gi0a9cO11xzDQYNGoR//OMfKCsrw0svvQRJkpzmLSoqwosvvgiTyYSpU6ciJCTEq22Gh4frZhjiIhYXNflPII67nrZt26J///7Yu3cv2636mb+Oubt5ea0HXiCOux5e6/XHH8e8pnXyWg8+DNIbobS0NOTk5CA3N1czvbS0FC+88AJKS0sxY8YMxMfHe72NuLg4FBUVOU0X0+qybvJOfRx3VxISElBVVYWKigqfr5tc88Uxr2leXuvBpz6Ouyu81gPDH/m74zp5rQcfBumNkLjrNZvNmmkvvfQScnNz8fzzz9e542DHjh2Rm5ur2QYAHD58WPme6ld9HHdXzp07h/DwcERGRvpl/aSvrsfck3l5rQef+jjurvBaDwx/5O+O6+S1HnwYpDdgFy5ccJpWVVWF9evXIzw8HO3atQMAVFdX47XXXsOhQ4cwdepUn7wpLi0tDVarVemEAshvKlu3bh1SU1PZA9yPAnncL1686DTt2LFj2LlzJ3r16gWjkVmKP/jjmHs6L6/1wAnkcee1Hhj+OOaerpPXevBhx9EG7O2334bZbEb37t0RFxeHCxcuYOPGjTh9+jQefPBBREVFAQAWLFiAHTt2oG/fviguLsaGDRs06xk4cKDm79WrV6O0tFTpyb1z507l/8OGDUN0dDRSU1ORlpaGxYsX4+LFi2jTpg3Wr1+PvLw8TJ48uR5+fdMVyOP+2muvITw8HJ07d0bLli1x8uRJrF27FhEREbj//vvr4dc3Tf445p7Oy2s9cAJ53HmtB4Y/jrmn6+S1HnwMkl4vBGoQNm/ejO+++w7Hjx9HcXExoqKi0KlTJwwbNgz9+vVT5nv22Wexb98+l+tZtWqV5u8HH3wQeXl5uvO+//77aNWqFQD5UdmHH36IjRs3oqSkBCkpKRg/fjx69+7tg19HrgTyuK9cuRKbNm3C2bNnYTab0aJFC/Ts2RNjx45F27ZtffMDyYk/jnlt5uW1HhiBPO681gPDH8fc03UCvNaDDYN0IiIiIqIgw0ZlRERERERBhkE6EREREVGQYZBORERERBRkGKQTEREREQUZBulEREREREGGQToRERERUZBhkE5EREREFGQYpBMRERERBZnQQCeAiILL8OHDazV/UlIS5s+fr7wBT/1W2saqvLwcv/76K3766SccOHAAeXl5MBqNaNOmDQYMGIBRo0Ypr9quyXPPPYc9e/YAABYuXIiEhATN91lZWZg2bZrL5VNTUzFnzhzNtCVLluDjjz+ucduvvPIKunfvrplWUVGBzz77DFu2bEF+fj5iYmLQu3dvjB8/HvHx8S7XtW7dOnz99dc4deoUQkNDkZqaijFjxqBLly4ulzlw4AA+/fRTHD58GFVVVWjXrh2GDRuGQYMG1Zh2Nce35U6YMAGjR49W/na1PyIjI9GmTRukpaVh5MiRiIyMBFDzPtczaNAg/PWvf8W6deswd+5c5W9BTFeLiIhAdHQ02rZti9TUVAwcOBAdOnSo1XZrIn6LY3qCzYoVK/D+++8rf4t8hagpY5BORBp6AdLBgwdx9uxZdOzYER07dtR817x58/pKWtDYtGkT3nrrLQBAu3bt0LdvX5SVleHgwYNYsmQJNm/ejFdeeQUtW7Z0u55169Zhz549MBgMqOnlz23atNENeNu0aeM0rWPHji4D3cLCQuzevRsRERG44oorNN9VVlZi+vTpOHz4MOLi4tCvXz/k5eVh3bp1+OmnnzBnzhy0bt3aaZ3vvfceVq5cifDwcPTq1QsWiwW7d+/Gr7/+iqlTp+K6665zWmbr1q147bXXIEkSunXrhubNm2PPnj3417/+hWPHjuHBBx90uz/0iN/sKtBVn7+SJKGgoAAHDhzAhx9+iO3bt2PWrFmIjIxEy5Ytdffftm3bUF5ejt69ezsd265du3qURvVxrKqqwqVLl3D06FHs27cPX3zxBW666SY88sgjMJlMnv7sRqFdu3bKPl+/fn2AU0MUHBikE5GGXm3bv/71L5w9exb9+/fHuHHjXC5XUVHhtra1sQgNDcUtt9yCkSNHol27dsr0wsJCzJgxA0ePHsV7772HZ555xuU6Ll68iAULFqBXr17Izc3V1ATr6dKli8c1odddd51uYAwAixYtwu7du3Hdddc51fYvXboUhw8fRufOnfHiiy8q3y9fvhzz58/H3Llz8corr2iW2b17N1auXImYmBjMmTMHbdu2BQAcOnQIzz77LObOnYsePXqgWbNmyjLFxcV48803YbVa8eyzz2LAgAEAgKKiIvztb3/D8uXL0bdvX/To0cOj3yvUtH/0zt9z587hmWeewW+//YY1a9Zg1KhRaNeune669u3bh/Lyctxxxx21TpugdxwlScJPP/2E//znP9i4cSN+//13vPTSSwgNbTpFdO/evdG7d28ADNKJBLZJJyKfSEpKQrt27ZpEYHHzzTfj8ccf1wToABAXF4dHHnkEALB9+3ZYLBaX63jvvfdQUVGhzF8fJEnCpk2bAAADBw7UfGexWPDVV18BACZNmqQJ4EeNGoWUlBTs27cPR44c0Sy3fPlyAMCYMWOUAB0AOnfujFtvvRWlpaX47rvvNMt8++23MJvN6NevnxKgA0BsbCwmTJgAAFi2bFkdf61nWrdujVtuuQWAHIQHgsFgQN++ffH6668jLi4O+/btw9dffx2QtBBR8Gj8pSkR1QtXbdKHDx+OpKQk/Pe//8Vnn32G9evXo6CgAElJSbj99tsxePBgAMCePXuwdOlSHDlyBEajEX379sVDDz2k25ymuroaa9euxfr163Hy5ElUV1cjOTkZN998M4YNG4aQkJB6+92OUlJSAMhBb3FxMeLi4pzm+eWXX7Bp0yaMHz9et7mKv2RlZeH3339HbGwsrr76as13Bw8eRGlpKdq0aePUDAYA0tLScPz4cezcuROdOnUCILdf37t3r/K93jKrVq3Czp07cdtttynTf/rpJ5fL9OnTB+Hh4dizZw8qKysRHh7u/Q/2kGi6Ul1d7fdt1ZSOe+65B//+97+xevVqjBgxwuNlT5w4gf/973/Yt28frFYrOnbsiLvuusvl/issLMSGDRvw008/4ezZs7h06RKaNWuGLl264I477sBVV12lzGuxWHD//fejoqICH3zwgeapiHDw4EH83//9H7p164ZZs2YBsN8Ufv311zh79ixKS0vRokULJCcn47rrrkN6enot9xBR08KadCKqF6+++iqWL1+ODh06oFu3bjh//jzmzp2LdevWYevWrfjHP/6B6upq9O7dG5GRkdiwYQNmzpzp1Fa7oqICzz//PN59912cOXMGqampuOaaa1BUVIT3338fr7zyCqxWa4B+JXD+/HkAcpOYmJgYp+/Ly8vxzjvv4LLLLtN0bqzJ2bNn8cEHH+Ctt97C4sWL8fPPP9f6d27cuBEAcMMNNzjdyBw7dgwAcPnll+suKwL348ePK9Nyc3NhsVjQokULpw6vrpZR/613MxAWFob27dujsrISubm5Nf4mX8jJyQEApycjgfDHP/4RRqMRZ8+exe+//+7RMjk5OXjmmWewY8cOJCQk4A9/+AMqKysxY8YM/PDDD7rL7NixA4sWLcKFCxeQkpKC/v37Iy4uDtu3b8ff/vY37Nq1S5k3LCwMN998MyorK5UnMY7Wrl0LABg6dKgybeHChXj99ddx5MgRpKSk4LrrrkPbtm1x/PhxfPnll57uEqImizXpROR3eXl5iIqKwn/+8x+0aNECALB3715Mnz4d//vf/2CxWDB9+nT84Q9/AACYzWY888wzOHDgALKystCzZ09lXQsWLMDevXtx/fXX47HHHkN0dLSyzOzZs7Fjxw6sXbsWt956a/3/UAArV64EILexDQsLc/r+o48+Ql5eHv75z3/qfu/KwYMHcfDgQc20lJQUPPvss5pmJq5UVlZi27ZtAJybugBAfn4+AOgG2+rp6rbzYhlX/RAiIyMRHR2NkpISmM1mmEwmmM1mlJaW1ritI0eOID8/36mjsq9YrVYUFhZi48aN2LhxI6Kjo/HnP//ZL9uqDZPJhFatWuHs2bM4efKky30kSJKEf/3rXygrK8Pdd9+Ne+65R/nuq6++wrx583SX69KlC9566y2nTra7du3CSy+9hHnz5uE///kPDAYDADn4XrFiBdauXetUA242m/HDDz+gWbNmSvOlyspKrF69GlFRUXjzzTc1HY6rq6tx6NAhz3cKURPFmnQiqhcTJ05UAnQA6NmzJy6//HIUFhbi2muvVQJ0QA5U9NoJX7hwAd9++y0SEhIwZcoUJUAXy0yePBmhoaEBa8/7888/47vvvkNoaCjGjx/v9P2RI0ewcuVKDBo0yOOOhyaTCaNHj8acOXOwZMkSLFmyBC+//DJSU1Nx/Phx/P3vf1eCXnd27NiB0tJStG/fXrcGu7y8HIA8LKAeMb2srEyZJv7vahkAyrCGYl718q6WE8uYzWaX6/XGxx9/jOHDh2P48OEYOXIkJkyYgA8++ABXX321y5FrAkE08fLkuGZlZeHUqVNo3bo17r77bs136enpSE1N1V0uJSVFdxSc3r17449//CPOnj2LEydOKNOTk5PRo0cPHDt2DNnZ2ZplNm3ahIqKCgwcOFBpXmM2m2GxWNCmTRun/RoSEoJu3brV+NuImjrWpBOR34WGhjqNxw3InfaOHj2KXr166X4HyG1nhaysLFRVVeHaa6/VDfBiY2PRtm1bnDhxAhUVFW6DR187deoUXn/9dUiShAkTJjjVAFdXV+Pf//43oqOj8cADD3i83iuuuMIpqL766qvRvXt3TJ8+Hfv378fXX3+NO++80+16RFMXvVr0psJxCFEx/OHu3bvx4Ycf4sknn1RuEBqK/fv3A5Db9+v1xbjhhhtw+PBh3WUtFgt++eUXZGdn49KlS0pHZ9Ec6cyZM0ofCwC49dZbsXfvXnz77beaNuuiqYu4sQbk9vUJCQk4evQoFi1ahKFDhwbNTRBRQ8EgnYj8rmXLlroBhAiI9JpLiNFF1COkiKYWa9euVQIDV0pKStwG6WIIREd/+tOfal3LV1BQgBdeeAElJSUYNWqUboe/lStX4ujRo5g8ebLmiYK3QkJCcPvtt2P//v3YtWuX2yD90qVL2LVrF4xGI2666SbdecSxqKio0P1eTFeP+iL+72oZwF5DL+ZVL19RUaE7HrhYxtdjhesNwWixWPDuu+/iu+++Q3h4ODIyMny6TW9cunQJAHT7NDgSN7GJiYm63yclJelOP378OF566SW3Q3+qn3oA8v6LjY3F5s2b8eCDDyIqKgpHjhzBb7/9hs6dOzvVzD/55JOYPXs2vvjiC3zxxRdISkpC9+7dcf3116NPnz41/jaipo5BOhH5ndHovmVdTd8LoqPk5Zdfrqnh01PTUJDl5eW64zH36NGjVkF6cXEx/v73vyMvLw+DBw92WUu+c+dOGAwGfP/9907bLSoqAgDMmjULYWFhuOOOO3DttdfWuG3RFl0s78qWLVtQVVWFnj17umzjLII8V50VxXR10CeWKSgo0F2mvLwcpaWlaNasmRJwm0wmREdHo7S0FL///jvat2/vcluuAk9fCgsLw0MPPYR169Zh06ZNmDhxokfBsb+YzWacO3cOgP86skqShFdffRV5eXm49dZbceutt6JVq1aIioqCwWDA4sWL8dlnnzl12g4NDcXgwYPx2WefYfPmzbjlllvw7bffAtDWogtXX301/vvf/2Lnzp3YtWsXsrKysH79eqxfvx4DBgzAs88+65ffR9RYMEgnogZDBJhdu3bFww8/XKd1tWrVCqtWrarTOsrKyvDCCy/g1KlTuO666/D4448rHe30SJKkNE/QI5ol3HzzzR5tv6SkBID7NuGAZ01dRDOQo0eP6n7/22+/AYDm5ig5ORlhYWG4ePEiCgoKnJ6I6C0j/t6/fz9+++03pyC9qqoKJ0+eRHh4OJKTk93+Ll8xmUxo3rw5Ll68iLNnzwY0SN+yZQskSUJycrJHLwYTQ3yKTryO9GrKT58+jdOnT6NTp0549NFHnb4XNwl6hg4dii+++ALffvstbrzxRmzevBkmkwl//OMfdec3mUy46aablCc4hw4dwquvvopt27bh559/Zo06kRvsOEpEDUbPnj1hNBqxc+dOVFVVBTQtFosFL7/8MrKzs9G7d28888wzbsdnf+WVV7Bq1Srdf6J2euHChVi1apUydnxNxGgteh1BhXPnzuHQoUMIDw/XvDjIUZcuXRAdHY2zZ8/qBupbt24FAPTt21eZFhERoYy8ozfUn94yAJROwuJ7tZ9++gmVlZW4+uqr62WMdECuvRZNTBzfwlqfLly4gCVLlgCQ3y/gia5duwKQzwW9ITm3bNniNE3c3Ok9VSkpKcHu3btdbi8pKQm9e/dGdnY2PvzwQ5SWluLGG2/0uC1/586dlZtFdcdUInLGIJ2IGoz4+HgMGTIEeXl5mD17tm4zjzNnzugGf75UXV2N2bNnY+/evejWrRueffbZWg2nWBsrVqxwqiWVJAnffPMNVqxYAYPB4HbowA0bNgCQ2xO7a+MdFhamDK03b948pV04IL9V9Pjx4+jevbvyIiNh1KhRAIClS5fizJkzyvRDhw5hzZo1iI6OxpAhQzTL/OlPf4LJZMKOHTuUGw1ADlIXLlwIAJqXH/mTxWLB+++/D0mS0KpVK1x22WX1sl01SZLw888/46mnnkJhYSF69uypGW/cnR49euCyyy7D2bNnsXTpUs1333zzje5Qh23atIHRaMTevXs1x6yyshJvv/02iouL3W5TDG+6YsUKAPpNXfLy8rBu3TrNeSS2IV6AVdPwkkRNHZu7EFGDMnHiRJw/fx7btm3Drl270LFjRyQmJqKiogInT57E2bNn0a9fP923WfrKV199he3btwOQh8t79913ded74IEH6txJdOXKlViwYAGuuOIKtGrVChaLBcePH8f58+dhNBrx//7f/3MKnNXEy2c8GdVlzJgx2LNnDw4ePIiHH34YXbt2RX5+Pg4fPowWLVpgypQpTstcc801GDFiBFauXInJkyfjmmuuQVVVFXbv3g1JkjBlyhSnN1TGxMRg8uTJeO211zBr1iz06NEDMTEx2L17N0pLSzFq1CiPh6isjR9//FF52RRgH92lsLAQERERmDJlitvmSrXhqp/FwYMH8a9//QuA3LSnuLgYv/32m1KTP3DgQEyaNMnjt+YajUY8+eSTeO6557BkyRJs27YN7du3x9mzZ3HkyBH8+c9/dhqStGXLlhgyZAjWrl2LJ554Aj179kRERAT2798Pq9WKm2++Gd9//73LbV577bVISEjA77//jk6dOuk+ySkpKcHcuXMxb948dOrUCQkJCSgvL8ehQ4dw8eJFdOrUye2THSJikE5EDUxERAReeOEFbNq0Cd9//z2OHTuGnJwcNG/eHElJSRg4cCBuuOEGv6ZBNBcAoATresaNG1fnIH3UqFH49ddfcfLkSZw6dQpVVVWIi4vDTTfdhOHDh2uGwnOUnZ2N3NxctGzZUneYS0fh4eGYOXOm0jHwxx9/RExMDG6++WaMHz/eZc3nxIkT0bFjR3z11VfYvXs3QkNDcfXVV+Puu+9Gly5ddJdJS0vDK6+8gqVLl+Lw4cOoqqpCu3btMGzYMI/b5NfWsWPHlDerAvLTg4SEBAwdOhS33XabRy+FqokYjchV84+zZ8/i7NmzAOT93axZM7Rr105pBqI3dnlNUlNTMXv2bPzvf//D/v37ce7cOaSkpODvf/87IiMjdd8b8Mgjj+Cyyy7Dt99+i71798JkMuGaa67Bvffei3Xr1rndXkhICLp3746NGzfq1qID8hCqDz74IPbs2YOTJ08iJycHERERaNWqFe68807ccsstfnv6RNRYGCTH7ttEREQNyIMPPoi8vLw6dwT2hYULF+LLL7/EhAkTMHr06EAnxy/Ky8vxl7/8BVarFYsWLfL5UJnDhw9HUlIS5s+f79P1EjU0rEknIqJGQTQjueGGGzwawtLXLly4oHSg1Xt5V2Px9ddfo7S0FOnp6T4L0Hft2qU0zSIiGYN0IiJqFMT48x06dKjXIH379u1Yv349Dhw4gEuXLqFPnz5umyE1RJcuXcKiRYtw4cIF/PLLL4iKisIdd9zhs/WfOnVK970FRE0Zm7sQERHVwZIlS/Dpp58iISEBaWlpGDt2rMdDEjYU58+fx0MPPYTQ0FCkpKTggQce8EvnXiKyY5BORERERBRkOE46EREREVGQYZBORERERBRkGKQTEREREQUZBulEREREREGGQToRERERUZBhkE5EREREFGQYpBMRERERBRkG6UREREREQYZBOhERERFRkPn/oEKxq8Lp7UMAAAAASUVORK5CYII=\n"},"metadata":{"image/png":{"width":745,"height":376}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835681396,"execution_millis":12,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"a2ece397d7ed4896b49ae5d231986583","deepnote_cell_type":"code"},"source":"period = 18\nt0 = 3400","block_group":"28fd09a0a60b48dbb0dd403f4000157f","execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835681401,"execution_millis":157,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"033d30c43d4b4de895b6b2e3074a90c6","deepnote_cell_type":"code"},"source":"lc_phased = lc_collection.fold(period = period, epoch_time = t0)\n%matplotlib inline\nfig, ax = plt.subplots(figsize = (8, 4))\nlc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'purple', markersize = 1)","block_group":"2f86896fda474104a128f7d62d71bb07","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":22,"data":{"text/plain":"<AxesSubplot: xlabel='Phase [JD]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 800x400 with 1 Axes>","image/png":"iVBORw0KGgoAAAANSUhEUgAAArMAAAFzCAYAAAAt54EyAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy89olMNAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOydeXxU5b3/37Mvmcm+QyBAIhIhgEQF6gIqxQ3Xer1al/Zqa23vr7XV9tauaG21V6x2u0p7e69Xrda6oCJWRCWCDS6JQtCwJEAgy2Qh2+z7/P54OIeZYRISCATM8369fMlMzpzzzJlznvN9vsvnq4nFYjEkEolEIpFIJJKTEO1YD0AikUgkEolEIjlSpDErkUgkEolEIjlpkcasRCKRSCQSieSkRRqzEolEIpFIJJKTFmnMSiQSiUQikUhOWqQxK5FIJBKJRCI5aZHGrEQikUgkEonkpEUasxKJRCKRSCSSkxb9WA/geBONRmlvb8dut6PRaMZ6OBKJRCKRSCSSJGKxGC6Xi+LiYrTaoX2v486YbW9vp6SkZKyHIZFIJBKJRCI5DC0tLUycOHHIbcadMWu32wFxctLT08d4NBKJRCKRSCSSZJxOJyUlJardNhTjzphVUgvS09OlMSuRSCQSiURyAjOclFBZACaRSCQSiUQiOWmRxqxEIpFIJBKJ5KRFGrMSiUQikUgkkpOWcZczOxK8Xi99fX1Eo9GxHopEoqLVasnKysJqtY71UCQSiUQiGXOkMZuCaDTK888/z/vvvz/WQ5FIBmX+/Plce+21h9Xfk0gkEonk84w0ZlOgGLLLli1j6tSp6HS6sR6SRKISiUTYvXs3q1evBuC6664b4xFJJBKJRDJ2SGM2Ca/Xqxqy559//lgPRyJJSWlpKQCrV69m2bJlMuVAIpFIJOMWGZ9Moq+vD4CpU6eO8UgkkqFRrlHlmpVIJBKJZDwijdkklGIvmVogOdFRrlFZoCiRSCSS8Yw0ZiUSiUQikUgkJy3SmJVIJBKJRDIquBwuXA7XWA9DMs6QBWCfU5YtW3bYbb7zne8wa9YsbrvtNn74wx/yhS98Qf1bLBbjnXfe4c0336S5uZlgMEhBQQFnnHEGV155JTk5OSn32draymuvvUZ9fT2dnZ1kZmYyb948vvzlL5ORkaFud8899/Dpp5+m3Mf3v/99zj33XAD8fj/PPfccGzdupK+vj9zcXC644AKuueaahFSQvXv38sQTT7Bz504ikQilpaXccMMNVFZWJuz7rbfe4oUXXqCzs5O8vDyWLVuWcK68Xi8vv/wytbW1tLe3YzAYKC8v5+abb1aLrgA6Ozu57bbbDhn79OnTWbFixYiOqfDmm2/y4osv0t3dzYQJE7jppps488wzU54jiUQiORGpW1kHwKLli8Z2IJJxhTRmP6c89NBDCa+///3vc9lll3Heeeep7xUVFeH3+w/5bCwWY8WKFbz33nuq4WixWGhpaeEf//gHHR0d/PjHP0553M2bN/PZZ59x0UUXMWXKFLq6uvjrX//K1q1b+d3vfofBYADgjjvuwOv1Jnz21VdfpaamhtmzZ6vvrVy5kpqaGm6++WZKSkrYvn07f/3rX/H7/dx8880ADAwM8JOf/ISCggK+/e1vo9frWb16NcuXL+c3v/mNaoRu3LiR3/72t1x++eVUVVXx2Wef8d///d9oNBouu+wyALq7u3njjTdYsmQJN954I6FQiFWrVnH33XfzyCOPUFJSkjDmm2++mVmzZqmvLRZLwt+Hc0yADRs28Ic//IF/+Zd/obKyko0bN/KrX/2KBx98kFNPPTXluZZIJJITjXm3zxvrIUjGIWNqzG7YsIGHHnqIuro6HA4Hq1at4sorrxx0+/fee4//+I//YPv27Xi9XiZPnsztt9/Od7/73eM36JOEVAZQXl7eIe+nMmZff/11NmzYwLe//W2WLFmivj9r1iyWLl3KJ598Muhxzz33XC699FI0Go36XnFxMT/4wQ/48MMPVe/vpEmTDvnsihUrmDt3rurBjUajbNy4kauvvppLL70UgMrKStra2ti4caNqzG7ZsoX+/n5WrFhBQUEBADNnzuSGG27g/fffV43Zv/71ryxYsICvfe1rAMydOxePx8MzzzzDRRddhF6vp6CggD/96U+YzWZ1XJWVldx66628/vrr3H777QljLi4uHtLYHM4xAZ555hnOOeccbrzxRvWYzc3N/O1vf2P58uWD7l8ikUhOJOxF9rEegmQcMqY5sx6Ph9mzZ/PHP/5xWNunpaXx7//+72zYsIFt27bxk5/8hJ/85Cf86U9/OsYjHV+8/PLLTJs2LcGQVdDpdFRVVQ362fT09ARDFg5KSPX29g76uW3bttHZ2ZngOY7FYkQikUM0VK1WK7FYTH0dDocBcX0oGI1G9Hq9up3f76e9vZ25c+cm7Gvu3Lm4XC62b98OgNlsTjBkQXhbi4qK6OnpGXT8qRjuMTs6Omhra+Pss89O2O6cc85hy5YthEKhER1XIpFIJJLxxJgasxdffDH3338/V1111bC2nzt3Ltdffz2nnXYapaWl3HjjjSxdupSNGzce45GOH/bv309HRwenn376qO2zoaEB4JAQfTzvvvsuZrOZ+fPnq+/pdDouuOAC1qxZw86dO/H5fGzevJn169cnhOjPPPNMMjMz+ctf/kJvby8DAwP83//9HxqNhsWLFwPC4I3FYmqag4LyuqWlZdCxud1u9u7dm3L8//Vf/8UVV1zBjTfeyO9//3tcroOFD8M9ZmtrKwATJ05M2K6kpIRwOExHR8egY5NIJBKJZLxzUufMfvLJJ9TU1HD//fcPuk0gECAQCKivnU7nqB1fqdg8XFhluNuNdNtjgeJ9zMvLG5X9BYNB/ud//oepU6cm5MLGE4lEeO+99zjzzDMP8Yrecccd/Nd//Rd33XWX+t61116bkI5is9n49a9/zX333cctt9wCgN1uZ/ny5RQWFqrb2O12du7cyYUXXqh+dseOHYAwWAfjiSeeQKPRcPHFF6vvGQwGLr74Yk4//XTS0tLYuXMnf//732lqauLhhx9Gr9cP+5jK/202W8JxlddDjU0ikUgkkvHOSWnMTpw4ke7ubsLhMMuXL09ZVa7wwAMPcO+99x6TcQy3anMk1Z0nSiVocqrAkfLHP/6Rzs5OHnrooUH3+cknnzAwMJCQYqDwf//3f9TW1vL//t//o7i4mB07dvDss89is9m4+uqrAejv7+eXv/wlhYWF3HbbbWi1WtauXcsvfvELHnzwQdWjeskll7Bq1SoqKiqoqqqioaGBV199dcjxv/XWW6xdu5Y777yT3Nxc9f3s7Gy++c1vqq9nzZrFpEmTuO+++9i0aRPnnHPOER9TIpFITlbG2iEjGZ+clMbsxo0bcbvdvP/++/zwhz+krKyM66+/PuW299xzD9/73vfU106nc8hw90gYbtXmSKo7x7oSVJHc6u7uPup9PfXUU7z77rv87Gc/Y/LkyYNu9+6772K32w9Jbdi7dy+rVq3ipz/9qSpRNXPmTMLhME8//TQXXXQRVquVF198EbfbzaOPPqqG8GfPns23vvUt/va3v/H9738fEB7djo4OfvOb3xCLxTCbzXzlK1/h8ccfJzs7+5Bx1dbW8oc//IHrrruOCy644LDft6qqCrPZzK5du1RjdjjHVDywHo+HrKwsdX+DeWwlEonkROVEcchIxhcnpTE7ZcoUQHjDOjs7Wb58+aDGrMlkwmQyHZNxDHflOZIV6livZnNzcykqKuLjjz/mpptuOuL9rF69mueff54777xzyPzbQCDABx98wKJFi9TKfoV9+/YBB39vhWnTphEKhejp6cFqtdLS0sLEiRMTclN1Oh2lpaUJ+aYmk4m7776br33ta/T19VFYWKgeY/r06QnH2L59Ow8++CDnn3++qjBwJAznmEqubGtra0LebGtrK3q9Xk2VkEgkkhOdsXbISMYnJ30HsGg0mpATKzl6rrjiCpqamnj77bcP+Vs0GqWurm7Iz7/77rv8+c9/5uabb+b8888fctsPP/wQn8+XMsUgPz8fgF27diW839TUhEajUfN68/PzaW1tJRgMqttEIhGam5vVfcSTkZFBaWkpZrOZNWvWcNpppyUYkfv27eO+++6jsrKSb33rW0OOP56PPvoIv99PeXn5iI5ZWFjIhAkT+Oc//5nwmY0bNzJ79uxDCsgkEonkRMVeZB9zp4xk/DGmnlm3201TU5P6es+ePWzevJns7GwmTZrEPffcQ1tbG08++SQg8i8nTZqk6npu2LCBFStW8O1vf3tMxv955ZJLLqGhoYHf/e53bNu2jbPOOguz2UxraytvvPEG+fn5zJuXevW9detWHn30USorK5k5c6YqPwXC6xufdwrC8M3Ly6OiouKQfZWVlVFWVsYf//hH+vv7KSoqYufOnTz//PNceOGFarHYF7/4Rd58803uv/9+LrvsMrRaLW+88Qbt7e38+7//u7q/2tpaHA4HkyZNwu12U11dzdatW/n1r3+tbtPf38/Pf/5zjEYjV1xxBY2NjerfrFarqo/7l7/8BY1Gw/Tp07HZbOq4ysrKEhQZhnNMgOuvv56HH36YwsJCtWnCzp07efDBBw/7e0kkEolEMp4ZU2O2trZWlU4C1NzWW265hSeeeAKHw6GGZEF4Be+55x727NmDXq9n2rRp/PrXvz5EyF5ydGg0Gu6++27mzp3Lm2++yYYNGwiFQhQUFHDmmWcOKaW2detWwuEwW7ZsYcuWLQl/u/7667nhhhvU1263m7q6Oq644oqUxWE6nY6f/exnPP300zz//PP09/eTl5fHNddcwzXXXKNuV1ZWxr333svf/vY3Hn30UaLRKJMmTeLnP/85M2fOTNjfunXraG9vR6/XM3PmTB566KGEHOqWlhb2798PwE9+8pOE8cycOZMHHngAELJZr7/+OmvXriUQCJCTk8OSJUv48pe/nNBmdzjHBDjvvPMIBAK88MILvPDCC0ycOJEf/ehHsvuXRCKRSCSHQROLV58fBzidTjIyMhgYGCA9Pf2Qv7e0tPCb3/yG733ve6NWKCaRHAvktSqRSE40pJqBZLQ4nL0Wz0mfMyuRSCQSieTEoGZFDTUrasZ6GJJxhjRmJRKJRCKRSCQnLSelNJdEIpFIJJITj8qbKsd6CJJxiDRmJRKJRCKRjAo7XhbtuovmFI3xSCTjCWnMSiQSiUQiGRWmXzn98BtJJKOMNGaT0GpFGnEkEhnjkUgkQ6Nco8o1K5FIJGPNjpd3EHAFsBXYpKKB5Lghn4JJZGVlAbB79+4xHolEMjTKNapcsxKJRDLWKO1s61YO3SlSIhlNpGc2CavVyvz581m9ejUAU6dOTRDBl0jGmkgkwu7du1m9ejXz58/HarWO9ZAkEolEpfKmSmwFtrEehmQcIY3ZFFx77bUAqkErkZyIzJ8/X71WJRKJ5ERA0Zhd+vDSMR6JZDwhjdkUaLVarrvuOpYtW0ZfXx/RaHSshySRqGi1WrKysqRHViKRnHB4ujxjPQTJOEQas0NgtVqlwSCRSCQSyTDpbeolEozgcrhkAZjkuCELwCQSiUQikYwKlz52KcVnFMsCMMlxRXpmJRKJRCKRjApFc4pY9PNFYz0MyThDGrMSiUQikUhGDZleIDneSGNWIpFIJBLJqLBr3S68PV5KzyuVRq3kuCFzZiUSiUQikYwKq25ZxeqvrZY5s5LjivTMSiQSiUQiGRWsuVZ0Jh0lXygZ66FIxhHSMyuRSCQSieSocTlcVN1RhcFiYOMvN471cCTjCOmZlUgkEolEctTUrazj4//+GHO2maWPyg5gkuOHNGYlEolEIpEcNfNun0fvrl4MVgNFc4rGejiScYQ0ZiUSiUQikRw19iI75ZeW4+vzyQ5gkuOKNGYlEolEIpGMCm//8G18vT76mvpY+rBMNZAcH2QBmEQikUgkklHhggcvYNI5k8Z6GJJxhjRmJRKJRCKRjArtH7VjybZQeVPlWA9FMo6QxqxEIpFIJJJRwdPloXNLJzte3jHWQ5GMI6QxK5FIJBKJZFTobugmRox5t88b66FIxhGyAEwikUgkEsmokFmaSdgXHuthSMYZ0jMrkUgkEolkVOhp6qG9rp26lXVjPRTJOEIasxKJRCKRSEaFsDeMzqhj+pXTx3ooknGENGYlEolEIpGMCt5uL55OD7WP1471UCTjCGnMSiQSiUQiGRVCvhDRUJSWmpaxHopkHCGNWYlEIpFIJKOC3iTqyqOh6BiPRDKekMasRCKRSCSSUSEWiwEQDUtjVnL8kMasRCKRSCSSUSHkCwHgH/CP8Ugk4wlpzEokEolEIjlqXA4XOdNzMGWaKFtaNtbDkYwjZNMEiUQikUgkR03dyjp6tveADhbctWCshyMZR0jPrEQikUgkkqNm3u3z0Oq0EIH6p+rHejiScYQ0ZiUSiUQikRw19iI7RpsRjV5D0B0c6+FIxhHSmJVIJBKJRDIq5M7IxZxuJuQNjfVQJOMImTMrkUgkEonkqHE5XDg+dhDxR2irbRvr4UjGEdIzK5FIJBKJ5KipWVFDNCL0Zf29UppLcvyQxqxEIpFIJJKjJugJotFqQA/F84rHejiScYQ0ZiUSiUQikRw9MTDajOj0OpytzrEejWQcIXNmJRKJRCKRHD2aA+kFMQiHwmM9Gsk4QnpmJRKJRCKRHDXGNCPExL/1Bukrkxw/pDErkUgkEonkqFl490L139nl2WM4Esl4QxqzEolEIpFIjhp7kV39t+NjxxiORDLekMasRCKRSCSSo8blcGFIM4h/t7nGeDSS8YRMapFIJBKJRHLUVN9bjUarwZhhpOqbVWM9HMk4Ykw9sxs2bGDZsmUUFxej0Wh4+eWXh9z+pZdeYsmSJeTl5ZGens6CBQtYu3bt8RmsRCKRSCSSQenc0kk4GCbkCbFj1Y6xHo5kHDGmxqzH42H27Nn88Y9/HNb2GzZsYMmSJbz++uvU1dWxePFili1bxieffHKMRyqRSCQSiWQoFt+3GJ1eRywcw9kidWYlx48xTTO4+OKLufjii4e9/aOPPprw+le/+hWvvPIKq1evZu7cuaM8OolEIpFIJMOl5Z8tRCIRNEYNZ3z7jLEejmQccVIXgEWjUVwuF9nZg0uABAIBnE5nwn8SiUQikUhGjsvhwuVIXdw17/Z52AvtxIIx6h6vO84jk4xnTmpjdsWKFbjdbv7lX/5l0G0eeOABMjIy1P9KSkqO4wglEolEIvn8ULeyjrqVqQ1Vd6cbvVkEfAPOwPEclmScc9KqGTzzzDPce++9vPLKK+Tn5w+63T333MP3vvc99bXT6ZQGrUQikUgkR8C82+cN+rc1d6zBN+DDPtlOTlnOcRyVZLxzUhqzf/vb37jtttt4/vnnufDCC4fc1mQyYTKZjtPIJBKJRCL5/BLfGCGZgsoC2j5sgyiUnlN6/AYlGfecdGkGzz77LF/96ld59tlnufTSS8d6OBKJRCKRSIBFyxdRuqQUU5aJ3qbesR6OZBwxpp5Zt9tNU1OT+nrPnj1s3ryZ7OxsJk2axD333ENbWxtPPvkkIFILbrnlFn77299y1lln0dHRAYDFYiEjI2NMvoNEIpFIJBLhtW1+sxlicOlj0tkkOX6MqWe2traWuXPnqrJa3/ve95g7dy4/+9nPAHA4HOzbt0/d/k9/+hPhcJhvfetbFBUVqf995zvfGZPxSyQSiUQiOYityIa1wIqtwDbWQ5GMIzSxWCw21oM4njidTjIyMhgYGCA9PX2shyORSCQSyeeGlfNW4mp3UXV7FYuWLxrr4UhOYkZir52UBWASiUQikUhOLBybHcy4dgYdWzrQmk+6khzJSYw0ZiUSiUQikRw1a+5Yg+MTB9FAlO0vbOfcH5471kOSjBPk0kkikUgkEslRU1BZQCwsMheNacYxHo1kPCGNWYlEIpFIJEdNxZcqKDy9EFOGibxZeWM9HMk4QhqzEolEIpFIjpqNv9yIs8VJ0BOk85POsR6OZBwhjVmJRCKRSCTDwuVw4XK4Uv6t4roKssqyMGebKZhdcJxHJhnPyAIwiUQikUgkw6JuZR1AStmt9375Hp79HohBT2PPcR6ZZDwjjVmJRCKRSCTDYt7t8wb924SzJrBz9U6ikSj2QvtxHJVkvCONWYlEIpFIJMPCXjS4kZpZmklME0Nv0vPFh794HEclGe/InFmJRCKRSCRHzcK7F2Kym0ADLf9sGevhSMYR0jMrkUgkEonkqOn6tIvTv346pnQT5ReVj/VwJOMIacxKJBKJRCI5al68/kWCniB5FXn4un0UzSka6yFJxgkjTjNYv379oH9buXLlUQ1GIpFIJBLJyUnIGyISihANRcd6KJJxxoiN2Ysuuojvf//7hEIh9b39+/ezbNkyfvjDH47q4CQSiUQikZwcTJw/EWuOFWuulbKLysZ6OJJxxBF5ZletWsUZZ5xBQ0MDa9asYebMmTidTjZv3nwMhiiRSCQSieRExz/gxz/gp2VTC2/98K2xHo5kHDFiY3bhwoVs3ryZmTNncvrpp3PVVVfx3e9+l+rqaiZPnnwsxiiRSCQSieQEx5xhRmfQgWasRyIZbxxRAdjOnTupra1l4sSJtLe3s2PHDrxeL2lpaaM9PolEIpFIJCcBrR+0EolEWLR8ERPmTRjr4UjGESP2zD744IMsWLCAJUuW8Omnn/Lhhx/yySefUFlZyaZNm47FGCUSiUQikZzgpE9Kx2g1su35bTS90TTWw5GMI0ZszP72t7/l5Zdf5ve//z1ms5mZM2fy4YcfcvXVV7No0aJjMESJRCKRSCQnOot+voiiuUVSzUBy3BlxmsHWrVvJzc1NeM9gMPDQQw9x2WWXjdrAJJITCZfDBQzdylEikUjGM+/e+y5uh5uShSVSzUByXBmxZzbZkI3nvPPOO6rBSCRjicvhUo3WZOpW1lG3su44j0gikUhOHvr29BFwBWh5v4V/fPsfYz0cyThixJ7ZxYsXo9EMXqr4zjvvHNWAJJKxQjFWFy1fdMjf5t0+7ziPRiKRSE4u9CY9MUOMsD/MwL6BsR6OZBwxYmN2zpw5Ca9DoRCbN2/m008/5ZZbbhmtcUkkx52hDNYTPb1ApkFIJJKxRqPTgAZKzixBbz4isSSJ5IgY8dX2yCOPpHx/+fLluN3uox6QRDJWnMyG4FBeZYlEIjkeWHOseDo99O7upfj04rEejmQcMWpLpxtvvJEzzzyTFStWjNYuJRLJMJFpEBKJZKzR6rVEQhHcbW7aQm1jPRzJOGLUjNlNmzZhNptHa3cSiWQEnMxeZYlE8vkg5A9hyjJx3k/PI6csZ6yHIxlHjNiYvfrqqxNex2IxHA4HtbW1/PSnPx21gUkkEolEIjl58HZ6AT5XhqysRzg5GLExm5GRkfBaq9Uyffp07rvvPr74xS+O2sAkEolEIpGcPFgLrAC88tVXAPhe6/fGcjijgqxHODkYsTH7v//7v8diHBKJ5CiQ3gOJRDKWuBwuDBYD0VCUtOI0zBmfj7RDWY9wciC1MySSzwHSeyCRSMaSupV1BFwBggNB3A43OdM/H6kGI3UQSMfC2DAsYzYrK2vIRgnx9Pb2HtWAJBLJyJHeA4lEMpbMu30e7973LsRg4sKJnxvP7EiRjoWxYVjG7KOPPnqMhyEZS+RK8uRH/nYSiWQssRfZISb+3be7b2wHM4acyI6Fz/OzfljGrOzsdXw53hecXElKJBKJ5GgpOrMIAFOaaYxHMnacyIbi5/lZrx3uhj/72c/wer3q676+8bvyOtbUraxTL7rjwbzb553Qq0mJRCKRnPjknpJL7im5dGzuoL22Hcdmx1gP6bjicrhUZ9SJhsvhYvqV0z+3z/phG7O//OUvE9rVTp48md27dx+TQY13jrdxaS+yn9CrScnwOJEnUolE8vmn9f1WWt9vJeQLEXQHWXPHmrEe0nHleDuiRkLdyjp2vLzjc/usH7aaQSwWG/K1ZPT4vF5sJzKfh1yiz3MISSKRnPg4W53EYjGKq4rp291HQWXBWA/puHIiez1P5LGNBlKaSyJhdAzBsTaIP++TlUQiObExWAyEfCF6G3uxZFvG3cL6RHaGnMhjGw2GbcxqNBpcLhdms5lYLIZGo8HtduN0OhO2S09PH/VBSiTHEiWXyFZgO+LPw9h7Rj/vk5VEIhk7hrNYz52RSyQYIegOEmPsordj7ViQHH9GlGZwyimnJLyeO3duwmuNRkMkEhndEUo+F5zIk8vRGqHK56VnVCKRfF4Zzjzp+FgUfFV8qYLOLZ3Uraw7onn1aJ8XY+1YkBx/hm3Mrl+//liOQ3KAw93EJ7JROBRHM7kc6+8cb4QeybGUz59sv4lEIpEMl8Mt1l0OF9FwFI1GQ1p+GgWzC5h+5fQjOtbRGqPH0rFwsj6Dh8LlcOHudGMrsJ2032vYxux55513LMchOcDhbuKTdcV5NJPLsf7O8TfvkRzrZL35JRJJaj6PBstgDPe7Hu7vNStqiEViYISssiz2b9/Pjpd3UDSnaMRjOlpj9Fj+bifrM3go6lbW0VzdTOmi0pP2e2li40yWwOl0kpGRwcDAwAmZ3zuantnPy4R8PL/z5+WcSSSSI6d6eTXw+TJYBmO0vuvau9ay+X83k1aQxsC+AWKxGN/Z9Z1jNpeO1Vz9eXxGnKie2ZHYa1LN4ATjaFfH8XxeVpDH8zuP1o38eZzwJJLxwnjKfx/Odx3OfFZ5UyVZZVnklOXw9y/9PeX2ozkvjlXq2ufRkRSvNX+yjV1BGrOfY06GCXm0b5wj/c6jPY7Py0JCIhmPnGwP8qNhON+1ZkUNAEsfXjroNjte3sGO1TsorirGXpx6n6M5L57IqWsn8/yfXNB8stwL0pj9HHMyXISjvbo+UapfT4aFhEQy3jlZvVBHyrH8vvNun0fdn+pofL2R0kWlg24zFCMZ39F8h2M9P4/V/D8av68y9pPNIJfG7OeI5Fam9iL7CT9Znyir69GefE7U8w2j/0CTecqSk5WT7YF9tBzp911490L130Pdr26HaHkf8oZS7udw93jy+I7V3BC/v2NxjFT7OtLjjORzo3E9K8c52RwywzJmr7766mHv8KWXXjriwUiODiUUZLKbAHFBj/Vkfbgb8Vitrkc6cZwoht3xYLSvidHS6R0vBoXkxOFke2AfLUf6fYdSfIlvGmPKMGHOMrP33b3EojFcDtcRyRwOdqxjwfGaf470OCP53GhezyfyMywVwzJmMzIy1H/HYjFWrVpFRkYGVVVVANTV1dHf3z8io1dy7Ii/oJV/xxtZx9PgOpYTxVDjH+q4x/L7Hy/PwtEw2g/wo93feDMoJCcOw70vT8T7+EgYjfEPZnDOu30e1gIrliwLr3/rdUK+0IibJiSP72jnhuFU6R/NMYZ7XRxNl8mRjO9kvz6PhhFLc/3Hf/wHvb29PP744+h0OgAikQjf/OY3SU9P56GHHjomAx0txkqaazQnw1TpBIc7Rrz8ymhJsQznO52I8inVy6sJuAIsvHvhqI89+TPjSeJHIvm8ciT38fGY+04EIzv+efTMZc+gM+qwZFsI+8Nc/fTVRx1yPxq5yurl1SPSTx3p+TzcdXGkrc5PhN/1RGAk9tqIjdm8vDzee+89pk9P7OyxY8cOFi5cSE9Pz7D3tWHDBh566CHq6upwOBysWrWKK6+8ctDtHQ4Hd911F7W1tTQ1NfHtb3+bRx99dCTDHzNjdriT4eE8qC6Hi5oVNWoqwXD2mbxfx2bRcjBezPpIbp6T1VCLP4dDjX00vl/8RD9SHb/xMKGNh+8oOfk5UefHE2kOrl5eTf1f68k5JQdfr4+gJ8hVT16lPmfiz+FIxp287UgcBiPVTx3p+TzcdbH2rrXAwZzj0TKSR4sTff49pjqz4XCY7du3H2LMbt++nWg0OqJ9eTweZs+ezb/9278NK0UhEAiQl5fHT37yEx555JERHWusGW6oID5kk8rgSpbNGC7xF+uOl3cAicZs3cq6Ib2VqS76kzU8bC+yJxQ0KCR/x9H4fvETbrKH4HATyXjIJR0P31Fy8nMkD/vjMT8OdoxjaaQMtu/pV07n/d+9j/8jP9f89RrWfHMNr976KrfX3Q4k3usjOTfJ2ybLhA21r3j91CM51pHUfCR/JugODrmPVAb3aKUHjqdnzIiN2a9+9avceuut7Nq1izPPPBOADz74gAcffJCvfvWrI9rXxRdfzMUXXzzs7UtLS/ntb38LwP/8z/+M6FhjzXDD2cmyGMk315Fovx3OSHM5XJR8oYSGFxuoWVGT0qBNddErN9hIk/yPNcO56VP9Lfk7jkTw+3DHnHf7vENyplKd01TXwueBwc7P5+k7SiTx1/nxENcfrpEymobQYJqzO17egc6gw1Zgo+GFBrzdXrR6rfr30Sg+O5K/H82xjsTYi//MwrsXUrOiZtDnqrJ9sqMjldf5SMcylJNqJL/Jie7FHbExu2LFCgoLC3n44YdxOA6Eq4uK+P73v89dd9016gMcD8RfpKkMznhjcbgXUnwqweGMNOVmsuRY8O73JiTtKxfwvNvn4e50H2K4Hs4gGwuOdLV5uBt7qP3G/20w/dtUnoyh9jPW6QjD2a9jswNvt5f8mflHVJB3ok6MEgmkvgeGui9GOvcMtv3R3tOjoQow0s/Mu30enl4PRpuRvev3Eg6EiXFQ0eBwz43BSD4XqaJqx4ojMcDjP6NEAWtW1AxaDJfK0ZFqX0c6lqGOPZLr60T34o44ZzYep9MJMCq5pxqN5rA5s/EsWrSIOXPmHDZnNhAIEAgE1NdOp5OSkpLjnjM7FENNmEN1Xhlqwnti0RMAfKX6K4MWjMXvx93p5tnLngXgax99LeXKMP7fQ+1zJPk+x8IQG+k+R1KROth28edjOPm4cDCfSvltj7Q/9pHmVx3uew9nv08seoL+5n7mfGXOkNudqL2/JZKhSHUPHC5HE45+7hntnMnR9MwOta979fcC8PXar/P6v7+Op9ND5ZcrD3GOKIw0j/VYO0qOZHzD+ezxcvCMdPE1moV4x4JjmjMLIm+2urqaXbt2ccMNNwDQ3t5Oeno6NtvIpSeOJQ888AD33nvvWA9jyAthsBV+wBUg6A5itBlT7nOotnNLHz1o/B4uUV5ZNS9ZseSQ/Qy2MhxqlTaSFeSxWO2N9GYb7hiGk7agnOPD5bIBBD1BiB30vB8rj/JgHO54w9nv0keXqp5ZheRrXXmt5GqfqCt7yeeXI30Qp7oHDpejORKGSksaTY7EABmJEaug0+sAEREcaB4gGokO67kx1L6H+9wZyTgHQ9m/wkiOozyzAdWZMVoG4GBzavLrw6UDxr8Xv/1w0hdPdCfEiD2ze/fu5aKLLmLfvn0EAgF27tzJ1KlT+c53vkMgEODxxx8/soF8zj2zgxmSQ61+Fa9sfFglecXl7nRT/1R9gidwsNXZ4TxjyYbYcPN8j4bR2M9wPQiDJdMPtp3CaCbcK+cYOGYT33A5VsdLvtZHcl1JJMeCI/GmjkbE5mgYTvHPaEehDidzBYMbeI7NDl7/1uuYM8xc/pfLef/372NKN3HuD88dcv+p1GWOZk4+Gs/5SLyrqVQWalbUEHQHqbqjiqI5RUftxR/MSE2O6inHUVLXlJSF5LEqpGp4Mdg4x5Jj6pn9zne+Q1VVFVu2bCEnJ0d9/6qrruJrX/vayEd7jDGZTJhMpsNveIxJlR8Jg+daKrk2yutUN0W8Ny959Rqf9D1cKarh9GQe7Yl7pPtJdfzBxpv8/mBKEYMl/SsM9zzELxgGYzS9OkfLkR5vOMVuqV4fyQNUIhkNhrrvDjd/HO76PVaGQPx+hzvHpSL+/qpbWYfL4VKNraGOmcxgdRPK/tfeuZaBvQNMvG6imqdpzjQnGLODRSE9XR7KLioDhFFc+3gtxjSj+gwbiYrPkfzWQ41vsM8mH0d5ZlffW039U/UUzSk6pPYl/vkw2DM5+fdKPpbL4cLT5cFgNajvKfaFEv1SGGysgxWFn8xz8YiN2Y0bN1JTU4PRmBj6Li0tpa2tbUT7crvdNDU1qa/37NnD5s2byc7OZtKkSdxzzz20tbXx5JNPqtts3rxZ/Wx3dzebN2/GaDRSUVEx0q9yXEklhwWJRu5QhVqDXYzKBBNPctL3YDeEcozkfycnow91cx0Lj+pQ2ysTQPzxB5u8kt9XzvXhJkbl/a5PuwYdS6pJMVVVajIj8XafqBPLSB8Ihxv/ieoVkHx+GOoaTDUPuBxC4cWaZz3snHesFDni9zuYM2SwOT2eZEms565+jjV3rOG6l65Tt0k2alIxWCqU8t7SR5fS+EYjWaVZtH/UjjnLTE55TqpdHfIdnrv6OTb+ciPTlkxj7Z1rCQfClCwsUZ9hyriGqiFJ/i4Ko6UQk2zwJaO8b0wzEnQH1dfK87lmRQ0tNS2ULS07ZJ/xxH/HVNdczYoauhu6KV1Uqr6n2BfK9sk2wVDpCEqxOEDt47XYC+0n5Vw8YmM2Go0SiUQOeb+1tRW7fWQP3draWhYvXqy+/t73vgfALbfcwhNPPIHD4WDfvn0Jn5k7d67677q6Op555hkmT55Mc3PziI59vBnsJoo3codaPcVfjO5ON7WP1WK0iZVr/VP1AOoqNt6rqxzb3elW/7MV2NRwiGLsKp7coSYrZVJxd7oPGxYaDoczYlLlJCnfZ7Cq/1TnTCH5hh9srMr7z139HADTlkw7ZN+D5dIpD8DBvsNQDOZJHo5n+EgLrI4k7JjqwTqSkNnxMgYk45eR3HeDeQuVhWnyIvh4KXLE73cwZ0iykQOHGnrJ1fWXPnYptY/XJkSgBlO6iUdxdHi7vTg2O9SxxO+/9g+1aPVabt10K5/8zyd0bOkY1vdcfN9ivD1eXA6XWu+RKsKlaLaOhPjzcjS/1eFC9spztPKmSuqfqlfPr3IdARRUFhzyewznmMkUVxUf8oxXtlc82/ZC+yHXSypHzto716r/DgfCLPr5oiHHdKIyYmP2i1/8Io8++ih/+tOfAJHr6na7+fnPf84ll1wyon0tWrSIoVJ2n3jiiUPeOwrxhTFjqHyneC9ofKL2UKvg5upmAq4AeRV56o2q/C15UoovvmmubgZQb6zO+k7qVtYx/crpbHp4k6qFl0xyeEkZ1/Qrpw861uHk7SbvdzDjNTlUMtQKe6iVe/znXQ4Xjs2OQ4y/+FV3dlk2hrSDoZxkAzr+t1I+1/LPFuDgQyfVeIZr1A21uElOT6lZUYOjzjGoV3g4XptUpPr7UE03Km+qVM9psgdjKGMg/lxKJEfLkaZKxUe8lLk52QA4nhGU+PEcbrugJ4gxLXWxcDxFc4qo+kYVkNpgHOz7KHNZS42Y427bdFvCdmvvWkvG5AzKl5VjL7Kj0WjUAtfk/SVHA5veaMJR56Bne0/K+gHV8NYcfpzD5Ug/P1RET0kxiH+OJkc6h3IcuDvdlF1UpjpEUo2x8qbKQ96L//faO9cScAW4/C+Xp0wnULy2ynvK4sHb7cXb4z3s9z9RGbEx+/DDD7N06VIqKirw+/3ccMMNNDY2kpuby7PPPnssxnjSM5iBlcoAjM+NHcz7N/3K6dQ+Xkvnlk7S8tNYePfCQ8IKycdQPgfiogVUw6NuZR29Tb2k5aelvNGSjadUubWDGbzJyfHxBlfydsPJSUr178FIlUqhvD9YSoAyhoArgMFqSFilJof04r3TI8npGux6OFx4Pv78JKenBN1BzvnxOeTPzB92XrGymFL+neqcHq6aO/5hW7OihrV3rlXPaXLu8VDnZjjhQ4lkuBxp3uRgmt/xBkBy/cJopskcbkE/GHUr69Qc01R/SxbOH0xZZDj1Fdll2Snf72/ux/Gxg4G9A8y9ZS6GNANavXbIaJ8yb4AwqmwFtkPGEO/0WfeDdYfs43BF1crzMXmOO5w2eKp9pdom/v3kxUSqCGEy8aH/HavF7zJ92fSUGvEwuJdeYemjS6l9vFbdLv63V5658e8p+1G6VCoLipONI9KZDYfDPPfcc2zZsgW3283pp5/Ol7/8ZSwWy7EY46gykuq40WLtXWvVkL6CEg4AEi6mprUih7igsuCQJP1k4yzey1m9vDplp4/4Yyiff/H6FwGhQavsV8kPTSV+P1gIezDPmzL5x3volAkr3nOXvO/4c5OqqnQ4Fa3x50g5J0rYx2Q/WAiYPMbksRzOuIrft63Apj7slPM8WCGYvch+SCXqcIn/LZO1F+OVL1JNgKmug3hjc6guMUORPI7k313hcCkQR3pOJJKRMhzPbLLXNX4+GOw6TxVdGukYUmlPpxrPSI6bykAdbE5Pfo7E71eZQ5S0tuR79T/z/xN/n59pX5xG7qm5fPTYRxhtRu7YcschY4ufg5TjKSQbW/FzzMp5K4mEIty09iZ1+1TnUHneJqcGJC/mlc8PpjowUr3fVDmphyNe7eWZZc8QCUZY+vDSBLlDhVR2Q/J3iX8NhxaauRwuqu+thljiok2xA6x51oTnxEiu69FmJPbaUTVNOBkZC2M2vjoz6AkS8oRYcNeCQyaFXet24e3xkntqLmvuWIPepFcNTkic6JIvrvg8mWRvqFIwVX1vNcY0oxqmiL8ZFEO6oLLgkBsw3lBKdTEnSy8l38jVy6txOQavoB1KmFxh0fJFg+YqDYby/VtqWtTFATCoURVvoCrbKQy2Yo/35IL4bZQVbumi0pTtieMnjMMx2ISbavJSft94FYxUk2sqLdzq5dUYbcZhN+dIXlgoDDbZDvYwiY8oyIYKkmPF4ULdg22jzAlKrqby8B/K+BnOwnCwzytzfPwcHT8u5e9KVynl34fLdR3KcE2VGpTKCEyWf0qevx6rfIyeph4KZxdSUFnAnnf2MHH+RK5+6uqEccDBez3VAj25piF+TKtvX017bTvTl00fNKVt7V1raalpoWRhSUqjPP68KO+NxDM7HA6371TOBXuRnV3rdrHlyS04W5wJUcP4Z/9gz0vlGRvvXBnKoaIUo8U7IhQ7pfKmygR7YrjX9WhzTI1ZnU7Hueeey4svvkh29sFwQ2dnJ8XFxSmLw04kxsKYVS40734vXQ1d+Hv9ZE3NomRhSYLH9rmrn1MN2FRtQld/YzXOfU7mf3e+mpupJOQ3vSE8uslyXMp7SgijuKqYZSuXpfTyKqkLSrWlYqDFk+piTjZeUu07WQs3nuF4YeGgd8/d6T7k3Aw2YTs2O9j08CbS8tNUz2zyJBhPcipE/AQbf3wQE4Xi0W54oSFh38r7TW80JagvDEfxIJ7DGbDxr+MfdMr7qR4Qqc7VUJ7R4XRBiv/8E4ueIBwIc91L1w3pgVcWGnqTftjnQyI5EuKv18E8jIPdK4oXy2gzHlYTOtmBkGobZbvBol3uTjev3voqADe8dkPCQlS5z0x20yE61cP57sljqL63Wp3zD5dfnMpLHc+Hj33IQMsAM/9lJvVP1dPf3E/VN6rUAtr4yGPJwpKEiFmqyE7y8Qc7b6n0Xg/3zBnqvKT67qleD/aZocY3WHQ0fkwuh4vSxaXknpqrGruv/7/XCXvDnP+r8w+psVFQ7IfSRaU0VzerihCK8ys5dSN+PlauAxC/jaPOkTCHKymQgzk8jhXHVGc2FosRCASoqqpi9erVnHbaaQl/kxyKkhfUuKaRaCRKWkEaBZUFCT2bgQTvYdGcItbetZaGFxrU94jBvvf20d3Qza2bbgXEBdy7q5eypWUsuGuBesx48WYQRm/vrl61m1iqXNWqb1Th7faqyee1j9Wq2yj7TC4SsxfZ2fHyDgKuQMqJOdlbONQEMZS4vrIyLLuojIYXG+jZ3pNgAMUbifGf3/HyDtLy01RPh3LM+NwhOPhAqLypkrKLytQQj7Kv6nur2fvuXiafO5meHT0A6qQBUDSvSB3H9Cuns+XJLfQ29VKysET1ZNiL7Ey/cjolXyhJGUJKRXLlq8sxeIFg8RnF6hiU9wd7oCZP9EP1Ox9OF6SgR3iuXA4X5/z4HBpebKBmRU2C1yf5fAfdQbLLsllw14IhtXklksNxOM9aqupt5Z5VSBVFAdQ8yPg5ZKi8SWW7VLmq8dsN1q2pbmUdkVCEaCh6yHwbXx8x3HtmsPxhJcezoLKAki+UJCgUwKHnVJl/kjVOFdb/ZD2xaIz5/28+ZReVseaba3jrh28lzKWuDhccMBPW3LGG7LLshIKm5FQ1ZZ6Kn8eSz2Xy91POT/zvFU+qayLV35ON9uGo7ygLdMUrnHwcZR/n/PiclPtQZTUfr6N0USlFc4rEPv/ZQsgTUiXVlHMQX4xdeXMlOWU55M/MF3U1B57f8duVfKGEXet2kT8zX71+6lbW0VLTQk55Duf+9NwEh028wWy0HZQcOxEjaCM2ZjUaDS+++CIPPvggCxYs4KmnnuKKK65Q/yY5FHuRkMpSRKGteVb1Aa+8p9zw8Uaep8tDd0N3wuR72Z8uw5pjVbezZFmI+CN01HeoIQLl5jPajNQ/Va+2xFWKxSB1m9rkgh2lclQ5VrLxrYQ15t0+j+rl1dSsqEkIgxhtRto/aqe4qlgNrSd7Q1IVqK37wToMVgPLVi5Th6IoLrzy1VcwZ5s550fnUHpeacJ3KPlCCZCYI6R4rpVJUTGmFt69kOlXTlfPjzLxKa+Tf4/OLZ0M7Bugvbady/9yOSAeJsoxlQWArcDGi9e/SG9TL6WLS6m8qTKh2EIx/IdrzCZPGvEPyOTJ+O0fvg2gLnSUzysGcPw+lHN2JGNIfs/lcKmeK2V8Vd+oov6p+oSCMKVw0ZhmVK8Zg9UwrHQLiWQoBjMcU3VRjG/1HY/yuWT5QeWzyn0z2PWq3GPxEoDV9x6cF5MZTCNWMfraP2pPGJfy7+T83cOhhPPjPXHKPitvqsTb7eWtH76FzqhTFQriv29y4ZaySE8m7A8TCUZUx4KzzUmmPjNhP4t+vkg1lIKeIJ1bOql9rFZ1uigL/bqVdWraW3wdQKpah0NyZg88LxXVnsHkqQYrHItXCIrncPNl9b3VhDwhCmYXEHQHD0kDcWx2JHy/+OdA/HdSFizxi5WShSVMuXAKnVs61QWOcq2A8PT2N/cz5ytzyJ+Zj7fbq3p34WBqyNo719Lf3M+0pdNAA/ZCOzmn5hD2hXG1u1RPcPz5TSU5diJG0Y7IM6vT6fjtb3/LaaedxnXXXcdPfvITbrvttsN/eJyihLUUgyf+5tr4y41AYrhBWeH1NvVSXFWcMtdTufEcnziIhCLo9Do6t3RSUFmAY7ND9YjVrKihs75T9fqmmgAUgydZQiTVTR2/2l1zxxrW3rmWa569BjSoq7bOehGuKKgsIK8iD6PNyOqvrcZWZKOgsiBh/MoxFU+y0WZk91u7sRcnTlC1j9XSVtvGhLMm0L+3n7rH65j1r7MS9tXyzxaaq5spmlekehp2vLxDnRQrb6pU9XmVCU0x0He8vIOiOUUE3UHaa9sPuWEvfexSNvxiA9Zca0I6RcOLDRjTjAkpDEsfXaqmfux4eUeC8sC82+ex7gfrqL63mmWPHzTW4xkq3yq5IUY8y/68LOFz8ZNzsiGvoMiTpZLWGmpsCvEPV2Vh1vBigypPEz8p1z9VD7GDk7uy0lfuD5kzKzlShrovIHEBp0SfhtJujd8+2RABEq5Z5TPJhrPi+RwOyca4YvQdzvuaqoAq1T2UbOAp50iRbIyEIuRV5CV8ZjDVEmXOTg6pX/6Xy2la14S1wMo5Pz6HF296kbA/fEh0KTkSuP5n6xO0Tr9S/RVh0DtcGG3GBKNNMXKV8HkqkqWmkj2Jg+lkK7+fInGWHM073O+hLD5ueO2Gg/tyB6leXk3Flyp46563MNlM6veLdwzFp57Fe58dmx2UXVRG7eO1tNa0suQ/l1B9bzXVy6upuqOK/dv3Y80R59vb46X0vFJqVtTw2XOfodVrmfOVORTNKVKdKPO+Ic7jB7/9AIBFP1/EXxb8haA3yOJfLMax2XFI1E5xPCRLjp1ojNiYjefrX/865eXlXHvttWzYsGG0xvS5Y80da4gEI+iMOoCEPJRzfnwOPU09qutfCa0E3UEW37dYnTy7Pu1SJbWUCaF3Vy9ZZVnojXrO/uHZWPOs1D5Wy6u3vkpeRR4L7lrAwrsX0vxuM41rGql/qn7QSvPkxgvAITezkjKgGG6XPnYpcMDoPeCZq1lRw+L7Fid4YStvqqT4jGIanm8g5A1hSDMkFE5V3lRJ0B2kdVMrBbMLmHrhVAxWQ0LecHttO75uH9Zcq6qRmFzcFD/RKjlJ1zx7jRraqn+qHqPNmFDgpej6qZJWGiFIrUymyvkumlPEJX8QOsrKg2zHyztoqWmhcHZhwk2uPByV3y7eo2MvstPb1Dvk9TKUXJmyck9FvLc3lSyWMsHG53IpedSLli86RFprqLG5OsS5WfTzRWLytxnVhVl8+DbeQPV0eRKOrywk4h+0J+KKX3LiM9h9kXyv16yoYduL28gszVQXnam8m8mGnHKNKk6HNXesAVDrCwa7bpPHFD+nJM9b8V6vVOH0VPuM9/4qpDLyBmtEEC/1mEpWSiF5HlKeGUp9gWIgbvv7Nna8uIP5d87H1+3Dp/Ph7nQnqLwo2yrPB+V5Aai/h73Ifkj6hTLe3l29quMkuaAs/jsqXsg5X5mTkK8av4iJn8sVlLQ45ZwqElmHq3VQFgPx3tVND2+ic0snjWsaRUTxQHpBfFTWmmdVm+3EX4v2Irt63SU8M2LQXtvOyze/TN+ePqw5VmZcMwNAdfCULi6l/NJy1TOrOFFqVtQw/bLpapMKd6ebCx68gMY1jdQ8JL5vfKqeMg4lPfFEdjaMuABsypQp1NbWkpOTo77X1NTEsmXL2LlzpywAS8FLN71E55ZOJi6YqLr245P5t724DYA5X5lD09omVaw/frv4lVbJF0rw9nhZd/c6As4A2eXZCQZJc3Uznk4P6SXpXPfSdTx39XNEghGKq4rVBG4lBxXAUedQDZD4BPHkAjJlRazchNOWTEtIDI+fAJTwVcOLDdgL7QRcAXav243WqKV4nvA2e7u9auVmekk67bXtmDPNXPfSdXR92sVb97yFb7+PGdfMwNPloXNLJ1OXTFWN6XiDCgavFlUqRJU0i/iJ+YlFTwDiIRVfsakUxKVq7ad8ZumjS3n+2ufRW/TctPamlFq/ysQa78FI5dUZzBs7WHFcKjmzVIUGyZJhyrbKQuGte95CZxDhxcGKUuJR9qF0RytbWkbAFaD4jGJ8fT5yynLUNJpkb9N/L/hvIsEIN7x2wyEFHcr5OJEnS8mJT3KVeHwxljI3FZ9RjDXHSss/W9Q5LV62L/6aVWSeKr5UkaBAsvr21YC415ILQxUvWLxjIJWqSHJYOz6ScUgaD4MbEspzRCHeMzyczx9uG5fDRfO7zQCq509RiFHOy6pbVtG/qx97ifAql55XyiOTHiEWjjH5vMl8pforrL59NS2bWihZEJeioCEhNS654BZIcMDEV9wDKQtI41UX4guFU+371VtfRWfUqa194+fLZPWgweTY4n8H5Vrx9nhprm6mc0snQU+QjIkZWHIsZE/LVo+/6pZV6PQ6pi876ClWHCqKQa2MZ//2/QD0bO9Ri8n3btyLKcPEgu8toHOziIYq12N8UbjShEFxqilFhfFNlObdPo9nLnsGIOX8rDjS4lMkjwdjIs3l9/vp7Oxk8uTJo7G7Y8ZY6swqBpy3x4s1x8qWJ7cAUH5pOQDWHCu1j9fS29jLxAUTVZmNdT9Yh6/Hx/zvzseaZ+WvF/8VrU7LFf97Bd4eLw3PN+D42MGksyex5D+XqBefYsApHjElaV9RM4gPDysXqXLDKoaIIkmjFqFBgmxY/HdTjCtFEQCEl27h3Qupvrea5g3N5M/IF6vwGLTXtaMz6Lj0sUvVG+3yv1xO0Zwinlj0BAFXgAsfvFC9KZWHkOKBVIz0G167QR1bqokmubo+3kBUVAfiW9Aqnt1wIKx6n+MNx/jJYuszW7FPsDP9sunq5ACiLSCgVgmn0o+Mz+09XGVt/N/jZVUUBquwHkwSS6l8VTw2yaHWwQr14s+Bcl7cnW6evexZtHqt6iFQHgDxC52uT7vUxc1QFeESyUhJrhK/5tlrEhbW8VEiJYyq5OHHF4jaCmwJVdurb19N66ZWpi6ZmnDvxi8mlftYQTGckx0DgykcxM8NyYokkCibN1TFv0JyylD18mpC3hDll5ZjzbGq6gKDncNkQ1rxZoNwuARcAfWZoqjE1K6sxWAzMPfWuUyYN4FpS6bxC8sviIajXPy7iylZUMKrt72Kq81FZmkmcLD5gsFqSPD4Ks+fHat3EAlFmLZkmnpu4ourkouc44uXld8y/vskFxvHd9Jc8p9L1MWL8lsMdj5SFaZ1fdpFT1MPrTWt7H5rN0FXkJzpOVz+l8upfayW1k2tWHOtnP7102n/qF3kFLc6SZ+YrtZgALx888toDVpKF5UmhPqTJdlaalrU89fb1CvS9w44ykCkLeRMzwEN7HpjF5mlmapXWHFCxWvLAwkLFuVvSuqe8jwDhkzxGG2OqZrBYJjN5hPekB0r4gsImqub6W3qJRwMY84wo9Vr1QmhrlpMQjFNjJA3pE60Soghf2Y+NStqSMtLI7s8W11xvnvvuzhbnOx+a3fCBZqWn0bQHRQtWWOoKz5IDMulCmsrN6ni6VXyZWpW1JBdlk35peW4HC6C7iAhbyjh5i67qCzBQAYgBnq9nu6GboqrisV3iolUBW+3l8mLJ5NRkoGtwIZjs4OK6yrIKcth2pJp6gS15o41BD1BrnryKmwFNhbft1itmvd0eTCkGaj6RlXCA8rb7eWcH5+j7iPeKxqf6rB73W4mLpyo/mZKDpISSlM818rk2fRGE0G3GIs1z0rLphamXjSVCfMmAEKqK+QNJeRnxVeCJp/nwYpBkitvXQ7RtjK5x7eyvbKNYmwm50Erv3dyU47kh2RyWHGwBguKvrES1mpc06gumuxFdtCI9AL14R7XUS2+EjdZak0iGQnKtaQszpTXil6mIhCvzBVKYaYyTyi59EsfXqqGVEGkTmkN2oRjxRtRSkpY/HyXnPKQnH+bTLzSizKPKZ2u0vLTaK9tV3NdBwt3J7cJV9J3iuYV0V7XjqvNxfZV2zFnmvle6/fU4yUb5cp4lHEq31XJx8+fmU/Xp11seXIL3Q3dGNIMVN5USc6pOTRXN1PzYA3mTDO3brqV4qpiuj/tpubXNWSWZlI8r5iKB4QnNz4qVLKwRD22YsDNu30eO1bvwNvtxdPlUedtpSDMXnRQNULRqP34vz8mvSQ9YZEPiQt9QM1/VkL7tY/VJhTpparYj/esK4Zi5U2V6m+7+YnN+Pv9ZE3LwmgzYrQZyavIw1ZgY9HyRfzf+f/H3o176dvdpy74J509iYprK9SFFoDWoKW4qlj9borR6enykJafRtenXWSVZampccp5C3lDwMH5PufUHHUuvuDBC7DmWFWnkGK8KvUe05ZMUxcKIHJ/P3vuM6KRKF/+x5fVRR+QUsXiRGFYntns7Gx27txJbm4uWVlZQ6oW9PYOnQ841oyFZzbeVa8YSK2bWgkHwhjSDMy4agaLli+i69Muah+vxWA10N3QjavdxawbZqlh/aY3mvB0eZh982zVq7vgrgU8deFThPwhSs8rxfGxg1g0xqlXnkrVHVXUPl6Lt9uLwWpQJ+740Hc8qZoE7Fq3i/cfeR9LjoW0/DRA3Oyd9Z2ULCwRigvbuik9r1T1eih5VPFJ+4qXd8erO8gszWTxfYsBsUp8tPRR3B1urLlWTrvuNFpqWuhp7KH84nKW/OcS1RBydbhoeKGBzMmZ6uSuGNhbn9mKNc+KMc2Is8XJadedhqPOQW9TL6ddd5rwDi+vpmVTCzqDCO1Mv3I6+7fvp3FNI01rm7AViu+vM+goXVSqegEUOTBjmlENaxXNK2L/tv2UnFtC+UXlPHHuEwCc/rXT1QddvLpEKp2/+PMcT3w4bN0P1mFIM7DsceFNVx5yiidhsM5e8ZJhg3VdU37zeE+F8pAczDObnH6xct5Kgt4gl/zuEpreaKK5upniM4rV4jZlkow3npPztdfcsQa3w63mtkkkI2UwrWtlMV66qDTBu1e2tExN12r/qF2915UFcPxCPPleWf0NIdxvsplU71fP9h41CjWcVKFUxOewN65pBOC0605L6GaVyjObqklLfPRIcTi0vt9KQWWBmvsfbxgDCbJ5Sii89vFatcmPcm7/e8F/E/QEKZxdqDpiFNnE7au3Yy+2E/VHqV1ZiynTxCW/E8eLT9NYe9daPF0eNSrZXN2shtbji5+83V7W3rUWnUGnRuCUvyupHstWLmPXul1U31st6kfuOfsQtRjFu60cS2fUJUTN4vXeU7XzTU5dSNYPb363GV+fj84tnbR/1K7mzxqsBiq+VMGab67B7/Qz/7vzmXvL3IQFQXFVsVAOikHFlyqAg/rkIAxlS46FCx+8kFU3ryLoCjLv9nkH0+Eeq6VlkzBEC2cXsuCuBay9c62a/qU0a1LqWhSaq5vJLM3k3J+eS+1jtaKexWrAaDPS39xPd0M3k8+drC7a4NAUlmPNqHtmH3nkEex2MfhHH330qAc43lDyTZUisEgwgiXHQkZJBnqLnpA3RPO7zTQ830BPo+igojfryZqalZDjCSKk0PRGEx31HbhaXXQ3dGMrtuFud+PucGPONOPudKsXd8gboqWmBWuelaUPL1XzuQA1FaB0UalqbCohG2XC3PjLjfQ29ZJWIAzZBXctoPaxWuzFdoKeIN0N3WSWZqqGrKfLw7xvzMOaY1UNr9k3zwbEZKbkE215cgsGq4H8mfks+/MyNUSjaI921ney+63d6spT8XDufXcvkXBiXnblTZWqUZ1dlk3lzZWULBBGaO1KobVXvbyavRv24un0YC20Mv3K6Wy4fwP7Nu4jfWI6k8+dTH9zP9FgVJ2I4mVhlIk23vP9h+l/oOmNJrY9v42pS6bi7/PTv7ef/uZ+UVAQI8GroHhvkkk27pTVdd3KugRlh7qVdTSvb1Z/C0CdtC7/y+Xqb1t8RjE5p+aoqSyv3voqxVXFlC4uVcOMyXqIyVXKkHrCUr5XyRdKcDlchLwh3G1u/vHtfzD53Mni3MUtj8suKqP4jGLaP2pXCxDjc2nrn6rHkmWh8uZKZlw545DjSSSHw+VwqZGhVLJZxVXFLLx7IS6HS70ec0/NVQuEZlwzg0sfuzShcFSZExfevVD1/KmqATHIm5GX0MVR0VZWCrjiIxvxRqfyXqrvUPKFElUL/Ir/FXKXyRKBqe5JRZbQmmc9pPBTMT6UYqS0/LQET7HyuWTDPV4aq3NLJ6/e+iq3190OiHmxdVMrBqshQdLwrR++Rc/OHqw5Vpb9eRm73tqFOd2c4EFUfh8lTaHu8Tr1N4j3UCtFty6Hi2goioZDHWiKag7A+p+tp2urmJvf+uFbat6n0jSnc0unGnmLhqJqka+iFqBE+BbevTDB4RP/28QrYCiLHuU52bO9Bzig0HCNl4YXGmje0IwGDY1rGgkHwwRdQT787YdMmDdB1SGPhMSzzJgmlF2a3mhSUwiU50XJF0poeLGBjb/cSFpemmpsrvvBOtLyxWsNGkK+EE3/aKK3qZezvnOWiA56QoQ8ITUVofKmSjY9vAlXmwtboY22D9pUD37IG6J0cSm+Ph97N+7FXmSns76TtXeuTShcO1GR7WyPA1v/tpWP//wxnm4PhbMLAejY0oEGDTFi6Aw6eht7iUVjpJekEw1H6W/ux2AxcI/znoTQuJKv0/h6I642F+YcMxc+cKG6kg95QyL8YzWo6gn2Yjvd27oxZ5hZfN9i3n/0fSzZFmbfPJueph4sWRYa1zTS3dCtGts6owj/KEL8Dc830NvYy4yrZwgNxNp2Midn4h/w42pzUVxVTMgborexF0u2hYArgLPViUarUXOkFMPpuaufU4u+lPeSk9aLzzjonZh982xa/tlC765eXA4XeqNezR9WPAezb56tKigonmE4GBJ/5rJn6G/uJxaLYSuwMfm8ydQ/WY/eoqfi2gpVimXTw5sScrjii6WUkJR3v5eKayvoa+7jo99/hCndxDXPXqPmhE2/fLoa0lQ8ucoCQmnDmJwDq+QmKyFFxZureGYVqR7Fk6wUs7k73bx626voDDrO+s5ZfPzfH9O1tYv0iekUn1FM55ZOIkExYSq/za2bblW7GikkP3SVnDvle8fnHNY+Xqs2rdixeged9Z3ojDoqb6xU1SoUz6zSS33pw0vVfFklbKWErHa8ugN7sT2h8EAiGS6pWm3GN1lRPIKKV1YpGEqV3qLMtd5uL7WP12LNPbgAV+47hfi8yrqVdaru9mB97bs+7VLlk5K9t4p3NWd6TkL6T7yii0IqTd1ULaqVfSefDyChSBNIUBhQipiUmgtFuuumtTclGIiKF0/xUD619ClCvhCX/ddlbPzlRlo/bMWYZmT2zbNVuSsllK9EdJS0I6XbVXIRqxJNK1lQonoVUxWbrvvBOrGw7nTjanMx4+oZ6rOmv7lfGIUHCs+U+Tv31FxW3bwKQN1/cpdI5dwpko/K81Ap7lKidPGyhCGPCPnvfms30UiUyedMxmA1CEWDHDMRn5iPr3/tejV6p0QOFZo3NKM36Jlx9Qy1Bbryu9U+Xkvja6IB09QLp7LgrgVsengTjf9oVL27PTt6CLgCRENRtAYtc2+bS+NrjViyLXRu6WT/jv2YMkzM/958JsybQP7MfJ5Z9gyuNhdBV5CQJ4TOrOOLv/kiliyLKuWlLPpORM/ssIxZp9M57IMfLwPxSBkLY/bR0kfx7vcybek0DFYDBquBkDdEW20beoOeiQsm0tso0jP8A36hHZdvZeb1MymsLEwIwSgGzbv3vsvAvgEA0ielc+pVp7Jvwz5cbS6ypmQx49oZ5JTl4O3x8uEfP2SgeYAJZ07A1e6ia2sXOdNzyCzNpHl9MzqTDnuxXTVIlXCUNc+qSk91bukk6Aty/i/Op3FNI74eH+117YR9YXRGHRqdBo1WgylT5EVufGAjxCDnlBzC3jB6i57M0kxMdhOdWzuZcuEUcspy1Alz5+s7AfjSs18CDraK/ce3/0EkHGHurXP54JEPCPvCmNJNqiHcUtNCf3O/agwpRnFyIYDimYWDeT/uLjeFswo5/1fnq9WaiqG/4K4F6kMk3igNB8J0f9aNRquhcE6hOmEUzC4g5A0R9oWZ/935qsyaUoWqyJ4oBlv8g2ztXWtprm4mGooCMHHBRNW4TJaOUYovDGmGhGtiw/0baKlpwdPtwWQzkTUtSy2uA9j08CZ8PT4qb64UKQgxUdS36eFNdG/rZvpl0xPyezf8YgP9zf04W53YCmwUzBb6wNnTshOKS9ydbt758TvozeL3ba5uVpU1ADFBtrvInJxJdlk2s2+eraYjgPCA9e/tp/uzbsovKT+urRIlnw+GKlyKb02thLZn3zw7QaweEivmAbXxSXpJOm6H2MaSY6H4jGJVGjBe2glIMExSFWE2VzcnSEUleHs5mMITb/Q9segJ1XOp6HArC0p7oX3IvPlUr+M9z3DQ+FUKXgtmFyQYaZU3VdKyqYXG1xrJPTX3ECUcOCh/tuEXGzBYDVz91NU4Njv437P/l2g0SsU1FRishgQjffXtq9nx6g5yp+dSNK8oIcyv/CZK4VR2eTZV36ii4YUGvPu94lkRgTlfnaOGwD1dHhbctYBnL3sWX6+Pypsq1d9TCZ97e7wQg/7mfjydHrLLstm/Q8zPs26YlfB8VYxr5dwpTiSlEE7RTFfSyZRzpjhx0iemc+GDF6rPt8qbKnnnx+/gbHGSXZ5NxbUVzPrXWQm/00s3vQQI580L172AxqDhjs13qKkyitwmQOMbjbRsbGGgZYCc8hwMVgNttW1kT8lm/nfnq4XhPY09ZEzMoL2u/WDzpII0Zt4wk8+e+YyAM6Bej6tvX83ud3YTC8eIhqOEfWHQgjnDTFp+GnqLHn+fX3W2HA9G3ZjVarWH7e4Vi8XQaDRSmisFW/+2lfqn6nF3uImGoqRPTEdv1dP1WRfpRenMuHYGH/z+A3R6HVV3VLH1ma1klWaxb+M+PF0eMiZnUFxVjCHNIAyWTg9pBWmUX1ZO+wftIv/WFwYNaLQadEYdpgwT0y+fTmd9J20ftoEG8ivyheF8oPiq9X2Rt2svtlMwq4Dzf3U+tY/Vsv3l7WRNzaJkYQlbn9mKVqclrSCN/j39oIPMSZm42l1q9Wr9/9UTCUfILMnEu9+LJduiehjqn6pn6zNb1dwpZQUYCUZUI3niwolsfXorsWiMskvKIAbWXCvtte307+0nMBAQHt6pmSz6+SKsOVY1h1URlO5v7lclThR5E2LCU61OJj96B/+An1k3zqJzSyc7XhH5uyULS9i9bjee/R6CTlGFarKb1HzboCeo5o3BQZkUa44wmN9/5H3aPmwjY3IGkbBoYFG6qFQ0YKhrF40Cvr8wodd2sszLuh+so2NLB4WzCxNk2ZQHodJprOmNJnat26VOYIoX+bmrn8PX7yMSiKA36Tnv5+epKQWKhwNEzpSSw4oGdbGy4K4FqkpF0bwiNQfZ3e5Ga9Cq3vXrXrrukAWDItwNqJN3vAqGt1uE3TrrhUyNMvaQN8SUC6fQuLoRZ6szoWJcIjla4r2ayn2WSm4QhOqIUjjl6fIwceFEcsqE/GRPkwght9a0JhTAVN1Rpd4zOafmqLUJyj0ZX3cAwqumGEq2ApuaWpZZmqle9/F5oPHfQQk/K523FKNcya1MTl2IzwONjy4p44CD960yLqVgqHRxqbqf5upmdr2xi3AgzPTLp6tKOPFzgNJ4wd3pJq8ij+teFDJX91vuJ+KPkDcrj5KFJQmNCLzdXtrq2sgqzaJ5fTN7N+xl8nmTWfTzgxEtJaKkM+rQm/Skl6Sz681d+Hp8ZE7JxJprFed+eg4tm1qYtmQaxWcU8/F/f0x2WXZCsSnAytNXAjD98umEvGI+3799P74+HyULSlSnh1LXocgVgjA2d63bpY5Zme+seVY2PbyJkDdExbUVNK5ppGNLByULStQ6GBAe251rdpI5KZOJ8yeq12D8b/PmXW+iNWhVh0/h7EJO//rpqlHq7/WrTpzPnvtMpJsdyNfOnJpJ4ezCQzTMCyoL2P7ydsL+MGn5acSIYSu0Ycu3iZSIA8pKivPl+WufR6vXcvHvLqanqYe3/+NtQt6QalfkTM85YY3ZYeXMrl+/flQGNl5p/6gdS7YFvVlPV0MXze82ozfrSSsQlartte3oLeJmrfl1DdFwlPyKfC548AJe/+breLpFPigxcLe7iYQipOWl8fGfPsaaZ8WSY8HV5kJv1ZOWl0bQJVZgja83Yiu0MeNfZtD6z1bCoTAZUzLY9eYu3J1utHotOnR4u72iKv1AEviksydR9Y0q8mfmJ4Slnl76NAFngMzSTMyZZvp29/Hps59SXFVMe207HfUdlJ5XqoZwiuYUsX/7flHF2dTH+p+t57qXrsOWb6P1/VbcHW5shTac+5zMuG4GzmYnTa83odFqyJ91IFes2E5hZSHePi/pRemqCHTFNRX0NPWw5cktIhR4bYV6UyrGss6ow9Ph4bTrTmPHyyIc7un20Le7j6uevIqC2QX4B/w4ah242l2YskzkzcjDnGkWVaZP1qu5XXDQe5OsNdle104sGiOvIk8sEAjT39xPZ32nmkZS81ANl//lclwOV0LhhWKkpuWnJYTSpl85HZfDpXpOFF3X6166jl3rdtFS06IamHUr61h832Ihj2MRD9sPfvsBJQtLVM9yyBvC1+MDhEi58nDUoMGQZhBhQ4uB079+Os3rmymaWwQayCnPUT1RcLDT0dZntqq5vIqXAyBneg7FZxTz9j1vA+KBr+RKV3ypghevfxFvt5dZN8yipaaFd+55h1g0xvQrpg/aS10iGQ5K5bcSelbyaBUpKkVlQOm8pLSNJSbuN6Vyf/fbu2le38z1r11P/VP1IoqggeJ5xXj3e+lt7MWQZmDNHWuwF9up+kYV63+2Xg1n6ww66lbWqZGO9T8Tz8/bNt3Gjpd30LNdhIA/e+4zADJLMxPy5kPeUILBmD9TyBkqc7FSOLT+Z+spWVjC9Cuns2vdroQCKxApS0qVfnIDgerl1Wx+YrN6fEWiymgzUve4SD1QaiWW/XkZW57cklA8VPtYrZoStfDuhZR8oYS/X/N3PJ0H58u0wjQ8nR6ioaiaE7rq5lXoDDpMdhP9zf3Cwzm7AG+3l91v7ybkEV7U7LJsfD0+Ss4tUY3Ht+55C2O6kTm3zmHq4qnqIqNxdaNw5iAMu5AnhDHNeEjqyNQLpwKJKQSK93fPW3vUwmtrnlXtVBmf+6zUj5x23WmY7CZ1IRT0BNGg4b1fvUd2eTZXPXkV3m4v1fdWJ6R5udvceDu9XPLHS6h9vFbN0V1zxxqcLU6MdiPpE9MpX1aOIc2A42MHr3z1FYxpRgoqC8g9LRdfl4+gO6iOb/5351O7spauhi5cbS5OueIUHLUODBaDmiO8681dhH1hCioL6N/bT/uHQhJTiZR+sFY8K4KeIL4+H5mTM9XoWdgvIq+li0shBpU3V6rP4BONYRmz55133rEex+ee7oZufL3CmEiflI6300ssFuOCX19A4+pGNXfT1+fDkmWheX0zzeubKZxTSN+ePjInZwJiovN2e2nd1Eo0FgUNxCIxDFYDtiIbOeU5lJxbwmfPfEZfUx+utgMTfK4VjUbDuz9/l1g0hinThCamwef1oTPomHrBVNpr24mEIiJ8/0+x0lXCLtY8K1c/fTW1K2txtbno3dVLwBXA5DKBYoNEoauhi95fHdTJXXf3OjzdHow2I9ll2dStrKOtto0YMdJy0sgpz6HpjSbCgTBZU7JIK0jDXmxn1o2zsGRZyD01l00Pb6Ll/Rac+5yqDh8a6N0pHipTL5zKB7/9gKAnyNKHl5I5OZPuhm4KZxcy40szyCrNIvfUXEq+UEJbXRub/7KZ9T9bTyQYYf/2/ZjSTRjsBiL+CJ79HkLeEHWPi7w0d6dbzSNWJh/Fq9qyqUVIqRFDnyYK+fx9ftAKj2fQFURn1mHNtxIJRdRCrKo7qrAWiJX9K199BYAr/veKhC448S0FXQ6XaiyCyD2O9xQruW/9e/rVVBHF0KxZUaMW6u3fvh+NRsOEMydQeVOlKHx4oQFiIr8r5AkRi8bImZ7DQNsA3i4vUy+cmpAza82z0t/cj9FmJBqKEiMmCgtuFhdBc3Uzb//wbQbaBtCgYc0da/D3+8U1tmQq5iwzOacIWZussizaatvIKc9h/2f7qX2sVvVISSQjIV4PNbM0MyGMnmzkxqt7KAs1tQOU5kCRkga1k2IkHCESjOBscdL2YRsGu4Gyy8ro2txFf3M/Lf9sEYvJAxEipbhICekrhocyHhD35YSzJqgLf7WDl0YYkYrOqqJoo6B4LPMq8jBYDaqHefMTm8kszRStxTlYFKugdJrMKcs5WNBUYFW9z2/e9Sa9Tb0suGsBZReV4e3xsumRTZhsJqx5VhbctUAtiqpbWSeiLN4gni6PWpkfdAUhTrnJYDZAVMhNKYsIb7cXe7Fd7b6mRNhsxTZ6G3tp/Ecj5ReXizS8D9vY994+0RTojGLyZuTRXtvO3vV78ff42fHqDvQmPb5enyoRtn/7fqwFIj9WWRAkN0aAgx3MOus7cXW41MK7aV+cptZfKOcJhHe94roKGlc3EnQHqbypkrYP2wj7w/j7/cSI4ev24en2YCuwsfbOtWrUs7O+k4nzJ2LONKM366l/ql4tzFKkLu3FdtUB0t3QjSXHQt6MPCGXpYO2D9uEkW4Xz1F3pxtXu4umN5q45PeX8PTSp2ne0EzrB62kT0onvSidd5e/K3JfjTq1DmfGtTPIKs/C1eKiv7mfKRdOwV5sx9Ploa2uDXOWmalLp7Jvwz58vT6i4SganYbzf3k+mx7exAe//YCypWUpCy3HmiMuAPN6vezbt49gMJjwfmXlie1dGYs0A8dmB+/86B2a3mhCY9Bw1f9dxcYHNhIJRphQJXRJDWkGOrd04t3vVfNV974rqu81Wo0IYYci5JQLKZjOLZ1Ew1G0eq0aPkqflC5WwpEohZWF7K3ZSywUQ2vQEg1FyZiUgTXXSiQY4bTrT6NxTSOeTg/TLprGqctO5f1H36dvdx/FVcWqAsGrX38Vt8NNzvQcbnrjJlUp4b1fvUfAFSBzUiZag5ZIKELYF8bT6UFr0JI+QZxba66V4vnF9O4UqQ1V36jizbveJEaMwtmFdDd04+314tzrRGvUYi+yE/KG0Bl06Cw6Kq6tYOtTW/Hu96I36dFb9KrRl5abBlrw9/spnlfM9pe3o9FqsE+wQ0wYeS01LWj0Giq+VMGyx5ex9q617Hx9J9lTsunY0oG310vx6cX07OjB1y/CV+f/4nxyT81lwy824O/zC2/lgTxTOFik1VzdLLyvkRh6sx5Thpj4c8pzCPvCZJZlsmPVDgw2A/mn5au/WdHpRbR90EbQHaTo9CLQQsgToqCyICENQGlEoRSXKCkT8fIo8ZJZihZg6/utaPVarnn2GtUIDbqD7N2wl6wpWZz/q/PVh7fSyjLkOSiqXvt4baIeMFAwuwBjmlGVO0srSFNVH5TCQSVFofiMYjY9sglikDs9l+2rtmO0G5l1wyx2rduFzqCjuKqYHat34O/1k31KtsgDthi4c8+dx+o2lHyOSS74ihfMX3vXWrY+s5XM0kw193vZ48sSCpmUTlb1T9WreptKdCe7LJv2unac+5zorXpCnhDRcBRzppniecVU3lxJw/MNgJjf4hel8f+OLzSLT3lQpLMANbcUDuSx+sPkVeShN+tVfVY0kDk5MyFMraQvKPmj8Tn1cLCRTTgQpmRhifrvSx+7NKGItuGFBow2cZ+3bBJ1Anmn5SUI5SeHxZVnjvIc+ln4ZwA8OuVRPF0eZlw9Q23mo6Q2JEtnNb/bzLofrCPsDZMxOQNXu4tYNEb+afkMtAxgSjdRfEYxe98Vc1jfnj5ixFj080V01HeIc9rionl9MyAWEHqrHt9+H75eH+kT0zn/V+cnFAIqHcxqH6+ls74TjV5D6bmlh8hXAbjaD6QbFNvFQiLNwI5XdhB0B8mckkk0FCUSFqlzBouB3NNyMWeY+fB3H+LpFBJkiqe0r6lPLapTCsLhoOpPT1MPe97eQ9v7YuF01rfPYtsL2wj7w0w6b5L6LPX3+7EX25m4cCJ1K+vo2dmD3qhHZ9Lh6/GhM+qw5FoI+8NMqJqA3qJn97rdRIIRrLlW9drLmpZFJBzB1ebCkmVhYO8A0UgUvUmPRq+hoLKArCnC8ZBfkc8lf7jkhCwAG3HThO7ubr761a/yj3/8I+XfT/Sc2bGg9rFa2j5sQ6PTQBQ2/moj5/zoHN699112v7VbNYAsWRbaPxIC12UXl+F2uAn5Q9iKbNgKbfTt7qN/bz/F84qFZEq9MI40Wg1ag5aMiRm4u9wEnAH21ewjFoiBTiSrO/c58XR6CAfCBJ1BPnjkA/wDfqLBKFv+Zwu739qNb79Y4TZXN9P6fiv+Pr/wJsfA2+VVq2i3PrMVb48Xc5aZs390tloQ1tPYI6pWbUYioQieLg/9zf0MtAwwcf5Edr25i57GHs750TnqxAsiTG+wGdBqtXi6PGRNy6JwdiGfPfcZNQ8e8FjEhP7r0keW0rimUVVOcHW4KFtaRuniUro+68LX4yNvRh6zb57N36/5O0G38I52bunEsdlB/95+Iv4ILTUtBAZEEUPH5g4yJmWgt+oJ9AX44LcfcNZ3zqL1/VZ8vT5CvhCL71ushvd8vT72b9vPhQ9eyHsPvicmEbOenPIc5n93Pk1vNLF73W72btwLMUgrSBNVou4g3v1evN1eTr3qVMovLWfd3UK+rPzSclW7N7ssm5A3pBaDKAUfikqF8gBrfrdZrbA22U0YrAZaN7XibHNiSDNQ/1S9Wn2be2oupYtL1QYY8ZI6xFB1JF+66SX2vruXjMkZzL55tlrFHfKEqLimQt2fkresLBrgYAiq9rFaenb0oNPrmHzOZC586ELVy+7p8mCwGmje0EyMGGd97yy2PLEFb6cXjWHovHyJZDBSFUK5HC51sWfNswqj9KN2VeXl1dtepX9vP5mTM+nZ0aOGzJU8R4WmN5rQ6rVMPncylTdXUv9kPWF/mJ7GHlo/bMXxiYPAQEAsZnOteHu8wkM7r5iKL1XQ9EZTQiGaMj6lM2Lrpla0Ri3EhIyYrcBGzYoatAYtwe6gKAC2GTn1ylPpb+4nEopw7k/OBYRRvOPlHbgcLvX+2vXmLrWzVLxW7LxvzKN5fTOeLg9TL5rKnnV7VK9lQWUBTW800V7bTvEZxVRcV0FeZR72Yjt71u1J8PLWPibkDicuEMaZYoiHw2HicXe4iQQjCXJgAD30qKo1ioH83q/eI+QWC+qQN4StwMb8785n/c/W493vJS0/TU1B6KzvJBwMM/mcyTSuaWT327vVIuOiuUXoLXq2v7wd9HDjazey5UnxfFtzxxoufexSPF0eEbnSiA5XBquBjJIMzNlmADo+6UBv1pM7I1eVzjJlmtCgobiqmM56kTqg5C+DkAnToBFRrrd3s33VdgxpBhRf4b739tHwYgMaNFz+P5erOq7dDd0A4jhPinl44y834up0MevmWRRWFiYUD//5jD8TDoaxFdlwtblwtbtEg4NQVBRrZZrJm5HH3vf2EvaHiYZEB7bGNY10bumkuKqY4vnFBN1BVWGi4+MOfG0iIuzr82HKMlF+WTnOZid9u/vobeylZ2cPRA/mj5+IjNiYvfPOO+nv7+eDDz5g0aJFrFq1is7OTu6//34efvjhYzHGk5722nZRIKfTEA1EcbY61Qs0b0YePU097N2wF41Wg0Yvchj3vruXcDCMwWwgOBCkZVML5gwzxVXFGG1G2mvb8fX4CPlDojrx+pl88qdPRF6kBmIH3Ihp+WmY7Wa0U7XC6IiB3qzH8YmDaCSKMd2IMc3IQPMA9gl2nC1OokERWtDoNFjyLNgL7Zx9z9kAQs7KrCcWFmGVD377AQWVBTSvF60BzRlmouEoAXcAU7qJgeYBgp4gWr0Wc7YZV6uLmodquL3udvZv30/DCw1o9WJsWr3wzM64dgaWLAumLCGTsmPVDlytLsKBMD3be0jLT6OlpoVwSHRRC3lDvP7N1wl6g0w9fyohb4iGFxq44NcXsPWvW4kEIpxyxSmsuWMNvbt6CblDRIIR0kvT1Yk4a2oWAy0DhE1hLFkWVn9tNSG3+FvIF+Kte94iEoyQUZJBd0M3ni4PeoseNDDhzAkYrAY6tnTQ8EIDi5YvYte6XVhyLcy7fR4T5k1QvSrv/fq9BOMRUAsQ4uW/2mvbVXm0+qfqce5zYs4U33Xr37aqXd8Uj2fJF0rY8uQWcU4yzWqnN9VYvqxcPKjmFRP0BBO6zhhtRlUDdvdbu4mEIsy4dgZv3vUmhjSRv9Ze2y50EYMRis8oxl5oV/Pg2j4UaSNKAUjnlk6CriDmDLMqd6ZUFCvFMStPX4m/x09bTRtLf7OUba9sS/BSSCQjIVmCSglrA6p2aO1jtdgKbJQvK8ex2UEkGEET05A5OVNNN3B3uml6o4n92/ajt+rJnJxJ2UVl6iKscY1ICbPkWFTPpd6uJ+wTHs+W91vo39VP5tRM9m7Yy7ZV20Rx2QHt7XiZLhARmRgxiucVqx0aq++tJuQJUTi7kBZfC0a7Eb1Zr3aV6tzSeTAtAmHIP3f1c6y9c60IuVsN5FXkCTH991vQ6XUEvUE6tnRw09qbeO7q59jxyg6i4SgZkzPUlqueLg+ZpZki3/On1WgNWnKn59Je2y6aQxygvbYdIKENq7fby18v+SuxaAzHfzgomlOEziRUbpK95UpaQrzMmafbAxoxL666eRWRUARrnpWzvnMWr339NVrfb8XV7uKCBy4AoHFNI71NvThbnJgyTJz57TNx1Dro39OvRowIiYWIIc1AycISDFYDr976KtFQVHTFREScGl5qoH93P/mz8smcnMm+f+5Db9Jz/q/OFxKZVoPaRVMtaD2wkFeKAIPuIJFghL3v7sU+wU4kECHoCZIxKQNvr5eBfQNotBoMVgPr7l5Hekm6mo9qzbXianex681d9Db1UnlzJW//x9t88MgH5J2Wp0Zkuz7tImNyBgP7BnB3uAl6xDEtuRbMmWah0tDhIeQOYc40kzkpkzn/NkctSouGovgH/DS91kTXZ10QBb1FTyQUQWsQz2CdUYe/z8+u13dhzjTj7/Ojt+oxmAxo9Br8vX7W/WAdVz919SjduaPHiI3Zd955h1deeYWqqiq0Wi2TJ09myZIlpKen88ADD3DppZcei3Ge1BRXFZNXkYev10fz+mYhfXHgwnI73AQ8AYxWI2n5aXi7vPgCPgzpBkrml6jehaA3SNgnKhLLLiqj9cNWIsEItgIbIW+I9x95H51OJ37RCKAVVaBhb1iVNnnpxpfUAi5rjpWAM0DQGSQajGKfYEdnEB4LS54Fa54Vf6+fsDeMs8Wptrjz9fow2o2gBaPVqHoRz/7x2bx515sEnUG0Bi1hfxhTpomJZ0/EUevA0+URofnOZrXAYe331hINRylbWkbr+61Ysi24OlxsuG8DWp1oIVm6uJQJZ01gh2MH0WgUrVlL5ZUi37L63mr0Bj1tH7Thd/nR6rVCPQAw5wjDT2/U46h10P1ZNxPnTxQPH5OejEkZnPn/zmT9T9fTt6dPrRTu292H4xMH9ol2+pr6iIVjdG3pIrMsE51BeHiNaUYs+Raa/tFEJBShoLKAzNJMgq4grZtasRfZKZxdSOv7rWz5vy3s/2w/S/5ziQjDRYXO4Y6Xd1A0p4ie7T00rW2ic3OnWqSlt+gpripWQ5+1j9eyd+NeNBoNeafl8drXXyMSFr990elC4/Cte94SCxWDHueAE2uulcqbKunY3IHepKdzS+chHWAA1RO15cktVC+vVh+WG+/biNaoZeoFU+nc0olnv0e0p2zopnNLp5qT2P5Ru1g4RYWHpunNJmwFNrKmZqHVa6l/qp7db+0mMBDAYDMw+yYRSlv6yFL6mvsA0frX1eYif3pi6FEiGS7xbZ+rl1dTvbwa736v+ndl4dj6YStttW1klGSIxdNskSajFERGghEySzPVdJjKmytZe9daMiZmACK3XKvTkl6SjjHNiEanEZXiRWkYrAY0MQ3TlooW3Nte2kY0HKW7oRtni5C3VJox1D9dr2pwlywoUY0ka56VV299Va1dMKcLb2FeRZ7amKZgdoFaXKaE9hUJvhevf5GgK6gu+L1dXqZfMZ3tq7YTDUVxd7pVrfHW94U6Q9GcIlWSUavX4uv1EXAGxGL8G/MwPGXAkm1RVRmKq4pxtjjZ9PAmVapv17pdxCLCgbL2zrV8pforGKwGgq4gG3+5McEr/cxlz6ja07vW7cLb42XGtTPo39VP/VP1aBBG05o71gAQDUchCs5Wp+o8UfJavd1ealfW8tkzn5Fdnk3mlEx6m3pFSl2+VfU+hjwh+nb34ev1oTPrmHfzPDb8YgO71+0mszSTaUunUXGt6L41/675mNJN1D9VLzzsZxSryghqQdjPF1F9bzX1T9Vz1nfOwtfn48Pff4irVUhfEgO00LPtoCczFo0JnfNiG6dccQob7t3AQPOAyIMtzybkD2HJsvDeL98TRWV6DUFPkOwp2fQ29rL6a6vx7vcSjUZVrdpoKIrBYsDV6lLfC7qD4AK9UU/tY7WqvGIkHMFittDVKAxZEJF0W6ENvVmPs81JJBBBZ9Kh1WvxdHsI+UIE3AEs2RasuVYG9gyw++3dR36jHkNGbMx6PB7y88VDJysri+7ubk455RRmzZrFxx9/POoD/DygSJ0onUA0EQ3pJekHu0lV5uPc50Sj15B9Sja9u3oJ+8NqJxS3w40mqsE2wYa338vLX3kZd4cbYojPlGXT9kEboUAInUknUj0iEPFFiEVj9DSKsI4520w0FMXb48WSY6FobhGRcASjVaz8e3f3kpaXhr/PT093D1qjllgsRiwao7+5nwlnTcDxsYO8GXlklmWKYx4I93dvEzqh218Uk+biBxbj+MiBNdfKmd8SRmNPY48QjQ6LYiqdSUc0EsXV5sLTKVQGzJlmTOkmsqZkYZ9gp3l9M+ZsM7NumUX9E/Ws/8l6HB85aK5uxt/rBx1c/fTV9DX3sf3F7Xj3e9HoNfi6fDStbcLf6ycWiWG0G2n9oFUYfFY97i437977LgFnAK1eSyQQoe2jNswZZkoWllBxbQXrvr8O/4Afa74VX7cPS56Fs398thqOeffed9FoNdgKbOx9d6+YOO1GXA4Xvh4f3m4vkVCEkEsk+tc/XY+vx0fGlAxKvlAiKpALrGrHM2eLE0+3B0u2hauevEotjjCmGZlwxgRyZ+ZiL7aj0Wlwtbkw2o1klmay8ZdC0zevIg9fjw9rnhVzplnkgm3txJJjSWgpCYlyWm/98C1ALH6cLU7KLi6j6R9NBL1B0WiCmMhPBubeNpecshxe+eorau/ujs0d9OzsQWvQYs0WKTNTLpzCnrdFeDKrLIvuraKPe/EZxVQvr1abK3z6zKcATL8iUedWIhkJ8VXnSt65s8VJOBjm9X9/XXheD0gXajQaQt4QIW+Ic396LhvuF5rK9gl2enf2svfdveiMOuE5jAm1jt6mXrLLsimaW0TJuSWYM4SRqWh5K01n0iemkz09m4ySDLz7vXR/JjokKoVeSjOGSEh0gVx832JVcURROCmuKqZ1k5irLnzwQrw9XjU9SOlWVftYLc4WJ85WJxMXTKTiSxXkz8xHa9BiybNQdlEZWWVZgGgIEPKI7lBr7lhDQWUBlmwLX/rbl/D2CCWb3qZeIbeYZsBWaMM/4Mfb5aXmoRo1Gqjc80sfWcob33mDWCzGNX+9RrRZ7/QIA04DSx8VqQPKe0sfXap6ZV0Olxq6X/+z9ThbnPj7/aIAuDwLS7aF7PJsssuzRV6nRuSpaowa+nf3U1BZQHttO80bmtU5zVEn0jw83SJ94MIHL1Q7cHVt7WLWjbNorm6mY3MHOqOo4t9w3wZVsUVv1qu1HK52F9nlotg2uyybvIo8Qp6QWkCodFYE4VUnhtpQoHheMZ/t+gydSUhj+vp8xIKJJUnRcJSOTzrYv20/Wr0WTZqGyq9Ucvq/nc5fL/4rrR+0klWWJTRxNRALx2irbUNn0nHGt87A8ZGD7oZuenb0gA5Kzy1Fb9KraRuV/1ZJR10HXVu6cLW6CAwECPlChDJCBAeC9O/qV38njVGDXi88/vYiO36XH1+Xj4g/Ip5TkzOEYRwVtS8xxHN06gVTj8EdfPSMuADsjDPO4P7772fp0qVcfvnlZGZm8sADD/C73/2OF154gV27dh2rsY4KY1EA9puJvwFE7uRA6wBBZxCDxUDWtCx6dvQQi8aw5FnQ6XUi+Tos8l/0Zr2aFnD67aez7flt9DUJbxYaQAsmm4mwP6zmewJojVqiQaF0oExOBZUFokCr2wNaIfEVdInwfzQcJegNotFoMNlNap4sBkSXslAMU5aJUy49hX3v7UOr1xJ0B1XDy5QhxnDGt85g/Y+FDM15Pz2Pto9EtecXH/4iq25ZRSQYUW+USWdPUvNWNXqRKxmLxITBfSDN4fxfnU/3tm4++/tnBAYC6Aw6IoGIqnkcCYlE9klnTyLsD7PnnT1otBrSCtLQmXTEwjH6mvrQ6DQYM4yi2cLEdPp29QlDWAtTFk0RK9JQBP+An+BAkGlLp9HV0EX/3n40UY1IEdFqMKUL6a7SRaVsfmIzA20D6Aw6YtEYOr1OSOOcXoQ110r90/XEojGmLJ6i5tFu/t/NhP1hkaM1OQOXw0XYG+aUZacwceFELFkWOuo72PP2HrEQIUZOeQ7n/vRcXr3tVfZvE/q2RptRbWSg5LX2NffRsqEFxycOkd+l0YgUDE8IV6eLGVfOUL2yQXdQ7bpVfEYxu9buImtKFqd//fSElAelA5LiMXa2Ogk4A0xbOk19kGaXZ7PnnT2EfCGmnj8VvUVPT2OPWrUcr4OoFDOaM814u70iApBtFWHfAwsfqWYgORIU+aV4HWdvt5fVX18tdLnz05hxzQyyyrLwD/jZ8uQWAn0Bpl44ldb3RRvtzNJMLFkW9v1zn6oYkFmaKQqXGvZjn2gn7AsTcIq5KL0knds23Ub18mpcDhe9Tb10bunE3+/HYDUw8/qZoiPjtm5MNtEl8KmlT+Fqd5GWJzQ/S88tpeqOKt758Tv07OwRhZ/fqFLbfduL7GpnsJA3pGpRdzd007W1C1OmiYxJGXg6PJQuLiXkC2GwGOht6qW/uZ+0vDSmLpnKwrsX8vq/vw4cKNg06Lij/g6eWPQEAVeAGdfOEB0Xo1C+rJzaP9biH/CTWSr0S8svLefjP39M3+4+MYfZDMTCMSzZFi7/y+W886N32P3ObizZFm6vux17kZ37zfcD8BP/T9TfSGmlqhipIApWvfu9YjF8wFCcfO5kCuYI6cTyi8p59rJnCQfDXPPXa3j/0ffZ884erDlWQr4Q/l4RCi+cU4ityIY1x0rp4lLWfGMNAWcAo83IzOtn4tjswNXqwpRuQmvUotPryKvIo6O+A6PVSG9jL74BH0VzijDZTaIYe7YwnoOuIOkl6fQ396uFhHvf3UteRR5hn8jXBdi+ejtERYMNDRqikSghb4iIP4JGr2Hy2ZPpaexBZ9YR6A/g2y8icf/6yr/i7fHy2tdfEwakBoiCOduMKcOEc59Ip5j55ZlCnWZrN2m5aaRPSqe9tp3AQIC0iWmEXSKS6uv1CU/5AetOa9SiM+hEWt0BrzEx0Jl1ZE7OxNnqJOQNYcm1MGHBBHq292AwG3C2OvH3+AHIm5VH1R1V5JTlqHJ3x5pRb5oQz9NPP004HOYrX/kKdXV1XHTRRfT29mI0GnniiSe47rrrDr+TMWQsjNnnrnlO5J5Y9KLFXTAKerDl24Rnr9hGX6MwUnNn5NKzswfffiHjZcm3YC+2E+gXnZ/C3sQke41BIy7aqPDSppekEw6G8XR4RLqBXkikaHVaNHoNgYGA2uAiFo2JvEdPUA07WAusqkGrXPiRoAg9ZJeLcAcasWrt29NHWm4anm4xLo1O7DOtII2lv1nKy195mWgoSt5peeSU56idnqKhqDC4I1FiwRj2iXbO/tHZvP0fbwt5F634LrFoTHyHAzdfxqQMQgEhTWa0GAn5Q2j1Ih0hEoyg0QrDG73oae7b7xMTZwys+VbhCQ5F8e73EiOGKc2E3qrH2+0V51ALRMREpHTzQi8aHrR/IJofxHdWq3+qnqbXxYoYLdgn2NGb9CJn2BUg99Rc9Ea9+pnVX18tKkZzLRjTjMSIseB7C6h/sh63w82cr8yhaW0TbR+1YbKbSCtKw7ffx4yrZhDyhmh8vZFYLIY1x0pGSQZ6i1546EFthzzhzAl0bu0kFo1xyR8vEeoEK2sTcsm6G8RvoHTxcXe40Wg1qoSQ0qlL8eLGN76YfctsPnvmMwxpBjVUFglGMNqM4uFbbFf3XXS6CO0O7BtgwV0LaFzTKIrqenzEojG0eq2qt+xsdZI1NYvbNt022refZByw9q61AAli7i6Hi/867b+IhqNc8OsLKFlQouqtKnmvvY29hDwhpi2dRtU3qlh18yr8fX6mXDCF8svKqf5ZNZFAhKlLpmKwGti+ajtag5aShSXozXrO/em5eLu9vP+IMLD0Zj3zvjmPri2ipTQaVKWApjea2PrMVrXFaWd9J3qLHmOake7PutGZdWh1WrUrFgiJrU///ildW7rw9fro3dVLRkkGeRV59O3uw1Zkw2Ax4OvxifSoA9X2IW8Ix8fCY1lxbYXa7U8xck2ZJr707JfYv30/676/Dl+vD1O6SXVw6C16TJkm8k/Lp3dnryorGY1E1WIoT5dYJEw+d7LQEt/dhznDzBl3nMG82+fxm2LhxLnxzRux5llZe+dauhq6CLmFCP+pV53K7Jtns+XJLWqtR8s/W9BoNULn+6l6IqEIM/91Jr5enxq5c7Y4CbgC5JySQ9fWLiKBA80VLEJ5IhqKilQJV4BIOELZhWXM/+58Xvvma7haXdgn2lnwvQU0vtYoIkp6rajW/7gNX6f4nlqzlswpmRgtRgb2iu6ZaKBnZw9Tzp9Cy6YWXK0udCaRmpeWl4ar3UXAGVA7OQLo08TzIBaNkT4hHUuOhcCAGLsl20J7nSj41pl0TDhjArvfEfaBRqvBlGHCYDGIfNxAhEg4Ip5viIK0orlFmLPMhH1hmt5sgghYi4QEp6fzwPMfYbBG/BFhIB8wknUWHXqLUAfSarRkTMqgY3OH2nxJsQfUaIZBwymXnEJvYy9ag5bb624f7Vs4JcfUmE3G6/Wyfft2Jk2aRG7uiSmmG89YGLOKNEw0EhVGatzFotFrRK6q7oCnMdsqKkcjoDVpiYVjai7SYKgXqwHhSUzaXqPTECOGOd1MOBhGq9Wis+hAA/4+v7hB4j+iExIxtgIb5mwzni4PsbCQn/J0eTCmGznnR+ew/sfriUaiBJ1Cns1oN6odsPQWvQiVRERY315sZ/EvFvP2PW+rxkwkJLyPWVOzuOR3lwj1AVcQjVGDJqZJmBQUozwSiBANRzHahBFuSjcRDUWFYavVJn4GMSkROZB3hajADXqCdNV3qd9ZZ9ERi8XEJKLRYLAZMNlNuFqFByFneo7QE+zzY840q60MM6ZkUPPrGsKBMEabEV+3T1Tkx0R4yJJjwT/gBw0UzCqgf0+/qkNrybFgK7RROLtQlWxR2vvuXL1TFMUV20ROlNVAcVUxpYtL+fhPHzPQMiBST7QaNSRmK7Dhd/rp3NKJ1qDFaDOSPiGdsqVlBFwBgp4g7R+1E/KGyKvIo+LaCl756itEghH0Zj0Gm4EJ84R8y7739qHRaph+uQj7x8vXBJwB0grSOOdH54giuUAIvUGPzqhjyvlTMFjFg7WlpoW0ojQ0aEQId6Kd839xPu/96j2c7U40aNAYNZRdXEbLBiGf9qVnv3RC6hdKTnyUjleKnJ2SB960tknkmh+IqJR8oYSeph42/WYT7nY36ZPSmX3LbPZ/tl+0PN3vpbO+kynnT2Hbi9uIBCNc9qfLaP9ItAPNmJJB/ZP1IqJ14N5Ec2CBGI5itBqZe+tcPF0etegx5A1hzbMS8oSwl9gxpZvY9sI2XG0uVcmm6IwiVew+eSH54R8+RKPVcMX/XkHD8w1qF7L22nZVb1ZJg4iXePR2e9GZdJx65anCu+gNMvsWkbOufIdIOELfzj70Zj0TzppAwBlgwoIJTFo4ifon60WzHkSh8vzvzqenqYe6P9XhdrhVOT6tXovb4SYajTJtyTQu+cMl1K2s458P/ZNYLIY5w4y92M7c2+by3gPvEXQGyTstD1e7SJXKOSVHzFt6LX17+jCYDZyy7BQ+/funxCIxTDaxsM+vEOmNUy6cwnu/eg93hxujzcjUi6bS+s9WQl6hw+rvEfUTuTNy0Zv1ZJdl07Kphd6mXoxWI1qDFq1OyEkGXUHSJ6fj3e/Fv9+PxqARz5lghMwpmRRXFdNR34FOr8PVLn6vpQ8v5c273sTd6WbaF6fh6/WJuXEgQCgYEipCcWgMGszZZsx2syiW3tCMTq/j9o9vZ+W8lYQ8ITQaDQFPAGuelYhPFI/pjXpVfjMSjqjPNlOGibA3TDQsrr9oJAoxCAfCB43QONRIbcKgOPjM1wgPcMgjPMgAGdMyhLc3L42+PX1oYhrsJXbcbW7sE+x8u/HbR3vLDovjasyebIyFMbtr3S6q763G1ebC3+cnFAgR9Seu3sKeOI+r7sD/I6gXWsAZENWuVqOQlIq7EDVaDehAq9MSjUYP3kwGxMWth/zp+bjaXYR9YdGmtNMtPJ8xDr3QdQc+dyAMUbKghNYPWtFoNVhzraqklc6sw9/rFytjrcir8fX5iIViGNIMmLPMQp8vemClW5pJLCzGNtAygFarFZJcei0Rf0QYeoAx/YC3+EBuDxESDHWdRYcGjdr1RWcW6QfJiwTlWDqLDoPFgL/PL9IPosJwxQhahGc3Go6qHmCTzSQKIXoOrtJjYZG8v/AHC+na0oW7w03n1k6xyjXqCPvD6m+SP/vAufaGMWeZiQQjGKwGAs6ACFGadJQtLcPd5aZzcydGuxFzhpmgOyg8AEDYFz7oIfaHSZ+YjtFm5JO/fAJA0elFTPniFMovKqdlUwt73t7Dvo378HaJghBDmiGhqAHg4z99TNuHbdhL7BitRnoae9SWvyB+v7SCNEK+EEaLEUOaAX+/n2g4qkqrhf1hJp09CXeHG6fDSdgdVqViJp89Wa34dne70Rv1aDQaNFoNAVcAY5qR4qpidTzNG5qFdFl+GiULSzj3p+dKY1ZyRDg2O6h9vJae7T0UzSsSckUH8jsVck/NVVuvdm87IHM3wS60sQ9EeCafOxlAVUTRaDT86yv/SltdG45aBz07e9Qok2KMRkIRvJ1eNcQ/cf5E+vb0qaFpZ4uT9BLxrOna2iVyx+cVU76snNaaVjUNoWhekVrkZbKbcDlcePd7cXe46f6sm/RJ6RTOLlSLu/p2ixQqnUlH6fml2ApsahvpT/70CdFYlIsevUjVNVXSmow2I+ZskeoTcAYIh8JoNVqMaUbC/jAarYZZX57Fthe34esTC/TcU3L5Zv03+a/K/6J7qzBwNSYNRqsRosKQ0lv0nHLpKVz91NW4HC7+fOaf8ff7sRUKpRp/v5/AQABrgRV/j5+gJyia+Wg1+Af8Qtw/KBqxGKwGwt4wkaCo+zClm7AVie9ntBkZ2DcAQOHphYS9YTJLMyk6o0iNFGVMyiDkDZE+MZ28ijx2vbkLY7qR839xPn3NfdQ/XU9wICgW8hYDrg5xbgpmF2DONNPd0I3JblLzkRtebFDbFSsLh/JLy8k9NZdXb32Vjk86IAaWXAt+l59YWKgXKTmzWoMWS86BKKszQEZJBmffc7Yo7n13LyCcQe4OtzAodbD4/sX881f/FIatVS+a1EREyptGq0Gr04q8XQCteCb07upV0w3RHcwRjwaj6K16NbKrt+jV5ycIA9mUZcLV5hLPTZ2wNZTUQI1JyIoqKYc/7P3hqN/DqTimxmwsFuOFF15g/fr1dHV1EY0mGkIvvfTSyEd8HBkLY/aJRU/Q+kErOrOOYP+BJhNaQA+aiEZN9FbfV1ZNcafWnG0WeZ4I4ywaEnmlsVgMg8nApLMnkT8nn6Z/NNG1OVEnEYSXNxqIqp83WITHQKM5sI80gzqpqEnrB3Juo+GoumIz2A1oEFWWSvK83qIn5BJyV/FGds6pObjaXWquTjQcxWQXjQVcbaIJQCwSS1wlxmHJt6A36oVBrBEaekr+Ts6MHCHU3eVFa9QS6A8cNMq1qB4RouK1RqsR/0ejbqfRadT0AoPVoEpx6aw6zBlmPA6P+p1zp+cSCUfo3dGLKcPE9Cums+PVHYR9Qssv7A8TQ0w0eqOQO4lGoiIcuKsPjUbD5PMmi4pgDcz8l5l8+rdPiYVjZJZl4moT1aj2CXZOu+40mqubyavIo3tbt9qSN+gO8slfPkFr1KoyVmd95yy1GMOYZsTT5SFjSgZnfutMPvnvTxIe1N79XkKeEOZsM5ZsixraC3rENWkvsqM364mEI8y9dS7mDDPrf7we/4BobJBenE7HJx0YrAbM2WbR1tNiEB7oPj8ZkzMoriqmYE4Bb/3gLXE+tZA5NZP+3f3C8DfrMNqNwhPhFuG2L/7nF3nrh2+hM+pkmoHkiFDyViu+VEHDCw1CyUAj9JDRCNUNRSEEDraE7fq0S3gPM83EwjHKLy1n9s2zhTKLL0jFtRVs/stmfH0+sU00JjpYHUhnaHixgdaaVrLLswn7wvTt6cPZ4kRr0HL+r85Xi0WV/9f8Z43I/zfpsBfb1UKy079+OiAWnAFXQOiN/moj7nY39mK7yA3t82PJs3DWt88CYM9bewDY8eoO1chR5jOdSYfeqCd9UjpVd1ThH/DjancR9ATxdnjRm/VMuXAK257fJry2PlEzYTAbMNhEwwXvfq94Rmg15FXkccNrN/DYrMcOLvKNWkx2EyFvCHOOmbBfyAJ+p/E7ANxvuZ9IIELWNKFsojVoSctNo3Nrp9iHHsouLMOSY6H1/VacLc6EZ4hGp2HaF6ex5509ag1JoD8gnDMz8kWep0fosCst3YPuoJrnb84xM2HeBPa9tw9ThonssmwyJ2dS/3Q93i4vOrOO8kvLIQbZ07PZ+vRWgs4g1jwrGoOGCfMmkJafRtAdVDW6iYl5VPGOK2x9euvgF6cRZlw9g7S8NAJ9ATq3dOLqdEFEyDrqLXp1f9tWbVMdW5llmXg6hDZ8TBODxP5Uaq1KJBTBkmUBUH8bEIXlrk4XQWcQk92ERidUIiJB4XzS6XXi2WcREU9rnhWnw0ksEhM6zR3CEaU4thTMWWb+o/c/hrodR41j2jThzjvvZOXKlSxevJiCggK1GEcyOBXXVdD6QSshT4j8ynx6m3pFjmns0JSAVGECQDVkQeSH2opslJxdwp51e9Aatfidfur+q46AO3DwQwdyZHRGnWqMglA5UGQ80AA6iLlEGoFiyGqMYlUZDoSJX++EPCHV4FaKz4LOoMgFcgYOepgPpE0Uzyum45MO4bkETFkisT4UFJNN0BUUYZLoAYNe8SZHwNct8riUc6J4bkEUFWVNyyLoDRJzxkiflE5afproj55jZWDvgKr2oDVoyZyaidvhVg03EB7gQF9A9a6GdCGhAuGN4A0ID6fGoEGDht7GXsKBMJFAhOzybEoXlVL/dH2CRz2tKE2IhBem0btDGHo55Tmk5aYx49oZ1D9ZLyYPowgFWrItRMNRdHodtgIbpnQT874xD0uWhf7mfjq2dJBTnsOFD4iK5oYXGrCX2Mmeks3Z95xNw4sNvHrrq2g0GtVrkZafBhHo3NyJrcCGrcBGZlkmQU8Q5x4nPY2iwYOvz4clx6JO1tZcK51bRRccb5eXDfduEA9vxHXh3OfE4/BgsBuY8sUpeDu8OFucWAuspBenE3AFsBXYcLY42fPOHjFhaoQHIBaOMXH+RFXbWAlNBpwB3O0i51ej12DJtqS++CWSwzD9yulseniTWtUNEPaGad3ZitagxdvrZe+GvUJruapY7UjV+EajaDKzcR8ddR3senuXSLPRa8gtz+WTP31CJBLBZDOhM+jUtKaGFxqouqOKgtkF9Db2qpX3eoteNDX52MEHv/tARNMsRnRGHf3N/ZgzzWj1WnLKc3C2Otn3z33oDDr8A348nR6xcI/B2u+uVYtzwyERUtZb9HgcHt76/luiqvzCqRjSDEw4cwKF8wox2ozseXsPRGHCggns+scuXG0u1t29Do1GQyQYIRqNii6SoDZh0Rq04BHa5Bq9Bl+P6JplL7JjtBnJKc/h7HvOpm5lHfZiO/YJdhHZC8eYfN5ksqdn89HvPyLkDhF0BlUVHluhDW+3F/+An4wSoWe76pZVoIUZ182g/YN2urd1s/AHCwn5Qqr6i6K3m3NqDpU3V+If8OPr89Hf3K9G6hTlCP+An4G2AfJm5BEYEPmqRacX4e/3ozfpCflC6rMgHBRzddgXxpJvwZxupuuzLmLhGLvW7iIcChMLxQj6gmROylTbBT+19Cm2rdpGwcwC0IKny4MGDc42J1q9lklnT8KUbSLQG0hxZYLBYGDb37dBFMouLiO7XLSj9bv87KneQ/5p+UxZMoWuLQfzfwH69/QD4jkb9ARV7XiFUCDE9Kum0/RaE74+0fELHWpEt7uhW0Rfo+ALCSM3FhY1JeYMM1qjFkuGhb49fUSDUZH+pdWo6SNEEM9eZZ8gIrAHWrGfaIzYM5udnc3TTz/NJZdccqzGdEwZC8/sQwUPqeFfW7ENrVGLu819ML/TKBLIPW0Hu6ygQ/XO6i36hHyYtKI0YpGYus+Eiy0OjUl4CUO+EMTXjQ3iCVUMWHUbkrbTinBJNCCUEoqqiuj+rJuwP3zwfcA2wYan0yOKnKIxYsTUKlW9Ra9q72mNB0L8wYPnIaM4A7TganWpnyWx5u3g+LTi/Gj1WjImZ5CWn4bjE4eYEKJx20TivLApzkHODJGM3/p+68HzaBCeSqWYIBqMorPoiHjFZJsxKUNMkvFDikttAOEBtxXYsGRbyCzNZMqFU6j5zxr8fX7SitLEZBUTHudoOCpCaYU2IdRtMxDxi3zWr274KitPX0kkGGHi/IlqqNNaZOWzZz8jGoySVZ7F7Ftms+k/N4EG0iek4+kWIuiOjx2iEG9WHiXzS9j9zm7R5zvNiNvhFrI4ZVlYc63s/2w/AZeQK8suF8UUfbvFZIcW9Ca9miOcX5lPfkU+W/+6VewvwyjaOh4oxjNlmogGooQDQuvY3e4mEhFhK61ei84kvLQRfwRPhwdLnoUfdP0gxY8tkQxN9fJqmtY2UbKwhKBHqHUE+gPYJtjInJxJy3st6C16tWDq8r9crnbaaq5uZv/2/SLsqmRo2Q3ojXqCnqBIt+kRue6n33Y6ezfsRWfQoTVo2b99vygMvUYUaSodnTydQqMzFouRNSWL4qpitTWq3ix8SBklGeTOzKXjkw6hDDIlm/2N+4lGolgyLKKzoEmPfYKdgZYBMRceSMsx2UVxUF5FnqpwYEgzEPKE1Na79hI7sXAMb48Xa47QXPXu92KwiILgSDDChDMn4O3z0rujF2OmEVOaib7dfWj1wusaDoYx2U1MOX+K8GIC//j2P4iGolz62KU0r29mx6s7RMExgFYo2Sxavojflf8OV7uLwjmFzLpxFjllOaz55hr6mvrQmkSDHGerE2OakfRJ6aL4F9E6VlE9AYgEIvj7/cI5odMIEX+rUFNQPJGmLKFUozfpGWgZIBqMijbrwYialmfOEovzoDtI5uRMcspzaK8TSgVpBaKAS5nnrLlWpn1xGhMXTuS9X71H0CVaDkdjUbJKRfvXQF9A5Nt2e/F0e8gqzTqoNqQQnzKIcI7knppL96fdYv5LM4rvcMBDqqYN6MSz1pRuEtHJVqGjrDEdKHKOK9BSn9XxjrADBcmuVpd6Tdsn20XBcEQoB6GDjIkZuNpch9Sa6Cy6gw6veDQiirDs8eOjOnNMPbMZGRlMnXpi6oydqCi6eiAksYwZRgx2w8GVXJBEQxYSjNP43BY0Ir9zQtUEmv4hvBCWLAt+p19MUP6DYZpYIEYoEErcr57UxiEk3AwzrptB99ZuIQd1wDA0Z4nwdF9jH8RE279YLIbBYlBbGWr0GtxtwtsWcAeEIWnUYC8WIeyenQdFpJWJQzFKCcJA84D6PdEDScNXiR08RzFtDE+3h75dfYnGd/w2xMDIwVBN3Hb9zf30NvUmLghC4NrnUlMQooGoKq+SOTWTkrNL+OyZzxI83ooha59oJzAQIOgK4mx1MunsSWx7aRvN1c1CFkavVWVbiKAuSgLOAJPOnkTIExJaw74wWqOW6uXVGG1G/H1+2j5qw9cvKnuV38s+0Y4GDR888oFQFkg34uvzkTU1i0nnTSIaiar9vAvmFPDps58KnU17iILZBQzsG8DX7cPV4kKj01A4txCdQcesG2fRWtNK7+5eVU1CKTZ0tjjpqOvgzG+dyZ7qPfTtFDmCWVOzyCjJYKBlAGerE51Jh63QhgaRZuH42IG3x0vYGybkPph6YrAZ1AWPRDISXA4XOafmqBqg7z/yPukT0ukP9+Pv8dPS2kIkEsGoMwrR+kIba+5YQ8nCErVQy15sJ+wP4+vxEfaJazOWFiN/Vj5puWnsemsXRquRRcsX/X/23jw+rvI8G77Ofs6sGo1GuyzZlgw2IAMWYJvNJBAgBJo9TfuG9G3ShuTt1zaBpknzJiVJm6ZpyNLmLdCmSyBNmoWSQCCsARuwDchgy3iVbEvWOhqNRrOf/Xx/3DNnZqSRLRljnGQufv4ZS2fOeWbmnOe5n/u+7uvC/dffDwcOda7bNrwNXjJGGEu5SQdvkxeCKiAzlXEbdfKzeZiaCaVeITOasRSiA1E4jgMzb8JSySjBzJvkdng4DjNvUgAqC9DzpDpjZk00X9AMUzMx0T8B27Rx5IkjCK0KwdJpYygGaJPIyRzW3LQGglfAoZ8fghSg5iGWZ3Hzd2/Gwx99GEaW9MmLjbJKgwIrb4FTOKhzKow0KakceeII5HqZ5AhNB/t/sh9qUqVmXK8OI2uAV3jXWjgbJZWb6b3T2PalbdT0qxMf1DEdZCYzqFtZh7XvXYujjx+FntXRfX03Dj98GLZJFK344ThRRvhCL4PAUuNyQTaMV4iGZuQNSH6JEhIFOlOwKYjUSArgyArdNm0YeQMsxyIXz0FNqOi+sRuJ4QTSY2niDPMkc9m6oRXRPVGXey16RbRe0oq54TnkZnKue9eVn70Sg48MYu/391IgW77GcED7le1IHqP+kOSxJGV+0zqUiOKaSMQOxDD+4jg4gSMlo9k8fReWDdVUK5Iwjka0PDFIXGU9rVdNTMGm75IVSs1f6ZF0aa0FALNsvS0Hi+qBLECuZwW3vLMN7HJfcOedd+KLX/wi8vn8yQ+uAQBxW8qhZ3TUr6p3vaCXA8EnQPSLmNw9CW+LFxBAmnK6Q8EWW6J98D6+tDMsokogKwZFeJo87kMj+kUM/nwQM4dmKItQyGKqs6orIQbQTtLb6AXLs6jrqIPgFcDJZRe04DaTje0cw+j2USqjlaPIySl/j14B4XPDxOmZB87DLbhrHc0hjbzICcrUhWC5AjyNz8qXJE+qvc7SLTeLLAdlJIYSGPj3gYpAthzhc8L0PQVF18hAqVegZTQkx5IInxMGK7JgHAaiT0RwVRDBlUF0Xk3NJ+f93nmo76knrqsDjO0Yg6AIaOptIptaAy4XOLyWSoZ6hhziDNVAdjqL9Hgak69MYvvXtmPm4Aw2fGIDwmvCeOovnqJsk0eAmTcR2x+jLKnCoe2yNnACh8RQAjMHZrDtS9sgeARIXiqxRtZGsP7D63HeB8+D3CDD3+bHk3c8icRhuieCK4JuCdPb7HUpSKJfhKeBmg7VhAqO5yCHZYgB0dU+luvkiuawGmpYKnbduwtPf+ZpvPjtF/HE7U/g2LPHMLV7CvlYHrZF3eAsy6Kpt4kcA18eh7/Vj+x01vWwD/eE0dTbBH+b353vioFYkZojh2QMbx0GL1NjYy6WcysPkXURup9VE3qG5K1MzYRjOcgnaK3suroLoZUhdF7ZiUv+9BJwIgctrcGxHPjafOjY3IG54TlMvjpJaiBNXjRe2EiNRREFokLBOBhgdPsoOXzFc+Qa6OGx5nfWwNdM5gTqnErjM220b25H3219eNd978J7f/hedG3pQteWLjSc2+AaK9iOjcbzG5GNZqkSZdpQ41RBCq4KwrEcmKqJ5HAS2eks5LCMoceGMLJthPS7O0iGzLZs11q4mGl9x7+8A6KvVLWBTQ6NvMIjMZjAnv/Yg1v+7RZ0X98NgIxdHNtBdG+UZBNNBzAALamRNms0T3zg1gCCK4JovKARSkjB+Ivj7lrCyzzqVxEdTPSIrnqBY5KWOWzq/9l0+ybM7J9BeiKNrmu6IPioUXhq7xS0NDWrMSwDUzehp3XoWR22absNWLvu2YVNt28idSCgco2xgLFnx5AeSSN5rBA0cnDXwMRQAgP3DUBLaDBVmov1tF6RVHHMktJQUY8dLKCndPfzdSGgYr3PThYs108U5XGULXZRcA49Efrv6T/h798sLDsz+/73vx8//OEP0djYiK6uLghCJRG65gK2EEaa0otSPe2KLdXCZP9kqTywzHMl01V2UwDAoyIoMzOLpWAroSd1sBxLTWKq7T4knMy5ARUAmlSbFagz1K3J+3jyFrcchNeEkY1lKwI8XuGpMaowAVuGtSgnuAjBL2D9H6zHK/e8sqD0AZB933wOMEAPva3ZC+gEgq/Q2FUtVjWrKElUASdwpNwQV0uGEuUo3+0CGN85TgtZwX0tcSRBPuWgsU29OoX2je3o+XSP65MtBSTIQRkT/RM4+OBBmJoJQaFnq8jhmtxFwvC+Fh+5ks3mkRxO0ufqwC3NCR6BSmY2ZX6NtIGdX98Jb5MXcr0Mc5JEz71eL7mvTVNVQJ1T0Xl1J+nZ2g68Xi9yMzmEVoeQOJbA2M4xDD87TMoPDNB0XhO0lIZcPAfBK8DT6MHYzjGoKdX9jCRRQvP6Zuz76T7YGukLeyN03qKcnCiJ7hhqqGG52PCxDfA0eXDs6WMYfmYYnMjB3+aHr9GHmQMz0DQNgiRgamAK7Ze2Q0trmB2chZbWkBpJgRHJEYwTOMo8ihws03L5+nOjc3A0B8l0kuTsinOPQEFmuDuMmcMzbsmb4RkIHgFtq9pw/LnjJLPFAIGOAHpv7cXgI4N49buvAgxcXqxSRzJ+kXURyHWyKwVm5gqNpWAg+MlsRfSLGNsxBk4kbdLRF0Zh5kxs/+r2kplOnYQL/+BCvHLPK3jqL55ylU0azm0A76Fl/6GPPOS6UDq6g+ieKAKdAcwemoVpmvC1+8AJHFLHiQrAiZwrB5iL5WgO8XjRfnk7ZvbPIH4wXqHSw/DUXNxwbgMERQDfzrtKCEXZp6JWeC6WQ/vmduy6excs00L9OfXIRrOwLAuszGLF1Ssw9vwYzJwJ3sfD2+jF+Is0z7ICS8Gp7bhzsTanYaJ/AqvfRuL+tmnD0+CBqZrQ5jTSCt7Ygf67+0lKEZQd3/jJjdh5105kxjNuVcmxHIg+EdmZLGXs7VJ2NLg6iG1f3uZKP54UhYxreE0YMwdn0NTbhAMPHoAUlGDkK1WO5sOxHfccVWFQ4kDPlQJiPTkv4C2cnlMKa6iFSi6uDViqVVo354OlZsqzEcvmzL7//e/HM888g/e+971VG8D++q//+rQO8HTjzeDMfmvlt5AcTlbXezsbUKAQlDeZuRAA2S8TZ2n+0Mu4ukWVA9uyXfkPpUGh4K+QRTxZIFvtvO4Qi3zexfi+BS3d+a9jZQrGi3zeBdeZpxpR7RhOKAXPSqMCf7MfYIHpPdMLxsLwDDqv7ETsUAy5KFnrFst2RakYI0fNDv42P8774HnuIqSEKbNs6aQzKEiCyy01sgaVyAr6sxzPIRenrEX4nDDmRudI8JuF2wwXPxAn3l4Zj1eJKK6wd9fVXTANE7zAIz1FZTZO5qhxwHBoka1XqKu1QBcRFRFySHa1Ym3DdrlsjuXQhsi03SYEMUD2hwcfImec0KoQ0Q8EjjZNHCAHZKgpFc3rm/F7v/g9N7NTQw1LQXoyjfuvvx+WYYEBNXxe+VdU/h3vH0dmPONWrFieLLr9bX7SUDUB8JQNvPAPLsTESxOATeYoydEkdv/7brLEZhx6jubNZXJIhpE3KjbXgk/Azf96M57+7NMUoJ4XQagr5GrAWrqFxLEEHNMpNaQWmlXP/8D5ZKxj2FDnqMTMe0jHWctqYFnSSGU4Bpf8ySUYfGQQqdEUOjZ2oOfmHjx5+5Mw8yY4hRRZTNWEp8Hjuu8VTXkc24GvxYfMVIYSLJoF0S+i9w96MXOYKnKjz45CV3UwICWYFRtXUHb6mWHoOb30nIPmBjBA8/pm/PGLfwwA+JLwJTimg0hvBMG2IOq669D///qpz0EkukAxOVGUBatbVYfEUIKatQpzMyeT7bljOeBEzpX6kutkJI4mXKWcoqRUsfu+/tx6KHUKmUm0+KFnKZtZlJfkfTwcwyFurWq5mtv5RB6sSNbcudkc5JCMxrWNGP7VMADSTRe8pKddfC9FythJUVCagAMwDIM/3P6HeOCDDyA1Rs1kYkAkettywRXMkXgyRyrXjD3hcISF2uwnQ9dbuvDhpz+8/DGeAt5QaS6v14vHH38cV1xxxesa5JuFNyOY/bvg37nGAi7mB2WLBGkVWE5AWA0FPo8YEBeOpwgObseoGBBJt9AqM2aYPx4HFWUQx1kYUJ5sPMXrcmIZ6bzaey2z110WGLhZ5+WCU6hJKR8nHpPoF8HypBk4Nzy34P0KXoEWiWhmYUa4sO9j+LL3wNEf2S+DYRg0rW/C8NPDpevLHFo2tEAOyGS7mdUp48oAokwuYrzIEz/ZLugKcoxb1jNUktYxc+Ts0r6ZGsj0lO4aRMhBmfjGRTiUdQj3hHHue87F9q9uJ7ewgmtdXWcdxvvHF4iDFz+vok5iwzkNmBueA8PQ5AoGaN/YjuTxJBk5ZIjvFTkvgp539GD28Cyazm9yuWQ11LAUPH7749jzvT0AqFt8/a3r8cwXniHVl2YfRraOwLZJNYRhGXgiHtKCHU4g+mqUnhGGgaCQDGHD2gZ8bNfH8BXfV+i+FQCWZUkRQLMqnmleISk7OIVNr2GBEziyLj+edHW+Q10hNPU2UVIA5IqXGCnx3pWwgqbzm5CeICWAXJzUQooKLlJQcvW9vS1eANRzoEQU0sCGg46NHUiPp5EcpwYoXubBCRya1jeh4bwGpCfSOP7ccSSGErB0C0pYwYqrV+DII0eg50ikv8j55RUetmW7KgjFOeGcm8/B/p/uh2VYkIOVCRA5JOPWX93qakV/kf8iuVI1Ehc+F8sBDlxTFzWtAibNcY7twNvoRVNvEyZfnaSGMge0yY8ogEPqNsXPgmEZmJpZcsRk6DxynUxztQOsuXmNa7DggOSm1IQKPaNDnVMr1rOua7qgZTVEd0epeUxk4TAOOIGDIAkAC9eVkxUpAHSbntlCRjStn3x9LshZmoYJySsRR1o1MfzMMP2eLSQGlrnGsTILURGh5bTKBrHiZec1J58SCmsyp3D4v7n/+/rOtUS8oQ1gHR0dZywI/E3B/MBRCkklYeMilnKfvd6krl59PEXwXt4ljttOwdmrWNmotssrjqdwkztmITNnLW2gjMVUlDgCHQFqbDJR8V4Fv0BUDWNeSWQp4GkhcjOzHKo6hS0GK29BNai5zmZs6BkdDMeQJJi9cNIwNRNzx+cWuqqBuEmO7sAxHMo0F47xN/pdc4mpV6cqNhuWamFy1yTW37oeF194Mfr/X7/7OwMGOWmxtIlwGAf+Zj94gYc6R242K69aiexEFrHXYjA1E1O7plzuGO/hIQfJHhIMTdIsx7oOZtGBKNlndgaRnkrDMRyosyrGp8bdiTHUHUIuTuLrLFeqPBSbGdxJuSABN7ZzDKJfdD83VmTRuaUTh352CKzA4u3/9OupklLDm4fsdBZyiBRB0hNp7LlvD+luMsDxF467piCO6ED0iKSLnTOQHkujYV0D1CQ5Rvlb/JjeOw2GZ/DS3S9BCkpwbAemTjqf57zrHMrcOtSsqaZUUnKRWKzYtIIGwwDDzwwjOZykQNemoC9xLIH0JD3jtm2ThJ4Jd47Iz+Vh6iYy0QwykxkyyXGoEmTlSbOakznYNmVsbcMGy7EQ/SJ4mcfc8BwGHx2Ev92P7FQWUkCC6BMR6Y0gNZwiHdexlLvR5AQO2cksDvz3ATAig5aLW6haktURey1GTo4CB8EnoOcdPXjtv16DntYxtWcKLX0tGNsxVpJK5Ej5heVZ9N/T73a6t1/WjvihOFo3tCJ2gLr3BY8ATuIQWhmiZi0U1haWGp3HXx6vWHfAF4LYsrlUy2jgRApc/a00d1o6OU8W52eWZRHbH8PI1hGYmgkjayAznkH3jd3Y+Ocb8cgnHqF5q7AOxw7E3I0GJ3GwYYOxyZhH8kvgJR56WqdMfM6AbutY9ZZViO6NkgZwvEpVcz4KFdDQqhAmd5HV8NBjQ7R+FquRNmW5i0YHS4Wt2lDVRcbAoWogy3sLxgn2CdQLKi5Cf7HsslutzgiWHczedddd+PSnP4177rkHXV1db8CQfvMwn16gzVXXozvxSbDkYHYpPNBqqHjNUjLFVVC1nL8YeJSymhbcRqL5KHKOF6DaZzKfomACtmsLBpeztBwURf7VhOoGeg6zMJAFCgG9wKJawcOVPUOJ2M8rPGU+ANcKt+jiU4Tt2MjN5LD7P3eD5ViiLWhERSi6mXE8BzNnUsdqEQww9PMhVxeYV3h4I16EVoZw/IXjLi+XYem6tmEThQJws0q6rdMCLzLovLwT6ck0stGs69jjLpAAWi9rRXwoDk7k0PuhXgz9cgixfTE4poNQd4hkwFQTelYHy1B2W42r6P9OPy2Izf4axaCGZWN2aBYMz0CNqRjZNkISTIVspdvtLZJIPCuzkIISRrePIhvNIjmadOcLM0fKAbnpHCZ3TRL3VRSAPEkZHfjRATdbGOwMIrQyhNxsjsrRMzlkZ7Lwt/jRvqkdalLF7OFZcDxHGVWL5lfeS/qdRckkN2OmA2Pbx8hcYS7vXsfMmmg4rwHTe8jcwdfkA8ux8Lf6kTyeRHoyDaVegegTYWkWzBw1oOkZnZpA+ydLdCrA1RjlJJovtFQhmHuNNGfBwjVgMFXKfB78yUHa/BcCzvR4GnKdDClIlt9SnYTwmjDGXxzH8NZh93vRMqT2EDsQI7oZQ7x8TuAwOTdZOX/aVD2DA7fyJAUk2JYNwyrM/0VGo0VJhqyZJWObwvvTc7r7e1u0SV1CNSsCubGdY8jFc5DraBPPe3j03NKD9FgaU69OQQ7JiJwbIfOL8RRgwd0cWLrlarxno9RcFe4JY+S5kSXfq+qsisnZyQXvBwKZDM3nHZ8WLBKjlq/3FYHsSWKNonLR2YZl0wxCoRByuRxM04TH41nQADY7O3taB3i68WbQDL7W9DXkp09d/YGVWchBGblobt4vUPWmK3cLO2tQNtZi0LasssciWrrLQrUA/RSD9hPynxf5XliBhe3YJUUJlhaz1W9djWycymqZyQyy0SyUBsV1IPO3+2HmzZKmYp2EyLoIpvdOlzpay9+HAAiSAMd2EFwZRHwfyaHxHh7BFUFyFjsYg+gR0XBuA/b+YK9rOSxI5PVtGRakoIS6rjrM7JuBaZhQ6hSSybEBpUmBntThOAVrYKdARTEsl59m5A0oIQW56Rw15QlkH2wbNhiRAcuwxJfzi8hMZMDwDL5gfGH5X0YNv9WY3D2JBz/8IGYPk3mBYzvITmepg71MhJ7hGbd5p/2ydoy9OFY5p3BwHRGLSiwMW6igzJ8nClbYtk4ZUzkkI9BGXHVe5jH4y0FYeQstfS2IDlDpWq6XoWd1MCzjVoZ4iYdlWfA2eNF+RTviB+MLHBwZjnG1aVmepYYy0FxhaGT0Unz+BK9AlCAHpDFeoPcIPgGSX3JNSsrfc/EzcLVfx1PgRZ4kw4pl/MKGWJAFMBxTcm8sBN3FqpMUlPB/Dvwf+Fv8uLv3bqIUZTQwYFC/ph5zx4h2VK6b7rpeWqUxMUzhuyratM8L8BZN2IgAjEKpvlA547084FADshyg78BSLTAC6bBzCgcjY8DSSMossjYCy7QQey1WGqNIFDdvo5ckwQQe0YEoTJWsvBfoyy4BFaX/YrLzzW6pYQqUicVoiKDP83OZz52R4byhNINvfetbpzqu31oUuTanClu1kVPnBbIn0Is9awLZ8qCu7CF1DIcykrCWHtC+3kAWqB60niKNiBM4CkyrJY0XmZA8TR7Yhl3alNiFLuK9UZh5ylhalgWWY8FLNMk6DmWX3E5W0IIW3RN1bRzziTwFtUzh2gbQdkUbEscSUOMqlEYF+ek86UsKLEaeG0E+loen0QPJX3JYcwwHmqW55S4zZ2Lu2JybiXDgILyWsgf56TzkehmCV3CzTMUMbXq8IPBdsE8sqkswDEPlO4kBx1HHuCfoIekkmUXrhpo0Vw3Lh6/Jh+beZuJkAshESRielahCYpt2xeaZERhM7Z6qmFMYgXGVBVi2sOksiMtXKKQwVIa2VIsqPgU5quxkFrlYjjJ4BStrAIjti4FXeOimDi2tkemIarq2s45NjWXqnIrDPz9MGbIysxeANs6WZcFxHDAGVYi0rOYGeKzEwoEDKUCWpXKdDJZj3c0wK1IyxMybFHTCgeSVqEJY9hnYmo1MNANe4snC3LRKovyFOcLIGmAFFnI90Tq0WQqci1UnUzOx695d2HLnFtT31GP2yCzkOhnN65uJF1ptvp0/X1qAwzluI1c1SlgxkJWCEnRVL/H3i/10jkMUM1DwL9eRHJenwVPipzKAkTdgGlShsm0bnrAHtmVXzIvgaYxSUEJ2MovMRAZyUIae0xHqDuHGb96IB37/AZfTu1Q4lgMpJMGxnEq92BNpwb/RcBanIRZxKlXfM4FlBbOGYWDr1q34/Oc/j5UrV75RY/rNwxux23qj76dlNpvxHr60iy/iBCoGFUYQJ8PJsqenI2t7MpRnlnmGMiJLeAusVOLrmlnT5WWVIz2WLukUGjR5J8eT4FgOYKhcxzCMu3tvu6QNalLFzKEZ2rgU6Aq2bbvXGt0xCtuxETknguRIEryHh7/dD2/ES1neBGlwFl2JwFDm2NIs9zpGxoBcJ5MlMM8iH8sT5aNMd7icK8aIDOo664j3bNFCbYEyvLZtU2MFz8JQaQERvSJy8Ry9N7vSV7yGGpaKXffugrfRCzWhwtIsSHUS9JwOy7DgbfQivCaM2IGY21TEciw4gYNZ9gA7lgPbsSm45BzIdaXqVjHwhE0bNNErIq/SvcorFPg5cOCwFDiX06LEgAjJL1Em03BgsRZVVQamAQuo76lHbF8MRsZwtazhkCugntZh6zasvOVSixybOvp5nYeuUtBRVBTJTefcZ5cVClKLOs0JuViO9FvjNJEGOgKIzZFMVnmG0MpbsEUbgdaAK6jPsJW9DQ7jQJvTKgJ8RqRzBNoDrmnC3PAczBxRFeQ6Ge2Xt2Ps+bGK746VyUBmfk9GaHXBTesEa5DSrMDKWRRIlzcTo2DXyrMQfAJy0zmkhsk8QfQRx9iyrJLGuU0bFF4mXmx6LE10jLBMNC7DhpEz3LkWAOkDmw7i++LY+a2dy5u7CvOnXCeT2yLHQqor66NZ7lp2itXF3zQsi8krCAIeeOCBN2osNczHsvPmbx7MnFn9bjodgfzJHtQ3OpAFKjPLprPkzUQ5h1jLadU1akGLSHFCZ3gGMMjG0VYLGaKiLJANRPdGEdsXo0CycD7bstFwboN7Wku14GgOpgemoedIxD05nCRtRpWUDcpfDwelTu2yzzMTzbh8N7mejBKK771Y+ixHbiZXkmtTBLAsCy2lwUhTGc9QDfAST+YPIMpEcGUQtmFTg0wNNSwT57zzHIS6Q9S8CEBLaK6Mn5GlDVmxCSzUE4KlksWpHC4zrbGB5kua3cqGOqtSeXpe+ddxHNStJIMYADCNsnlPJ1k9f7sfcojOXXT3Y3kKLhmWqXBBnN47DU+jB6G1IeLhF6hH6qxaojEVOukZjqQPM9MZcDIHT4sHSoNCOqtl74OTONiGDV7k3eebEzlkYyUtZ4ZhXL3ZiuoYB/ACX+KfopSdBgoauhK9d07moDQpxFHWiXLQvrHd5b1H1kVok84Cx351zDWPAFugmhWoBdWaixOHEyWKwCLIT+VLzWI6KKAtQE2oyE3nkDyaLOmlWmTkYFkUABfft2M5yE/nkZvJke6tTLJcsGleNTVyTFMiistzdUwHSoMCRmIw9OjQ8tY5pzRGx3RgaVZlQ/hyA9MzHMiKfvHkB70JWHZb2jvf+U787Gc/ewOG8huMUzBHAPDmlRoAt/t8WXiz+T5vFKp8f24m9QQQApV88mpSVtU+M9ErVrqycIXmiALSY2loaQ1Kk0JZU4kt6d4KC8/nGA70vI5VN66Cv82PzGSmKj3CdZiZ99r8dB7qrAojYyDYEXRnjeJi6L7eYaihhC2djxO4ysnWIu4ar9CCmZ/JI74/DjhUoqyhhuXi0M8O4em/fBqWabn6pZzEwRvxwjZtjGwdcTdqrgQdu7A6NLljEkpYASMwYHiGjEzq5rk0WsDkrklwEjWTwaINK8MzCPWE0NjbiOCKoCuiz/AM0pNpyngWLLGLDZ9FZCezSBxI0PxgY8F8wwgMzQEiC6VegVwno+fmHipPZ3S0bmgl7dLC+yq6bJXbqNs2ZZ2LCZLpAWoomx8BMCwD27Spx6NsHEWak2NTYMtJZA+bj9LcUHRTLG4aAPp/27DBCAy0jOZy94s0iCKFQApJlfNdEdziJW1OIaWFcgiSAH+XH952L7yt3orfhdaE3PWsqI3PSAyCq4NuoF58/47tIJfIQc/rMNKk0y2FJNiaXbGB52W++py+HCx3jT0L8I5/ecebPYSqWHbur6enB1/60pfwwgsvYMOGDfB6K2+aP/3TPz1tg/tNgegTF1rPne2wCuWn8kjkt7WcUeU9n1CQupB5KG8+WTI4km8R/SLSk2kKCDmuROHgANEjwtRNMknAvMxKeZAqUIBZtIMcemjIbdgQAgKMVOlg3sODYRkYRpUoVwD8rX7kpnMYeW4Eol+EVCeRBFgZzaDIMwSAxgsbSc/SsBY0p7klUVBWRAyIsAwLgbYA0pPpmqJBDcvCho9tQHRvFNGBKIIdQZLBmkhDS2okvg+qKuhJoh7Yuu1ywnkPj+aLmqmCkSdeK8tSBjUbzVZsNsWgSA5QluNSEBiJAc8TxSd5PInkSJKCNMumAJRnS/zOugJP9WRzqIOKYxyNgtD8dN4NPgf+fcD9fWxfzJ2P2je1Y3pgGkbeQOMFjZh8dRIw6b2yfIFeYVPzVTUpJsd0YAn0c8EjUAMZQJGCAVdb3DZLlCawcOedY88cc881/uJ41SrW/J4OPaPTuAw60NU0P8H0aeUtWPMOMNLGoso3icMJdx4qjtvRHCSPJgGevls9pcPKW7SpNwv0jcJr8tE8GJ6pCHzTYyepJC2BHsdJ1DRbtffiLMXgI4O44HcveLOHsQDLVjM4EVeWYRgcPXr0dQ/qjcSboWbwjRXfQHq0VkL9rcMSgn9WJivGYkmR4RlXLktLaaXsSNmi2tjbSJy7k12voB3rLjrFbHv54sIB3e/oxthzY1CTqtt0URpg2b+XMFOwMluSLjNObKRR3pHsbfEi0BHAmhvX1EwTalg29v73Xjz/988jG82ShunLpFQgeAXimsKhpp6CPFRRAUD0i9REGc+7CYdynnuFwkExazqvmiKH5YpNXfi8MJJHk5Ud+/OfTY6eDVEWSX2g2F9QeD45iYPoE0vNw9VMdorShoVxFV2rLMuigLv4Pstf46DChepEm3LewxOPtKDAUFWHdN64eIXH53Kfq/hOXKfEJfY2cBLncvcFLxlZVJjpACevAhYUXapasi64IBbOe2WfVYXm+WI2r68HzK9XwksOyfjL2b88I9d6Q9UMjh07dvKDaqhAZjpz8oNq+PXBUifUxWTAyrpVbc2Gt8VLnccOZSqNvAEH5AdumRbt3MsWxaqBbNn1GJ4Br/BY+761GPnVCFKTKcruOFhIXbEKWrQFlDsNAXC5f0sSBQdIocEpZWOqGUsUUV5CzE5mkY1m8cGffXBp16mhhjI8/qnH3e797FSW6DdiqZQNp8o9zAJ6Xod+vNK5qZznzrAMBFkg21kG8Hf4KTFRdvz888b3x4nHWh4IlW8iC0oFjuVA0zT3Z+XOT0UVExfz5xIHpc2i7bhqDZnJwlpTbSNd+HdgRQAcz2FudA6iX4Tt2LB0q0IHGwBM1aS5x8Hi+uHzAvTr7rqu9DkcjJMhS/GYJdDQWLmgJFEY//xMa3lj3glhwK0yVZWqLP9uLLiSXnBAgbAowLIt2gABrrSmodI5qzpinioclGyNfw2gJs8StaR5eF1WDo7jVBWHr6ESbtdnDb8REDzCqfGDCyV+NztRyHpmY9mK7OeGj28A4zDUrJC3XF95oDqvFQJ1E7uXMR0YGQP7f7ifnMqWYY1YHsgCVBKcb+JQfq0iOJkDIzAkeF4+xy/2Oc3n6kkM1r5/bY1iUMMpgZM4SCHJDYIcUGPNAkvpcthY4DY4H07hP0GhZz49koa32bv4C+hFsC17caekatez6bkVAyI9Syyz+OpczmUtyo1JTGUjmEM/EwNiBS/T3+6nLvqUBkEU4G3yov3SdjBgFvI3C2OqoDGxC7nyLiwgujvq/jN8bpgsa8vGtCgK9Fdbtd2Nd3mfQBHLlZ3kFI4y5OXvja8yFr3sZwYpNti6DTWhkhatxLn0A6BAI6nSn3DK+HXqNzlLx3pKwex9992HCy64AIqiQFEU9Pb24v777z/dY/vNQa2v5TcKxd35KaGcD1ecFIpctAL2/MeeUkMHSg0LAGWKFkyiBhZkVeBQg8upmHVUBKsFflyxexuovjmzVIuC5ir3OiNVCcDLJkRO4uBoDoYeHlp4XA01nASTuyeRmcoQH7UQZ3FsZeOhFJROep5qTZ2Mw8DSrYrGn8V0OFm57CG26FmV62Vqbio+F+Vx4PzHopChsyyLOKGL2YuKqGiyBEv8z/mZQkdzSMmEK2senUhjevc0ctPU4JSdzmLi5QnahJa/lzKZMHBEHwBAXFtrkXGxwNiOkvTWk3c8WSGXBaB6AFjk487D6XDCsvLWgiayouPhouAAM2O6KjLp8bRLVSk2qjkGWSOfMsputVB3CFL9ye/PGk6MZQez3/jGN/Dxj38cb3/72/HjH/8YP/7xj3HDDTfgtttuwze/+c03Yow11HB2YRmbE06u0q5arYO1bN42Mkap4YupLPHZ2kKjBkZkFmZLOUCOyJStWmZhwDEdcDJXyoxYlKmQ6qQKMffFZg9WYOk9Fub6k3X8FhvlxMDZKflSw9mNB299kAKfQukdAGUQffMyiOX3q4AFz6GlW5UBZsHT3rZIR7boVFXBmeRKQbCt2yRbVDivpVpkGlJeGSmnGlR5LMqzf6zM0nNdUApwx6ahJBVW1MBdDGaJj1/khrrKASYF5npap2e63ECh3N3QKlN+4E7wPNukv1pE22VtpbEXUT53VePwnwjz3+dylADK3ltx4y/WiRVyXhX2suU/K75dExXfJcu/rsK2i8SRxKlZ3L9JEPynMyV9+rBszuw//dM/4e6778att97q/uyWW27BeeedhzvvvBOf/OQnT+sAfxMwv0Gght8elGdVXZyCJmFVFBoqHKtKg5UFqLET3HNlw2I4prKUaJcaQxiRIfvJjAlTMCsX+0Xeh+vYUz6m4uLtFAw28uaC95afzWNy9yRaLmxZfNw11DAP2Wh2wc/mZzXdJiug1H0//9G0UOm+VDyFWZ0zLtaJkHxSqaudBZSwAj2vu/JgjuNU5ZuyIikLGFmjUsO6LFBckJmsFgA7AMuw5EY2DxV2qYCrFV21VL/UDa9FPHo1UX1uyURL/SGCR0BRt5oRGfiafDCyhnt9TuIgBSRyblvK9as4hS0AD/pel1A80+cq08aCT6CqW/lrbdDGZ34CgWde35pePvZ56hVnO9ws/VmGZW8tJicnsXnz5gU/37x5MyYnJ0/LoH7TUAtkfzvBSIyb0WCVSj7bSbFI1qGCr2bN+3vBAE5wfqf0x13wqsxRjlG2GBtVrrXUTXpZt7CZKwtky1/vAI//+eNLPGENNRBWv231yQ8qBkJl99t8/jkjUrPXCcHBXTX1OZ2cnwoZRpZjyfjDhKsUsFjjlK0WnMKKDaEn0yIvdtwXwVLmlpVYOKyzIAPKCMxCq3C7Cue0kFmuSgVaBJZuLZoG84Q97v9PDZQsgx2dNHG1tFaRuc7NzAtkX2+y08QJA1mlUVn0szbSRvXXVvmZA6d6/8JvAZZr23umsOxbp7u7Gz/+8Y8X/PxHP/oRenp6lnWubdu24eabb0ZraysYhlmSGcOzzz6Liy++GJIkobu7G//5n/+5rGvWUMMpYd7kXa0JqgLsvCxL/iTpWKGMpwZQF22Vp3OBZTAquXoV4uPL3e1XK/dVK4WWv/cTZUAYVOgynuyagiLg+m9df+Lja6hhHjbdvqkyQGFOQFkxsGhFwTEcsqk+EYpSWAW4FYaCecKiXf+LwcFCYxFg4bM/fxNpU0Bs6zYkrwSGYaiJq+hQZVeeUA7L4MQqO2QLsExrYeB7AhjZxa28i2YRQKWBAlhy33KMeVWkeR+Xv9V/6iZDJwJL8n9qosz18ETXORmFwSxknn8bcZYaPSw7X/zFL34RH/jAB7Bt2zZcfvnlAIAXXngBTz/9dNUg90TIZrNYv349/vAP/xDvfve7T3r8sWPHcNNNN+G2227Df/3Xf+Hpp5/GRz/6UbS0tOD662uLYA1vIOb3V81vuJqPE61p87QLi5I85aXCCg7VSfRqy8uRy1EuKIJTuMWbTeaNFZj33hlU1d4s/ry8WazqdcobpSUWvibf8gZfw289Bu4fKFFlCtQbPaVX6sVWwYJnxQEYlBnFvF6TmJO9vvBsVXv2XIm8Jcj/lWdb/e1+MlSZqcyeudVBpvQ6F8vpZz2BVqxUL+H6b5bW4Yo5zF4YYFfDSY0IgOqf68k0bG0gN5ur/M5PNBzr5OdcrBFwyagyt/46oFxd52zCsoPZ97znPXjxxRfxzW9+082krl27Fi+99BIuuuiiZZ3rxhtvxI033rjk4++55x6sXLkSd911l3vd559/Ht/85jdrwWwNbyxOk6QggIXBoVW2eAKVTVYA8eIEtsRFPc2wVGvxhXc5WrrlfMMqPLCT6TLmY3nsundXzTShhmVBz+qlZ8gqlNiL9Jjy+3qx4KHQ2MUKZPjhvmaehirDVCndl0EMiJUBTpVDKwLsEwRTWoICQU7mIHiEJUtSucEgj+rv9fVyM08SMJa7QykNyoKgelEsceNQrEIt4BMvYX5ervWsa/hSpvHNCixYjl1ghXxKsE+zXu0ZwkkTOW8STonJu2HDBnz/+98/3WM5KXbs2IFrr7224mfXX389/vzP/3zR12iaVhKmBjlK1FDDmcAJM57VUJDBqTYxv1GBrHvd0/H6JczvJ2qG5GUeGz624XUOpobfNohekTZ7hQ78Cgvu8nu76OA1/35nAF7iSxSeYqNV+bEW4PAnflD0lO5aWTu6U/W5WvAcF6+xSDBnadbSbbFFQBCEE9IA3khocxqOPHHE/XdbXxtmD84u7cVLnIOKVsRvFIobIaBK8OsA3mYvTNWsCGYZiVl2oFzEr1sgezbj9GhLnCFMTU2hqamp4mdNTU1IpVLI56vvAP/u7/4OwWDQ/dPR0XEmhlpDDcsLZIs4U5veU3nyyylii1WaTsJDqwhki5acxSHxbM00oYZlo/WS1god2EXL5oUM7ILGHWseF70YLJU9i7zCL1TnqAYbJbe9RX7vojz7u9jxJ+t0Lx+HXuCzLuXY14tF6KLlXGUjZyC8NrxwGFJBuk8oNLGJyxjYG1yWd2kIiwwpfTyN/HS+4h461UD21xUV5hxnEZY8KpZlwXHcCf/w/Nkn2fDZz34WyWTS/TM6OvpmD6mGGhbHySbrkz2x3BKOWcp1qqF8naw2f1fzjy8OS+EWZoscVPzMyJ9mz/Mafivw5B1PLo2/aNMfh11+J7rb6FV82RsRVJ0KFXE54zjZsfOW7xMK+c/fpzOU1SzPIo9uH8XcsbmFw9DIJVBQBLeJ7azAYrKDVb4X1xHstxDOGcu4LA9Ljj4ffPDBRX+3Y8cO/OM//uMCF5HTjebmZkSj0YqfRaNRBAIBKIpS9TWSJEGS3lx3DUZkzlqeSQ1vEkRAlMVlNRGwAlvRLVyVA1iwy62gOLzeRpYlQvAIFJBWyWwtJUu9nI7qGmooIrgyiNxsrvo9Vs7jLkI/yYJ8ouflDbxF5TqZfO/fjNiOIVUFyyx8hgKgzZ5AyN+mrKrkk6BlNNi2DUd3kJ4oNXCtunYVDj54ENYihFYjtYTN6xKapMqpAQBKdrXLLYwt4zs3VZOUWk6lievXtPGrCMc5O+fpJQezv/M7v7PgZ4cOHcJnPvMZPPzww/j93/99fOlLXzqtg5uPTZs24dFHH6342ZNPPolNmza9odd9vagFsr8hELHAKeeUoQO6ubxuWJuxqSmhOHHbWMixNQEw84LHM3D7yWHZDcxZscBf5IDQmhASBxJLOseyyo011FDA1K6pivvdvf+AU+OOLvK88B4epmouOxBhRAaBjgCSR5InPE5NqG+MLNVSwM+bM5YQZ9qqjbyVrzg2tDLk/v91X7sO+3+6//WNq9pnPW/OcwwHrMy6TWG8yFeVMDwRTqZ8sQBFs5pTgQMIXuHElJCzGWcpzfeUVo+JiQn80R/9ES644AKYpondu3fje9/7Hjo7O5d1nkwmg927d2P37t0ASHpr9+7dOH78OACiCJQ7jd122204evQoPv3pT+PgwYP453/+Z/z4xz+uuY7VcGagA/U99RB8p0lfcJmLoiiJEBShsrxVbWI503snFtCSGjW32GVWmBYWBLKCT1h0C33WlBtr+LXCfKmgZd1Hy3BQNnMLA9mTbsAYSmacLJB1UZ5g9PIn12k+XVgsrmJw4iih4KQm1UlouaQF7/vJ+9xf+Vv8CHYFT+Mg6Vq8zBNnt+yjKVc3MDXT5UcDBY4uC/ozXyOVLQSyhn3mNhIOyZQVbZB/3XDG7sllYlnBbDKZxF/+5V+iu7sb+/btw9NPP42HH34Y559//ildvL+/HxdddJEr6fWpT30KF110Eb7whS8AILexYmALACtXrsQjjzyCJ598EuvXr8ddd92F7373uzVZrhreWPBwJ8f2ze1oWNvwxl+zyjxnqAYsY3kC58u9xqnA1+yDt9lb+gEz7+8yGJlSpzXDMxXHCN7fUhHyGl4X3NL4KYCxmdcVxJyUP/g6HlUzay48P3eSYKJ8RWcA0S8uDLhZLN25z8GJowSmRH/KxXJkTVuGc991buXny2J5QRxL8lXl4zFzJgXRhY+m4vcAgl1B2jQXC1ia7fKlF2z+HdLmLXcoPOFwpNNTPTLzZnUTi18DnHJG+g3GkmkGX/va1/D3f//3aG5uxg9/+MOqtIPlYsuWLSfkX1Rz99qyZQteffXV133tGmpYMgqe6/lYHgP/PlBqsjpBAoj38gh2BZEYSiypfFWhN7iIPJdjOLCMpS/cSpOCfPQEOo/LiQFEAIuwIvS0Dm9TWTBbtOg8SaXPMQvlQc0GJ3Nou6xtGQOqoQaCv8WPTDSzOC+7Cge2yLN8vRvD07GwV5S4i5lQC4AArH3PWhx44EApc2qdJICer5bA0mYzdTxVcQwncLAFe2kmKyd6jh3KhNu6jVQ+hYf/6GH8+fCfu79+8RsvVnz2DMNUfk88qZjYlk3vkaPMq5k13bEuiBEcgPfxMDMmOJnD277xNuz6l12Y3jcNGFiYBWcKPQSqtXDOdqocX21uL8zJC+by19OPUCtEnVYsOZj9zGc+A0VR0N3dje9973v43ve+V/W4//mf/zltg6uhhrMCOpCP5sErPHU1LyEINFUTlmZhxZYVGH5yuHqjVtkk6GnwlATPrerHlIP3zOOFVTn2hIEsALFOhD63RN7u/MPKrqdndbCzbOUiMP/98qD3NW+MtkrlPduyMbV7amljqaGGMij1Chw40Oa0StepItiCs1dZ4LkgiDvVoOQ08AcrAqTyxiUDOPCjA6/r3HpSh55c+IwvWbt2Pk6wSXUYBxffdnHFzy771GXYftd2d/4oN4jhPTykgITsdLb0ni2UAtniJSUejMJUfLdmxnTPM/jwIFIjqVLAPz8YdQArd/L3y3t4OI4DS68m9I0FG/pl64jPg559nQ5ibxbOzsTs0mkGt956K97//vejvr6+Qrd1/p8aavhNhe3YYISl1SQFWUBmPIPhx4cBm0rqol+Et8VLOn3FCYEDwACZ6cyCc/Ceyr1mcFXp+VrQ4HCycmAVVA1k51e+ina181GebeEZMAwD0VdGQJzPLeTYykmQgZvhlkMycW0NG+nJJdhZ1lBDGa796rXIz+SrB7KgbKBbap/3jIhBEVKdtOD5WSC7VHhOT4plqlMqzUr157b4HJ5MZ7b8JfIbX7b2N/sh+kUwIgPBJ0AKlZSCOI7DK/e8UnH8oQcPVa/oOLTByMVyi28IOEBpVCAFFn4/RaqClbcw9PgQ1JRa+uwXy3ieZH40c5SAWLQPYd77ONVA1tvihegXa5nZ04wlP3rVSv411PBbAZY0ETmRg6mZMI2Td8o6jgNvkxfJ4aR7Dk7kIAdlAEB2MguAgl5DM6qW+0zNhFwvu1aWizlnsTILx3Lcc3Rd34XRZ0dPnn2plo2qwik72Wt4iUc+TllgpUmBYztQZ9SK4xaU51gqL5Z7y5uaWbOzrWHZ2P/T/cTFLgdfsJ8tUAlcXu2829BQjZLaTPF3LLDh4xvQ/0/99G9hYWZ3UZQ/P+WUgWpg6fnPo0oFxSods5Sgp8g/L+/qP63gSGs+H89D8AjQszoM3aj4vRgUF2RmE0cXUTJhyVRhwfzCkoarZVrwN/sBB8jEMoBD/F8losDRHagJtST5VWRoCAxRMARQ9nj+uctsaZdkavEGgVd4hFaHMPb82Bt/sd8i1LRwaqjhJGAEBpzEQU2oS5N8YQq7fNOirA9LHc3FgE9NlIJS27TBsmz1ydUE1LnSsVpKW5AdqltVB5ZhK4Lh4SeHYVlLMSunv1iZrchEiX6xMsvDLHwNQDaOAGCkDUhBytDko3loCQ1KRAErsWAEBryHpyxO4bMA4PLPbKe0etiOXbOzrWHZiA5EF/7QLFAJTpJRdYwqbl02sPu7u0v/NqrQEhY9Ydn/M0CwY2G1svjcwAaVx08UQM2/LF/psuUeZjqw8hYFssvpozxRMnfe72zHhpk3aR6bTx1lGKhxdUFm1rXvLZ6r+PdiDVc2dfrDANKjadKtLTRv6UkdyaEkUsdTMNR5mxem7DsyTvK+nIWZdzG4DFmL14nk0SQmXpooKS6cneIAi6I4159tqAWzZwBLLU3XcHbC0Rw3e7ikiadQEstMZKj0Wfg3p3Ak7m5ZJdkYkQUnnGDmXcz+soC5o3OQ6iVwEld6muc5a50MtmpXNMKYmkm8sfJSZxU4ugMxQN3SWrJU4pXqJGgJkupyDAdmzoSRM6DNaVReK0fZmqQElJqdbQ3LxmV/dhlCa0ILf3ECVQ0XhedrvtyeqZU9QEU1kxOgIhgqK3dr6TLqQ0EaytEcgEWJ3rAYqmUQTVQ1Wqm4fhl3lJNpXmBFthREl6Panlcs/a5xfSMFfhZdGzxtduV6ueIzcUwHol/Ezf96c+W5CsdIAQlyvVyhxFD+nbECCwhErZLrZMhhOj/DUrZ1fqOeY1EGlpVY+Np9lQoJLE5KzXDsygPKecVnwtnL1u1SQH8KFLE3E+Vz/dmEX6OP8NcXnVcsT3/3rMOvp4LI6Ufxc+CBlk0tCPcu9B13UZykClI6rMiCF3nkp/MVsjLAvIXzFJAdz8LSrJLepkOLGCMwEPzCAu4tUFjkFpmzbd2m8Z0oY8RRuczUzAU6n+qs6mZkWKGQ9S2cq1ozCgB427y48Ts3nuht1lBDVbz47RcxNzK38BfFZqpy07xFpJUW0BTK730TJy0/m2rZM1zsTRKYEjVIAPxt/ormTi2tgeEZCIFFUqlVAjKGZ8AIDFnNlj1285+rUHcIDMe4Hfy2XlAuKFARFqB8iig7VXoiDckvleY+k9RL1IQKwSOUssQ8cNPdN2H1dasrx1uYG7SEBjWpgpd4cDIHXuExd2TOPc42bDA2AzNnIhfNueYUjuXQZzZP3ksOyZD9MjwRDykkqBY4mYOn0UMc26L54WKBaTFhLHMVvQgAIPpEKE3VHUXfMPw68WfP0txcLZg9A4gdjC3tQJ7I4WcdzlLHjzMFMUiNW+5O2gQmd0wiPhBf/EXFhcgmKR1btWFbNoKryyZOlvQGTyQP5Gn0wNfqW7gAMZRNkuvl0iXNghA3A1iqBaVBQaAtQFkIHhXNGrZtL2gYKV/oRV8Vfcp51zc1E7Ztw9PgqcwM2aBSZ6Gpy9vsdReVCi3Zsstnx7OYeHli8evVUMMiaOptKj1DVbpABJ+Alkta6B50qKnI3cwtdWE+Uemex0LR/WJjY6GULIhCqbrDAt5GLwRFgOgV4an3VDyLrMxCjsjVV+dCOd3IVOGbliE1VoW+UJi/FnBqWVRUctb+7lp427yUrbZBlCGOBTi48wsv82AYxs0SczyHwUcGFw6k7FKcyIHjOXAiR3rZcCDVSWB4onF5Gj3usa6iQXFT7dBcyMosBIU+S3VWRXY6SyowNuicllPRCOgwVD3iFb5qhdRxHCRHyqS5BHIzlINy9YqquEyd3MVwlgaES0FFo+9ZhFowewZQbPY5KUyQTEkNZxUaz2+EmTPBe3nil1Yr15WDRUm0u1jyZ2jBSx4tTJzFJOr8QLb4RIpA1zVdsA0b2ZlsZQMVW6In6Fm9IugU/SIEjwAwgDqjIrQyhPC5Ych1cknHFjSJu/8uc8sBS9kMwScguCK4cBEvBgsmAIsW6XwiDz1dSudwCgd/k58+J64g/l4o61VYOJZtkpQGpXbv13BK6Lqmi7KHQCW9hqeydcO5Dbjwf1/oSsAZaYPu/UIFQ2lcPAvnlsLnO2SVTwHFzG3ZoywFJORn8u7PjbxRuvcdIDebg+M4YAUW6fE0NWsWYiRbtaHG1IXBKFvQXC28DzAFChtXuRFVwgosnQK7ooqK4F8kGmeJ7wqWKkicxGHsuTFkp7Iwcgby8TwShxNgBRZKSAEv8e6GtDwbbakWjj51tOLU6cm02zTHcKQva5s2jc2kjCvDMMT31awK+kSxT8EdpsDC0izYml1BVShmm2kQNPdUVKIMomXYto3Iuogb2IbPC5OyDMdWZn4LOrWJwwkao0Dn9LX4aJ7UCw5krwMVajbAr13lc9F76U3G6/tWajj9ONuyoK9HFPp0nuPNAgeMvzwOBgwERViaN7tNurG6R6dmiYK+KiuwZHrgULZDTagLuFusUBBQL8zrpm5St3WhM5oVWLKPDEhgwMA27Yp7Jj+dp8yBQ8Hz2M4xaCkNjuUg2BVEeioNW7XBgBZBx3RK308hC+LYDnLTuYWbMIa6ulmFpWCgsKiWB8kMTyW/XDxH3EAGsHSLhNDzZdkWFMTiC9ajRt7AyPMjy/hiaqiB8PRnnq4uy2UCpmli8tVJRD8VpaANgKfJQ41XDskrmbzpiuoLPoGCJt0GK7ClZ6AQOBaVDwSPQE1IxXK2yJRK4oA7HsEnwMjPy6I6xJs1DdPNQAo+gfjkTCmhwTAMOJ6DXCcjl8i59B+5XkZodQiZiQwy0Qw1UzKlSUmdKwXCDkMBbXh1GImjCahJdYHiwoZPbIDoE3H8ueOAXVAnSeTBcix0VafzGzby2RPoVjNAaFUI6cm0y3vfde8ucAoHhmHQdV0Xhn4+VLHpBQA9r7uKDUautGNwDAeWaIFTOIgBkRQMspTZduzKpj2lQYFjOtCyGrLRbNVmPVuzEdsfo+/IBuIH4lBCSikgr7JGcTLNo47lgPfyaFjbgJl9M9ASGliZhRJWYGbMxTmki6x73iYvzYeGicxkpqSmsRiWYEBzJpGdODuTDrXM7JnA6d4yLJYYfCO+zdMRhJ7pQPZ0lnAsuMEkwzNuFqaxt/GE34OW0iB6RHgbve73YuQNsCILb4sXelpfMOnyXr4iAzvy/EhlAOgUFABUG/l4HrnpXAUHDygEzGX6h2qauG2cQrJitm4DLCB6RDcrLPmoEaXc036+644UpGMc04En7EHLhhY09jbC1+wjy0yZRddbulw9WXcMBTqCZVgVGQlWYCH5JDACA4ZjYGbNkmlEDTUsA2/96luJhlP2PLIiC0ZkwIgMWJbkqhiWga/FRxnSstvbSBuUGXUKyhx1xBFleAZv/fu3wtvqpWC17HllWAaBjkBlk2TxseNIsYARGLrWPN6uC7u0OYVDAXB2Kus2WzkGSYo1X9gMXuAhKAKCHUGocypmD8/SHFLcjJYFOxUSYoVN9OQrkyWaA1DKbjrA3vv24tCDh5AYSmB2aBYTr0zAMiyIQRHtl7WDEzk4tlOR8WRl1s0IFz/76J4odt27yz1mw8c2INgZhJkzMfTzoVIFqExhwlapEYoVWXiaPWi8sBFygwxO4cA6LDWi2kDzxc1kPexQdadIWxIDIvFx51Q4OskTMiJDDWTF9yox8Hf4yWGwcF1O5KBElFJG3yZZQfce4shYwlIt2LChxlXMHJgBwzPgFR6O4SA7ka1s8JuPRdY9QzUwNzyHXDRXWZlbLEN7okD21yyr+0aiFsyeAfDiaY5mX69G3okegF9jLo+LUwmeT/AkcDIHT8SD5vXN1G0bkpGZyix6HcEjuM42+dkyGRuLJm9Ls+AJl/hhYAtyWDzn/jvUHULzRc2VDQxO6XhO4IgDy5T9jiVebEVntkWBKMdzlGVyKBAvVxXQkpp7T8hhmWgLZfeS4BdQf069++9cLIfZwVnMHp6F6BfR2NsIQRGQPJ6kEiRTkB8qdD5HzovQsHmWGtN4Bt4mL9oubUPn5Z3UJMIDbZe21UwTalg2Jl6egGNTBrJYArV1m4Ib3XHLwpZqIT2WRj42L8M4jzurxil7aeUtjG0fgxSQ0HxBM23oCseauglBFtxnsmjNzHt52gBrTlXZr/k8zKb1TW6W18xT1UcMiPA0e4hWYDkY2zkGXdXhOA48DR5wIgcto0HP6uAVngLiAoJdQcj1MpRGhfj0Fuj9Fp5nJUSUCsdy3OBSS2lIjiTRsbkDUkByg+TsVBbRPVGEzw3DgQOWZ6E0KBC8AhiHFA4cywEv8fA1+9CwrgHhc0tNsf4WPxrPaywFnn4RfX/Sh9DKkKvsINaJUBoVeBu98DX43GBekAWAJZ5s3co6jO8cr3QPk3mwIgs9qVPzGEeBbnFjYOZMeFu8ELwCOI6DNqfBzJlo39iOxt5GXPRHF8ET9iDYGYS3zUt0qIxZkp2yiKLCKRwEQaD7S2DASzzqe+rha/GRQkNQBiuxC/oXTrSOSj7JPZYTyxbj5TaBLdXI41RRTj8rA6+cnQX9WjB7BvC6utWX8w0tZZdW8Jhe9CF4o7Oo8697uh7GxZ6vpZ6/GAzWS2g4r2HB7/S0juhrUfAyj7f/89vhbfJW/bw5mYMckpFP5NG+sR2CQpOyt8XrcvPUWZWyC4WFLbQ6RNkglFy/EkcTmD08i7a+NnhbvZDDMgS/QFkQh7IGWkpzv6+iaLo6q8Lb7C1lJlgKPvWc7k708UNxZGNZgKPFr+//66PSIEe6t95GLzxNHnd8RsZAdHfUdeThZR56Voev1QdvxIvJVyahJTQkhhJQZ9XSYmdSl3X8YBwMw8C2bdi2DUERYOkWkmNJJEeTYDgGSr0CPa1XZHZqqGEpyE5nyWWPZUp8RpY2bZ4mz4Iqw3xIQcnljfIKT0GMzIGTOAw9PgQjYyC2L+aWkwUfZUht0wYv827QZJs2TL3KXF++HzUcKC0Kgt1BKA0Koq9F4TAOGs9vpPmBo2cmN5VzM5ZaWiPKhGpisn+SssgmBdBmzixVVFggeZw4+d1v66bxFnjBrETZ06LWtQubaAvtG9vpn2YhMGTo/EbaQGxvzOW3amkNDMuA5anC1HlVJzieg6maiL0Ww5N3PFlx+rljczQHgt7XwPcG0LS+Cd5G4qvaug3bsKEmVATaA+i4vAOO7UAKSgh2BME4DKKvRmm+5BgoDTT/WLoFX6sPvX/Yi/B5YUoEcHBpAZHzI5CDMupW1eG6r1+HFW9ZAXVORTaahaVb2P3d3Rh/cRzTe6epbO7AlQ8EQFlnhoXoEWFoBkzdROfmTtimjemBaZi6iVU3rsLFt12MYEcQRtaoyHyfaB3NTmehpTRYKmV+wQGchzu5TNv8HzEM0cVeLxY7xSJawG618CxDLZg9A+Cl17GTWcpurXj6EwWp8893uoLW5T5L848/XeNY7Pla6vkLfFEtqWFm30zFrziRJmspIKHrmi4MPjKIK//qSnRd1VX1/efjeZiqidRECp4GD7xNXoRWh9C2oQ0tl7aAUzg4jAN/mx+8h0diKIH0ZBq2ZZfcxQocsul90zDShqvVyos81n5gLbpv6YavyUffPUcqAaGVIXgiHqizaumes0hNoVgC5RXelctheRaRtRFkJjJUDrXJL1xL0kQbaAuAkcj0oGlDE9a+by3kgAyGZ7D6ptXwNfkwun0UQMGWswDLsCg44AEIBc6swiO0MgSWY8HyLBrPa4SZN5EaS9FiFldh5A2c885zlviF1VADIbY/BsdxYGs2ZSFZsk9OjaVgqRbd2+XP6bxntr67HqtvWu26/HmbvPA2e3HZpy6D6BWRnkyD4Ri09LXA3+aH6BMR7glTQGJY4CW+1EhkV7mOAPT+Ya9bMclP5pEcSlJgCOKYzx2dg+ARFlTxbK2kAV18bhmeqZ64KAQfgkdAPp53M7ZW3oJt2PC3+Suap0SfCNEnQk/rSE+lMbp9FOnJNASPgNCqEMSgCE7i4FiUlbV0Oo+e12HpFrkZOiQ5JngEsCKLrmu6KoYUWRepyD7qaR3xw3FYqgXRK6L5wmbYug0jZ2Dy1UkIigCWZ6FndbRvbMf137werZe1EveWZeDYJTc3lmcxvn0cqeEUTN0EJ3AQ/PQdRvdEYagGWi5pweAvBjH08yHMHZ1DYjiB1GgKpmnC1+yD4BEgeAT4W/0IdgbRvqUdjRc2gmWJL1y3sg4w6TNMjiZdWkh+Oo8D/30AL37zRepbmL8OsIvry5s5ExzHgVM4dL2lC5JPgpU7SbNMlXXMMRfq754KKqp/J1vPOXKYPBtRC2bPAFwrxXmoqvc3H0sJFssCuQq5JZ54mBVwAH+Hn8TuT3Z9DovKw5Sfb0kovqZssmfEeW/uTJRNTravmP9VFbiyokeEHJBR11mHI08cwXNfeQ7J0eSC9y8GaYL2hD3ITmZhmzYcy8H4znGMvzSOm++9GR0bOyBIQkWZEiZlQBmHKTVvOA6MrAE9q8Pb5IUSVmBoBg4+cBBHHjkCdU6F6BXBMAw8EQ+u+fI1sHUb6qyKzETGddySghLC54XRvqkdQkCAbdjwRDyo66zD0aePYujRoRKf1aSAtlhNcAwHZtbE5I5JHHzgIPLxPNS4iqGHhzD+4jhshzIr+ak8wBPvTJAF6v61ABiFzBDPYuW1K3HVF66CElYQOxAjCgYDRM6LoG5lHfSMjkM/O/S6vuIafvvQekkruq7qgqfJQ+XekEwbpFkVWqaQnVS4kgpJ2TMr+AVE90Qx9NAQccpNG6IiwsgZ2PMfe5BP5OFr9IETiHMuh2Rko1mMvTiG1W9bDY7nkIvlwLAMpDoJjRc0kgIID7RsaIFcLyPYGoSnzkONYEWw5Kjla/bh3Peei74/6SN91bxZoumUjZWVWDgM/cPRHcrKFag84KliIgWJ65uZzuDo00crGjPBkYRZMQjmZA4rrlgBwS/A1m0kR5J0DceB4BGw9n1road1WJqFYFcQodUhlwYBkxo/OYHDyHMjlN2MZaGEFGy6fVPFdyN4BbRd2uauS5zEQU+TukDD2gZEB6IwcsRTDnWHMNE/gfC5YXRe1QnBI2D4mWFoSY2CTq8Ab6MXHMdB8kswsgYSxxJoWNuA9k3taLm4BW2XthHPVbeRmcxg4N8HMPT4EPU4FGxujawBURZh6cTj5xUevMwjOZzE2LNjSI+mYds2YACTr0xSQy0HpMfTlCQofIbFjUF6Kl1VBq3I3y2H0qig5dIW2JYNXuRx8R9dTHPlycCATCXmr+dlWGr5v1wCDUBl78bJ1nMLmHxxcknXOdOoBbNnAotkVxfo/c3bbQs+gR6YakoY7Lz/LxLqDbtC4NrV6yu7Ri6WA8Mx4IWT3PyLNC7M1yetAFMlSAWq7yznd3Fy1Y/jvbwr07Lg3CLcEtpJLQmLMlknwrzTSwEJ3iYvuq7pwrVfvRZKRAEncshMZJA4kljw8nw0j/jhOLSkBlMzkYlmsPptqxFoD8AyLey4aweiA1FkpjNgBRZXfuFKNPY2uk49ju1ADsuQ6iQIsoDmC5sh18nQczq0Oc3l4jlwYOZN6EmdXhOUsf0ftkP0iwh1h8ApxBNjedZtFjM1E/npPGzbhp7SMXt4FrZuw9vkxWWfvAzhdWFqvOBZBNoD1CltF+xuRQZyvQzHJjmhYnAdaAlgy5e3YO3vrgUv8jCzJliJhWVaUCKUrbVUC2pcRf93+rHvB/tgmRa8zV4IHuocnzk4g2u+fA2u/+b1NTvbGpaNde9ZB17moYQUrH7b6sru8kI8ZxkWeJ5kpRiJyuhSvYSGtQ1oWNsATuaorK4a8DR40HRBE0SfSFnDvAFO5mDpFpW+WVIuaDivAes+uA7r/3A9GJGBltSQGEwgvDqM7uu6MXNohiywNRNjL41BkMnApHF9oyvzlBxO4tADh7DnP/YQ37fAyZU8EliFLcl1aTZYpjTpOyZ15XM8BwYMpICEC269ABzHETe/QD2QghJa+logyiJGt4/CF/G5qiqZqQxy0RwAyhamR9JwdAfZaBY7vrYDLMdCbpARWhlC74d7K9YcT8QDT4OHNswMbby1pIb+u/srvhsja5DmbXHctoPsdBYsT01pRbMKPa1jatcUcrEcJvonkBxJYnZoFmM7xgAAXVd3Yc1Na9Da14rr7roOG+/YiPV/sB6CLGDmwAzMnEnNay9PUPDJo4Jja+QM+mwY2sDwCo/cdA7anIb8TJ5UHsrG6CY1bGqW5UQO7RvbUbe6juzHGcqAt2xoqVhH52tzz1/j6rrq0LCmAf52P1iexeOffByRdRG0XNJC3/1iS7IDwChbz4vrVNnxJyv/MxIDVmKhptQTHleBKhFizQHstxjFUkDLppaqmoZuw45TKWwv1Um0EzRQ6gIF6AYuDzLLuC1F/b6qYEATnUUvtnRr6UoLfKkcUd4tvwBOFe3UpaJctYWH+8CaWZN4YqgSAOs00cOpdMHhPfyCwJSTFne9cuHQZMdItImInBdBoDUAM29iz317sPULW5GbyVEDVbW3ydBkeO0/XEsTftiD9beuR8uGFrAsi6NPHyXuV5gyKYd/fhizh2dh6eRg03hBIxgw0NM6GJbB7OAs1FmVglCj9KVLXgm+Nh84iQMv8bjoIxdBS2n0Op5xvwOWY+Fp8EAOyoisjZAGrQXoGR3gSwLgL37zRVeuSKqT4G32QqqT4Gn0QJAEWqzmNIChphXRK0KdUylYjuUxsWMCpmqSd/tMHtmpLDWHKBRAKI0K/O1+pMZTyExmML17GrmZnNu4sf0ftmPi5YmanW0Ny8YTtz+BY786Btu0kYlm4Gv20VwpoNQcZZZ0UdsuaYO/zQ+WYTH1yhRmB2cBhxZ70S9i5PkRRHdHwfIsmi9qBhziOTJgMP7iOJ2PAbbduQ1779+LV7/7KvLRPOBQE2Pvh3vBKzyMNKkmZCezGHt+DLZto31juyvyX0SgMwBe5pGfyYPhGQRXBBFoD4BlWCrRF+xZeYmvtJC1HSgNCi649QKosypeuecV+Dv8uODDF1CJWwA6Lu9AboY0bU3VhJE3IPpEeBo9JevYojVtsXJVMHrxNnlh5kyM7RzDs3c+WzFmLaVhon8C2pwGhqHGKMd2EB2IVnw3UwNTUNMqOjZ3kLmEZaP9sna0X9ZO9CeWAuPOKzsR7ArSBtgGJvsncfy543DgoHl9M+q66rDp9k3Iz+Zx4CcHsPPrO/HSt1+CHJLRdlkbIusi1LyW0WFbNqm1OA48LR5wHIf0eBq+Zh84mUPbJW149/ffjd4/7IVUJ0FpVNDU2wTew7vmCpzCASJp9jb1NuGqL1yF1FQKU69MURB7SQsYlsHMwRmiGRRQ3EQUHRjnY/KlSYz3j6NjYwc6r+4EL/OYHZyFltYoKbNUOqpT+nsxV7sKsNSUaGu2u45U0AtEoPHCxoWvq5aIO0tlNmvB7BlA0dVrcsck2ZnOg5E1AI7058p3V5mpDGkZApXSL2U3PCuzkMMy/O3+igBwAZjS38UuW4ZnKFtwgtKFe4eY8zovT4QT8XznjY8VWVdDteLnLFuRqWZEBmJdKfMq+IXSQ1xo3CqHYzsLzmmpVtU7vuhqAwDgqblKDsrwRXyYfHUSo9tHMbJtBMPPDMPf5oenwVN1d+pt8SLUE0Lz+maMbR+DntKhp3U89ZmnMHdsDmJQRGhlCDd8+waYORMTL03A30qUD06kzFD8UBxySIan0QOGZaBlyPKS9/Lwt/nReGGjK4Je11UHhmVgGRa2fWkb1KQKJaIgF825PC4zbyKfyMOBA8EroG5VHS3wLOBv9oMXeWSmMrANG51XdSLQHkA+nsf4jnEq0yY14n/ZlM0S/SKm91IgKsgC1AS58Lz1q2+F6BUBHui6rguR8yNQQgrJgglkohDuDlODjkPlR0+DB7zIgxM45GfzFGDXUMMykRpPwdIp0zj2wpgbLEoeCRvv2OgeJ/hJ83Vm/wxZlkYUBNoD1NHeTA5/+hxJ5hU3/DOHZuDYDgRZoEDJtF2zg4v++CIo9QqVpDlqpEpPpvH83zyPkedGoDQqEOtEd8No5S3ED8UpyGoi1zwhIGDTpzZRMMOzqOusw4orVmDDxzeg55YeXPTRiyjAYynAFL0i/O1+bP7sZrRsaIGe1LHvB/tgWzakkIS6jjrs/+/9cBwHLRe1IH44juRoEkbGAC/xkPwS2je2w1ZtjO0Yg5pUYWkWuq7uQtc1Xei6sstNrph5E+2XtcPb5CXNaMCdPz1hD976929F28Y2RM6PuNnKa750TcV3Y+s2ctEcZo/OUrOSA2TjWWSmMlixaQV4mUcukQMv8+i9tZccCwvauCuuWIHwGlJHYCUWv/rcrzCydQTDW4ehZ3SwHAt1TkUuloO3kVwGeZmHIAuwLRvhc8JQ6hT4O/yInB9xKV8TuybgiXgwvWea5sEmPwWpPgHeJi/ysTxsy0ZoRQimaiL6WhS7/203MmO0UerY3IHcNM2xtmlXzYhahkWfyTwwPOM2igkeAVpKg5pWkRnPuJXaEzovzl+CLSww1ClaHhd1ixeseYU4QvCUlXx1IHksCU+Lp3T8vLVaDsvwr/BTZeEsxNmpsfAbBn+Lf4EAPa/wsB0i9zs2lYyMrOEKewOo3KUVOtHnw9ZtKO0KMpMZ93hvi5c6fIsGTwILKSRRc0ThHNqcBkZiTpzJBSoC03L9QlZiIfrEkvf4EsHKLOw8nVTwCyVaxLwxsBxLi0ThfTu6A92kjnxWYmHmTXgiHsj1MmYPzUKbrQwuK/hiFb8o/M2TRIptUPNBMcCSQzLJ90znXZMCwSNg5TUrse5967D/J/tx9MmC0035d8JSBiYXo9LV9L5p4p06JAxe31WPuWNziMaiiB+M4+Z/vRlTA1PY98N9RPtgGDA8Q40koK5iOVwQR5/KkOUjTxkGT5MHqdEUMhMZ9/sRfSKaepugztHEKNVJkIISTZKmDS2hwcgauPKvrsTTn32aAthC5zKv8FDCCpSwgpUdK5H9Id2rpmbCciwEwgG0XNgCUzcx/vI4HN0BJ3LwNHlgqRYm+smG1tvkReJIAsNPDINXeARWBNB2WRsSRxNo39SOgfsH3EY6T8QDLaXBNEywDIts9OwU4q7h7IdSr0BLa27JmpM5yPUyjLSBV+55BbyXJ7pOUCaOZtYAK7BoXt8MANh0+yY8+OEHkTpeKIeLtNCbqkkNWoblNoKJHhF9n+hDZG0Ez//t81CTKuSgDG1Og5pQYZvERwcANaFCT+u0eeSIY9n3J30YfW4U4y+Ok+OVA2y9cyuUkAIlpCDcE0Z+No9nP/8s8rP5kguWTXO9r8WHm//lZoy+MIrU8ZS7ARQUAXpKx9jOMfAyD9u0Ed1DWVJfiw+ZiQy0pAaGY5AaS8GxHeoDCMu4/NOXIzGUwJEnj4ABg7qVdcjN5ChYTKqkNJLTaX0qUCyMLCmcmDkTiaEEeJkkC/c/sB+rr1vtfjesQMmW9FgajulADIpgHAaRdRFE90RpjrSA4WeHcfz54wCA+lX1iKwjOb/YvhjkOhmv/fA1OIyDrqu7YOZNZKezZMxikvlE6yWtOPTQITiO4zojxg/FUd9Tj+beZgw9NgRLt8BwDPSMjh+/78dwTAeMw6BpfRNmDs9Q1jJoQ4kosPIWGJ5B983dGH56GIljCbfZLT+bd6kTskemdVQrrY2cxJFGrUWLDSMxkPwSKb14BKy4YgXGdhJ9ItAWwOyR2Qo3NVsvWxN5anRzKYkFlzPHcdCwpgEzB2YqKnacyMGyLXAcV2lQUSXJpdQr8Lf5ET9AtuxaUgOv84s2iauzKrSURhWHsxC1zOwZwLVfvbZkiwjSETQNklThJHJ44UQOZt50G29Yia2gFXAKV+KL8ih9czaQm8mh7dI2dxcmB2XqOi80EdiGDVu30X1LNzwtVF4SAyI4lisFvOXNYCKqNn/Zju2W7WzNJqeZKlhg91rO6S3jCRdtJYs79nKYqgmY9FlVNI+xBQ3Jgg5iYjBxarQGE+5C4G/zA0KJ91V6w/Q+OzZ24KrPX4WJlycwNzwHPatDz+mUDXffNP3liXig1JPG48q3rETdyjpwPIexnWNwbAedV3XC00SL3cgzI0iNpcDyLDyNHngjXsowTWbQ1tcGjueQOJKAltSgxlVkY1lq+ELBbajQnFYsFwkeAWM7x2DqJt7yt29B5xWd1Nyg8PBEPIjtj+G5rzxHagLnN+LSP7sU7Rvb0bGpAyzPYnTnKLqu6SLtSpGlsqYN93uOH4y7GxpDNyAqItSECnVOxdGnjsKBAyWigPfw8Lf6wYBBciyJ1r5WrHvvOqIUsORZz/Is6rvrwXHE0e26puus9fyu4ewGw5NUlJs1LGixmpoJLa1B9IrQUhpmj8662bdwT7jiHM29zfC3+slswWaQiWaQnkqj7dI2rHzLSrRd2gbJL8HUTRz4yQEM3DeApt4megYKQYoUkGBqJliedTnzANEDiiYlL337JWoc5ajKoTQoru2st9mL8ZfHMfzsMLS05lYxOJFD+xXt4CQOalLF/p/uR8flHaQUIBE/VA7LYDkWDMeg+cJmcEKxS4k0Wf1tfnAyBykgwYEDhmXgafKg9eJWjG0fQ/cN3TDyBvS8jiv/6ko4lgM1oaK1rxXXfvVaAJTM4HgOtkUGFNGBKFr7WtF5VSc6r+6EFJDcALqIjs0dMPMmlIiCvv+vD+fcfA6a1jcBoE2+v8UPKSi5Qd5b//6tuPEfb0TfbX0Y3T6KXDyH3lt7seETGxDqCsHIGgitCiHcE4avyUfZVtPBY3/2GNSkipXXrETn1Z3ouqqLuK4Ch7mROXdz7W/xQ/SISA4nKaPbRFXTYpayaANsWzaMjIEDPz6AfCwPhiuYu6gmem/tRfPFzWi7tA1bvrgFmz61ibLZhfuv3Jq4WAnV0zqUesW1Ak6OJTF3fA4bPr4BXVu6qmZcAcqAz+9tsVQLjMMg0BZAaE2oYu22VAvQC1TA4nRaUOqpgEhxQ+JYgiiEEs3N5VnmBfQFh95LRSPjWQTGOZkI328YUqkUgsEgkskkAoHAGbnm47c/jpf/+eWq2cLiLs79t8LBMi1qpinsWj3NHuRjeTgO7aaVsAJPxIO5Y3NUfjLIbq+YqQt0BSDXyYgfiMOyLAgSNRYY+TL7RaEQEDmUJTbzZkWWsSiDMv8hkOtlmKoJ2ypwb2zKhDi2U8EXKn+vSpNC8lJLsYKt+HCAxvMaMb13ujQ2puxPtYd0/imUsrHwIP4xW/a68qxwMWh2Sr9jeAb1K+vReVWn61U+8tzIAhchgM7rafCgdUMrTM0EL/HoubkHY9vH8NpPXoMgCjj/987HwP0DAIDuG7oR3RuFoAjITGXgOA75uTuk/8ryLNIT5NvugIJXUSFv8dwM6VDKYZkE23kWwc4gZTtVWlD9rX4KvtM6VlyxAkpYcf3T9bQO0U/SPA4cCIqAuaNz8DR4SKvSIcvdosA8K7AQ/SIu/tjF2P3vu2HmTJzzO+e4mrzHnjiGqd1TtEhGPOi8qhMj20ZgqAZaL27F3PAcEscSMLIGJL+EYGcQs4Oz0DMk/N77v3rR9/E+tFzYstS7o4YaAAD3brgXU7unKuYCVmRhOza63tKFhjUNOPLLI8jFcvBEPAh2kK2zoFBlSPAKqO+ux0T/BEIrQzA1k6xfEyq8rV4EWgNIjiQR7gkjPhgHr/BoXt+MiX7ieJuGCV+TD4IiYKJ/gixVbad0rck0cjFqwJTrZPAyT82jDgAR6Lq8C7mZHKb3T0OQC9WhaBqSR4IUItvqlotbyMUrqUIJK6SiEM8hH8uD9/AIrghibniOZMJ4FkbOQKAzgMZ1jRh5bgRSUEJuhtQSVmxeQe+/QAGaG55DXVcd4ofjAAuEu8MQFAGtG1tx/vtpvpobnkNmOoPkcNKV9Nv4yY3IxXMYuH8AgfYA1r13HQBUZGYnd0/iR+/+EbQ5DT039WD9resx9NgQjjx5BJmJDHytPlz5V1cCoOysv9mP9GQaYzvGUN9TT9q6r0yi4ZwGXPm5K5GL57D969uRncqi56Ye5GZyGN0+Ctuy0X19txuUij4RR588ikB7AKZqYviZYQBApDcCW7dhqiY2f3ozxraPYbx/HJJPQqQ3gra+Nuz4xg7MDc1Rk5dPAAPqcdBSGsy8SYGrTZVFQRHI6IEt2fGyPFuRvWTEwlpqAmAo4WEb1FjoCXtcuUc1USU5xBYys1albTnv5WEZVsnqfH4vtczBNuxKNzgBaL+8HeMvjJcUDIpBdNkaGOwMIjlSqdTDyRxV8ngGa96+Bh944APVH8bTjOXEazWawRnA3PAc7WZ56jo1cgbtolkGDMuAE0slAStvQWlQKBvmAO2b2jHRP+E6zBQdSuIH4+B9lDnjvbxrBSr6RWSnskiNpCD6RLAOS5JPRYcUtlCKUC03k8vLPOrX1BOHyEGpiatKaaJCGLoAS7UqVAakkIRcLOfSHopC1KzILlRwKDazzdNnLNpQVgSygDs+VmQhKAKMnAEHjvtwyvVyaYxMqVmNV3iYJk1EtmG7GwglpEDP6u4Ov/KNAeCA5GgSR544AqVeQTaaBSdyaOptQj6ZpxKNDUAAWta3ILgiiJGtI9BzOhiGshdd13RBEElUvUglYVgGcyNzSBxJgGEZrL5uNXgPj6NPHYWZN5EcS0LySbj0zy7F0KNDmD08S+oFGQpMs/Es9IyOc37nHAx8bwAMy6Cuqw4AcPz540hPpGlCYikzNPnqJFZduwrXf/N6eMIe9N/Tj9nBWSSOJmBZFlZdswp9H+8DAOz9r72wNAsrr1uJ6f3TiB+IQw7ICHYGMb59nBQNRKJfHPjJAaQn6N5jBRa+Jh8C7QF0XdNFXcnHkxjZOgJPxINAewDpsTSUiIJb/u0WjO4YRexADAAwd2QOA/cP1ILZGpaNa796LX5w8w8quIO2bkOqkzD8+DCOP3McSr0CS7eQm8khNZYCJ3Fo3dCK5PEk6nvqMbVnily4NBP+Vj/qe+px9OmjyE3lMHt4FixPEk7tG9ux6fZN6L+733X48zZ50biuEX0f78PojlE887lnAAbwNnrBy6Sv7G/xY3L3JPKzeUgBcukzdROO7mBqYArtl7YjdjgGQzXAa7xbsZD9MjLRDMngWTYCHQGqRhUatLQ5jdRJMjoEr0C0NTho39iOte9bCyWkwFRNojXM0RoztnMMXVu6sPGTxCfuv6cfgkdAboZ4oEq9grGdY4i+FoWt0bk9DR6Mbh8lc4OOABLHEtj/wH4ceewIcjM5nPuuczH02BAkv1QRzO64awcykxlYpoVDPz+E2aFZXPOla3D0yaOQQhLCa8IYfmYYRs6A4BHQcXkHHvnEI1ATKlZdtwqj20ch1Um48nNXukFwsD2IzXdsRtfVXZh+bZqUAACEukIYfGQQgldA74d60X1DN37+v3+O/GzeNaMJd4ddHd6x7WPwNnqhzqpIDCUog8vz4HiOLGttMo0AA3iaPNj0F5sw+MggZvbNwLZsqKOqWwEoX7+ssqhTCAjw1HtcMws4pJDT1NvkHjPRP4HmC5sxvHWYzsNRz4ht2CVXs3nLpqVZpfXKASkelSVMbZtoakaGNMrBAN6IFzN7ZiqluKqw8VKjqQXBcTEh5DAO+m7rW/iiswC1YPYMYOS5ETCgMlI+noelW/C0esDLPBw4qFtRh+MvUOemo1F2ruXSFuRmckhPpF1OjK2TU4rjkPOLniHOFSuzYAXimLZe0oqJlydgWcT5MfMmwIG4i8cSdP2yTKW3wQs5JCN5rGwnNv9vFLiuxUCUx4KuS5ZhwXgY2BYJl7Mc63Z58iJ14RY5bW7XrI4FvGDBUwhQdYcmhYIrj6VaJNxdGLvgFdByYQtiB2OkczpDGcSK3W2hQxkWPdwwAYi0My4G//l4Hr42H/ytfszsm6Hsddn7ZhgGZtZESkshsjaC9svbMbN/Bv4WPxJPJUrHGuR207KBJlZBFtxO2Nj+GMDSxmR2aJZ8zmUekbUR0jccSSI1lkLT+iaseusqopvoJqZemcLuf9sNLaURx80vgmEZJI4lkIvnYGQNvPStlygLLPOYG54DAKy4YgXEOhFHHzsKwSNg46c24sBPD2CifwLeRi96P9SLvtv64Il4sPOfdmLfD/Zh7MUxBDoCiA5EqfMYwMv/+LL7WatxFcEVQaz7wDoIvxDcSdY2bMh1MiLrIlj3vnXwhD148MMPIjoQRd+f9GHwF4OYHZyFAwdX/tWVeOmfXiL7yyYforujGN0xisRQAmCAhnPnOa/VUMMSMPrCKFa9ZRWir0WJZyqQ0L/SoCDYFYQn5MEVn70CO7+5E8efPw7btsEYpEzAe3jEB+OwDRu56RzSY2k09Tbhln+7BWPbx6BCdU0RillcX5MPRs6AUq/QnGRYSI2msO1vtmF0+yjksAw9rWP8xXFwEgdBIYlFT5gMVC79k0sxcP8Ahh4bAkD9AdGBKFa/ZTWy8Swkr+Rqn6oJFWCAFVevgOgTEewI4vmvPA+AaFqcxFEyYzLt8il73tqDueE5PP+3z5MFbViB4BdILi+kwLZsjL80jv0/3e9mE/OzeeLWJzVXDstxHOhZnYwVMjo6Lu/A8K+GSR8awPDWYVx828U49tQxxA7E4G30LpDWO/LEEXfOLpban/nCM2jf1I6RbSOIH45jTphDeiKNC37vAjz3t88hM5mBv8OP3g/1ovWSVrzy3VdKAXcsB3VWRfxgHF1Xd+GZLzyD1GiKjFoKVaFwT9iVCLvu69dh6xe3IhfPwdfsQ3oijY7NHTj69FHAAX7/l7+PmYMzmHx1EpZqYXjbMHF7/SJaN7QiO0N9EHpKx0vffglm3iRal0VV1cj5EUy+PElVs4IBRRGCT0DbJW1IjiQheuf9ziOg56YeDNw/QOdP627lUPJJ0PN0LCMwtKa/OAEbthuwVk28FFEIfrU5Df5WaljmJA5Tr0yVaAQs0H5VOxKDCegpvZRJLshDLgaWZfHUZ56q2LCcLajRDM4AvrP2O0iPp8HyLFiZJQ5NVoe/zQ9Ls6CndNT31CO2LwYzb4KVyUZPnVXBcAwEj+A+CDf+84048JMDVDZhicRtaRbksAwGjEsBkINEB7B0C4JHgOgXkTpOxH9TM2EbNliJBcMwlL3kqFHNtqjpKhvNLmzKEtmSdWI5BODcm8/F8DPDbjApBgsPr03BEO/lYWQN1K+uJzkTwwYnc/CEPchMZuBYDrpv7EZ8MI7E0QR17Htp8irSITiZowY5Bmhe34zp16ZhaIZLvmd4yni6YyxTcBC9NCGDoWys6CfeFEAZRYaj7s9y33aGZ+Bp9EBP6vC1+GDmTeRmcpBDMkSfCG+jt8LmUgpKOO8D5yE1mqLGkDoZgXa6x/b9eB8CHQG86753YebgDAYfGXSvE9tP2UlO5OBv9QMMUNdZh8FfDiI3nYOaVsGAwZp3rIGZNzG6fRSiXwTLs8hMZcAJHFr7WlG/ph5waFLd96N9EPwCLvvTyxDdE8Whnx+CqZlYc9Ma2nkDuP5b1+NfL/lXOKYDTyNlTuu66tyd98N//LDLR8xMZsBLPASFuIGWYblNGp4G4gC7C2OcMiFHHjsCTuLw9v/3dmz94lZYpoXMeAYsz+LiP7oYR548gvRYGmpahTfixe8/+vu1zGwNy8bk7knsuGsHOe9pJgUHed3VX23ta8WWO7fg2TufxZ7790BQBGz6i004+OBBSF6JOKwAgiuCiB2IoeXCFgRWBJCL5RDbH8Pc8BwpgXTWobWvFQAwumMUlmEh0BJAYjjhUgv87X7IQRlTr0zROTuD0JIauWkVqAFrblqD2P4Ypl+bRnBFEBs/RRnS6J4o9v33PjAsg56bepCfzePYr47B0kjcn+VY4vSCnknRLyIXy8FQqfJWLDlf8PsXwMgbEBQB7ZvbceCBAyQp5gCBjgBycdKWDXYE3apK0Rqb99A8HewKoq2vDYJHQNc1Xdj/0/3whD3IzeQw+cokdfGrJkQv0d4i6yK47mvXLZDW+3bPt5EcTroNrLzCY+271qLv43144IMPwGEctG1oAwBc97XrkIlmMHNwBsPPDkP0kjZubB/Nj5HzIui9tRfJ0SSCHUHi5zpAaiyF488dJ9MMRUA2mkWgPQBO5NB9fTc6Lu/A+K5xhLpC8IRprtr5zZ0kG1joM9BSmlvVcxwHW764BdE9UYheEb0f6sW2L2/D5CuTlGG1C01dHsm1MPa3+BFaHcLw08MAaP3zRrxEB2OoOXb28CxgE32rfnU9MpMZ5GZy8LZ4se596/DyP70MQzPgb/JDS2rEKW72w8zTmt5ycQum9kwBDvWU2KbtrnWMSLTB4qYLoPVa9NI6xQlcSTXBtsEwJZrh/EbmYha4GIeAgdvoHewKQqlX8LFdH3v9D+4SUKMZnGWIrIsgPZ6GAwd6ktyVAh0BqHHVba6Zfm0ajec3Qs/rSB5LQk2rgEilKkEuBbODDw8iPhR3z+3YxJcUZOIKtVzcgr7b+rDnvj3Y/8B+2IaNQHuA/KCzmntzO5ZDCgigILHx/EZ4G72IH46jqbcJmWiGfMANy725bd12ifDFh0gMiGjta8VVn78K0YGoK8gseIhXpKd1GDmDXFf8ItmXmjaCK4OwVJLTcSwHjMSg5+YexL4Wo9clidPJMIy7U+zYRJkBgJxZLI2ytUW9QtErQvSLbtYVLCggd0jfUGlQkJ/NQ/SLWH39ahx86CB9HznarZ73u+dh19274JgOOIWDGBCRj+cR6Ajgpn++iThqCSpP7fvJPqTGUmg8vxFSWMLM3hl315tP5DG9dxq8h0egPYC+j/dh5LkRN7juuroLXVd34Qfv+AEsw8L1d10PAIgPxbH1zq1gWAZX/d+rkJ3OwsgZiA5EiW/MALPHZmFoBmyTpGdCK0NIHEsgO5PF277xNve+yE5nMbVnCtu+tA2eiAcdmzsw/MwwpvZM4V33vQu5WA4PfeQhOCCThhu+fQMGHxnE6M5RPHH7E7QBkXm09rVC8Ag4+LODkOtlbPnrLdj+D9uRiWZw/Pnj8DZ5cdXnr0L/Pf0YemKIOn6bqUwrBkRSO3iZ1A6Sw0kIHgF9/6ePDBuMklqFmlDRf3c/br735tf7uNXwW4aB+wcwtWcKqeMpNxCM7okiNZ5CuCcMI2fg2TufdZ/XTZ/ahBe//SJie2PgPTxlubgCFUk1Mf7SOJJjSXACh86rOhE5LwI4wLr3rcPgI4OI7Y9RJhAMxl6kxk45JENLauB4Dtf+3bU4+PBBjL84DitP+tHqrArd1KFndRz+xWGsfMtK8DKPC/7XBdj/o/0wNRNNvU3Qs6QTHd0TRfxwHLZtg/fwaL+0HdEByjzzCnFkJno4NgAAZOdJREFUU+MpGHkKZOtW1CETzYBXeFI0UHhcf9f1eOozT5GpQMFZLBfLofPqTqy8diUGfzEIX5MPakpF4mgCkXMjkEOk+NC4rhGbbt+EbV/ehkc/8SjAAj039sDT4IGRM6ClNXibvLj4YxdjZt8MvI3eqhrRckAGuuiz2/fDfRD9IrbcuQXbv74drMCCEzh4G73YfMdm9zXF+fHJTz8JJaSg70/6IAUk9NzQg8f//HGi3TkOQqtDeNd978JDH3kIlmFBDshovaQVI1tH4GvyoeOqDrRtaMPQY0PY96N9qO+uR9eWLgw9TsoGXVu6sO9H+5CfzaNrSxeUsEIbIt10G/y6b+h2x6UlNfhaqYoXPxCH4KW5TEtpmN4zTRntQoNrw9oGJI4moGd0iF4RXVd3uVS2FVesQMN5DUhPpDF3ZA6ZaAb93+mHbdrgWA6Z6QzZ3fIc0dJ4Bi29LYgPxqEmiNogKALUHK21vIcnxYm07iZWGIGBFJQgekVa8wK0meJkDlAL5krFCmsxoGWpomioBklF2g5VkRs8LnWP4Rm3IfBsQy2YPQOYG56DZVio76qHt8GLqd1TcCy6URiWgkOWYzG1ZwqiV8R1X78OT3zqCViqBUEmr2qGpxLKkSePuGUQBw6kgATbsiukPXLxHAVhbQGEe8J4y1fegn+95F8BEyQ1o1skYeLhIMgCHMtB8ngScyNz7ni1FHXTFrXwikTy4s4dgOskk55I41d/9SviiXIk95WL5SAFpIpdn2mYsNMUBCeHkwADyHW0CDiagyfveBKO7bhk88wEuWSBJ+kZdU6FVCeRHaJjo31TO8ZfLoiY29R9Od/9R/CRV7eaUN3PSE2p6LutjxqUUoZL0H/lnlco41EvQk/qUGdUMDwD27Sx5749qF9djw0f2wAlpODQzw/BUMlPnGEYct0SOeRmcrjmS9dg57d2UobZJ+LQzw6h80pqIHvoIw+ha0sXNt+xGZF1EYztHMPOb+5EYEUAg78YBO/hUb+q3i2TeRo8aFrfhOFfDWNk2whgA75mHy7/9OUId4fx+B2Puxui/rv73QVl0+2bsO1vtsEyLXACh7quOnibvLQ5ATD02BD0nA7JK4ETOcQP0gYpNZqC4BGw5qY1GN05inw8j023b3KzMwP3DWDV9aswvXsa8cE4zLyJ/rv7IfrI7tc2bWhpDSNbR2DkDQRXBAHQ5mb1dauRGkuRLqZpQ/ALaN/YjvjhOHKxnFverKGG5UDP6NSJnyEZrKKGcWY6g7GdY1DCCmzTRmoyBZZhXV6lt8kLPafDzJvgeZ6qVSypIhSrHVvu3AIA2P717dj+D9th5Ay09rW6Aa1STyY4uZkcLNWCntEx9NgQYgMxZMYz6Lqmi8ryKymDOHOYqEzxwThyMzk8+9fPYuOnNmKyfxKzg7OoP6cetma7DZ8sz8Lf4oe/zY8rPnsFjj5zFFJAQqgrhK1f3Ao1oVIGdmM7AGDw0UEkRhIIdYbw3N8+B8uw4G/zI9gRhKmbyMfzqOuqw8B91NTlb/Vj5iBp6WZnsqjvqUf7RurT2HHXDozuGIWaJvmx2IEYImsjaN3QivhgHFpKw0vffgmrrl1VEYyW45Z/uwU77tqBl771EjiJw+ZPb8bw1mFkp7NoXt+M9beud6XMdt27C8PPDqNlQws237EZU3umkB5LY/JVagC76jNX4fpvXY8Hfu8BZKIZMGAwcP8AIusiqOuqw1Wfvwq+Jh8e/ZNHMbJ1BMefP46Wi1sQPieMtsvacNXnrwIAzB6ZBQD0fqgXSkTBvh/tQ+JYAoGOAGIHYkiPp7Hq2lUAAzzzhWdg6bTGgQE8IQ9aLmzB7KFZZKIZ7PsBBcOWYUHN0jzMCRyir0bddRIM0LWlC03rmxDuDsMT8eDfN/87LMPC+b97Pnre0YMDDxwAbCBxLIHk8SRMnTYfnMTh3JvPxaEHDtHaJlCwzEs8aZCzVKnUkhqkOomO4eBWduEAnVd24tjTx+AwDniR7nNe4CH4BTL7ANxmak7m3Ky+ZVgwsgbSU2ky6BE46Cm6v89GmkEtmD0DqOuqgxyU8bZvvA0P3vogyRmlVFdiKbgyiMx4Bo5BFICx7WNo7G1E7LUY8ok8JD/pcspBmWgALKAEqKFBS2pkrOBQllZLahj65RDAAGvfvRY9N/Vg5uAMmi9spgnYtFDfUw/JLyE9mUY2moVlWvBEPMTf7aiDHJJx+JHD4EUeHZeTtMrIcyPUhMaykPwSdes2eeCYlOGdHZol6RaZQ6gnhLoVdVDCCmYOziCXyEFNEPcsO0V6ou2b2jE7OEuNYoDbVelp8FCTVUFappjt9DZ54WvyEf+SceCt9yK0KoTxXeOuDW4+lndlwIoNSi0XtmBk+4irI+vYDmzDxo67dsDIG25pHAwgNUi46CMX4dCDh2CpFuR6krvJTecw/Mww1t+6Hk9++kkMPT5Eiw1ANAofNV5oSQ2j20fRdEETGs5tQKA9gM13bEYmmkEulsP+B/ZDS2mYG57D9q/TwpiL5TA3PIem3iZ0XdOFo08fRWx/DNmZLGzdRmRdBHPDc2B4Bv5mClQdxkFiKIFcNAeO58ByLNJTaQw9MYRr/+5aNJzbgIH7B5AeT6Pryi70fbwPviYfstNZHH/+OH5268+w6rpV4AUe3hYv3v6PbwcA7H9wPxiGcbMlekrHyHMjrvpCejyNyVcmcexXx9B8UTOpMEQziA5E8YH/+QAOP3oY+RhxwkUfZSMAoPWSVoS6Qwh3h93sdrg7jCdufwKzR2dxzZevwTOffwamuVT7mxpqKEH0idASGnwtPjT1NtHG6MUxmDmTFucxqmTAAcQ6EUeeOAI1paKuqw43/t2NmBqYwsSLE8jGsui8utPl0Pfc0ONeo/uGbhx56gjUORXeRi/W37oee+7b46qDCB4BlmoRdxXAlZ+7EuO7xjHZP4nxl8cR7AjibXe9DY984hHkE3kwYNCxqQPHnz+OF77yAoJdQcT2x8CAweq3rabsa3sQHVd1YN8P9mF2aBarr1uN0RdGceAnBwAG6LyqE/42P9ITaTe7efiRw4BBwfWFH7kQM/tmANDmduD+AWSns+i+oRtzw3OkbRtWkJmmwLCoue1t9EKdUzH4y0E09zbj0j+9FJMvT0LwkFqDZVpo7iWN3tj+GGaHZhd17mu5sIVUE0Sap7b//XaocypCq0NovaTV5Q3rGR1NFzZhw20bMPjIIJ794rPgBA6GakAOy7jyc1e657z6C1e7NK3sdBaCh+gUg48Nom1DG+KDcRiqgci6CK7/1vXov6ffDZi3fXkbBI8Ab6MXA/cPYN+P9iEznXEbsyNrI+SUWKC4FRVhOjZ3UE9HedOx7SA1nkLzhc1IT6RJTk3hcemfXYqDDx50ubSeBg9++Se/BFiQ4oJXACdTg1/sQAzDzwy7iQaGZ+Br9hE1JSDCzJkY+A+af1mZBcdxJPsmmvBGvMhMZGBr1FxuGRZRAS0bgRUBSAEJvEgJqaJMXOPFjWje0Iy99++toNSJfhFgSaJOy1KFIbaPqqScQFniUFcIckh+nU/rG4daMHsGUJQ1GXxsEHpahxymnZXjOFj/B+uhzqqY3DUJb5sXMIDBRwZh5EnYW/JLbsBXdJ6yNRv5qTzkkAzHoa5Wx3KQHk9Dz+tgWdbVtHvktkdcSRhBEZCfy2Nq9xR8TT5XEsTMm6Q9CAbT+6bpfA4F1rNHZ9F1VRdSkynMHp4FwzHo2tKFqYEp1HXUIXEsAVMzwUnE90wcSSB+OI53f//dyMVyeOqzT1EW1gZMyUTd6jr4Gn3wNfkw9Srxf7wtXpfvZmRp4Slyd1mZRcO5DRTk7xxzDQ7yiTzG+8dR11GHXCznZrmb1jfBMi3MHSE92KndU2DBwhZtsBwLwyB5ssFfDtK5GNrpMjwDPaVjz3/sAS/zNLnlDei6jsi6CN76lbfiub99DrNDs9QUphc0JGUyHFCTKk3yFzXjnHee48oAAVQGndw1ifA5YWgpCniL3cGGakD0iq4Wq7/Dj+k904gfjiMbpW7pc995Ljb/BWU+EsMJjD43Cj2jo/dDvTjnnedg25e34eiTR5EeTePJO55Ez009MHIGrvnSNfBEPPA1+ZCJZtwGClM10fuhXswcoIWu8fxGPPDBB8DxnEtVCHeHqTypmtCz1Gh42Z9dhqmBKUgBCW0b2rDzWzsRaA+4XdGiR4SlWfC3+7HpU5tw7KljxHkrcIJ9LT6yUAZlbJrWN2Hol0PY/g/bKYtfQw2ngM13bMbBhw7CNm3wMo+jTx4lPdlGL8kGmg5s08bmT29GuDuMh//4YdpcCzziB+NupaDrmi4AwCv3vgJO4NzyueSXMPT4EMLdYfTd1odwdxhDjw3B2+jFu+57lzuOh//4YThw0H1DN/b/dL8bcHnCHtR11WHosSG0b2xH++Z2HHvqGADg6juvxuAvBpEaTUHyUZJg8tVJ+Fv9aL2kFUcfO4r2Te1Y9951OPLkEXRc3oFDDx8CHLjl+vrV9ej9UK97LVag3obnvvycWybvv7sffR/vw8D9A262ESAOrWM5KLbOjO8ax3t/8F60XtKKRz/xKGIHYmi+qBmeBg+Z5MyRcP5cYA5dW7rcRqb0ZLpqQJueTCM3Q3NhU28T1r1vnTuHFfMBekbHxK4JvPbD11DfU+++9tqvXov+e/sxNzyH0RdG0Xh+Ix75+CPgJR7v+eF7sP3r2zG6fRQdmzvwq8/+CnpGh6/ZR81uqoWZ/TNoubDF7Zd46CMPYebADBrWNuC6r12H7V/fjrbL2pAcSyI3Tfzo1r5W9H28Dzvu2oGRrSMIdgax+S82Uza/0Jw83j8OBgwCHQEIsoCp3VNov6wdl/7ppTj29DH0f6cf6pwKwSeg4dwG6BnSJedlHkOPD5GL2KYOonasjaCusw6CR0B0TxRqQoWlWm510rZs+JqJCmLmTTACg5YNLZjeO438bB6MwIAXeXRe1YnxXeOwdRv1PfW4+V9uxk8/+FNko1moSRXeZi8szcLYy2MYf3kcgkdwNeMFWUDLxS3gFZ6oMaYFS7fASzy8rV6YqolslFzb1r133aJZ+DcbtWD2DCCyLoKpV6fwzOeecbkotm5T9lAUsPGvN+I753wHs4OzWHPzGpKKcqgcb6ombv4uuUUde/oYEbz5kuacr8VHFoEzJBml1NNO2zZtEgsvlN0j64j3FR+Kg5M4vOOf34E99+0BK7PgVR5qXHV3hbZhQ5CI3pCP52HkDKz/8HqM7hxFdjJLigqWg9GdpO/na/TByBqYO0qNEg1rG9B/Tz/iB+No3dCK2L4YqRFwLBp6GjC2cwyzQ7OIrItAnVOpVOYR0LG5A6M7Rt1Ma1FP0cgYkIIS5nJzrn+2kTGQj+XReXUnxl8eR3Y6i3B3GI5NWcuGcxuQnc4iNZaCElEgBSSkR0lbsig9JtdR5lVNqLAt252wU6Mp2t22BzA3PIeZAzNoPL8RG27bgMRwAnJQxrOffxZahmRx1DkVLRe1YHTHKOKH4jj0s0MYfnaYxLBBk3VRWmbFFStI8zdHmYPkcdKvXPfedXjub58j7coOP/LxPPSsDl+bD1vu3OKW4KZ2T0H0iQh0BLDjrh3YdPsmasAqSKw19TZhYtcEOIHD6Auj0NIaLRb9E6jrqsMV//cKtG1ow6GfHUJ0IArbsrH969tdDceJlycwuWsSplYIYkHn5T08dt2zC1paQ2tfK2yVHIa8TV4MPTaE0RdGccu/3YJffe5X4GUer373VaTGUlhxxQr03daHXDzn8g0B4PE/fxzhc8JuwH/Lv91y5h7IGn6j4G/xQ1REzB6ZxfCzw9DTOpg8g/d8/z0AgD337YGRM7D2nWuRiWagpakU27S+Cee88xyEzw3DE/bQfbx9FKveugqJ4QSOPnUU59xyDjbfsRnpqTQmXp7AwH0D4CXeLYVPvzYNgLRVP/DgB7Djrh1usNh2WRtaLmnB6HOjmB2cheARIHgFDNxHmbbUaMrl5Jt5E4H2AJJjSQTbgzRHZA2sumEVALgyWEpYwea/2IyGcxsw/do0Qt0hdGzqcKsnUkCCmixJEw4/MwxWYBHoCODQzw7RJvbgjDu/ij4R7/oeBeSP/umjyExkXLpSoD2A+p56yn56BWy+YzO6b+h2m6e6b+jG/gf2Y9c9uzDx8gQ237F5QUBbDDg9EQ88EQ8mXp7A6PZRpEZTaDi3AZvv2IztX9+Ous46cudK62jdQE12+3+6H+veSwopjec3Yte9uyggLujZFqteviYfWi9pRWI4gcmXJxHbH0OgI4DQyhAmd0+61wDIICeyLgJ/C6kl9N/Tj9Hto3BsB6vfthqiT8SOu3bg+PPHKaCTeWz94lawAouOzR2I7Y+5FcDOKzoheAUcfPAgxvvH3ffcdhk1tMUH48hMZCD4BXRs6nCb7TiR7Ltb+1oheAXqL2GoWnn40cNQ42qJosASFc/SLTAMNf7NDs1CV3XXLpzlWbzlK2/Bdy/9LmzDJnUYkIymmSMNZC2lIRfNAQbZIrMsixWbV6B1IyklTL82jdCqEH0HCepX8TX7kIvlIAdk+NeS5e/I8yOn45F9Q1BTMzgDePhjD2P6tWnwCo+pV6bcycbb5MWlf3oplUaG4lBCCl789ouY2jNFXtt+CRf/8cVYdc0qPPDBB1xJlOKONtQdQvvGdkztmYKW1pAaSYERGGy6fZPLq3ri9ieQj+fdjnNO4bDufeuw6ppVeOozT2F67zRp0gVkdF3Thb7b+vDQHz+EfDyPtr42mLqJ9HgaqYkUdctycEvRDMeQRE1YgSfsQXo8DSWswMgZkOtlXPanl0EJKZgamEL/d/rd8rOeJfeszHgGlmEh1B1CW18b2je34/m/ex656VypZKLb4EQOH9nxEfzoXT8CQEoLpmYiuCLoSltxEofNf0k7xh1f2wFTNbH2PWth5A0cf+44crEcWInFmpvWIH44jvRYGkbOQN3KOpzzrnOw9/t7Yaomuq/vRvvmdmz/2naIfpEWFtDEH9sfQz5OZPqed/Rg4sUJTL065TYyMAKDyz99Oda+c627yAG0EPmb/djwsQ3Y/vXt0DM6hp8bhhpXsfptqxE7EIPkk3D9t67HD2/5oSthZps2Vl23yuWCFTt9iwvvwPcHINfLaOtrw+Cjg2AYBvU99e6EXwwgZ4dmYekWstEs5HoZV/7VlWg4twG5WI5KcIUgvpjlKJ/kbcNGaiwFOSjjg7/4IB76yEPgRA433X0TBh8bxOhzo26Tm6/Jh2fvfBYj20ZcWbb2je1uFkTP6O5C5Il43LJnz009aDi3Ab4m36LlyhpqOBEe/tjDyM3kMLJ1BPlkHu2XtsPXTAokSljB1J4pdGzqQPxQHMnxJHxNPoRWhuBtJAeoYmCai+fcZ2PPfXvgbfTi+ruuR3oyjWe/+CyMrIH1t65H4/nkT3/vxfeC5Vh8auxTAMggJztdsmY+8sQROI4DT9gDwSOgta8VRs7Apts3uRW3pz7zFGYHZxE5L4Kb7r4JD33kIaQn0tRodCgOy7DQcnELLvuzy7D1S1shB2V8dMdH8Y32b0BLabj4jy52y+3FrOJ4/zhSI6Ra4mvzoa6jDld89gqMvjCK/nuJj3/B712A3g/1us/dvX33IrafeLG/94vfw/Rr0+i/tx+xfZSxXH/reuTiOez/yX7MDc+BEznUd9ej56YeN3O55c4tFc/w/3zof5AeT5PLYgFFhYSGcxvQcmEL0pNpfP/672N2aBYNaxvcJMDw1mFkp7K4+KMXY8udW5CeTCMTzWDg/gFIfsmVASter/gdTbw8QQmkgSmIHhEf3fFR97XFXoTi52TkyMyHl3l30/34px5HbiYHTiDjAVZgaVxXdyE7naUGNMZB15Vd2HLnFgxvHcbWL21F/HAcnMDhkk9cgt4P9Za+388+BUu3EF5Dm6a+j/e5tLNi85XoFdF6SSt+/r9/TgpEigCGZyB6RWSns5Q5d6jkr0QUZMYzYDgG9d2UyT7/A+eDlVls+9I20qe/rB1KWMHkK5PQszosjbK9Pe/owbEnjkHwCWTRPJ6GntUhB2Vc9w/XYWpgCrv/fTcEhbK10/unoc1pRGWbJN7wxj/b6DYtv9GoqRmcZRB9IhrPJ1HtbV/ehuPPH3f5klv/eiuUegUdmzuw8tqV6L21F5eFLsOjn3gU6qyKl//xZey9by+0jAZvsxdG1oCeIoHsIn/H2+ilDv5Cs9XgLwYpeONIY7Cuqw4X/K8LEO4O48EPP4idd+3Env/Yg5aLWtB+eTumXiWiveARMPrCKHLTOTi2g6ndU64ESFFouehA5m/1Y6J/AuCJYA6AsnkpHZ4IyW1tvXMrBEWAltFQt6qO5EayOnre3uNqr3oiHrdz9j+v+k9YhoXG3kYkR5KwNAuGbbiBOC/zyExmINVJEC3R7d6MnBdBsDOI5//meZLHafPDNm3k43n03NyD5PGk668Ohyaynd/YSUR3j4BX/+VVmKqJzqs74W30IjGUgOSX0L65HX239aH/nn4M/mIQ3iYv3vrVt+KxP3sM/d/pR7AriK5rurDy2pVQkypeuZf0EC/9+KVuJhUAWja0YMPHNsDf4nezBFqCvk/BKyCyNoJNt2+Cr8nnqhbI9bLrAPb4nz+O9/zwPfA1+VzpqsbzG3HkySOYOzqHmCdGxgyKgPW3rgdAAfTgLwZJieHumwBQJ/MD/+sB/Px//xzr3rsO777/3Rh6bMhVTajvrkf3Dd3wNfnQd1sfUsdTSBxLoPPKTvTcTPzBzX+xGZ6wx+WbFTPYxUWiWIoEAH+rH9E9UTz7xWfpsy+Mq1giLX4WL377Rbe7+ExNkjX85iA9maYMXsSDX+V/hdiBGEzVxNBjQ7ANG+Fzw7ANGxP9E7j2q9fi8Tsex+zgLLS0ho6NHRB9Ip6981lM7JoAHKpieRu92HT7Jvca/hY/+m6jAGj/T/e7mULRJyK4IuiW2btv6Eb/vf3whD1U+SiYELAC6wayRXgiHhz62SG09rXioo9eBCWkwNfkcxuaPBFSDvC3+N1A1HEcku8D0HVNF4ycAT2rI7on6trE9tzUAyNvoH5lPXpu7sGuu3dhbOcYnvnCM7jp7psQ3UuWs70f6nXdvfpu68Mt370F2/5mGzwNHvhb/Nh17y6MvkDVt9mhWTz8Rw9DnVOJD39NF/LxPKJ7om4znOgVseveXW7THADMDs0iNZqCv82PiV0TEBQBt/zbLei/px8TL0+g5cIW+Fv8cODA1+bDLf92S2njfmAGvkZfRdC6695dAIANH9vg/n8x0N3+9e0QvSKu/eq12P/AfnA8BdvFQLZ47Pavb8dDH3mIzDMEDoGOADo2d7iataveusp1Nhz8xSDkgIyNn9wIT8SD/rv73Yyq6BWRiWYw+MggWje0kgMniF9dzJRvvmMzNt+xGVu/tBXp8TT6Pkayh6MvEM2iaBbRfUM3HvjgA2BYBpv/cjPSo2kc+J8DVME7P0K8VYlDeiyNzBRdJ9AecJuwOy7vwNBjQ6jvrkewPYiNn9yI/nv6ySo97MHcyByMnIHJlydxxV9dgcGHB6nCmTWQncrCMiw8/5XnqVldt2CpFuaG59wkk5pUSTosW7p/zzbUMrNnAEeePOKWZsBQx6mgCGi/jDpQU2MpcmIyLHgjXvzOf/wOdn5zp+uOVJRfAkhiKhvNIrgiiKbeJuoazxnkKJM3SaIkKEMOy2jb0AYjZ+D488cRWRvBHzz7B9j733ux45s7SComQ2Vkf6vfzQRc+9Vr8fRfPY3k8STxfhQBmz+zGemJNAYfHoToF9GxuQOHfn4IudkcvI1eNJzTgORI0pUAaVzbiGPPHAMv8djwiQ3YeddO2IaN5ouaXVmPRz7xCNLjaUhBCf5WP7q2dGFueA6Tr0y6O1FP2APbsmGpFsLnhJGdySI1mgLLsdSA1uCBkaWdddeWLsQOxFx+EMdzmDs6B4Yl7V3HoeOLMl/eJq/rePX4Jx+HrZfG139vP8ycibd85S049LNDVFq/pNXNiBbNCeaG59Da14rRHaPITGWgpTRIPgkf3/txd/IEsCDjmJ5MY/q1aTc7WcxY7n9gP4ysASNvILYv5hoRFOXAyiVs/C1+HHnyCOJDcVcPcfMdm90gWktrkIMyLv7ji91GLH+LH//zof/B/p/uh1wn447JOzC5exIPffQhdxGP7Y+5mZG9P9gLf6vf/TkAgAHOecc50NLa/9/em8dFdd3//y+WGZiBAWRfRFAwKFE0AaWYDVMMqcaUxqY29uPST2KjzdqYxXRJiL9vEtuYNn2kqdokxU+0aW1iYjSmUqWiJpAFrOJKBEVRhgFBYABlWO7vj+s5nrncGWZYZ/T9fDx8PGTmzr3nnnvO+77PezvcAuUX7ifvXgPg3nfuxcmdJ+Eb6MurLWj1Wsz/aD53OQJyIgR7CRXmFqK6uBqxGbFUmotwmvwV+XLiZUoEzuw/I7uEM2JRmV8JQ4wBXZe7cLn5MoLGBCE4MRid7Z2oLauFl7cXwpLDMH7OeBStKZJdufBAW30bkr6fxBMumTJVtKaIL1BZRZL373kfbaar1sMNmRvQWNGIG+ffiJSFKSh+vRj1x+p5/eZ/r/i3LKOvuI6zVmdxxbgiv4JvWMI8FvoQPY5tOcbn98a7N8LL2wsLPl3AZUzJ2hJU7atC92XZLW4xWxAQG4CIlAi+4cHp/5zG6O+MRnBCsBxmAcDH4IMOcwcOvH0AumAdHix+kJ+TKZQsYYpZktsb2rkcPLr5KPwi/PhzYAtdMdO9clelvAXta0VoqpLjbIPig7gXiFnEmYdo7vq5XDE9ulmuzf1Q8UP8fCzBDgAPMTBEGZC/Ih+WVguPCwbAwyAMkQYuE7NWZ0EfJm/s0m3p5smvTFFtv9CO239zOw8VY7Lfajt1AJkvZgIANt+3mSeIXW6+jOYzzfK7PWM0tP5a3gfdnfK19rywp1fMb0RKBGpKauQEQA8PBMQFIPPFTBz74BjO7D0j1/O9svU4IFcr6rH0ICE7AfAAzn99HrogHUZnjEb8zHheo/fQxkOQuiWMnz1e1i+6utFc1cyTq/0i/BAUH4TzX59HR3MHPL09Mfo7o3kuxw1zboBGr+ELks5LnRidPhp3vnLnsNUDJ8usi/HvFf9G/fF6eHp5Qh+qR2BcIMKTw5F8fzI/5us3vwYgx8B+8tNP4Bfhh7l/mYv8FfmyGzrIRw4j8PRA4JhAaHQaNJxsQLelmx/7r8f/he6ubsR+J5a7nLY9uA1+EX7IfuNKLdMTDWg63QRdiA5RN0eh4dsGnnxUsq7kal3Cji54ajzhF+WH5ip5B5O5f5EVjfBJ4Wivl4tnW8wWnNl7Bh5eHjBEGWAxW+QEhtEGXKq/hK/e+AqSh4SAuADc++69iJoahXcy3kFrbSuCxwfj1udvlePcWi1Ivj8ZpjIT9OF6+aVS1yaHNPh6QTdKh4byBmh8NQibFIa6MtklGBgXiM62TpzecxqB8YEYe/NYNJ5shNagxajxo6AfpQc85Njj8XPH4+C7B3Gp4RJCxofAdNCE4x8fh5fWC6ETQhE0Ngh7XtiDhnK5TFXZxjIel8VcW4BcnYLFnlUVVskbTPTIVmt9mL6XxYDB/t9qaoU+TC7x4h/hj6I1Rdi+dDv8o/y50tfwbQOaqppQuq4UF8rl7RMn/mAij/1KWZjCt4/MfDETdUfq0GpqRerDqUjKSULJ2hKUbyvHV3/8ipfdyszNxKzfzeLWAAAo31qOsIny5ge1h2rR09nDN5eInRGLtGVp2L1yNyztFkhdEjy8PZCUk8TDHcInhaPV1MqtuyXrSlC5sxL+Uf4ITgxGSGIIku9PRquplfelsj/SlqdZWawIwhksrRYEJwbjXPE5WQn83ngkz0vG6YLTaDW1IuOpDOzN3Yuab2pwuekyotOikb1Glod7XtiDgpUFGHPbGACyC7ylugWdbZ1WSiy7jrevHLMPyIvDe9+9F+317TzsIPuNbFQXVyMkMQRRU6P4RgA7lu/A/pf3w1PjiZaaFrlKyZkm7H95P5YULkHqw6l8Psx4egY237cZBSsL5FCpNrlOd6upFYGjA+Gt8+ZhO1p/WcnR6rWoPVkLL40Xxs8ej7RlabxSQNryNNQdqYP5vNmqFBYAHm8q3icAK1knxsKyNurD9LxCiT5Mj/b6dq6oicps9Rfy4jV6WjR6OnvQVNUEfagec9bOgX+EP0rXl+LghoPwj/LH7D/JiiWTn9/P+768W6MgQ1m/F+YWAgC3Alva5HrmokW0dH0pOts6EXtLLJJykrDtoW345Kef4Mb5NyI2Q140JMxK4OdKWy574co2lvHk2pK1JXzzBgB8G1pWocYQbYAh2sC/9wvzg7lWTnoLHBsI4zdGmGvMCIgOQPUX1TwErNXUipSFKdw63tHSISdh+XrjXPE5FKwswNy35+Jyk1wFSBeiw/Etx+Hl44Wom6NgOmSCucYMS7sF5hoz9+iVrivlu1AaIg3o7uzmCmnX5S5Ep0XDEG3g1TiY8eLkjpOQJAm6EB18R/nCF748xjc4MRi6YB0avm1Aa10ryreWu+TmNqTMDgNt9W2QuiR0S9249Ve3AgDOFZ1D/i/y4eklB+ezmn+Q5AnT1dGFknUliJwSiUsNl3Dx9EXoI/S45dlbYDoou4lqSmvkQsu+8kor7MYwaHQazPrdLACycPKP8EfKIjnT1XjQiKScJJT9rQzeGm850elKFq8+TM/r4epCdWirbYMhyoCYtBgegyTuva3Ry0X1tQYtfEf58kQxXZgOAVEB8NZ5o7qhGj09PTBEGZD1qmyRNRvNVivRkztO8pirXU/vQpelC/oQPbw08qQdmzWWZ8XDQ96l52LlRXm3rBgD4u6IQ/kn5XLckV7Ldzs7//V5eHh6IHxSOKLTolFTUoMvf/8lfAN94RPog8aTjbKFtUculn7pwiWYdXLb2C4rzHJdsrYEne2dVlmczJISnBiM6LRovvWkt6+31ZaO7AWR/Xo2fwGZykzw9vHGksIlPBGBvRhYKAKrIJC2PA3/vP+fcgzqFauApU3OzA1LDuPZyvtf3g8APBwhMzeTK4hJOUm87w1RBtz+m9vRXt8Os9HM43gBOTHBS+PFrTkavQYVOysQlhyGmpIaXGq+BP9Ifx5i4Bvsi+zXs3lmd1VhFeqO1WHGczNwrugcz9wtWlMESMCCTxdwIcgsKVp/LXwMPtD4aQZlrhHXH0yhkyBvXqDx02D/y/vlLHKzBUW/LULCXQkYPWM0zhXJFVFYuEv6E+my9fPK1q7JP0zGv1f8G83nmvnCi8kBeAA1JXJy5V1r5Kof/hFyZRZAlq8XTlxA6dpS6IJ1SJiVINeIjTJg5qqZ3KqZ/3Q+zDVmLhONB40AwOPJDVEGzFk7h8dV1h+rh5fWC/lP5qOxohF+EX48jIHFuEdPi0bB8wXw8JZ3jDz24TEex166vlQOCZNk5T0x++pGAJm5mZj848kozC3ki1itn9ZKhomK7K5nd0Gj18AQZeBJrkk5STi25RgiUiK4t4vBZE97fTsC4wNhLDFC66/lciD14VTE3hILfZieXyf14VQrqytTNsU2i+0zHjSis61T7psr3itDlJyj8P7c97HnhT2Y/9F8zHh6Bo59eIxbcNk9xd4iK7ZlG8u43C9ZW4LM3EyuLLN8BRYbvO2hbWirbeMW8NgZsgFJo9eg/UI7zn5+Ft9++i10wTroRul4smF7fTtPNIxIieDhVmWbynC5+TIMkQboI/T47qvfxZ4X9nCr7+gZo2E2mlH731qYDpsQd0cc0pal4bMnPoMuRIeQG0LQXt+O1GWpCJ0QigsnLkAXppOrRkDeKbSxohEN5Q246/W74B/hL2/IdMWooQuR6yXXH6uXE48j/TFz1UwAck3y+mP18NZ5Izo1uteWxa4CKbPDwA/e+wG+fOtLAMCXv/8SHS3y7ilsT3t4yK5+jV6DU7tPISg+iG/hN+mBSag9JCcZ6fV6tJvaedC5b4gvxt01DhWfVnBrbnRaNHdhA4Dxv0a0mlrhpZUV3tgZsfAJ8IF/hD/qj9ejzdSGXU/v4kpZZ3snKvIroPXX8k0TwpLDUH+8nsf2mI1mNFY0wlPjiezXs6EP02Pf/9uHrnY52aLiXxXo7pJDJvwj/NHT1YPPX/kcGj8NF3iNJxtx8fRFVO2pwtn9Z+Ef5c9L45gOmRAwOoDvuAOAWw9v/tnNKNtYBm9fb54YlTwvmSfQFa0pQl2ZnGx36y9vxYWjF9B+Qd6Xu/lMMyytFr4xQ0C4rHSPv2e8HCJwpeRU+4V2eevahnZ89uhnciayn8YqVIBZUmpKatDd2Y3A0YEwHZaVVPE4VhGA/b+mtAZhE8N4bCsA7tKKSo3iFp7kecnceusb6IvmqmZ0tnXKMbxX4lMbKxqx54U9iJ0Ryy3volWYrb7Lt5YDuBpbWLGzAsZSI+Iz45H6cCov65N4dyIv5VW0pgg1JTW8JqOXxgtxt8XJWyu3WuSauLtP4eNFH2Nc1jjM+t0stNW1ofLflSh7rwyGaAO0flq+taIHPFCYW8hfIiyRIiw5DGnL0nDsw2PcjUYQzsCSbS4cv4CLpy9C66dF9hvZuHDiAi5dvATdKB1CJ4SifGs5/ML9uBWt29LNayQf23IMjRWN3HoKyBU3ACAkKYR7M7LfyMbpgtPcOsUWgj4GH15txFvnjZz3cgBctWQe+/AYakpqEJ8pJ9nqRum41bIiv0Le+QsekCDhB+/9gCvJbDHJQg6Aq9UZZq6aifBJ4dxdPeZW2brMY1j9tch+PRtJOUnotHSi5qsaBCcGc2Wk7kgdjAeN8m5Zt8RahTOIHpRWUyuipkahdH0pTu0+BUO0AQs+XYCknCT4R/hj832b0W3pxoJPF/RK4GRhVKYyEy4cv4CAMQFI/mEyX1izf2aj2eozUY6JylOrqbVXGbD8J/PR1dHFrb3sfAB4ZQRxQwbWLvG5secMgCfDFq0p4opxq6mVL8pZ2EFMegyS709GVWEV9KF6vnjY9ewueOu9MebGMTDEGFB/rB5+4X4o31qOivwK+V3vp8G54nMoWlOElIUpGHPrGP7cfA2+qNpTBY2fnIR1Zv8ZVOZXInxyON+kQx8qh3podVq0mFtgLDXCN1A2KsVnxuPghoO41HgJXr5e8Pb1xqixo3jstWi9BoDClwrhofEAJNkS7x8pV0hi4yFlYQo3rigT/FwJUmaHgfBJ4agprkF7fTs8POX9wns6ezBq7CjuAohIiUBneydiZ8Ti9t/czgWx6ZBJTopKDuc7mABAwcoCtNa2Qh+q54kAgBxQ/vGijxEUH4Q5a+egqaqJF+XvbJd3ybn33Xvx93v+LhcAj/CDIdqA5PnJvMRLTFoM4AE0Vzfz84ZNDIPWX4v9L+9HfGY85qydI29hurNCnhSSXIpkdMhoSD2S7PpLCEbW6ix89D8f4XLzZcTdHodzxbJlxHeUL6JGyZZX3Sgdv6/QCaEoWVuCkztOomBlAc+KB+R44aLXimBptyA8WVb6WNUA0yETTIdMCIoLkuPGWizoudwDv3A/HN18FF2WLsRMj8F3fvEd7l6p+Vq2bDd82yBvG3jFksvu7fhHx9HV3gVDrAG3PnGr1TNtNcm7+zCl/Mz+M/DSemHWmllWx7HEJ/b/6NRoWVh+Uc3dcSw0oGxjGRfiFfkVViv3Pb/Zg9pDtSh+vRgavYaXsmKKrej2uXDiAowHjdj/8n50mDt4Isu2h7ahMr8SE+dNxG2/uo2HRIgxdMwqkrIwBW11bWi/0I7kHyZbZWgD8j7qdUfq5I0PKuQddTR6DRLuku+p8t+VkLolePt6I3JKpFxHscyEHct38HNcbrqM6qJqmGvMPH6OIJylfGs5jn90HOYaM/yj/ZGyMAVRU6NQsq4EnW1ygmzDiQauFPFY03Xy3CldXwqtn5YnSiop21jGraDTl0/HxJyJ/DtLq+zeTlmYgpAJIagtq0VkSiSfj2w+m8pM/DdFvy1CUHwQ5v1dLh3WWNkob3TjKVeK2bF8B7eesiTJ0nWliM+Us+crdlagqrAKFTsrED4pHG11bQhODOaVGTR+GlQXybWozUYzr3PNyokxZWTLA1sAyAmqYiUTANixfAevRQvIXpXUh1PRWNnYy4vCMuptKTmmMhMiUiKQ/kQ6itYUoWBlAaYumWqVKMa8VkxZYnJIqbiKCWDMessW8qwyAou5BWTliz1vZgEG5GfPLNCxt8Tyyi+sBFmrqRUl60pQtKYI2a9n8/6InBIJSOBJZsytb2m18LC0+mNyKcrImyKRsjCFh53ow/RorGzEqd2nYDFbuPK8Y/kORKREIO72OL7Ar/6yGk2VTQifHM7DBVIWpeDL31/NvQHkkoasnmzYxDCeIxEyIQQH/nIAzdXNqC6uhqenp7wgCtPD0mbhyWuAXAJO6pSg0Wl4aEFTlbzNbnxmPErWlsje25Cr4SmuCCWADQOFuYX46s2v0NHaAR8/H56FKCZdifErrBQMm+Dnis9B46fhSpbWT4tRiaNwufkyL+wNgFscLG0WedJdgWXKswk+4+kZPGFn70t70Xy2GT4BPhiXNQ4ZKzKwddFWSJAQOSUSpkMmnonLSoowi6EoNMo2laHD3IHgxGB0d3bDx98HU/93KkwHTWipboEuRIfqL6vRfbkbPV09PLzC0mZByPgQNJ1pgvm8GZMXTEbi3Yk4tecUAmMDEZIYwu/j0HuHUHuoFm0mOUEsMDZQjlcFuLuHvTSYm669QS6PwizDrExL3ZE6NFQ04Os3v8alhkvo6e6B1qBFeHI4AkbL46JqXxWCxwbj4umL0Og1POmCWSNaqlvkrX57JMRMj4G3zhsx02J6xcoCsLIWqH2m/H7Xs7v4eKguqpYzTLu60V7XjskLJvOsfzEOF5Bf7CwGbeaqmTwBgh3Lsr5ZDHBSThIfU2ICWXxmPDrMHXxP86jUKJzaJe92NG7WOH595iJlFhiWLVy5qxKAXEomPjOeW8+Ye5eNpZL1JTw0xlVX/IRrYzxoxMasjZAkCcn3J/OxzOYoS8Zi4QDA1fkmWiAZ7Dg218X/KxM5C18qhOmQrOhWF1Wj1diKqUumcmWLweSmf4Q/qvZWWSVKbV+2HWf2npG9dABPuBKtjMrErP/86j/QBesQnBCM8u3lVlvvAuAVRFiSF/O6MCXbbDTzdlTsrLCauwB4bWpG0twkK7kmygn2mVryJms7uxcWisHKcjFYEp+4qBXfV2I/sNAJcetb9lxY+BIAbpnOXyFb2FlfsO+Z4syuDYAbENjn7PqfPfYZNDoNd8sbogzoMHdgVOIo6EbpcHLHSblm8JgAQAJX/ip2VuD4luMIig/iMrWpqgldl+QEY1bOUOuv5e/lYx8eQ+O3jQgeH2xlwPr7PX9H56VOjJ89Hhq9Bsk/TOY5C8WvF+PU7lPQh+lx2y9v4zW9mdcw9vZYGEuMMJ+/ajh4/573+blbzrVgQs4E7jnb9//2cbnM5pFfhN+wV5yhBDAXI/XhVJiOmNDV3oWURSl8hVOyXs7grP6iGo0VjQiKD+IxkGwFqvXXYnTGaKQtT+Orw/jMeJS9V4bYGbE8PrbV1Moz7vVhepSsK0H5J+UwRBu4IGErzqI1RXLiUG4m9r60l+9yc2r3KfiF+/FyHxo/Dbo6uxA+Phxafy13VwPgJVWY5cA32JdbnAOiAlB3tA5Fvy2CLkSH7s5u3PnKnTh+y3F0W67sRz1HLvW084mdaK5qRmB8II/V3P/yftQerEXk1EgsKVzChVjGigzs+//2wS/UD83VcrktZpVOvj+Z14cEZKH/4QMf4lL9JUxZPIW7/VhfMSXve3/8Hs6XnodvoC/+++5/YTpkwqXGS4hIiUBMWgz8wv34i0QU4BFTIhCcGIzQG0PR0dKBU/8+BTRfjRFjFk9lIXFRsLPFgFrNRBbeAYCHZjBLk9KCyRJMWJZs7C2xOPTeIVTsrOBZt+K1e5W3kWRXLbOIMPdhq6mVx/KGTwrn7jh2fbPRzO+lbGMZtP5aXp4oelo0QieE8mdRmFuI9gvtSFuWhvBJ4fw+WZIKOx8ptISzlG8th88oH/iH+/NklsLcQh7zx6oFMA8EcFVBYvGYLAYUwNU6p1fmOlNuzEYzd8szVziz6JasLUFwYjB3/YvVCdjW4SwmtuabGp57YDaaAUnempaVVmSyVlQeo6ZGoTC3kN8D27AkY0UGzLXyOZiXKnxSuNW8B2B1/6IyyKoysD5gZOZm8vMxJVw8hm02wbbOtgULG2BETY1C+dZyNJxo4AYRQJY/iXcnomJnBZdPYttZbD97bym9WaIiz6zoopy0tFp4dQP2vdguVi+3qrCKhxew35euL4X5vJxPIcYU1x2pk63bnkBgbCAayhsQkhSCBZ8uQOn6UpQWliIkKQTfXf1dXkcbuKqkM2VebPtXf/yKx8km359stQiKnxkvP/crxqv9L+/nynzGigx0tneiuqga2x/aDm+9Nyb+YCLgIY+VA+sOoKujC+Oyxlm9k7o7ZWtzWHKYlbEqKC6It2nmqpnc2ObKkGV2mFAmvLAVIhvIVXursOc3e+Ct88bC/IUAYLWyZwoBK7hd/HoxAHAXcsnaEpjKTLzkkVi8mxX+BsAFIpuoG7M3wkvjhRnPzEDZxjKETghF9LRoHHj7AAzRBtQfr4eXxou/GJibRhREdUfqUPDrAvj4ybvPNJ5slHeuejETVXuqeKxY7X9rAQD3/e0+LuwN0QaMzRqLc0XncL7kPGLSYjBl0RScLz2PmNQYnm3KBG9FfgVfJYYly7Gnx7YcQ8OJBr7yZf1cur4UkiQhbVkasl/P5lZEFmM1/6P5KF1fKlsH/TXIeCqDu4NY/zJ3OgC+ChYtPFse2IKmqiYkZCfwmr+iZZ0JXzYGqouq+TMqzC2E2WhG2vI0vlDg5aquWFaY20/sb1EIF+YW8n5MW5bGrT3MqiCuotmzFwulGw8aUbKuhG/qwM6vtDopdztS3h+zxCbMSsCGzA28f1lb/5zyZ1ysvIiYaTE8nlFNwFOdWcJZjAeN2LpoKy6eugitQQtDtAFeWi8rtzkAK6WLjdv1qesByO5aVqFDme3PxrAohzJzM7k8iZoaZWXFY3KbhQRl5mbi/bnvo622jcst5olgMiD5h8k8blxULpmyzSy9amWnmHelcqc8ByfOm9hrEc3mK4uVZ8lI4sKS9SX7XIxbVcLkjqg02lqIKuWW+De7P6Zoi/3HFtQAeIlEtftSnluU16LRgIVaiPJP7BuWlMXe0WJYCkvcYm00RBmwIXMDzn9zHlp/LSbkTJC37RXKi9na4EFNjrM2NFU1oetyF1qqW9B2oQ3eWm9u1RVDK1i7StaWWOkUiXcn4l+P/wueGk8szF/I2w7AqvwZe9bMK8eqKjArMgvdYO8l0dMwnJvbkGXWxTAbzXywAOCrTGbJMhvNKHqtCC3nWuAT4MNXomwisJqeUxZNQcXOCpRvLYdGr0HVvipsXbSVxzBFpETwxCQ2YQtfKpTrtx40ImpqlNWkyl+RL2+len8yL1x/58t3YsfyHTAdMiF0YihmPDMDly5ewu7nd8NLI78gWA3EqsIqXsPPWGKE1k+LH235Ea992nCigccsFb9ejPYL7YiYEsFLSDVWyrGWpkMmuQqBXovGikae7dlzuQcJsxIQe0sstwKETAjhSR1VhVXIX5GPwNGBSF2WCn2IHofeO4SakhpEp0Vj7jvypGV1VllCB5uogGxhOLz5MC5WXMTnL3+Op849BbPRLNf4vWLtYC8Nlp0swra4HX/3eJSsLUFbXZuVtUFUfAHZAhB7SyzMRjN/CZVvLbdKcmAWH2b1bqtrQ8aKDCsXIXuGYiIaK+bOLOZ1R+pQuauSf8bGnWj1KdtYxsvXiApl6fpSuRD7lVI0omUnYVaClXXXbDRbleXJfiMbJetKuMXEbDTDAx7wj/bHbb+6Ddse3IaGcrkk3JLCJc5PKIIQKNtYJntKxgdb1XSt2FnBY7QTsxNVY7Kjp0Wjs62Tx5UyqyzQW4kTvRbsuoD8cmdznSlFidmJ3IIGyDkHYRPles2NFY1cjjAvyp4X9iA4MRhpy9OsEqKY0inuoMfmM0sWZfJi7tuyvGPWTbH9okxgbWfWYRExGZUtBERrtNgXakqZGvYWqsryZ8rkL1HOqF1L7W/R6sys6kolWfwd+77wpULupWJtYiXKAPRS2tminJUoBK4mqDHYuGD3ETJBDpub/OPJVv3HvjfXmOWQss5u+AT6WNXBVYbE+Ef489hZUdGd9/d5aK9vt1KmWay1SNTUKKQtk8MK2G5o3139XQDopYQD4GFihkiD6gJnpCHL7DDALGJitrg4MEvWlqC6uBpdl7oQMj7Eqlh/ysIUXjPUEG24mvhzJYygp7sHidmJVrvVKLfsYxmorM4rQ4wVYtUUghPkHVPO7DuD6LRoNFY0otXYCl2IDmHJYdDoNSjfVo7Otk6E3RiG+R/NR92ROpzacwqRKZG8pqmyvMo7Ge/0SigofEkulu/l7cVr3QJybCxwNdaXJSowyywAvj/6ofcOobOtE6ETQ9HdKZ+/vb4dQfFBvNg2WyWzFSqzvLAJa641ozK/ElE3R2H2n2bzFwc8wPdDV/YdO+/m+zaj1diKifMm8mzqSfMn8WPYpGcxaid3nERLdQt/abJxAcBKIIrFwFncKksYUQp4NsZEyzwAbMjcgKaqJp5sIcacAeDCm5UKY1nbLHSFxdSxdomKteh2FC3Mago3+x4ecu3D8u3luNxyGff8+R5u7RZjsQnCGUSrKJsHsTNi5d241pX0ikEVEeP+RfkM9K2kibGYALhHTPS4sYU8AF5zFrjqYn4n4x2e49BY0WjltWEw5ZLJaubxYJZhBjunaF1VWgKZdVkZayr2B0t+YjG3omKodqw9S53oZRK9g6y/xONYG2393xFEWa+UJ/bCupTfA7DyYNqKmVaGjYmxylWFVQhJCuF5Cv4R/nhr4lsAgJVNK628Z8yi3N7QjqrCKlQXVSNySiTu23gfl58sd0YsrSZaq5WePuVzVotfZs/58PuH4enliZsfull1fBTmFvJcDNHjNtQ4o6+RMjsMKN0cYrgB22UkLDkMne2daDzZiIn3TeSTjVnE2uraYDpkwrhZ4wCAr9LF/cOZ66fb0s1LcXVbunlpLS+NV6+MXbYHef0xeccpttMLs66yYHYAfGcRViCfxT+Wri+V68dOjeBlcABYJRYxi0DJuhJ+jx3mDlQVViE6LZrHIvkYfKxizUyHTQhOCsa4meMQPimcK2CsDMrG7I1orWlFYFwgzDVm6MP0mLRgEkbFj8LkH08GYO0SY33e1dHFg/3ZTjdsG0dRiDHLLLsPwDr2VCx3deDtA9D4afDwgYd5/6oJA1ZChrHlgS181yAmSEW3DktkY5ZwFperDE1QClzlS0180YoxfcwSUbaxzCoMYkPmBgDg1lO2W5iPvw+PZRaxJeDYS9fKPXYltIFZlX0MPqovTILoC3Hss3qgVYVVaDjRwGUrywtQG19sHDsa6qIc9ww15aswtxAH3jmAgNgAzP9ovtV3rG5r/fF6xN8Rb5WkpdzpCrhqGWOyaMsDW9DV0cXlGrs3ZTiEqDw6ooACVxV1lrjJFrTK+xXD1tTOp/a9swqqEnvKrlpNWrEtamFdaudWLjrU7kO5MBBD51gOx47lO3gSYvbr2di3eh8A4KbFN/HELzbeWMjLgk8XyPV8/TSYu24uN5o0VTUh6d4kqzaL417cuGLe3+epPmfxHSCOH+ZtZe9uhqj4sqoMSmv+UELKrB1GKmaWrbxYRn7klEhuTWUrdxZgveDTBarn2PXsLgBychCbBEpBLm4/WLKuhNeGYwoEs5yyQQxcLS9Tf7weSfckoaqwCk1VTTz2im3jqMyYZYp2ysIU7Fi+A8YDRuiCdZi8YDLPwI/PjLdy1Yglp4CrQkOMLxOth39K+hO6Ld24deWtvaoEsBcXAOhD9Ly8CqvVK1pmxRjUkztP4vSu0whODOYZvCxeiinJ4jVYvBS7D/aiUMZBKbOU1Z6/muXn8D8O83hlMelAfCGJcahqllnxfLYQY3aV8VfivTLllynDrM1MeWd9pIwJBqwVV7WEM7G/APAalWxPdkoAI/qD0pIZkhSC+JlyMlhjRSNftCnrkCpf9EDfyqyaZdEWohLA6sqKSieTn6ILV22eiHOIzTtlJRJRWbRVpcFevKn4GUN0+SvzPpg8tmftFOOKHcERRVeMI1bKIHsLbLGtzCCg5kli1xCVV7XfMhknuuSr9lZh5xM7odFp8GTVk/JW9m98CV2wDrN+N8uqHJpYigzorcwC4LHVSsMEg41ZY6kRXR1dmLlqpqpFmvfdS4Wo+aaGV5hh9wFcfdZsXDWcaODhJmIYznAaHEiZtcNIKbPAVQthZ1snPLWeSLoniQsJUZlimauAtcBUli9RW40yaxtTdIGrCqMY3sCEIHB1hxuWXAZYl5L57NHPYCozYeydY60mn9JF9/lvP4e5xozx3xtvVWRZbANrh1oSk1oyweF/HMali5cwMWdiL+GuzD4GAHOtGVX7qhB/W7xVqRjxd1++8SWkHgk3L72Z3z/b05sJRtan7BrMxc/uRe2l6KjgVj5btYQpNZcQ6zvlitvRl7AyzIC1uy9rhpryrhZawO4FkJ+JuEMQAFVriJg4RhD9RXxhM2+K+DIWF1VM5gLWc8ZRi6EzlkUm24ITgzFl0RQrZUQ8j3KxyhQpZV1VhigX1EIKAPAETuWOX0oF2dZnyjaqvafEY9QSxpxR/B09Xryeo1Zfe0q62nWV4RHiAoFVjhE9VoAs9zdkbkB7YzuyX8/mycvl22W5lzQ3ictCFm8tjj92Hra5AgCrsDE1RV20oNtK5FWGTrA6s8qxz94NWx7Ygg5zB7JWZ/ENdqJSo3i1JLLMuggjqcxW7qqU3cV7qgDAygqoVFBsrZqZdU/pimKI3zPeyXgHALilUjw/0HtPbibcmKvj+EfHIXVLmLpkaq9VsOiGZ0oxq1WnzAQG1IUkqz2oD9Hzc4l1VEVlXBTuLMZIdI2I9U7VXjbMggpc2aBBJRRCdKkp3U3Kc4mWAaVbXnksu1/lc1NWCWDHMURhqebuUr6YHXElis9DGQZgKy6MwePDFG4yMZOYxSXbssyK7bDnpiQIR1EqOWpZ64C1EqCWia+cg44or7bkNcs4P7njJIITg3vJBjW3ti0roFiNQLSKihsiiGWtmBdMKY9FyyZrs9pnavdoK0PfXh+IOLtQsNf3anJO7bkq5bRau4De72BRrorx0cpFvChLxcW5+PzZ92r3pTSCKD1iyncoS8TNfj1b9XpKo4zoTbN1r8r3gVjlgLWFlQZV2+ltqCBl1g4jqcwypZLFTqntZtKXi0acYMpYKPGc4sp2+7LtAIC5665aKkWUCVIsDpbFenW2ybuA/U/+/wCA1WRnlmLgqoVTrYyKLaWUTThmAWXhD0p3OwBV6yCz/gFQfYHZQ1SkbF2HYSsejMXMskQmQF3xtfesGKwvlH0nKsn2BLMylstW0oaIGL9qL55QfOGJpcaAq0q0WkKMWvuU51cLVyAIZ7BVYs4WjloTbY1PpWHB3vxmC2+1BEdbXhU1GSHKGjFelbmBldnnYpiPKBsZziidotLNyurZijtVw57F1d61+7LU2pJJogxSK0mo9nt7BhdHFj8ArMaK2gJBTRYq5bu4iYIIe0eLcdOb79vMrcRsrIpVL5T3qBZGwc6tzLdg8wkAz9upP1bPN9AYDkiZtcNIJYAB4HViWRyMuJJSi0dRs/QpMyABa0Uj9hZZsRRdAY7GISmVORYDKlrZ2HnYpAOuTn5m4RWFq5rLOio1SjWDH7ga3qBW305sA0O0GjqqFKlZIpVxZqz9DPElpZzwrMZtX64x5ctFLXta7eXJLPqsLqs9pVl5LYbaCtxsNPNdYGytttVe0rasJspam7YWFf2xfBGEPZibXi1m0B72rIn2EpxYQmdQfBCWFC7p5T0B0CsuUw0xIUdtPqgpSkwmKndjVN6HeD9Kq64tbCmPYtgVq5DiyKJBbIOtY+2FOfUlG2zJEoZa3LEjVRTYd7bkqBrK0Cu1tqj1r3LssJA7hvgeUiacidcTN9UQn7Wyvjm7N2X4gajsK6tyqJWGGw5ImbXDSJbmUlPylNY9hq0YTHvuLLGMlS13lq1BqFSY1CaechWrZn1VSwZgrhBmvWTKO4BewlX5IhDDMFjFAQBWJaTYdewJJrEfxNWsGspVKzuPWn/Yena2zgtcTVyw9XKxZWkFYLcOZl/XFGH3U7693KqI+0AUTXtWXLU2kSWWGCzUNkRx5oVrS3bYkyN9WWYdqY6gtni1NT9EpUyUB47MI0dCj8Rr2LPMqiUiDQR7YU7O0Ndzc1a2qXm4bP2GhcqxijPKcSAqhvbaID4ntXGgDDNU5m+oxVWrPXuloq58H6mFro2EB42UWTuMZGkutTgj40GjVSa/vQB8W4gDz1YSUl8KhNLVIWLPYmBL6InHvJvxLgDgweIH+XG2agGKQfAiVYVVMB4wIuxGeYvXluoW3PzQzfx7pRXEnoWhsbIRUxZNsWm9tiX41QSPmltJzYop/p7dP+B4hrF4PMMZBVPtxWorxordg61zDdQSoxav5uh5CcIeYrxfX7tFiZ/bmsfOXBew3qlPOecckZm2jlMqH0r54c7ejsFa3NoLGVCjr8RZtfeArfNuyNyAxopGjJ8znlvZxRhXtcRte+czG3snoAG9k97UQmIA9JmDoBZSoUw4ZuEktio+DAekzNphpJRZW6ti5lYAwEsmAb1dt/ZW92quKrU2AL0TDdi11NxkzgoXNYsicHXXk5pvaqzuRe06tiyJdUfq0FDRgNgM2f0i1j5sNbXyDFOx6oDYFrGNagsLe1Zoe/doS8G3l1Bhr2i4vS0kB4K9caRUsm1ZbxwdF33F3ynPxyBLLTEY2LIi2VvgKsswOZKQqzwHO7etuT8Qpc1eHLzauR2tcDLUOKqoKz9z9rzKz5w1Ag3kuoDs2SxZX4KguKBeixcAvYwGfZ1PGbIgeizF2HBlHoq4nbszSroSZRjNSOF2yuxbb72F1157DbW1tZgyZQrefPNNTJ8+XfXYzs5OvPrqq/i///s/nD9/HklJSfjtb3+Lu+++26FrjVSYAWDb2mVvz2NHJhyLX7U3gBmiBdaewuaIS0qJrdUe32nrysRlJbOcEUhqVk+GcvOCvlwhSsuJWoynPSEj3qN4LMOZOC2GvQQDZ7Bn/XGmwoGtczsyLhxVUh1VegnCWezNyb4so0DvudBXtr+zXitb7XXE/WzL2yMe31di2WDLF1s4kkzXn+v0Z2HgiGesv9jy+CmvCzju2RL7Ss0yq0wgVm4NbEsXcLRyhVrlpOGW0W6lzG7evBmLFi3CunXrkJ6ejjfeeAMffPABysvLER7ee9eR5557Dps2bcLbb7+NCRMmID8/H0899RSKiopw00039Xm9kUwA689AcDSeyBHLm9ICa69d9ga8M+4yFi/E6rgCjitsauWjxFUqg61QxfM70te2su/7uif2t1JhZdhy3djCmcVIXwwkVtWRcepMHUgGKanESOHIi1sNW/PeEc9Jf5RZRz1Dff2OXceeJ9CR8zpzPXsoDRKOluEbDFll65wA7Fq5+4PZaO5VWYC1byCeTntGFmfCAcVj+uMFHClLv1sps+np6Zg2bRr+9Kc/AQB6enoQGxuLxx57DCtXrux1fHR0NH71q1/hkUce4Z/NmzcPOp0OmzZt6vN6I1maC+h7Etpy1TP6M7n7EiL2LKS2SteonU+t7Sy7UnTrOzqJbAkENQXfkVALW+dnOONaVwtXUJ7HmReSs8/HFo6GQfQXd4rFI4jBDt8ZyILPmXh0R+eZI1ZlZ9vvjAXZGZzZDWwo5Iyj4VT9RdzAQm1Div5cyxkLuy2Pn3LXNnvHO9uOocYZfc17mNqkisViQWlpKZ5//nn+maenJ7KyslBcXKz6m46ODvj6+lp9ptPp8Pnnn9s8vqOjg//d0tIyCC3vP30leCm/V2b128KeEGTZ86XrS1UFnJqgZ79XKmr2zqesZ6iM6RHP2WpqhdlotjuRlPfAsFXfUOuvdUpgOHKs2v0D1jUklX3f129FzEYzknKS7ApWZ17EynOIvx0Mwd2fc5ACTIwUanLM2S1WleczG812ZZeteW9PHijP5ehcUTvOkevYm5P25M1A5jCT2470+1DICvGcQ3F+5jWs/qLa6hkMxbXUnpGt52YqMyF2RixSH061eu7OtEtZ89YVGVHLbE1NDWJiYlBUVISMjAz++bPPPou9e/fiq6++6vWbBQsW4NChQ9i6dSsSEhJQUFCA73//++ju7rZSWhm5ubl46aWXen0+0pZZhi3l1tb3feFo4pLyWs6uVG2dz9aONM5YKfp7beVn/T1Xf3/Xn3tyxm0/1NaQwWCw+oUghgp7O/U5gjuM577m/WBVLXGG/uZiDDcDuf/B7jtnQlZsfSb2uTM1kF0Btwkz6I8yW19fj6VLl2L79u3w8PBAQkICsrKy8Ne//hWXLl3qdbyaZTY2NnbElFlGX7FcA431YjjqDhssAa1M+lJalp11o/Xn+s6cdzCFen/uaaitln2VCxvK6zHIMksMNc689Ae6wOtvSIAj7R0s+lLYR2pOjoQS7SyDUc1nsBXiweobdh5b9ehdDbdRZi0WC/R6PT788EPk5OTwzxcvXoympiZ88sknNn97+fJlNDQ0IDo6GitXrsSnn36Ko0eP9nnNkY6ZZTgbO+sszlr87CnBAxHWtpKjBnJuewwkQWEoz+UoQ7myHw6Lkqu8kIjri/7EqQ71tZUM51wcbo+MowymvB0q+ivDlJviAI4nI6udR+yH7Q9vB3C1EtBAcTQRfKRxG2UWkBPApk+fjjfffBOAnAA2ZswYPProo6oJYEo6OzsxceJE/OhHP8Irr7zS5/GuoMwO5cproOezVftVWYfR0XMzSy2gXgZlsAXYYPbjYFp5HWUoBfpwK9tU1YAYLvpTQcCZY/pzbSXD7SVxN1y1T5xNxmO5IwD6tWOW2vXeyXgHAPBQ8UMjbgAaTtxKmd28eTMWL16M9evXY/r06XjjjTfwz3/+EydOnEBERAQWLVqEmJgYvPrqqwCAr776CufPn8fUqVNx/vx55Obm4vTp0zhw4ACCgoL6vJ4rKLP2NgsY6QGljLFRhg30JyRhqFxLA8nyHwqGU1l0RTehrWMZIz22CUKN4ZK9rqqsEfbpr4eOMRjPezA2NbKFK49Lt6lmAADz589HfX09XnjhBdTW1mLq1KnYuXMnIiIiAABnz56Fp6cnP/7y5cv49a9/jVOnTsHf3x+zZ8/Gxo0bHVJkXQVbFQIGg4G6lwxRBqukLfZ/MZvR2bY6k8XrCM6W22GJaUD/3D6Otmc4qwU4mxg4WG105tkP1pgmCEfpzzgfrnE61MqCq4YWjASDKZOdHR9D8X5RVgNSO6ava9s6ZihzQoaTEbfMDjeuYJlVY7AGykAzdZVtccUB7GxynFjvFrBWaAfj/kbCqj5cIRCu+PwJwhau4uEaCQZD9veFu8iD4RwHQx3a5si9DNYx9hiJueVWYQbDjasps85aGftisFbnriy0+ltlAECvjQ4Go99dua8YgxVD7Q73Sly/XM/jczgss+6yWBjOcTCYfdLfajCuFBs+mJAyawdXU2b7W4JrqHEXoeUsysXDSPe7q798le27VscFQdjD1efpcEH90JuRTDoeyHnc4VmSMmsHV1NmXXVAqa3yB6O+4nAzkCzn4cAZ5dAV2uwKbSCI4cZdFnEjNT9JLrgWwxF2MBy4VQLY9Yg48V118qttPah0yQ/W/tNqDNb5bIURuMqK1Zlg/sEKRRkIrjpeCWIocZdkxpGSEa4gm4irODJelce4+4KELLMjgDusiJQluthngLpldrDvaTB3JAOcm6Aj/Xyc2ZKYIAiaGwyyzBL9ZaTfe2pQmIEdXEGZdZeJ78wuYgxXs8y627Vd4foE4W644ouYIEaC/r4/XPG9Q8qsHVxBmXUXHBnc7loChSCIa4fhkg0kg4jBZCjG07W0sKOYWWJQcGSCDWcsmavEZQ3HdsQEQTjOcM27vmSQO8sBd267uzIU7zR3ie8ebEiZHQauZSExnPfkKpNUTQC5iqJNEMTQ0ZcMcmc54M5td1eG4p12LeoZjkBhBsPAtWT2d1WGc8FwrVhm3bHNBOHKuPOccue2E9cmFGbgYriKRfFaZjitCmrC3h1fAGSJIYjBxR3lAMOd204QpMwOAyQkhh5aMDgP9RlBEARxLUDKLDFojKSbihYMzkN9RhAE4X5QSEhvPEe6AcS1Q+n6Uu66JgiCIAhi8KF3bW/IMksMGuS2vr4g6wBBEMTwQ+/a3pAyO8xcywrAtXhPhG0ogYwgCGe5lt+Bw4Wtvrue+5aU2WGGFADiWoGsAwRBOAu9A4eO67lvqc7sMHM9r5wIgiCI6xt6Bw4d11rfUp1ZF+ZaGWQEQRAE4Sz0Dhw6rue+pWoGBEEQBEEQhNtCyixBEARBEAThtpAySxAEQRAEQbgtpMwSBEEQBEEQbgspswRBEARBEITbQsosQRAEQRAE4baQMnuNYjaaec05giAIgiCIaxVSZq9RSteX8t1ACIIgCIIgrlVo04RrFNpqlCAIgiCI6wFSZq9RruedQAiCIAiCuH6gMAOCIAiCIAjCbSFlliAIgiAIgnBbSJklCIIgCIIg3BZSZgmCIAiCIAi3hZRZgiAIgiAIwm0hZZYgCIIgCIJwW0iZJQiCIAiCINwWUmYJgiAIgiAIt4WUWYIgCIIgCMJtIWWWIAiCIAiCcFuuu+1sJUkCALS0tIxwSwiCIAiCIAg1mJ7G9DZ7XHfKrNlsBgDExsaOcEsIgiAIgiAIe5jNZgQGBto9xkNyROW9hujp6UFNTQ0MBgM8PDxGujkuT0tLC2JjY1FdXY2AgICRbo7bQP3WP6jf+gf1W/+hvusf1G/9g/rNcSRJgtlsRnR0NDw97UfFXneWWU9PT4wePXqkm+F2BAQE0MTrB9Rv/YP6rX9Qv/Uf6rv+Qf3WP6jfHKMviyyDEsAIgiAIgiAIt4WUWYIgCIIgCMJtIWWWsIuPjw9efPFF+Pj4jHRT3Arqt/5B/dY/qN/6D/Vd/6B+6x/Ub0PDdZcARhAEQRAEQVw7kGWWIAiCIAiCcFtImSUIgiAIgiDcFlJmCYIgCIIgCLeFlFmCIAiCIAjCbSFlluAUFhbCw8ND9d8333xj83eZmZm9jl+2bNkwttw1iI+P79UPq1evtvuby5cv45FHHkFISAj8/f0xb948mEymYWrxyFNVVYUHH3wQY8eOhU6nQ0JCAl588UVYLBa7v7sex9xbb72F+Ph4+Pr6Ij09HV9//bXd4z/44ANMmDABvr6+mDx5Mj777LNhaqnr8Oqrr2LatGkwGAwIDw9HTk4OysvL7f5mw4YNvcaWr6/vMLXYNcjNze3VBxMmTLD7Gxpv6u8ADw8PPPLII6rH01gbPK67HcAI28yYMQNGo9Hqs9/85jcoKChAWlqa3d8uXboUq1at4n/r9fohaaOrs2rVKixdupT/bTAY7B7/i1/8Ajt27MAHH3yAwMBAPProo7jvvvvwxRdfDHVTXYITJ06gp6cH69evR2JiIo4cOYKlS5eira0Na9assfvb62nMbd68GU899RTWrVuH9PR0vPHGG8jOzkZ5eTnCw8N7HV9UVIQHHngAr776Ku655x68//77yMnJwYEDBzBp0qQRuIORYe/evXjkkUcwbdo0dHV14Ze//CXuuusuHDt2DH5+fjZ/FxAQYKX0Xo9bn994443YvXs3/9vb27a6QONN5ptvvkF3dzf/+8iRI5g1axbuv/9+m7+hsTZISARhA4vFIoWFhUmrVq2ye9wdd9whPfHEE8PTKBcmLi5O+sMf/uDw8U1NTZJGo5E++OAD/tnx48clAFJxcfEQtNA9+N3vfieNHTvW7jHX25ibPn269Mgjj/C/u7u7pejoaOnVV19VPf5HP/qRNGfOHKvP0tPTpYcffnhI2+nq1NXVSQCkvXv32jwmLy9PCgwMHL5GuSAvvviiNGXKFIePp/GmzhNPPCElJCRIPT09qt/TWBs8KMyAsMm2bdvQ0NCAn/70p30e+7e//Q2hoaGYNGkSnn/+ebS3tw9DC12P1atXIyQkBDfddBNee+01dHV12Ty2tLQUnZ2dyMrK4p9NmDABY8aMQXFx8XA01yVpbm5GcHBwn8ddL2POYrGgtLTUapx4enoiKyvL5jgpLi62Oh4AsrOzr+txBchjC0Cf46u1tRVxcXGIjY3F97//fRw9enQ4mudSnDx5EtHR0Rg3bhx+8pOf4OzZszaPpfHWG4vFgk2bNuF///d/7VpbaawNDhRmQNjk3XffRXZ2NkaPHm33uAULFiAuLg7R0dEoKyvDc889h/Lycnz00UfD1FLX4PHHH8fNN9+M4OBgFBUV4fnnn4fRaMTvf/971eNra2uh1WoRFBRk9XlERARqa2uHocWuR0VFBd58880+QwyupzF34cIFdHd3IyIiwurziIgInDhxQvU3tbW1qsdfr+MKAHp6evDkk0/illtusev6TkpKwl//+lekpKSgubkZa9aswYwZM3D06NE+ZeG1Qnp6OjZs2ICkpCQYjUa89NJLuO2223DkyBHV0Ckab73ZunUrmpqasGTJEpvH0FgbREbaNEwMPc8995wEwO6/48ePW/2murpa8vT0lD788EOnr1dQUCABkCoqKgbrFkaM/vQd491335W8vb2ly5cvq37/t7/9TdJqtb0+nzZtmvTss88O6n0MN/3pt3PnzkkJCQnSgw8+6PT1rqUxp+T8+fMSAKmoqMjq82eeeUaaPn266m80Go30/vvvW3321ltvSeHh4UPWTldn2bJlUlxcnFRdXe3U7ywWi5SQkCD9+te/HqKWuT4XL16UAgICpHfeeUf1expvvbnrrruke+65x6nf0FjrP2SZvQ5YsWKF3dUhAIwbN87q77y8PISEhODee+91+nrp6ekAZCtbQkKC0793JfrTd4z09HR0dXWhqqoKSUlJvb6PjIyExWJBU1OTlXXWZDIhMjJyIM0ecZztt5qaGsycORMzZszAX/7yF6evdy2NOSWhoaHw8vLqVeXC3jiJjIx06vhrnUcffRSffvop9u3b57TFS6PR4KabbkJFRcUQtc71CQoKwg033GCzD2i8WXPmzBns3r3baU8RjbX+Q8rsdUBYWBjCwsIcPl6SJOTl5WHRokXQaDROX+/gwYMAgKioKKd/62o423ciBw8ehKenp2q2OQCkpqZCo9GgoKAA8+bNAwCUl5fj7NmzyMjI6HebXQFn+u38+fOYOXMmUlNTkZeXB09P50P5r6Uxp0Sr1SI1NRUFBQXIyckBILvMCwoK8Oijj6r+JiMjAwUFBXjyySf5Z7t27XL7ceUskiThsccew8cff4zCwkKMHTvW6XN0d3fj8OHDmD179hC00D1obW1FZWUlFi5cqPo9jTdr8vLyEB4ejjlz5jj1OxprA2CkTcOE67F7926b7vNz585JSUlJ0ldffSVJkiRVVFRIq1atkkpKSqTTp09Ln3zyiTRu3Djp9ttvH+5mjyhFRUXSH/7wB+ngwYNSZWWltGnTJiksLExatGgRP0bZd5Ikuz7HjBkj/ec//5FKSkqkjIwMKSMjYyRuYUQ4d+6clJiYKH33u9+Vzp07JxmNRv5PPOZ6H3P/+Mc/JB8fH2nDhg3SsWPHpJ/97GdSUFCQVFtbK0mSJC1cuFBauXIlP/6LL76QvL29pTVr1kjHjx+XXnzxRUmj0UiHDx8eqVsYEZYvXy4FBgZKhYWFVmOrvb2dH6Psu5deeknKz8+XKisrpdLSUunHP/6x5OvrKx09enQkbmFEWLFihVRYWCidPn1a+uKLL6SsrCwpNDRUqqurkySJxps9uru7pTFjxkjPPfdcr+9orA0dpMwSvXjggQekGTNmqH53+vRpCYC0Z88eSZIk6ezZs9Ltt98uBQcHSz4+PlJiYqL0zDPPSM3NzcPY4pGntLRUSk9PlwIDAyVfX19p4sSJ0iuvvGIVL6vsO0mSpEuXLkk///nPpVGjRkl6vV76wQ9+YKXIXevk5eXZjKll0JiTefPNN6UxY8ZIWq1Wmj59uvTll1/y7+644w5p8eLFVsf/85//lG644QZJq9VKN954o7Rjx45hbvHIY2ts5eXl8WOUfffkk0/yfo6IiJBmz54tHThwYPgbP4LMnz9fioqKkrRarRQTEyPNnz/fKh6dxptt8vPzJQBSeXl5r+9orA0dHpIkScNuDiYIgiAIgiCIQYDqzBIEQRAEQRBuCymzBEEQBEEQhNtCyixBEARBEAThtpAySxAEQRAEQbgtpMwSBEEQBEEQbgspswRBEARBEITbQsosQRAEQRAE4baQMksQBDGEbNiwAUFBQSPdjF54eHjAw8Nj0Nq2ZMkSfs6tW7cOyjkJgiAcgZRZgiCIASAqcVqtFomJiVi1ahW6urpGuml9kpeXh2+//Zb/rVS8N2zYwO/Ny8sLo0aNQnp6OlatWoXm5marc/3xj3+E0WgcrqYTBEFwSJklCIIYIHfffTeMRiNOnjyJFStWIDc3F6+99tpIN6tPgoKCEB4ebveYgIAAGI1GnDt3DkVFRfjZz36G9957D1OnTkVNTQ0/LjAwEJGRkUPdZIIgiF6QMksQBDFAfHx8EBkZibi4OCxfvhxZWVnYtm2b1TH5+fmYOHEi/P39ufLL+OabbzBr1iyEhoYiMDAQd9xxBw4cOMC/lyQJubm5GDNmDHx8fBAdHY3HH3+cf9/R0YGnn34aMTEx8PPzQ3p6OgoLCwfl3jw8PBAZGYmoqChMnDgRDz74IIqKitDa2opnn312UK5BEAQxEEiZJQiCGGR0Oh0sFgv/u729HWvWrMHGjRuxb98+nD17Fk8//TT/3mw2Y/Hixfj888/x5ZdfYvz48Zg9ezbMZjMAYMuWLfjDH/6A9evX4+TJk9i6dSsmT57Mf//oo4+iuLgY//jHP1BWVob7778fd999N06ePDkk9xceHo6f/OQn2LZtG7q7u4fkGgRBEI7iPdINIAiCuFaQJAkFBQXIz8/HY489xj/v7OzEunXrkJCQAEBWPletWsW/v/POO63O85e//AVBQUHYu3cv7rnnHpw9exaRkZHIysqCRqPBmDFjMH36dADA2bNnkZeXh7NnzyI6OhoA8PTTT2Pnzp3Iy8vDK6+8MiT3OmHCBJjNZjQ0NPQZqkAQBDGUkGWWIAhigHz66afw9/eHr68vvve972H+/PnIzc3l3+v1eq7IAkBUVBTq6ur43yaTCUuXLsX48eMRGBiIgIAAtLa24uzZswCA+++/H5cuXcK4ceOwdOlSfPzxxzzB7PDhw+ju7sYNN9wAf39//m/v3r2orKwcsnuWJAmAHIZAEAQxkpBlliAIYoDMnDkTa9euhVarRXR0NLy9rUWrRqOx+tvDw4MrgwCwePFiNDQ04I9//CPi4uLg4+ODjIwMHqoQGxuL8vJy7N69G7t27cLPf/5zvPbaa9i7dy9aW1vh5eWF0tJSeHl5WV3H399/iO4YOH78OAICAhASEjJk1yAIgnAEUmYJgiAGiJ+fHxITE/v9+y+++AJ//vOfMXv2bABAdXU1Lly4YHWMTqfD3LlzMXfuXDzyyCOYMGECDh8+jJtuugnd3d2oq6vDbbfdNqD7cJS6ujq8//77yMnJgacnOfgIghhZSJklCIIYYcaPH4+NGzciLS0NLS0teOaZZ6DT6fj3GzZsQHd3N9LT06HX67Fp0ybodDrExcUhJCQEP/nJT7Bo0SK8/vrruOmmm1BfX4+CggKkpKRgzpw5A2qbJEmora2FJEloampCcXExXnnlFQQGBmL16tUDvXWCIIgBQ0tqgiCIEebdd9/FxYsXcfPNN2PhwoV4/PHHrZKqgoKC8Pbbb+OWW25BSkoKdu/eje3bt3MXf15eHhYtWoQVK1YgKSkJOTk5+OabbzBmzBin2tHT09MrRKKlpQVRUVGIiYlBRkYG1q9fj8WLF+O///0voqKiBn7zBEEQA8RDEgO3CIIgiOsCDw8PfPzxx8jJyeGfrV69Gps2bcKRI0cG9bwEQRBDCVlmCYIgrlMeeOABjB49Gu3t7Thw4ADy8vKQlZXVr3MtW7ZsSBPOCIIgbEGWWYIgiOuQiooKAICXlxc++eQTrFq1CllZWVi3bh2Cg4OdPl9dXR1aWloAyKXH/Pz8BrW9BEEQtiBlliAIgiAIgnBbKMyAIAiCIAiCcFtImSUIgiAIgiDcFlJmCYIgCIIgCLeFlFmCIAiCIAjCbSFlliAIgiAIgnBbSJklCIIgCIIg3BZSZgmCIAiCIAi3hZRZgiAIgiAIwm0hZZYgCIIgCIJwW/5/nP6uKV7/l1YAAAAASUVORK5CYII=\n"},"metadata":{"image/png":{"width":691,"height":371}},"output_type":"display_data"}]},{"cell_type":"markdown","metadata":{"formattedRanges":[],"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"cell_id":"1babfb6a77de4c3682a3e4f6552c5360","deepnote_cell_type":"text-cell-h1"},"source":"# TOI-700","block_group":"e021e26bf8aa4d66bf7c3a82d1571788"},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835681907,"execution_millis":133,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"aefd6aa4a66f42b6834dcb200ba19af7","deepnote_cell_type":"code"},"source":"TIC = \"TIC 275573429\"\navailable_data_select = lk.search_lightcurve(TIC)[0:2]\nlc_collection = available_data_select.download_all().stitch()\nfig, ax = plt.subplots(figsize = (8,4))\nlc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'purple', markersize = 1, alpha = 0.2)","block_group":"84806db5b4444863b93773be3314b3e8","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":23,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 800x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":716,"height":371}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835682286,"execution_millis":1575,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"72d659c4485f453691b5085e6fec17c3","deepnote_cell_type":"code"},"source":"%matplotlib inline\nbin_time = 15/24/60\nlc_collection_binned = lc_collection.bin(bin_time)\nlc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')","block_group":"ff74fa3be00c49e79934dad29fb28ad6","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":24,"data":{"text/plain":"<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 848.5x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":766,"height":376}},"output_type":"display_data"}]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835684351,"execution_millis":9,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"28f20a2fc86f424f851aba0cd13c0ea9","deepnote_cell_type":"code"},"source":"period = 242\nt0 = 1695","block_group":"8524810c806c43c0a5a696ff7c334c74","execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"source_hash":null,"execution_start":1701835684356,"execution_millis":42,"deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_to_be_reexecuted":false,"cell_id":"f89dc4593b334605b9960c0bd5fbe734","deepnote_cell_type":"code"},"source":"lc_phased = lc_collection.fold(period = period, epoch_time = t0)\n%matplotlib inline\nfig, ax = plt.subplots(figsize = (8, 4))\nlc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'purple', markersize = 1)","block_group":"aafd96d97c15496eb9c32eab96351e70","execution_count":null,"outputs":[{"output_type":"execute_result","execution_count":26,"data":{"text/plain":"<AxesSubplot: xlabel='Phase [JD]', ylabel='Normalized Flux'>"},"metadata":{}},{"data":{"text/plain":"<Figure size 800x400 with 1 Axes>","image/png":"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\n"},"metadata":{"image/png":{"width":700,"height":371}},"output_type":"display_data"}]},{"cell_type":"markdown","source":"<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=50ad3984-69a9-496e-a121-efb59231e7e9' target=\"_blank\">\n<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\nCreated in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>","metadata":{"created_in_deepnote_cell":true,"deepnote_cell_type":"markdown"}}],"nbformat":4,"nbformat_minor":0,"metadata":{"deepnote":{},"orig_nbformat":2,"deepnote_app_layout":"powerful-article","deepnote_notebook_id":"444f50e799124ee0ba9b190392d8450b","deepnote_persisted_session":{"createdAt":"2023-12-06T04:31:25.830Z"},"deepnote_execution_queue":[]}}
\ No newline at end of file
diff --git a/deepnote/Star_Sailors_Light_Curve_Plot/Phase Folding_ Base Planets.ipynb b/deepnote/Star_Sailors_Light_Curve_Plot/Phase Folding_ Base Planets.ipynb
deleted file mode 100644
index 72fc1d2c..00000000
--- a/deepnote/Star_Sailors_Light_Curve_Plot/Phase Folding_ Base Planets.ipynb	
+++ /dev/null
@@ -1 +0,0 @@
-{"cells":[{"cell_type":"code","execution_count":1,"metadata":{"cell_id":"eec0f8180f904ab59daf881db3621604","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_app_is_output_hidden":true,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":15791,"execution_start":1701254020573,"is_output_hidden":true,"source_hash":"8ee12a0c"},"outputs":[{"name":"stdout","output_type":"stream","text":["Requirement already satisfied: lightkurve in /opt/homebrew/lib/python3.10/site-packages (2.4.0)\n","Requirement already satisfied: astropy>=5.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (5.2.1)\n","Requirement already satisfied: astroquery>=0.3.10 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (0.4.6)\n","Requirement already satisfied: beautifulsoup4>=4.6.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (4.11.2)\n","Requirement already satisfied: bokeh>=2.0.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (3.0.3)\n","Requirement already satisfied: fbpca>=1.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.0)\n","Requirement already satisfied: matplotlib>=3.1 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (3.7.1)\n","Requirement already satisfied: memoization>=0.3.1 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (0.4.0)\n","Requirement already satisfied: numpy>=1.18 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.24.2)\n","Requirement already satisfied: oktopus>=0.1.2 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (0.1.2)\n","Requirement already satisfied: pandas>=1.1.4 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.5.3)\n","Requirement already satisfied: patsy>=0.5.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (0.5.3)\n","Requirement already satisfied: requests>=2.22.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (2.25.1)\n","Requirement already satisfied: scikit-learn>=0.24.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.2.2)\n","Requirement already satisfied: scipy>=1.7 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.10.1)\n","Requirement already satisfied: tqdm>=4.25.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (4.64.1)\n","Requirement already satisfied: uncertainties>=3.1.4 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (3.1.7)\n","Requirement already satisfied: urllib3>=1.23 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.26.12)\n","Requirement already satisfied: pyerfa>=2.0 in /opt/homebrew/lib/python3.10/site-packages (from astropy>=5.0->lightkurve) (2.0.0.1)\n","Requirement already satisfied: PyYAML>=3.13 in /opt/homebrew/lib/python3.10/site-packages (from astropy>=5.0->lightkurve) (5.4.1)\n","Requirement already satisfied: packaging>=19.0 in /opt/homebrew/lib/python3.10/site-packages (from astropy>=5.0->lightkurve) (21.3)\n","Requirement already satisfied: html5lib>=0.999 in /opt/homebrew/lib/python3.10/site-packages (from astroquery>=0.3.10->lightkurve) (1.1)\n","Requirement already satisfied: keyring>=4.0 in /opt/homebrew/lib/python3.10/site-packages (from astroquery>=0.3.10->lightkurve) (23.13.1)\n","Requirement already satisfied: pyvo>=1.1 in /opt/homebrew/lib/python3.10/site-packages (from astroquery>=0.3.10->lightkurve) (1.4.1)\n","Requirement already satisfied: soupsieve>1.2 in /opt/homebrew/lib/python3.10/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.4)\n","Requirement already satisfied: Jinja2>=2.9 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (3.1.2)\n","Requirement already satisfied: contourpy>=1 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (1.0.7)\n","Requirement already satisfied: pillow>=7.1.0 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (9.4.0)\n","Requirement already satisfied: tornado>=5.1 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (6.2)\n","Requirement already satisfied: xyzservices>=2021.09.1 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (2023.2.0)\n","Requirement already satisfied: cycler>=0.10 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (0.11.0)\n","Requirement already satisfied: fonttools>=4.22.0 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (4.39.0)\n","Requirement already satisfied: kiwisolver>=1.0.1 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (1.4.4)\n","Requirement already satisfied: pyparsing>=2.3.1 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (3.0.9)\n","Requirement already satisfied: python-dateutil>=2.7 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (2.8.2)\n","Requirement already satisfied: autograd in /opt/homebrew/lib/python3.10/site-packages (from oktopus>=0.1.2->lightkurve) (1.5)\n","Requirement already satisfied: pytz>=2020.1 in /opt/homebrew/lib/python3.10/site-packages (from pandas>=1.1.4->lightkurve) (2022.7.1)\n","Requirement already satisfied: six in /opt/homebrew/lib/python3.10/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\n","Requirement already satisfied: chardet<5,>=3.0.2 in /opt/homebrew/lib/python3.10/site-packages (from requests>=2.22.0->lightkurve) (4.0.0)\n","Requirement already satisfied: idna<3,>=2.5 in /opt/homebrew/lib/python3.10/site-packages (from requests>=2.22.0->lightkurve) (2.10)\n","Requirement already satisfied: certifi>=2017.4.17 in /opt/homebrew/lib/python3.10/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\n","Requirement already satisfied: joblib>=1.1.1 in /opt/homebrew/lib/python3.10/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\n","Requirement already satisfied: threadpoolctl>=2.0.0 in /opt/homebrew/lib/python3.10/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\n","Requirement already satisfied: future in /opt/homebrew/lib/python3.10/site-packages (from uncertainties>=3.1.4->lightkurve) (0.18.3)\n","Requirement already satisfied: webencodings in /opt/homebrew/lib/python3.10/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\n","Requirement already satisfied: MarkupSafe>=2.0 in /opt/homebrew/lib/python3.10/site-packages (from Jinja2>=2.9->bokeh>=2.0.0->lightkurve) (2.1.2)\n","Requirement already satisfied: jaraco.classes in /opt/homebrew/lib/python3.10/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.2.3)\n","Requirement already satisfied: importlib-metadata>=4.11.4 in /opt/homebrew/lib/python3.10/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (6.0.0)\n","Requirement already satisfied: zipp>=0.5 in /opt/homebrew/lib/python3.10/site-packages (from importlib-metadata>=4.11.4->keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.15.0)\n","Requirement already satisfied: more-itertools in /opt/homebrew/lib/python3.10/site-packages (from jaraco.classes->keyring>=4.0->astroquery>=0.3.10->lightkurve) (9.1.0)\n","\n","\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.3.1\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m23.3.2\u001b[0m\n","\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpython3.10 -m pip install --upgrade pip\u001b[0m\n"]}],"source":["!pip install lightkurve\n","%matplotlib inline"]},{"cell_type":"code","execution_count":2,"metadata":{"cell_id":"b141326feb4b44a69299c1bbe682fa95","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":1478,"execution_start":1701254036366,"source_hash":"6b227ce7"},"outputs":[{"name":"stderr","output_type":"stream","text":["/opt/homebrew/lib/python3.10/site-packages/lightkurve/config/__init__.py:119: UserWarning: The default Lightkurve cache directory, used by download(), etc., has been moved to /Users/buyer/.lightkurve/cache. Please move all the files in the legacy directory /Users/buyer/.lightkurve-cache to the new location and remove the legacy directory. Refer to https://docs.lightkurve.org/reference/config.html#default-cache-directory-migration for more information.\n","  warnings.warn(\n"]}],"source":["import lightkurve as lk\n","import matplotlib.pyplot as plt"]},{"cell_type":"markdown","metadata":{"cell_id":"3ce5544b1d3943d5a63b850532b5fb50","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"text-cell-h2","formattedRanges":[]},"source":["## Kepler-186"]},{"cell_type":"code","execution_count":3,"metadata":{"cell_id":"6e4f3234f9174beab5f2d54af582ddbe","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":4077,"execution_start":1701254037849,"source_hash":"f0424216"},"outputs":[{"data":{"text/plain":["<Axes: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":3,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["TIC = 'Kepler-186'\n","available_data_select = lk.search_lightcurve(TIC)[0:3]\n","lc_collection = available_data_select.download_all().stitch()\n","%matplotlib inline\n","fig, ax = plt.subplots(figsize = (8, 4))\n","lc_collection.plot(ax = ax, linewidth = 0, marker = 0, color = 'green', markersize = 1, alpha = 0.8)"]},{"cell_type":"code","execution_count":4,"metadata":{"cell_id":"0e01591a674543bdb47a5dc2bcc97afa","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":14853,"execution_start":1701254042273,"source_hash":"28f0612f"},"outputs":[{"data":{"text/plain":["<Axes: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":4,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/60\n","lc_collection_binned = lc_collection.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":5,"metadata":{"cell_id":"e2ab982f34524bd79aae081392a72065","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":113,"execution_start":1701254057269,"source_hash":"c7d3005"},"outputs":[],"source":["period = 3.8\n","t0 = 260"]},{"cell_type":"code","execution_count":6,"metadata":{"cell_id":"5f75897870e94cacb47c7856f1d2e93e","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":119,"execution_start":1701254057270,"source_hash":"94a1cbff"},"outputs":[{"data":{"text/plain":["<Axes: xlabel='Phase [JD]', ylabel='Normalized Flux'>"]},"execution_count":6,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["lc_phased = lc_collection.fold(period = period, epoch_time = t0)\n","%matplotlib inline\n","fig, ax = plt.subplots(figsize = (8, 4))\n","lc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'pink', markersize = 1, alpha = 0.8)"]},{"cell_type":"markdown","metadata":{"cell_id":"3cfed7d3e50845479afdd1d6a07d2f80","deepnote_app_coordinates":{"h":2,"w":8,"x":0,"y":0},"deepnote_cell_type":"text-cell-p","formattedRanges":[]},"source":["Other planets:"]},{"cell_type":"markdown","metadata":{"cell_id":"40fea746194e46d4a679da0b7d03209a","deepnote_app_coordinates":{"h":2,"w":8,"x":0,"y":0},"deepnote_cell_type":"text-cell-p","formattedRanges":[]},"source":["Kepler-69c. G-Type star, inner of habitable zone (242 day orbit). Likely to be similar to Venus. 1.7x eRadii, 2.4 eMass\n","Kepler-186f. 580LY from Earth. M-Type star.\n","Kepler-442b. K-Type star, 1206LY from Earth. Not tidally locked.\n","Kepler-22b. Obviously\n","Trappist-1. M-Type\n","TOI 700d. M-Type Star, 101.4LY from Earth. Likely to have retained a planetary atmosphere"]},{"cell_type":"markdown","metadata":{"cell_id":"3e8774ff18e84242a8e3481a43c69ac7","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Kepler-69"]},{"cell_type":"code","execution_count":7,"metadata":{"cell_id":"55ff2dff45fa41d1a6d038a7b088b5ef","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":214,"execution_start":1701255088792,"source_hash":"3855deef"},"outputs":[{"name":"stderr","output_type":"stream","text":["WARNING: column quality has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column irq1 has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column irq2 has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column irq3 has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column rstfc has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column quality has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column irq1 has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column irq2 has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column irq3 has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column rstfc has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n"]},{"ename":"TableMergeError","evalue":"The 'quality' columns have incompatible types: ['int32', 'str32']","output_type":"error","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mMergeConflictError\u001b[0m                        Traceback (most recent call last)","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/astropy/table/operations.py:1494\u001b[0m, in \u001b[0;36m_vstack\u001b[0;34m(arrays, join_type, col_name_map, metadata_conflicts)\u001b[0m\n\u001b[1;32m   1493\u001b[0m \u001b[39mtry\u001b[39;00m:\n\u001b[0;32m-> 1494\u001b[0m     col \u001b[39m=\u001b[39m col_cls\u001b[39m.\u001b[39;49minfo\u001b[39m.\u001b[39;49mnew_like(cols, n_rows, metadata_conflicts, out_name)\n\u001b[1;32m   1495\u001b[0m \u001b[39mexcept\u001b[39;00m metadata\u001b[39m.\u001b[39mMergeConflictError \u001b[39mas\u001b[39;00m err:\n\u001b[1;32m   1496\u001b[0m     \u001b[39m# Beautify the error message when we are trying to merge columns with incompatible\u001b[39;00m\n\u001b[1;32m   1497\u001b[0m     \u001b[39m# types by including the name of the columns that originated the error.\u001b[39;00m\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/astropy/table/column.py:484\u001b[0m, in \u001b[0;36mColumnInfo.new_like\u001b[0;34m(self, cols, length, metadata_conflicts, name)\u001b[0m\n\u001b[1;32m    460\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[1;32m    461\u001b[0m \u001b[39mReturn a new Column instance which is consistent with the\u001b[39;00m\n\u001b[1;32m    462\u001b[0m \u001b[39minput ``cols`` and has ``length`` rows.\u001b[39;00m\n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m    482\u001b[0m \n\u001b[1;32m    483\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[0;32m--> 484\u001b[0m attrs \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mmerge_cols_attributes(\n\u001b[1;32m    485\u001b[0m     cols, metadata_conflicts, name, (\u001b[39m\"\u001b[39;49m\u001b[39mmeta\u001b[39;49m\u001b[39m\"\u001b[39;49m, \u001b[39m\"\u001b[39;49m\u001b[39munit\u001b[39;49m\u001b[39m\"\u001b[39;49m, \u001b[39m\"\u001b[39;49m\u001b[39mformat\u001b[39;49m\u001b[39m\"\u001b[39;49m, \u001b[39m\"\u001b[39;49m\u001b[39mdescription\u001b[39;49m\u001b[39m\"\u001b[39;49m)\n\u001b[1;32m    486\u001b[0m )\n\u001b[1;32m    488\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_parent_cls(length\u001b[39m=\u001b[39mlength, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mattrs)\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/astropy/utils/data_info.py:754\u001b[0m, in \u001b[0;36mBaseColumnInfo.merge_cols_attributes\u001b[0;34m(cols, metadata_conflicts, name, attrs)\u001b[0m\n\u001b[1;32m    753\u001b[0m \u001b[39m# Output dtype is the superset of all dtypes in in_cols\u001b[39;00m\n\u001b[0;32m--> 754\u001b[0m out[\u001b[39m\"\u001b[39m\u001b[39mdtype\u001b[39m\u001b[39m\"\u001b[39m] \u001b[39m=\u001b[39m metadata\u001b[39m.\u001b[39;49mcommon_dtype(cols)\n\u001b[1;32m    756\u001b[0m \u001b[39m# Make sure all input shapes are the same\u001b[39;00m\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/astropy/utils/metadata.py:75\u001b[0m, in \u001b[0;36mcommon_dtype\u001b[0;34m(arrs)\u001b[0m\n\u001b[1;32m     74\u001b[0m     tme\u001b[39m.\u001b[39m_incompat_types \u001b[39m=\u001b[39m incompat_types\n\u001b[0;32m---> 75\u001b[0m     \u001b[39mraise\u001b[39;00m tme\n\u001b[1;32m     77\u001b[0m arrs \u001b[39m=\u001b[39m [np\u001b[39m.\u001b[39mempty(\u001b[39m1\u001b[39m, dtype\u001b[39m=\u001b[39mdtype(arr)) \u001b[39mfor\u001b[39;00m arr \u001b[39min\u001b[39;00m arrs]\n","\u001b[0;31mMergeConflictError\u001b[0m: Arrays have incompatible types ['int32', 'str32']","\nThe above exception was the direct cause of the following exception:\n","\u001b[0;31mTableMergeError\u001b[0m                           Traceback (most recent call last)","\u001b[1;32m/Users/buyer/Documents/Lens/client_old/api/deepnote/Star_Sailors_Light_Curve_Plot/Phase Folding_ Base Planets.ipynb Cell 11\u001b[0m line \u001b[0;36m3\n\u001b[1;32m      <a href='vscode-notebook-cell:/Users/buyer/Documents/Lens/client_old/api/deepnote/Star_Sailors_Light_Curve_Plot/Phase%20Folding_%20Base%20Planets.ipynb#X13sZmlsZQ%3D%3D?line=0'>1</a>\u001b[0m TIC \u001b[39m=\u001b[39m \u001b[39m\"\u001b[39m\u001b[39mTIC 275573429\u001b[39m\u001b[39m\"\u001b[39m\n\u001b[1;32m      <a href='vscode-notebook-cell:/Users/buyer/Documents/Lens/client_old/api/deepnote/Star_Sailors_Light_Curve_Plot/Phase%20Folding_%20Base%20Planets.ipynb#X13sZmlsZQ%3D%3D?line=1'>2</a>\u001b[0m available_data_select \u001b[39m=\u001b[39m lk\u001b[39m.\u001b[39msearch_lightcurve(TIC)[\u001b[39m0\u001b[39m:\u001b[39m2\u001b[39m]\n\u001b[0;32m----> <a href='vscode-notebook-cell:/Users/buyer/Documents/Lens/client_old/api/deepnote/Star_Sailors_Light_Curve_Plot/Phase%20Folding_%20Base%20Planets.ipynb#X13sZmlsZQ%3D%3D?line=2'>3</a>\u001b[0m lc_collection \u001b[39m=\u001b[39m available_data_select\u001b[39m.\u001b[39;49mdownload_all()\u001b[39m.\u001b[39;49mstitch()\n\u001b[1;32m      <a href='vscode-notebook-cell:/Users/buyer/Documents/Lens/client_old/api/deepnote/Star_Sailors_Light_Curve_Plot/Phase%20Folding_%20Base%20Planets.ipynb#X13sZmlsZQ%3D%3D?line=3'>4</a>\u001b[0m fig, ax \u001b[39m=\u001b[39m plt\u001b[39m.\u001b[39msubplots(figsize \u001b[39m=\u001b[39m (\u001b[39m8\u001b[39m,\u001b[39m4\u001b[39m))\n\u001b[1;32m      <a href='vscode-notebook-cell:/Users/buyer/Documents/Lens/client_old/api/deepnote/Star_Sailors_Light_Curve_Plot/Phase%20Folding_%20Base%20Planets.ipynb#X13sZmlsZQ%3D%3D?line=4'>5</a>\u001b[0m lc_collection\u001b[39m.\u001b[39mplot(ax \u001b[39m=\u001b[39m ax, linewidth \u001b[39m=\u001b[39m \u001b[39m0\u001b[39m, marker \u001b[39m=\u001b[39m \u001b[39m'\u001b[39m\u001b[39mo\u001b[39m\u001b[39m'\u001b[39m, color \u001b[39m=\u001b[39m \u001b[39m'\u001b[39m\u001b[39mpurple\u001b[39m\u001b[39m'\u001b[39m, markersize \u001b[39m=\u001b[39m \u001b[39m1\u001b[39m, alpha \u001b[39m=\u001b[39m \u001b[39m0.2\u001b[39m)\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/lightkurve/collections.py:224\u001b[0m, in \u001b[0;36mLightCurveCollection.stitch\u001b[0;34m(self, corrector_func)\u001b[0m\n\u001b[1;32m    218\u001b[0m     [\n\u001b[1;32m    219\u001b[0m         lc\u001b[39m.\u001b[39mremove_columns(columns_to_remove\u001b[39m.\u001b[39mintersection(lc\u001b[39m.\u001b[39mcolumns))\n\u001b[1;32m    220\u001b[0m         \u001b[39mfor\u001b[39;00m lc \u001b[39min\u001b[39;00m lcs\n\u001b[1;32m    221\u001b[0m     ]\n\u001b[1;32m    223\u001b[0m \u001b[39m# Need `join_type='inner'` until AstroPy supports masked Quantities\u001b[39;00m\n\u001b[0;32m--> 224\u001b[0m \u001b[39mreturn\u001b[39;00m vstack(lcs, join_type\u001b[39m=\u001b[39;49m\u001b[39m\"\u001b[39;49m\u001b[39minner\u001b[39;49m\u001b[39m\"\u001b[39;49m, metadata_conflicts\u001b[39m=\u001b[39;49m\u001b[39m\"\u001b[39;49m\u001b[39msilent\u001b[39;49m\u001b[39m\"\u001b[39;49m)\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/astropy/table/operations.py:688\u001b[0m, in \u001b[0;36mvstack\u001b[0;34m(tables, join_type, metadata_conflicts)\u001b[0m\n\u001b[1;32m    685\u001b[0m     \u001b[39mreturn\u001b[39;00m tables[\u001b[39m0\u001b[39m]  \u001b[39m# no point in stacking a single table\u001b[39;00m\n\u001b[1;32m    686\u001b[0m col_name_map \u001b[39m=\u001b[39m OrderedDict()\n\u001b[0;32m--> 688\u001b[0m out \u001b[39m=\u001b[39m _vstack(tables, join_type, col_name_map, metadata_conflicts)\n\u001b[1;32m    690\u001b[0m \u001b[39m# Merge table metadata\u001b[39;00m\n\u001b[1;32m    691\u001b[0m _merge_table_meta(out, tables, metadata_conflicts\u001b[39m=\u001b[39mmetadata_conflicts)\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/astropy/table/operations.py:1498\u001b[0m, in \u001b[0;36m_vstack\u001b[0;34m(arrays, join_type, col_name_map, metadata_conflicts)\u001b[0m\n\u001b[1;32m   1494\u001b[0m     col \u001b[39m=\u001b[39m col_cls\u001b[39m.\u001b[39minfo\u001b[39m.\u001b[39mnew_like(cols, n_rows, metadata_conflicts, out_name)\n\u001b[1;32m   1495\u001b[0m \u001b[39mexcept\u001b[39;00m metadata\u001b[39m.\u001b[39mMergeConflictError \u001b[39mas\u001b[39;00m err:\n\u001b[1;32m   1496\u001b[0m     \u001b[39m# Beautify the error message when we are trying to merge columns with incompatible\u001b[39;00m\n\u001b[1;32m   1497\u001b[0m     \u001b[39m# types by including the name of the columns that originated the error.\u001b[39;00m\n\u001b[0;32m-> 1498\u001b[0m     \u001b[39mraise\u001b[39;00m TableMergeError(\n\u001b[1;32m   1499\u001b[0m         \u001b[39m\"\u001b[39m\u001b[39mThe \u001b[39m\u001b[39m'\u001b[39m\u001b[39m{}\u001b[39;00m\u001b[39m'\u001b[39m\u001b[39m columns have incompatible types: \u001b[39m\u001b[39m{}\u001b[39;00m\u001b[39m\"\u001b[39m\u001b[39m.\u001b[39mformat(\n\u001b[1;32m   1500\u001b[0m             out_name, err\u001b[39m.\u001b[39m_incompat_types\n\u001b[1;32m   1501\u001b[0m         )\n\u001b[1;32m   1502\u001b[0m     ) \u001b[39mfrom\u001b[39;00m \u001b[39merr\u001b[39;00m\n\u001b[1;32m   1504\u001b[0m idx0 \u001b[39m=\u001b[39m \u001b[39m0\u001b[39m\n\u001b[1;32m   1505\u001b[0m \u001b[39mfor\u001b[39;00m name, array \u001b[39min\u001b[39;00m \u001b[39mzip\u001b[39m(in_names, arrays):\n","\u001b[0;31mTableMergeError\u001b[0m: The 'quality' columns have incompatible types: ['int32', 'str32']"]}],"source":["TIC = \"TIC 275573429\"\n","available_data_select = lk.search_lightcurve(TIC)[0:2]\n","lc_collection = available_data_select.download_all().stitch()\n","fig, ax = plt.subplots(figsize = (8,4))\n","lc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'purple', markersize = 1, alpha = 0.2)"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"ba4a5f371da148d681e14866cca63fb8","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":3743,"execution_start":1701255093373,"source_hash":"28f0612f"},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":34,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":766}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/60\n","lc_collection_binned = lc_collection.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"24d9eba5064a426eb308250917c7e01b","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":12,"execution_start":1701255156082,"source_hash":"deb777e4"},"outputs":[],"source":["period = 242\n","t0 = 1695"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"7cbdb44549d64aef913f61b6dd8b07f2","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":88,"execution_start":1701255156089,"source_hash":"dd37eb77"},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Phase [JD]', ylabel='Normalized Flux'>"]},"execution_count":40,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{"image/png":{"height":371,"width":700}},"output_type":"display_data"}],"source":["lc_phased = lc_collection.fold(period = period, epoch_time = t0)\n","%matplotlib inline\n","fig, ax = plt.subplots(figsize = (8, 4))\n","lc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'purple', markersize = 1)"]},{"cell_type":"markdown","metadata":{"cell_id":"fa178be69c5e49d8a23847a0fc3c08d3","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Kepler-22"]},{"cell_type":"code","execution_count":30,"metadata":{"cell_id":"db1649ccd11247c59c304435c8348c8e","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code"},"outputs":[],"source":["TIC = \"KIC 10593626\"\n","available_data_select = lk.search_lightcurve(TIC)[0:1]\n","lc_collection = available_data_select.download_all().stitch()"]},{"cell_type":"code","execution_count":31,"metadata":{},"outputs":[{"data":{"text/plain":["<Axes: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":31,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["fig, ax = plt.subplots(figsize = (8,4))\n","lc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'purple', markersize = 1, alpha = 0.2)"]},{"cell_type":"code","execution_count":32,"metadata":{"cell_id":"73a47d4acba64371be3c7d1d4aaa48f5","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code"},"outputs":[{"data":{"text/plain":["<Axes: xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":32,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/60\n","lc_collection_binned = lc_collection.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":25,"metadata":{"cell_id":"78c3a6ec7ac8459aa4a9a7236b4afa73","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code"},"outputs":[],"source":["period = 242\n","t0 = 133.8"]},{"cell_type":"code","execution_count":26,"metadata":{"cell_id":"af4ffbee80444b719194af017a259f8a","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code"},"outputs":[{"data":{"text/plain":["<Axes: xlabel='Phase [JD]', ylabel='Normalized Flux'>"]},"execution_count":26,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["lc_phased = lc_collection.fold(period = period, epoch_time = t0)\n","%matplotlib inline\n","fig, ax = plt.subplots(figsize = (8, 4))\n","lc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'purple', markersize = 1)"]},{"cell_type":"markdown","metadata":{"cell_id":"cb3b3505fb9e43578df58f36eb770885","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Kepler-442"]},{"cell_type":"code","execution_count":13,"metadata":{"cell_id":"05ff7e1df06e4254ab2e052ca91a219f","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code"},"outputs":[{"name":"stderr","output_type":"stream","text":["WARNING: column quality has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column irq1 has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column irq2 has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column irq3 has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column rstfc has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column quality has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column irq1 has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column irq2 has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column irq3 has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n","WARNING: column rstfc has a unit but is kept as a Column as an attempt to convert it to Quantity failed with:\n","TypeError('The value must be a valid Python or Numpy numeric type.') [astropy.table.table]\n"]},{"ename":"TableMergeError","evalue":"The 'quality' columns have incompatible types: ['int32', 'str32']","output_type":"error","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mMergeConflictError\u001b[0m                        Traceback (most recent call last)","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/astropy/table/operations.py:1494\u001b[0m, in \u001b[0;36m_vstack\u001b[0;34m(arrays, join_type, col_name_map, metadata_conflicts)\u001b[0m\n\u001b[1;32m   1493\u001b[0m \u001b[39mtry\u001b[39;00m:\n\u001b[0;32m-> 1494\u001b[0m     col \u001b[39m=\u001b[39m col_cls\u001b[39m.\u001b[39;49minfo\u001b[39m.\u001b[39;49mnew_like(cols, n_rows, metadata_conflicts, out_name)\n\u001b[1;32m   1495\u001b[0m \u001b[39mexcept\u001b[39;00m metadata\u001b[39m.\u001b[39mMergeConflictError \u001b[39mas\u001b[39;00m err:\n\u001b[1;32m   1496\u001b[0m     \u001b[39m# Beautify the error message when we are trying to merge columns with incompatible\u001b[39;00m\n\u001b[1;32m   1497\u001b[0m     \u001b[39m# types by including the name of the columns that originated the error.\u001b[39;00m\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/astropy/table/column.py:484\u001b[0m, in \u001b[0;36mColumnInfo.new_like\u001b[0;34m(self, cols, length, metadata_conflicts, name)\u001b[0m\n\u001b[1;32m    460\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[1;32m    461\u001b[0m \u001b[39mReturn a new Column instance which is consistent with the\u001b[39;00m\n\u001b[1;32m    462\u001b[0m \u001b[39minput ``cols`` and has ``length`` rows.\u001b[39;00m\n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m    482\u001b[0m \n\u001b[1;32m    483\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[0;32m--> 484\u001b[0m attrs \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mmerge_cols_attributes(\n\u001b[1;32m    485\u001b[0m     cols, metadata_conflicts, name, (\u001b[39m\"\u001b[39;49m\u001b[39mmeta\u001b[39;49m\u001b[39m\"\u001b[39;49m, \u001b[39m\"\u001b[39;49m\u001b[39munit\u001b[39;49m\u001b[39m\"\u001b[39;49m, \u001b[39m\"\u001b[39;49m\u001b[39mformat\u001b[39;49m\u001b[39m\"\u001b[39;49m, \u001b[39m\"\u001b[39;49m\u001b[39mdescription\u001b[39;49m\u001b[39m\"\u001b[39;49m)\n\u001b[1;32m    486\u001b[0m )\n\u001b[1;32m    488\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_parent_cls(length\u001b[39m=\u001b[39mlength, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mattrs)\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/astropy/utils/data_info.py:754\u001b[0m, in \u001b[0;36mBaseColumnInfo.merge_cols_attributes\u001b[0;34m(cols, metadata_conflicts, name, attrs)\u001b[0m\n\u001b[1;32m    753\u001b[0m \u001b[39m# Output dtype is the superset of all dtypes in in_cols\u001b[39;00m\n\u001b[0;32m--> 754\u001b[0m out[\u001b[39m\"\u001b[39m\u001b[39mdtype\u001b[39m\u001b[39m\"\u001b[39m] \u001b[39m=\u001b[39m metadata\u001b[39m.\u001b[39;49mcommon_dtype(cols)\n\u001b[1;32m    756\u001b[0m \u001b[39m# Make sure all input shapes are the same\u001b[39;00m\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/astropy/utils/metadata.py:75\u001b[0m, in \u001b[0;36mcommon_dtype\u001b[0;34m(arrs)\u001b[0m\n\u001b[1;32m     74\u001b[0m     tme\u001b[39m.\u001b[39m_incompat_types \u001b[39m=\u001b[39m incompat_types\n\u001b[0;32m---> 75\u001b[0m     \u001b[39mraise\u001b[39;00m tme\n\u001b[1;32m     77\u001b[0m arrs \u001b[39m=\u001b[39m [np\u001b[39m.\u001b[39mempty(\u001b[39m1\u001b[39m, dtype\u001b[39m=\u001b[39mdtype(arr)) \u001b[39mfor\u001b[39;00m arr \u001b[39min\u001b[39;00m arrs]\n","\u001b[0;31mMergeConflictError\u001b[0m: Arrays have incompatible types ['int32', 'str32']","\nThe above exception was the direct cause of the following exception:\n","\u001b[0;31mTableMergeError\u001b[0m                           Traceback (most recent call last)","\u001b[1;32m/Users/buyer/Documents/Lens/client_old/api/deepnote/Star_Sailors_Light_Curve_Plot/Phase Folding_ Base Planets.ipynb Cell 22\u001b[0m line \u001b[0;36m3\n\u001b[1;32m      <a href='vscode-notebook-cell:/Users/buyer/Documents/Lens/client_old/api/deepnote/Star_Sailors_Light_Curve_Plot/Phase%20Folding_%20Base%20Planets.ipynb#X26sZmlsZQ%3D%3D?line=0'>1</a>\u001b[0m TIC \u001b[39m=\u001b[39m \u001b[39m\"\u001b[39m\u001b[39mTIC 275573429\u001b[39m\u001b[39m\"\u001b[39m\n\u001b[1;32m      <a href='vscode-notebook-cell:/Users/buyer/Documents/Lens/client_old/api/deepnote/Star_Sailors_Light_Curve_Plot/Phase%20Folding_%20Base%20Planets.ipynb#X26sZmlsZQ%3D%3D?line=1'>2</a>\u001b[0m available_data_select \u001b[39m=\u001b[39m lk\u001b[39m.\u001b[39msearch_lightcurve(TIC)[\u001b[39m0\u001b[39m:\u001b[39m2\u001b[39m]\n\u001b[0;32m----> <a href='vscode-notebook-cell:/Users/buyer/Documents/Lens/client_old/api/deepnote/Star_Sailors_Light_Curve_Plot/Phase%20Folding_%20Base%20Planets.ipynb#X26sZmlsZQ%3D%3D?line=2'>3</a>\u001b[0m lc_collection \u001b[39m=\u001b[39m available_data_select\u001b[39m.\u001b[39;49mdownload_all()\u001b[39m.\u001b[39;49mstitch()\n\u001b[1;32m      <a href='vscode-notebook-cell:/Users/buyer/Documents/Lens/client_old/api/deepnote/Star_Sailors_Light_Curve_Plot/Phase%20Folding_%20Base%20Planets.ipynb#X26sZmlsZQ%3D%3D?line=3'>4</a>\u001b[0m fig, ax \u001b[39m=\u001b[39m plt\u001b[39m.\u001b[39msubplots(figsize \u001b[39m=\u001b[39m (\u001b[39m8\u001b[39m,\u001b[39m4\u001b[39m))\n\u001b[1;32m      <a href='vscode-notebook-cell:/Users/buyer/Documents/Lens/client_old/api/deepnote/Star_Sailors_Light_Curve_Plot/Phase%20Folding_%20Base%20Planets.ipynb#X26sZmlsZQ%3D%3D?line=4'>5</a>\u001b[0m lc_collection\u001b[39m.\u001b[39mplot(ax \u001b[39m=\u001b[39m ax, linewidth \u001b[39m=\u001b[39m \u001b[39m0\u001b[39m, marker \u001b[39m=\u001b[39m \u001b[39m'\u001b[39m\u001b[39mo\u001b[39m\u001b[39m'\u001b[39m, color \u001b[39m=\u001b[39m \u001b[39m'\u001b[39m\u001b[39mpurple\u001b[39m\u001b[39m'\u001b[39m, markersize \u001b[39m=\u001b[39m \u001b[39m1\u001b[39m, alpha \u001b[39m=\u001b[39m \u001b[39m0.2\u001b[39m)\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/lightkurve/collections.py:224\u001b[0m, in \u001b[0;36mLightCurveCollection.stitch\u001b[0;34m(self, corrector_func)\u001b[0m\n\u001b[1;32m    218\u001b[0m     [\n\u001b[1;32m    219\u001b[0m         lc\u001b[39m.\u001b[39mremove_columns(columns_to_remove\u001b[39m.\u001b[39mintersection(lc\u001b[39m.\u001b[39mcolumns))\n\u001b[1;32m    220\u001b[0m         \u001b[39mfor\u001b[39;00m lc \u001b[39min\u001b[39;00m lcs\n\u001b[1;32m    221\u001b[0m     ]\n\u001b[1;32m    223\u001b[0m \u001b[39m# Need `join_type='inner'` until AstroPy supports masked Quantities\u001b[39;00m\n\u001b[0;32m--> 224\u001b[0m \u001b[39mreturn\u001b[39;00m vstack(lcs, join_type\u001b[39m=\u001b[39;49m\u001b[39m\"\u001b[39;49m\u001b[39minner\u001b[39;49m\u001b[39m\"\u001b[39;49m, metadata_conflicts\u001b[39m=\u001b[39;49m\u001b[39m\"\u001b[39;49m\u001b[39msilent\u001b[39;49m\u001b[39m\"\u001b[39;49m)\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/astropy/table/operations.py:688\u001b[0m, in \u001b[0;36mvstack\u001b[0;34m(tables, join_type, metadata_conflicts)\u001b[0m\n\u001b[1;32m    685\u001b[0m     \u001b[39mreturn\u001b[39;00m tables[\u001b[39m0\u001b[39m]  \u001b[39m# no point in stacking a single table\u001b[39;00m\n\u001b[1;32m    686\u001b[0m col_name_map \u001b[39m=\u001b[39m OrderedDict()\n\u001b[0;32m--> 688\u001b[0m out \u001b[39m=\u001b[39m _vstack(tables, join_type, col_name_map, metadata_conflicts)\n\u001b[1;32m    690\u001b[0m \u001b[39m# Merge table metadata\u001b[39;00m\n\u001b[1;32m    691\u001b[0m _merge_table_meta(out, tables, metadata_conflicts\u001b[39m=\u001b[39mmetadata_conflicts)\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/astropy/table/operations.py:1498\u001b[0m, in \u001b[0;36m_vstack\u001b[0;34m(arrays, join_type, col_name_map, metadata_conflicts)\u001b[0m\n\u001b[1;32m   1494\u001b[0m     col \u001b[39m=\u001b[39m col_cls\u001b[39m.\u001b[39minfo\u001b[39m.\u001b[39mnew_like(cols, n_rows, metadata_conflicts, out_name)\n\u001b[1;32m   1495\u001b[0m \u001b[39mexcept\u001b[39;00m metadata\u001b[39m.\u001b[39mMergeConflictError \u001b[39mas\u001b[39;00m err:\n\u001b[1;32m   1496\u001b[0m     \u001b[39m# Beautify the error message when we are trying to merge columns with incompatible\u001b[39;00m\n\u001b[1;32m   1497\u001b[0m     \u001b[39m# types by including the name of the columns that originated the error.\u001b[39;00m\n\u001b[0;32m-> 1498\u001b[0m     \u001b[39mraise\u001b[39;00m TableMergeError(\n\u001b[1;32m   1499\u001b[0m         \u001b[39m\"\u001b[39m\u001b[39mThe \u001b[39m\u001b[39m'\u001b[39m\u001b[39m{}\u001b[39;00m\u001b[39m'\u001b[39m\u001b[39m columns have incompatible types: \u001b[39m\u001b[39m{}\u001b[39;00m\u001b[39m\"\u001b[39m\u001b[39m.\u001b[39mformat(\n\u001b[1;32m   1500\u001b[0m             out_name, err\u001b[39m.\u001b[39m_incompat_types\n\u001b[1;32m   1501\u001b[0m         )\n\u001b[1;32m   1502\u001b[0m     ) \u001b[39mfrom\u001b[39;00m \u001b[39merr\u001b[39;00m\n\u001b[1;32m   1504\u001b[0m idx0 \u001b[39m=\u001b[39m \u001b[39m0\u001b[39m\n\u001b[1;32m   1505\u001b[0m \u001b[39mfor\u001b[39;00m name, array \u001b[39min\u001b[39;00m \u001b[39mzip\u001b[39m(in_names, arrays):\n","\u001b[0;31mTableMergeError\u001b[0m: The 'quality' columns have incompatible types: ['int32', 'str32']"]}],"source":["TIC = \"TIC 275573429\"\n","available_data_select = lk.search_lightcurve(TIC)[0:2]\n","lc_collection = available_data_select.download_all().stitch()\n","fig, ax = plt.subplots(figsize = (8,4))\n","lc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'purple', markersize = 1, alpha = 0.2)"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"29b16376fe5a4bb38e06fac5dea98631","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code"},"outputs":[],"source":["%matplotlib inline\n","bin_time = 15/24/60\n","lc_collection_binned = lc_collection.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"f02ea21eaa3c4c11a1618a100461f5f3","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code"},"outputs":[],"source":["period = 242\n","t0 = 1695"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"0c0621c05f8e4c7c868ecb0cbeaf7e26","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code"},"outputs":[],"source":["lc_phased = lc_collection.fold(period = period, epoch_time = t0)\n","%matplotlib inline\n","fig, ax = plt.subplots(figsize = (8, 4))\n","lc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'purple', markersize = 1)"]},{"cell_type":"markdown","metadata":{"cell_id":"65db7db12b1b45328c726393dd55f118","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Trappist-1"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"746b382742a14db998bced93a17acb0f","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":974,"execution_start":1701255441218,"source_hash":"963cba17"},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":78,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{"image/png":{"height":371,"width":691}},"output_type":"display_data"}],"source":["TIC = \"TIC 278892590\"\n","available_data_select = lk.search_lightcurve(TIC)[0:9]\n","lc_collection = available_data_select.download_all().stitch()\n","fig, ax = plt.subplots(figsize = (8,4))\n","lc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'purple', markersize = 1, alpha = 0.2)"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"a2210976f3a94f0997e2a481f4e4661d","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":28026,"execution_start":1701255442869,"source_hash":"28f0612f"},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":79,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":745}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/60\n","lc_collection_binned = lc_collection.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"a2ece397d7ed4896b49ae5d231986583","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":17,"execution_start":1701255471567,"source_hash":"eb46d621"},"outputs":[],"source":["period = 18\n","t0 = 3400"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"033d30c43d4b4de895b6b2e3074a90c6","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":234,"execution_start":1701255471575,"source_hash":"dd37eb77"},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Phase [JD]', ylabel='Normalized Flux'>"]},"execution_count":81,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{"image/png":{"height":371,"width":691}},"output_type":"display_data"}],"source":["lc_phased = lc_collection.fold(period = period, epoch_time = t0)\n","%matplotlib inline\n","fig, ax = plt.subplots(figsize = (8, 4))\n","lc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'purple', markersize = 1)"]},{"cell_type":"markdown","metadata":{"cell_id":"1babfb6a77de4c3682a3e4f6552c5360","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# TOI-700"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"aefd6aa4a66f42b6834dcb200ba19af7","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":261,"execution_start":1701255472484,"source_hash":"3855deef"},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":82,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 800x400 with 1 Axes>"]},"metadata":{"image/png":{"height":371,"width":716}},"output_type":"display_data"}],"source":["TIC = \"TIC 275573429\"\n","available_data_select = lk.search_lightcurve(TIC)[0:2]\n","lc_collection = available_data_select.download_all().stitch()\n","fig, ax = plt.subplots(figsize = (8,4))\n","lc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'purple', markersize = 1, alpha = 0.2)"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"72d659c4485f453691b5085e6fec17c3","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":3599,"execution_start":1701255473096,"source_hash":"28f0612f"},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"]},"execution_count":83,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAv4AAAF4CAYAAAAsZP3hAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy89olMNAAAACXBIWXMAAA9hAAAPYQGoP6dpAACtV0lEQVR4nO2deXwURfr/PzMhNwFygRDAgPwICqggiwKrAsoKJgREAUF0RWFFZNFvXFcEZXUxiov3gXgBIiCHigcgyA0CAorckHALEUlMAuTOJNO/P5qa9PT0PT0zPZnn/XrllaSP6pqumqqnnnoOG8dxHAiCIAiCIAiCqNfYA10BgiAIgiAIgiB8Dwn+BEEQBEEQBBECkOBPEARBEARBECEACf4EQRAEQRAEEQKQ4E8QBEEQBEEQIQAJ/gRBEARBEAQRApDgTxAEQRAEQRAhAAn+BEEQBEEQBBECNAh0BYIRp9OJoqIiREdHw2azBbo6BEEQBEEQRJDAcRwqKiqQkJAAu92/OngS/A1QVFSE0aNHB7oaBEEQBEEQRJAyZ84cJCUl+fWZJPgbIDo6GgDfYDExMQGuDUEQBEEQBBEslJeXY/To0S550p+Q4G8AZt4TExNDgj9BEARBEAShm0CYi5NzL0EQBEEQBEGEACT4EwRBEARBEEQIQII/QRAEQRAEQYQAZOPvBVlZWR5hmNLT05Genh6gGhEEQRBE/ae8vBzFxcVwOp2BrgpBuLDb7YiPj7e0/ycJ/l7w+uuvW7pxCYIgCKI+4XQ6sXTpUvz000+BrgpByHLTTTdh6NChfo/RrwXLCv4VFRX46quvkJubi9zcXJSWluLxxx/H7bffrul+h8OBBQsWYMOGDSgtLUVqaipGjRqFLl26KN63ePFizJ8/H61bt8Z7771nxkchCIIgCMIEmNA/cOBAtG3bFmFhYYGuEkG4qK2txYkTJ/Ddd98BAIYPHx7gGnliWcH/0qVLWLRoEZKTk9GmTRvs379f1/1vvvkmtm7diszMTLRo0QLr1q3DCy+8gOzsbHTs2FHynj///BNLly5FVFSUGR+BIAiCIAiTKC8vdwn9ffv2DXR1CEKS1NRUAMB3332HgQMHWs4yxHp7EJdJSEjAvHnzMHv2bN1ZcnNzc7F582Y88MADeOihh9C/f39kZ2ejadOmmDt3rux9s2fPRlpaGtq1a+dl7QmCIAiCMJPi4mIAQNu2bQNcE4JQhvVR1methGUF//DwcMTHxxu6d+vWrbDb7ejfv7/rWEREBPr164cjR46goKDA454DBw5g69atGDt2rOE6EwRBEAThG5gjL5n3EFaH9VErOp9bVvD3hhMnTiAlJcVje6V9+/YAgJMnT7odr62txQcffIC//e1vri0agiAIgiAIgqhP1EvBv6ioSHK3gB0rLCx0O75q1SoUFBRg1KhRup5TXl6u6cfhcBj/MARBEFameBZwLJX/TRAEQVgayzr3ekN1dTXCw8M9jkdERLjOMy5duoQFCxZg+PDhaNy4sa7naPU9GDFiBEaOHKmrbIIgCMtTPAs4PwFALVA4HYgfF+gaEYTlGThwoOo1jz/+ODp37owxY8Zg0qRJ6NWrl+scx3FYv349fvjhB5w6dQrV1dVo1qwZ/vKXv2Dw4MFITEyULPPs2bNYvnw59u3bh/Pnz6NJkya44YYbcN9997nJP8888wwOHDggWcZTTz2FW265RfG6mTNnolWrVgCA8+fPY8yYMR7XpKWl4dVXX3X9//DDDyM/P1/ymTNmzECHDh0AAK+99hpycnJQVFSEBg0aIDU1FcOGDUPXrl0l7wWAF198ETt27MDo0aMxZMgQ1/Hvv/8e27Ztw6lTp1BVVYXWrVvjnnvuwU033eR2f1lZGebMmYNt27ahqqoK7du3x9ixY4PW16ReCv4RERGSWnYm8LMFAADMnz8fDRs2REZGhu7nzJkzR5O3ttQihCAIIugpnA6gFkAYkDgp0LUhiKBgxowZbv8/9dRTyMjIwK233uo61rx5c1RWVnrcy3EcXn31Vfz444+47bbbcPfddyM6OhpnzpzB999/jz/++ANTpkyRfO6ePXtw8OBB9O/fH23atEF+fj4WLFiA/fv34+2333bJKo8++ijKy8vd7v3222+xbds2XHfddW7Hr776ajz00ENux5o1a+bx7AceeACdO3d2/R8dHe12fvLkyR5y29y5c3H27Fn8v//3/1zHHA4HBg8ejBYtWqC6uhpr1qzBCy+8gJdeekkyYuPPP/+MnJwcyfexZMkSdO3aFXfeeSeioqKwdetWZGdn44knnsBtt93mum7GjBk4duwYRo8ejSZNmuCbb77BlClT8PbbbyM5OVmybCtTLwX/hIQED3MeoM67mq2Gf//9d6xevRpjxoxBUVGR6zqHw4Ha2lqcP38eMTExiIuLk3xOTEyM5cI0EQRB+I3ESbzwnziJtP0EoRGmvRaSnJzscVxK8F+5ciU2b96MiRMnol+/fq7jnTt3xh133IFff/1V9rm33HIL0tPTYbPZXMdatGiBf//739i5c6drV6F169Ye97766qvo0qWLh2VEbGys5OcR06JFC8XrrrrqKrf/Kysrcfz4cfTt29fNmXvSJHcFww033IAxY8Zgw4YNHoK/w+HAhx9+iL///e946623PJ755ptvun2eLl264Pz581i2bJlL8D9y5Ah++eUXPPfcc+jevTsA/l2PHTsWy5Ytwz/+8Q/Vz2416qWNf5s2bZCXl+exYmWrvjZt2gDgbf2dTic+/PBDjBkzxvWTk5ODvLw8jBkzBosWLfJ7/QmCIIKC+HFAu1Mk9BOEn/j6669x1VVXuQn9jLCwMHTr1k323kaNGrkJ/UBd2Emh8lPM4cOHcf78ebcdCV/z008/obKyEr1791a8LiwsDA0bNpS08vjqq6/QsGFDN+29ECnz7quuusrtXZw4cQI2mw3XX3+961hUVBSuueYa7Ny5U9uHsRhBr/GvrKxEQUEBGjVq5GrEXr16YdmyZVi1apXLnsvhcGDt2rVIS0tzbc20bt0akydP9ihz/vz5qKiowNixY9G8eXP/fRiCIAiCIAgJ/vzzT/zxxx8YOnSoaWUeOnQIAFw2+VJs2rQJUVFRHrbvAHDw4EHcc889cDqdaN++PUaNGoVOnTp5XDdz5kz873//Q1xcHG688UY8+OCDstYU7JlNmzbF1Vdf7XGO4zg4nU6UlZVh7dq1+P333/HYY4+5XZOfn48vvvgC06ZN81jsKHHo0CG0bNnS9X91dTVsNptHCNnw8HDk5+ejqqoKkZGRmsu3ApYW/JcvX46ysjKX2c7OnTtdf2dkZCA2NhZHjx7F5MmT3Rxo09LS0KtXL8ybNw8XL15E8+bNsX79euTn52PixImu8hs3bowePXp4PPfbb78FAMlzBEEQBEFYnOJZ2s3QtF6rp0wfwOQfs+zKq6urMXv2bLRt29bDdp9RW1uLH3/8Ed27d0dUVJTbuU6dOqFv375o0aIFioqK8NVXX+G5557Dyy+/7DLrCQ8Px4ABA9C1a1fExsYiNzcXS5YswbFjx/Daa6+hQQNPMfTSpUvYs2cP7rrrLsk6/fDDD3j33XcB8L4C//73vz3MiD7++GP06NFDkxkSY+PGjTh8+LCbQrhFixZwOp04fvy4KyS80+nE0aNHwXEcysrKSPA3k2XLlrl5eW/fvh3bt28HAPTu3RuxsbGy92ZlZWH+/PnYsGEDSktLkZqaiqlTp0quRAmCIAiCqEcUTgdqTmuLNqX1Wj1l+hA9Gmwl3nvvPZw/fx4zZsyQLfPXX3/FxYsXJc187rvvPrf///KXv+Cxxx7DokWL8PzzzwPgfS7Hjx/vuqZz585o3bo1/vvf/2L79u24+eabPcr98ccfUVNTI2tadNNNN6Ft27a4dOkStm7dildeeQWTJ092mTnt3r0be/bswfvvv6/pPQB8fqeZM2fi9ttvd1P6dunSBc2bN8d7772HrKwsNG7cGF988QX++OMPAOa1hT+xtOD/ySefqF7TuXNnfPfddx7HIyIi8NBDD3l4m2vh5Zdf1nRdVlYW7HZ3N4n09HSkp6frfiZBEARBECYhdDw361o9ZfoAFpikoKDA67I+++wzbNq0CVOnTsWVV14pe92mTZsQFxenGC6TERUVhW7dumHbtm2K13Xr1g1RUVE4fvy4pOC/adMmpKamytarcePGLtPuG264ASUlJZgzZ45L8P/www+RkZGByMhIlJaWuu5zOBwoLS1Fw4YN3crLz8/H888/j/bt23uYDIWHh+Pf//43ZsyYgQkTJgAAUlNTkZmZieXLlyuaK1kVSwv+Vuf111+nqD4EQRAEYTXix2nXymu9Vk+ZPiApKQnNmzfH7t27cf/99xsu57vvvsPSpUvxxBNPKAr0VVVV2LFjB3r37i1pkuML8vPzcfjwYTzwwAOa72nXrh1++eUX1/95eXlYunQpli5d6nbd/PnzMX/+fHz55ZeusO4XL17E1KlT0aRJE0yePFnyc7Zr1w6zZs3CuXPnwHEcWrRogVmzZuGqq67y23sxk+CrMUEQBGEuAbZdJghCG4MGDcKsWbOwbt06j2g1TqcTv/76K2644QbZ+zdt2oSPPvoIDzzwAPr27av4rJ07d6KiokJzNJ/Kykrs2rUL7dq1U7xu165dqKysdIvPz9i8eTMAuJKEaeHQoUO44oorXP+/9NJLHtdMnjwZAwYMwM033+wS1isqKvD888+jpqYGL730kqIi12azoUWLFgD4xcKWLVs0J3G1GiT4EwRBhDoWsV0mCEKZO++8E4cOHcLbb7+Nw4cP48Ybb0RUVBTOnj2LVatWoWnTprKC//79+/Hmm2/i2muvRadOnXDkyBHXuaSkJCQlJbldv2nTJiQnJ+Oaa67xKOvgwYP46quv0KNHDzRt2hRFRUVYtmwZiouL3WLtf/LJJ7DZbEhLS0PDhg2Rm5uLpUuXol27dpJRgjZt2oSrr74aTZs29Ti3a9curF+/Hn/5y1+QnJyMkpISbNq0Cbt378ZTTz3luk6YKEzIFVdc4XbupZdewsmTJzFx4kTk5+e7+ZQKnYIXL16MFi1aoEmTJjh79qyr/nJhQq0OCf4EQRChToBtlwmC0IbNZsO//vUvdOnSBT/88AM2b94Mh8OBZs2aoXv37rKRcABe8K+pqcHevXuxd+9et3PCyIgAUFpail9++QWDBg2SdGCNj49HTU0N5s2bh5KSEkRGRuLqq6/GY4895op+A/BhQleuXInVq1ejqqoKiYmJ6NevH+677z6PEJm//fYbTp06hUcffVSy/ldccQUcDgc+/fRTXLp0CY0aNUJqaipeeuklWWFfiT179gAA3njjDY9zQt/R0tJSzJ49GxcuXEBCQgL69OmD4cOHe/h4Bgs2juO4QFci2CgvL8fw4cOxePFisvEnCIIgCD9w5swZvP7668jKylKMO08QgUatrwZSjgzO5QpBEARBEARBELogwZ8gCIIgCIIgQgCy8fcCiuNPEARBEARBBAsk+HsBxfEnCIIgCIIgggUy9SEIgiAIwvKwHfba2toA14QglGF91IqRf6xXI4IgCIIgCBHx8fEAgBMnTgS4JgShDOujrM9aCTL1IQiCIAjC8sTExOCmm25yxVhv27atRyx4gggktbW1OHHiBL777jvcdNNNljQHJ8GfIAiCIIigYOjQoQDcEywRhNW46aabXH3VapDgTxAEQRBEUGC32zF8+HAMHDgQxcXFcDqdga4SQbiw2+2Ij4+3pKafQYK/F1A4T4IgCILwPzExMZYWrgjCqpDg7wUUzpMgCIIgCIIIFiiqD0EQRH2heBZwLJX/TRAEQRAiSPAnCIKoLxROB2pO878JgiAIQgQJ/gRBEPWFxElAgyv53wRBEAQhgmz8CYIg6gvx4/gfgiAIgpCANP4EQRAEQRAEEQKQ4E8QBEHop3gWkJvI/5AzMUEQRFBApj5eQHH8CYKolxTP4h2EEyfxpkPi/wH+f2dR3d9kYkQQBGF5SPD3AorjTxBEvUAs2LPoQOcn8OeF0YKYgJ84CSiYUvc3QRAEYXksK/hXVFTgq6++Qm5uLnJzc1FaWorHH38ct99+u6b7HQ4HFixYgA0bNqC0tBSpqakYNWoUunTp4nbd6dOn8fnnn+PYsWMoLi5GZGQkWrdujSFDhqB79+6++GgEQRDWQizYJ066LPTX1i0I2G8GORITBEEEHZa18b906RIWLVqEM2fOoE2bNrrvf/PNN/H111/j1ltvxdixY2G32/HCCy/g4MGDbtcVFBSgoqICt912G/7xj3/g3nvvBQBMmzYNq1atMuWzEARBWBpxGND4cUCzd+uOxY8D2p0iQZ8gCCLIsazGPyEhAfPmzUN8fDyOHj2KrKwszffm5uZi8+bNGD16NIYMGQIA6Nu3LyZMmIC5c+dixowZrmu7deuGbt26ud2fnp6O//u//8PXX3+N/v37m/OBCEIOKftpgvAnUtp70ugTBEHUOyyr8Q8PD0d8fLyhe7du3Qq73e4mtEdERKBfv344cuQICgoKFO8PCwtDUlISysrKDD2fIHRB2VYJgiAIgvADlhX8veHEiRNISUnxcLxt3749AODkyZMe91RWVuLixYs4d+4cvv76a/zyyy+47rrr/FJfIsShbKuEVSieBRxLpfCcBEEQ9RTLmvp4Q1FRkeRuATtWWFjoce6TTz5x2fTb7Xb06NED48Ypb3OXl5drqk94eDjCw8M1XUuEIGRSQVgFqeg9WiBzNYIgiKCgXgr+1dXVkoJ2RESE67yYzMxM9OrVC0VFRdiyZQucTiccDofic0aPHq2pPiNGjMDIkSM1XUsQBBEwpKL3aBHqjS4YCIIgCL9SLwX/iIgISaGdCfxsASCkVatWaNWqFQDeEfi5557DtGnT8Nprr8Fms0k+Z86cOZri+JO2nyCIoEBq90lNqC+eBThLAHsCmasRBEFYnHpp45+QkIDi4mKP4+xYYmKiahm9evXC0aNHkZeXJ3tNTEyMph8S/AmCCFrUfFBYBl97HGn7CYIgLE69FPzbtGmDvLw8Dxv8nJwc13k12O6AVjt+gjAFcq4k/IHWfpY3kk/kFd1TXqgn53SCIIigIegF/8rKSpw5cwYXL150HevVqxecTqdbAi6Hw4G1a9ciLS0NycnJruMXLlzwKLOmpgbr169HRESEy/yHIPwChfYk/IHWflayBEDt5d8yUHIvgiACBSnLdGNpG//ly5ejrKzMFYVn586drr8zMjIQGxuLo0ePYvLkyW4OtGlpaejVqxfmzZuHixcvonnz5li/fj3y8/MxceJEt2e89957KC8vR6dOnZCQkIALFy5g48aNOHv2LB5++GFER0f790MToY2UcyVBmI2wnyk578YN44X+uGGBqSdBEIQSFFhAN5YW/JctW4b8/HzX/9u3b8f27dsBAL1790ZsbKzsvVlZWZg/fz42bNiA0tJSpKamYurUqejUqZPbdTfffDPWrFmDlStXoqSkBNHR0WjXrh0efPBB3Hjjjb75YAQhB4X2JPyBsJ8dS5WfOFMWAljofoxCdxIEYRVIWaYbG8dxXKArEWyUl5dj+PDhSElJgd3ubi2Vnp6O9PT0ANWMIAhCB8WzgIIp/N/J2doEebZQaHAlb+JDEARB6ILJkYsXL9YUHdJMLK3xtzqvv/663xuMIAjCNFhEngZXatfek4aNIAgiaAl6516CqHeQsxLhL4xE5GHOvAD1U4IgiCCDBH+CsBoU2YfwBj0LR28i8lA/JQiCCDpI8CcIq0Fx0Qlv8JdATv2UIAgi6CDBnyCsBsVFJ7xBTSA3YkomdQ/1U4IgiKCDBH+CIIj6hJpALrcjoLQgYPcUTPG8hnxSCIIIRkJ07CLBnyCCjRAdrAiTkNsRUDIRYvcAnteQrT9BEFZHat4M0bGLwnl6QVZWFsXxJ8xHLUESZSokvEEuSZxUmE7WF6N7As4SgKsE7Anu11B4T4IgrILc/Ck1b4bo2EUJvAwQyMQLRAgglyBJKIRVbKPMqYTvYX0RYQBq+WOUuIsgCKuiNn9aZN4MpBxJpj4EYTXUTDEqtpFTJeF7imfxWn57AhA3jP8t1vYTBEFYCbn5U+z7FMImsyT4E4QvMTK4yDlnUvhEwp+wrL72OCDmFv53crZ7vwzhyZMgCAsiJ+DnjXQfq0LUvh8wKPiXlpZqvvbo0aNGHkEQ9QMzBxcKn0j4AzZRRvesW2jK9eMQnjwJgggC2BhVssR9rAphRZohwX/ChAnYu3ev4jUcx2Hx4sX497//bahiBFEvCOHBhQhSpEzK5Pox9W+CIPyFcIdR624jG6PihrmPVSGsSDMk+BcXF2Pq1Kn45JNPUFNT43E+Pz8fzzzzDBYsWIDY2FivK0kQQYsZgwuZUxD+QmjXLxTm5foxOw5QHyUIwrcIdxgLptTlFlGCjVEpC+t2L0N8nDIk+L/00ktISkrCt99+i6ysLJw+fdp1bsOGDZg4cSIOHTqELl264J133jGtslYjKysL48ePd/tZsWJFoKtFBDtiQV/JnIIWBYQe1PqL0K5fz2KVTH4IgjAb8Xjl7Q6jcJwK4bnTcDjP8vJyzJw5E5s3b0Z4eDjuu+8+HD9+HFu2bEF4eDgefPBBDBw40Oz6WgIK50nIYiRkmPgeYTiyxEl1Go3YO4Cy1fzfzMlSLnQZQUih1F+KZ9X1NbETr5i8kbzNbNwwXpNmsVB5BEHUA9TGK2/mWrYICNDcGUg50us4/hs3bsTMmTNRVVUFAGjbti2ysrLQqlUrUypoRUjwJ2QxIoiL7xHG6y9ZAqCWP+cs4bWxAG+K0b6QBC5CXx8ongXkP8kn4oobzgvtDD1990gD8HH9w4AOnuaeBEEQXuPL+S3Ac2fQxvGvra3FqVOnUFVVBY7jwHEcampq4HQ6zaofQQQXRrYixfcwm8SKbXAJV+LynBf4gSuEHZSIyzDN1fkJddvWctvY8eMArgqA8/KiUoBU35UrJ24YABtgi/QMk0cQBGEGvpzfQnjuNCz45+Xl4V//+heWLVuGhIQEPPvss7jllltw+vRpZGVl4ZtvvjGzngQRHBgZTNTi9jd7lz+XnM1r+mEH4CR7aoIncRJcmXVZn1CyuY8bxl8fN8z9uFQ/lCqneBa/KLXHA1y5Z5g8giAIwrIYEvy///57PPHEEzh+/Dh69uyJd955B927d8e//vUvPPnkkwgPD8fs2bMxdepUFBUVmV1ngggNxIJY/DjevKfZe/wCwFlCWlaC7xfN3nXX1ivtPKUs5K+v2KY9FJ6wHLYYAKTD5BEEQRCWxZDg//7778Nut+OJJ57A008/jYYNG7rO3XrrrXj33XfRsWNH7NmzB//85z9NqyxBBB1mRQ4QlsMWAs4i9VBmRGggtUhU2nmSMg/SUi5QtxhIzq4LkxeiW+YEQXiBLyLriMvMG8n7JOWNNO8ZQY4hwb9Dhw5466230LdvX8nzSUlJyM7Oxt///ndUVFR4VUGCCGr0hDlUGgRZzOL8J/lruEr+OLP1Jwg9SJkHaSWEbWMJgjARs8MAF8/ilRnCkJ0lnwOodfdpCuFQnoDBqD5OpxN2u7Y1w8mTJ9GmTRvdFbMyzBs7JSXF4z2kp6cjPT09QDUjLIeeyAFKUVVyEy9H9Lls329PAJwX4Yr4Q6E8CSFa+p3UNcKIUhXbKFoUQRDmIR5ztM6PWkMNszkUYbw5o9AsMW5EXejh8xMQ6LkzqMN5hiIUzpPwCVJCF+B+TOocCWeEEG8mNuHEKb6fQscSBOENRvPOuMYlKN+rZWEhXhwEaCwjwV+CiooKfPXVV8jNzUVubi5KS0vx+OOP4/bbb9d0v8PhwIIFC7BhwwaUlpYiNTUVo0aNQpcuXdyuy83Nxfr167Fv3z7k5+cjLi4OaWlpuP/++5GSkiJZNgn+hE9hA5NQqy8epEgII+QQT2yAvjj/chp/ShZHEIQ36EkSqHQfYHz+s8jcGXSC/6BBg3RdbyS05/nz5zFmzBgkJyfjiiuuwP79+3UJ/jNmzMDWrVuRmZmJFi1aYN26dTh69Ciys7PRsWNH13Uvv/wyDh8+jF69eiE1NRUXLlzA8uXLUVlZiVdffRVXXnmlR9kk+BOKGDWzEJ4rmAI4iwEIvp5CgYuEMEIOpUzQ3mjvLTJhEgQRxJgxd4mz2wfhuBR0CbySkpIkfxITE2G3213JvNhxIyQkJGDevHmYPXs2Ro8ereve3NxcbN68GQ888AAeeugh9O/fH9nZ2WjatCnmzp3rdu3gwYPxySef4JFHHsEdd9yB4cOH45VXXkFtbS2++OILQ3UnQhwtDktK17gGLyb0hwMIA8KS6xyS5MI1hrjTUsgj1Ngz5zalkJx6nOrIqZcgCCWE84/cXGQkyaUYYRlmOwiHAA2M3PTJJ5/InnM6ndi3bx8+/PBDpKam4qmnnjJUsfDwcMTHxxu6d+vWrbDb7ejfv7/rWEREBPr164d58+ahoKAAycnJAICrr77a4/4WLVqgdevWOHPmjKHnEyGOUAPhzTUAADtgj+Mde6t+hSsKi5wAJhwESUALPVj7l5yFYl/R0v9Iw08QhB7EQriWucjIOBM/zjPRoJ6FRIiPbYYz98oWaLfj+uuvx9SpU/Hzzz8HRGt+4sQJpKSkeGyftG/fHgAfaUgJjuNw4cIFNGrUSPG68vJyTT8Oh8O7D0QEF1o0o3LXMC1J7B2Xs/a+x9s0ak2UZIY2hTCO2TsuxbP4iE65idrKZO2v1le09FHSpIUOtFNImIFw/pGbi8Q5RFioaqM5aYzsRLI6FEwJyX5vSOOvhSuuuAJpaWlYu3Ythg4d6qvHSFJUVCS5W8COFRYWKt6/ceNGFBYW4r777lO8TqsJ0ogRIzByJCWPIC6jpG1gA1IF3O0fxU69wuuF5Yg1IYR/MXvHpXD65TCuUC5T2KfM8PkonsVnhrYnSC8eQlxjVu+gnUJCD3Lff/H8I9WXEifVRR0LlFKB7XjWFgA1RcD5x/jjIdL3fSb4A0BkZCT+/PNPXz5CkurqaoSHh3scj4iIcJ2X48yZM5g1axY6dOggm6CMMWfOHE1OGVJ1IUIAucFRaZJVM8FQ2kolYSzwaDbh0lFe/pN8wrbonvLXCbVogPftzxYc9gTphSYJivULs/utXmjsCi68+f6z64X9jfklHUuVzitidr9gC5TcRIArB+AMqbHMdFMfRn5+Pg4cOIAmTZr46hGyRERESJrXMIGfLQDEFBcX47///S9iYmIwadIkhIWFKT4nJiZG0w8J/iGKnKmEN+Y4SlupZJoReMx2gI0fxzt1w8mH15TDSCZesXmH8H/Wt4C6PiXsX+K+R6YiwU2gHbdp7AoutMxhSmOCsL+xvyu2efYBvf1C7ziUnM0rN+R2NusphjT+69evlz1XUVGB33//HRs2bEBFRQXuvPNOw5UzSkJCgqQ5T3FxMQAgMTHR41xZWRmef/55lJWVYfr06ZLXEIQqQg2FnBZNyRxHTZOitJUaaK1dqOBP7aSayQ1DSoumhrivCe1e7XGeSeKEf0s515m540CEFjR2BRdaTErl5jJm189V8v/bongBPLonH5RAuLOpt1/o3YkIUdNYQ4L/m2++CZvNJnuepQbo06ePqp28L2jTpg327duH8vJyN1OcnJwc13kh1dXVmDZtGvLy8vDiiy+idevWfq0vUY+QEp60RjQAtAl5coToIOZ3/GnmwkxuGlyp/iyh8C/8X47ESZfzRZTUafkLp/P/s88n1gLLlSm226V+aH3kFrCBMLuhsav+ISW0C7OKM7jyuvkSte47m3r6hZSSRK0vh6iJmSHB/95775UV/Bs0aID4+Hh06tQJV1xxhVeV00JlZSUKCgrQqFEjNG7cGADQq1cvLFu2DKtWrcKQIUMA8Jl8165di7S0NFcoTwCora3F//73Pxw5cgTPPvssOnTo4PM6E/UYKeFJT+QUrUIeETj8qZ30pcZLqOUXCvnixagQJac+9nzS2gYHcn2F/DcIM5BSRBROBy/02wBbNMBVAOAA5wU+kl0F+PFDPAZpEc4LptT5JQmfzRRxUhmDQ7SvGxL8/RWhZvny5SgrK3OZ7ezcudP1d0ZGBmJjY3H06FFMnjzZLXJOWloaevXqhXnz5uHixYto3rw51q9fj/z8fEycONHtGbNnz8aOHTvQvXt3lJSUYMOGDW7n+/Tp44dPStQbmIZCmEhJ7LAkRCzYsb/VMvsKz4Wo1iJgeKOd1NtWWp8l7G9s8tSC1MLCqCkaaW2DC7lFJZndEGYhHi+YOU/cMCBlofsOQMU2z8z0UkEstCLcAQCko6OFaF/3aVQfb1m2bBny8/Nd/2/fvh3bt28HAPTu3RuxsbGy92ZlZWH+/PnYsGEDSktLkZqaiqlTp6JTp05u1504cQIAv6jYuXOnRzkk+BOGYEKQcADTY7OvdJ/Ynlqo1XAJf9toIWBFvNUwqUWKEoeBVbtXSlhXWlgqTZS0AA0u5BZqgV7AUT+qP4jHi4ptcDPnkdsplFOIKZGc7XkP20FnZo2sbIZe88h6go1jBvmEZsrLyzF8+HCkpKTAbncPjJSeno709PQA1YwIGEr2slJbjEbLY+eYlkSYttxZclmrEVZ3zoyY7oR5eCvUsAWhuG21lMvuRRjQ7F3169gz5J6ptW6E9bGSsE39KPgx4j8idy5vJFCypG6XwNs6iAlQf2Ny5OLFizWFhTcTTYL/lCkGM6pdJjs726v7rUYgG4ywKEqDh9aBRWqg0joYChcYsXeQxr++4o2AJl4wat0Z0GpaZiXhkdCHlYRt6kfBgdI4IDXOSM1Zwvvl+uCRBnxZCAM61Pjvc/iYQMqRmkx99u/fb/gBStF/CKLeoGQCocWOUDhYMjMQ4TFmxsMGJ/GWqXBbU49WhLA+4l0jo4KZVgdcoZ8K808RPlPskC4X4pMIHqxk60z9KDhQcg5nUXuEoTlLFgNwXv69sM4Zt2AKf79cH4wbVrdg0IoeYT4E+5smjb/Qzt4ITZs29ep+q0Eaf0IRIxrR3MTLZjp2oNl77hoQhAH2xnWCfbtT5OAbSrj6AYyZ+Hj7XKVnssnfCppigiD8h16Nf04sH7rTFgOkldXNefYEoL1n3iVDz2ZYaQdLBstr/Oub4E4QPsWbMHn2JvIRB4R/SzkFk8BfP5FzTAN8E45OLUKQuK9ZRVNMBA+kqAh+lJzDAfeodtE9+URdLFkXwJuklizhf+tFbdyTSgZGuLCrX0IQhC7k0pkLj4tTiydn8+eSBf4w8eM805rTJBl6xI/jNWLtCz3bX66vaUUqxb0rQtA29T5H/TLwSLWh1RGbixH1CzYuVGzj27lkyWXtflzdWCE2V9WD2rjnTdkhgCbB/6233sKaNWt8XReCCG7YBAxIC0NsMAT4rVAWgpPdwzT8ahN4ME70hG8QCt5G+oWUACY3qeaNBI7Y+S176nvWwepCtFS/9HbBSlgXYXuzdo4b5tneWvqAsCz2d95I9d2ixEm8CRHLSk64oUnwX7duHQ4dOiR5btCgQXj77bdNrRRBBCVaJ2CX81MY/z+7R+5+8cSp5Tm0OKjfKGnq2eKRTZJK/UBq8hVr8VlZJYsBcLydrlWFzFDE6kK01HhFO0X1F7EZTrtTfMAJcXtr6QPCstjfJUvk58ncRP4H4HcXnEV14yE7R3Oi96Y+HMchVFMBZGVlYfz48W4/K1asCHS1iEAhNwGLBx12XbN3L9s3hvG2iHL3iydOpYmeCWkFU6ytBSS0IRbg2e/8J+t2jBjRPeHqS65JcpHndUL0TL62KAA2AOGkSbMSVheirb4wIczFzPYWlsX+juwC1zgnhEW2Y8I+uz66J7/DLjwX4ooxS2futTqvv/46RfUh6hA6O4kjnwjThQsnaab9r9gGxNwiXa7YyVfJkZcJafYEmmzrAy4B/iyA2rrfUjqbstX8ubLVdVksawt4DT1g3KGSOco1HMRr7tSyUROEEAo8UL8RjytG2ltubJIKYnEsFZL2+3JBENi4CBtgj69bCAhDZ4cY5NxLEN6iZnYR3ROAjQ9jxqIcMJtFZwkvpAtDI4q19Fo1esWzeEEPdn4nwcpaQEIZ1qeie7rbyLp+D/d0Bmc4L/C/250Cmr5Wd51RW3CxoxxpcAmCYLBxJf9JPtlW3kj+uFZzQ2EZbGwSz6lSfgNS0caEQRBYmQA/x9rj+XGQjWds1yAETYBI8CcIb1FzkKzYBoADwpLrohwwm0VhpANvBarC6Ze1u07+OSG+nRm0sDjYwsg6zEZW/Fu4sEvOBu834qzri8JFo3DrW0+/EPdLuYUo9bf6AbUjoQWxcoKrBL8ruYQ/r2aTL0Q8xkglCWQmi3K5A+QcyJlyhCULE5raVmxzNwEKEUjwJwhvUXOQlLJTTJzkbpMtvkcvbPfAFqO+g0BYD+HEJXT+1rMIjB/HT2Zyi0dxiD2xhk6pXLV+KVysUH8LDuQEfF+MG0YXE7QIsS7isL9xwwGE8buSwt1sqYg+DLlIeOKoPGzeBKT7ph4HcvHcbE+omzNDBE2ZezMzMxEVFYVGjRp5nCsoKEBkZKTkOQCw2Wz46KOPvK+phaDMvYQpaMkuqGaXzc47S9wz+2q5l7AOwr4g9OkQa7WYDWtytr42FfYF4PJEeQaAE0AY0KHGnPozO1q99SO8R+r7rje7qtI93mA0k2oQZGANWZSyx2vJ6K3UBwHPtlca/7TOkxaaCwMpR2rW+FdWViI/P9/jh+M42XPshyDqDVIaKKNaKS2xhtW0b0I7RnFyMIDs/IMF4U6QnKZKHLVCD1Ih9oQaOrPqb48PuW1zyyA1VsiNH65dJZvn+CPMN2KWtt2oGSP5k1gPuflF2Nek2k0qLLXSzqZ4fhSbxgrLFS9AxP3W6pGv/Iwmjb+3wnvTpk29ut9qsJVaSkoK7Hb3tVN6ejrS09MDVDPC50hpoNgxewI/KAm1qmJtSHRPfmuUHVfTaBnRZJCWrH5ilsbfl5OfBTVrIUPeSN6eOm4Y7wMCKGv85XYKGbmJlwWtBN5hUgvU/vUbb3aKpDT4Sn1TvHMg3gmV68NS87EF+2IgNf6aBH/CHTL1CWGUttOFAxDgPsi5TCHC4NJyNHuXv05qQWB2HQlP6ut70mPyQdQfjCz4lfqFlOCvV7gj6hfCeazZu54mPnJji5rSQqgYK1kC18KC/S9czHrURWReGCTmr0Fh6kMQBKS3DNmx5GxpJ17APXU5E/6FZhfCaD9akTMxom1NbQTC+dkfzop6TD7k6qZWT8qEaT2EY47WfiaXpbl4Vt14JgwZq9aPyDSnfiOMiCM28Tn/qHygALGZjnisYYEBmNAP1CnDWG4Sqag9CAPAuZv/SM3Hwnqw6EAh7DROgj9BeIuUzaN4QhWmLhdHXhHH8xeWqSX28fkJITuAeUUghBQzFhtqfiZSYTvFn1Ut94QW35IQDIMXcJTGBeGYoxYXXQ4pXxChAkHtO0NKh/qNXJ9gsFCeYpTCdQpt/V2KMdTtgAt30Aum1CkcAG1RzKT6LysvRMcuEvwJwlv0CnPiAUnKaUlLmS6NR23IDmBe4WshRSm2tDeLDTWNvtQuklSfU8o9oVbPEA2DF3C0jjVqcdHlFgIk2BN6iR8HRHbj/26Qom0XWmqsafZunWKMOfUC7tp7wF3hoCe5pVA5J7UbEEKQ4E8Q3iI3WWoxlxAmQBHer0VAZHHb5SIDUQzswMDee8EU7bGl9SDVN6TMPKT6lVIZwrqp1VOcJVP4uam/+Q6tC0cpQcsWw4dwzRspv4Bgsc0Lp2trR1+0OfWj4KO2gP9dk+fZr9Si7Ej1OefFOuFeaJefnC2tcFDrM+L+HuILWHLuNQA59xKKsOgatkg+k66co5sZjnDFs4Dz48HbOYqib5CjXWAwGlVCLvKT3HVWc7Ck/mY+ZjojHmkAt8AC4rwOWiONCTHa5kqfi/pR8KE0dmlxCBa2OeB+PRPaxeOpnEOwUnQ8Yf2AgDr6knMvQdQn2CDEVaibS6hp77RoMiCzdidHu8DA3ntytrJWSSqutZYU92wngUXJkHu+HidPM6D+Zj5mOqAz++m4Ycr+AHra0WibK30u6kfBg9iEJmWhjA+AyCRVqc8JA2EwYV3KLl84XqplOhebP56fIL0jGyKQxt8AFMef8ECowSjfLB1PW0s4M7H2QUucf6Ox3QlzMKqVlYtrrabx1xpfXRhz2+IxrQkZ/BF+MBAhDi0UVtFnhMJn1Lo7I5VkS+3dqMX91zpeiuthkTExoJYjHKGbsrIyLiMjgysrKwt0VQhfUvQ+xx29kv+txtErOe4wOO5IDMcdDuO4syOkzx9GXZnCstn5o1carwMRGOTaTg2jbSu+T66cnITLfc5e97dUHYve58/nJFA/CxXU+h6NO95jdFzwF2a0sVIZ7NzZEeaMc2aUXfT+5TnaznEnugW0jwdSjtSk8V+/fr1Xi4u+ffvqvqeiogJfffUVcnNzkZubi9LSUjz++OO4/fbbNd3vcDiwYMECbNiwAaWlpUhNTcWoUaPQpUsXr59DNv4hgh5bU6Z9qDkDwAlJO1qhZl6YkVApiyFhfbS2na/aWK6fCncGWJ9TsqkGyK46VJCyu5Y67w+tqNL3QngOCK4x0upjui99KYSadYaZzxEnxJTLIizeDRCOdXL3+olAypENtFz05ptvwmaz6S6c4zjYbDZDgv+lS5ewaNEiJCcno02bNti/f7+u+998801s3boVmZmZaNGiBdatW4cXXngB2dnZ6Nixo2nPIeox0T2BkrNAWDI/YCgN4Cw6AXPsZfaJzIYwcZLnBCqc0Nj93kAZW62NOOSmNwjblUXEENu3MmE/uqdyH0icVLcoJbvq0CBxUp1gJtUfWZ9ylpjXZwHp8UjueyEUHpkdtpl18TVmjOm+RG7cMANXbH6Ggv29EDmBXdxvWN3FzrrC59ecBkpO1/3P7mNjXewd0veGAJo0/gsXLvQQ/M+dO4eNGzciMjISXbp0QdOmTQEA+fn52LNnDyorK9G7d280b94cI0aM0F0xh8OB0tJSxMfH4+jRo8jKytKs8c/NzcWTTz6J0aNHY8iQIQCA6upqTJgwAY0bN8aMGTO8eg5p/EMENa2CGsLBSqzhN4KRaC7+1NyFKkbtXP3xTL3XEsGBlr6kdo3WMsz0IZLqi0JlCfOJEl7LdiUAUmIECr19hQnV0T35rLuAtv7DdilhB+Cs6ydyY5jSQsG14yCzqxVgLB/VZ+TIkRgxYoTr59Zbb8XOnTvRu3dvzJ49G5MnT8aYMWMwZswYTJ48GbNnz0afPn2wa9cu3HLLLYYqFh4ejvj4eEP3bt26FXa7Hf3793cdi4iIQL9+/XDkyBEUFBSY8hyiHiPMphs3zFiUCRZJAPDMzGsEtQgfSrHcgZCNYOBzlKLoCP8Xx46Wi7ijJf+Dnv6kNUoKxU8PHtTGAib4KF2jFMu8eBYvhOU/CTgvmJehWdwXi2fVRWWp2OZ+bXRPuEUhCvHY6z5Fbxx8qftYIkpnEd+miZOAmFvcY/KrPZ+r5P+3Rbn3E7kxzKXZX+we6UyY48beWN9nDQEMhfP89NNP0bBhQzz++OOIi4vzON+wYUNMnDgRsbGx+PTTT72upF5OnDiBlJQUj1VU+/btAQAnT5405Tnl5eWafhwOhynPCzmUhChfP/f8hLpsulIhyrSWk5sInH/MMzOv0j1yn1FNgBNugbJQZWwADvFMhZqRev9q/U4pNKKSgCZ3Tk2oYxOslv4krp8SZoaOJHyL2ljgMrUQmVhoHUNZH+PK4fJZMmPskMogLReKsWIbXAsCEtZ8ix6lEiCdpDBxEi9oww6XeZZS+0o93xbFl2GLct9dkBvDWL1sUfz/XKW7osUe57nooHHOmOC/f/9+pKWlISwsTPaasLAwpKWl4cCBA4YrZ5SioiJJLT47VlioEAJPB6NHj8bw4cNVf5YuXWrK80IOPUKU2c/VMlhpKcdZBLeJU02wVPqMcoOf1P0A3GInk7ZMG1LvX0+/E0+QSgKa3Dk1oc7bOOdyQhTFTw8e1L7PrC3FJg7iHBBKfcGewGf7tSdIm0p4I4yLdySlyhf2R7XcFYR3aFEqiRdswoAATEhvXwg0e88zJr+wfaX6DbsuObtOWC+Yot6/WL2avla3AFDLSUHjnLFwnnfffTf3zDPPqF43efJk7p577jHyCDdyc3O5jIwMbs2aNZquHzNmDPef//zH4/i5c+e4jIwM7uuvv/bqOSwMU0FBAVdWVqb6U11dranehAitYQu9LVfvea3lSoVJZGEVcxLq7hOGfdPzbHatMFSj8H4KyacfqXem9T0Gy/v2ZZjBYHkHoYSwTcTjjzd9wRWiOEx/e+t9rtS4SQQOb77nam0vNa/5o15+JpDhPA1p/FNTU3Hw4EHs2bNH9pq9e/fiwIEDSE1NNbgkMU5ERISkeU11dbXrvBnExMRo+gkPDzfleSGHWMtgltZaSoOrZIvtTbn2OHmnJrHWi2lNtD5bTutCmn3jSL0/X5rKBMKEwZcaL9pGNw+tfUPNJJJpy/Of5P9n4V0B7/pCdM/Lf9TyppF5I7X3Zb3PZaaKrN5EYPFmnlFqe6ETsRbzVGFfpwh2mjEk+A8dOhQcx+G///0v3nrrLezevRtnzpzBmTNnsHv3brz99tt44YUXAAD33HOPqRXWQkJCAoqLiz2Os2OJiYn+rhJhJaQGHqMCi3DgEZcrVaZwAmPnK7YZG0SF26NS95MQ5nuU2l8L4jYyIuzpXTz4cnFI2+jmofX7q2QSWTwLcF6eC7lKT98Qb/qCmzNuLe9PpHW8ET5Xyck9N5H/AUihYRW8VVYo9TlxaFe1NhdeT/OdZgwJ/jfeeCMeffRR2Gw2V3z8CRMmYMKECXjhhRewdu1a2Gw2/OMf/8CNN95odp1VadOmDfLy8lBeXu52PCcnx3WeCGGkBhSjAovcQCUXeUV4jbdCktTnUBJEyUHOfPROVGJYG0X39HSW0/pcmvDqJ1rHByW/ksLpADjw0XGGm7soY8+JG3H59zBt4434uJKTO4sSQ33b/8j5o7FoUXp3eeTKFKJ3ThReT0oHzRgS/AFgwIABeP/99zF8+HB06tQJLVq0QIsWLdCpUycMHz4cM2fORHp6upl1laSyshJnzpzBxYsXXcd69eoFp9OJVatWuY45HA6sXbsWaWlpSE5O9nm9iCDDqOZLKcyYWuQVX2helQRRKzvIBeuixKzFW8U2T7Mtrc8NxIQn1160CDEPYZQuLQ6OQi2+MMERC2kYc4ty+E693z/23JjLIbvF5WuNWqXk5G5P8D4MMmEMuUAHrsRcOnd55MoUondOFF6v9ftCaEvgFSiWL1+OsrIyFBYW4vvvv0ePHj1w1VVXAQAyMjIQGxuL/fv3Y/LkyRgxYgRGjhzpunf69On46aefMGjQIDRv3hzr169Hbm4uXnzxRXTq1En3c4RQAi9CFW/sDX11L0uOYk/goy9YiVBIMiVsG8C9nQJtn6r3+WoJdcjO1hy0fC+k3rnwPkC9DG++f0p9QSr5l9ZkUNSPAotUGwgTZpWt5ne1UQPYovnIOmrtKU60ZTZBNI9YPoFXoFi2bBnmz5+P77//HgCwfft2zJ8/H/Pnz0dpaanivVlZWcjMzMSGDRvw4YcfoqamBlOnTvUQ+r19DhHE+DJPgDfafG+0pkrPtbKDXChs0yqZ52hN7sUQ2j+b0V/19jm59iLncnPR8r2QajulHaG8kcCRBvxvPc/RW0e5OOpaEPspBONuYLCjFOggZSHftnAA4Ph8D0pt7K0/m1bEppPUZyTxSuP/22+/YfXq1Th69CguXbqEG2+8EaNHjwYAHD58GEePHkWfPn0kk3wFM2yllpKSArvdfe2Unp7uFxMnwgTE2gGraAtI2xU4fPnu5TT+7G+hNoxNlKwvirWn4ohO3vZX6nPBi1S/UtKsHmkAV56SDjXanyGlvRc/XyrWv9JuhFS/LZ7FRyDiKnm/BGYGZ0/ghU3qo4FB3JasT3CVfPx8plCS6gv+3uWxylyuQEAtR4zGAV22bBk3ePBgbuDAgdzAgQO5zMxM7s0333SdP3ToEJeZmcmtXLnS25CjliOQ8VcJExHH/D07go9JfXaE/DVqx4ngxpcx7tWeeThMPp+D6xq4x2QX5ojgOOqXoY6WvqRlnFPrf8L7hM+SK0+I1PMlP4Oo/vU8rrtlkHtncnkbhNebkRfCjLE3CNo96OL479q1C7Nnz0ZSUhKeeeYZfPbZZ+BEGwdXX301GjVqhB07dpiyQCEITejZFhZvZQpTxDO0OqipPduf29VW3xq3Qv20Zq/1R11d0VEEUVHEfVPs6MiyZLYvdNeOkXNtcOPtGCLVl8R9ImUhr+lPWVh3n1JIUFYuy+TrLKmL5lIwBZJZzpX6odQ4K/4MYLlvOH1x3cWE6vfBm3FL7p0J8zaIHX7Z9b4wGZNC7fORyaEihgT/r7/+GlFRUZg2bRp69OiBxo0bS17Xtm1b5OXleVVBwkusIGT5E28Gej3pvfXmAmDnzk/wfVtYfbKzQv3k6iCXmt6XdRXazcpNVnKCvphQ8JWoz2gZQ7T0RRZhB5AOKyxGLiQos5UG+L4Xlszb7LNoLgB/XbN3tYdHju4JIEwgSEpxOQFnzW/mhMsNte+D0XFLLgw1IFiohcnPkd4I3Gr3CmUZK8whQYwhwf/48eNIS0vDFVdcoXhdo0aNJBNpEX4k1L4g3gz0erK2SoUOU3p24iQAYfDQlvgCq8fv19tGvqi/3hjpZjuLeZOAS6oMhp7Jk/APet652hgiPqcWE19LWGFAOiSoMMysOPRmZBcAYUDsHfLjo1w/VNP4u42P4RTO0whaxzfxOHR+gnx/YQu2uGHuidfY83wdRtOsnQXCmODvcDgQHR2tet2FCxcQFhZm5BGEWYTaF0SPxsHbyChqkVnE9Wr2rn/aIhBaaz3o1Qr5ov5a6yAnAMmhVcgT5lQw+vmM7CJZrS/UF5TaXcs7FwpRSmMI0+LLaT7F2nRmouMsMTbGCecPofNlbQFcwrvexaTanMTO2xMAONQXLUqEan/XOr6JI41JmW0xxAs2pShlQrT0Dz1mbGo7C6TcUMWQ4N+sWTOcPHlS8RqHw4FTp06hRYsWhipGmATZusnDtGFS4eb0DkRaUMu06yu8nfwDgfC9WGHxqqUOwqyWegQNo5/PyC6S1G6QmWFBQxUm+BRM8fw+y5m26DFdkLtW3J5i4UwYUtOImaFwzJJ7rl7hmu2WFkyR7nfsmUZs+sVYYeywMlJhX+OGSWvv5czBxCFj1XahpNByjdTC12hZoY4Rj+C5c+dymZmZ3LJly1zHBg4c6BbVZ9GiRVxmZia3ZMkSbx2QLQdF9aknnB3BcYdtHHckRj6CgdYIA0ajCJgRyUDq2XJROfwZrcYb/F1fM6JASEW98HVUKG/LEUZQyUnwri6hjFLkGbm+LDyu1o7Ca+Wi4ogjPbHrTnSri7wjjshi5DMWva/tbyXkogQRgcfbsVd8v5Y+obXfSEWRUotIZVGCLqrP3XffjYSEBMyZMwevvPIKNm/eDIA37dm+fTtef/11LFy4EM2aNavXMe2zsrIwfvx4t58VK1YEulr1D19pxSu2AeB4hzXxjoheTZFRLYMZGimpZ0tF5QgmzZe/66u3/aT6JKuz0NFRqxOx2jO8/Q4oRTGCTf06QhklLbWcn4gep0jhtUyrX7KoTmMutM92XuTvKVnCX1f1K98n5XaHxG0u1wfktP9yx5UQR6mSq4tSfQjf4O3YK75fy1inxzRJbI6kx+SW4DG6Yjh79iw3YcIEVwx/9pv9PX78eC4vL8/MRYplII2/HxGv8M1YzbMyzo4wTzPgizKlypcqV4vGP5TxVuMkdU6rVkyPJkustRL2ey1aY6VylWKgmxWHO9TRo7XXW65Qky/sG+L+4foJ47ijrfm/T3RTrp+4Xlr6lDiHhJbxT8t3QerZcvHjCfPQM18Ecm6pR3NdIOVIrzL3Op1O7Ny5E7/++ivy8/PhdDqRlJSE66+/Hj179qy3jr0BzbgWarAMfAjjtVZsdS+0L9Wb6U+Y1Y+VoZTpUglxtkEtGQONZCg0momQMrLWvTu1zJ9y70rq3evNVqq1juIs0rAB9ng+eopU/1R7ltbPrrU86k/yqL1ro+/O1Rcgn8kZqBvHmKafafjVxiJWDutjbCyUGxOlvg9y45PwMwvHbj1jY/Es4PxjAJz8u21fqO29EdrRkk2Z9ROA31mycFbcYCAoM/eGMqTx9wNyGiQztJNSZUhln1S6j2HEntFIvb31IfCntsxqGhitmT/l2kWvDbMZ7etNtlKlcr2FdgTk0dtmatpL4RgolaVZjhPdLj+/tb6+Kh4rtHwflI6Jy9d6n9Qx9k7JD8V8pHZwhOeEfdr1Y5fPvExoIpBypCHBf//+/dzBgwdVrzt79iy3f/9+I4+wNCT4i/CFoGeWEKaEcMBjDnBKg5lUnYxskfrCHEiuHkKzgJwE/wjkVhUO1ZzAzBLqzfw++HoRpbd8qy3qrIjWdyQlzEoJ4sLvrZxjrxCxI6+WxYWHCVGY9DjlbX8R/6/2Dow+l9CO0pgm7IM5CbzAT07ZphB0gj+z5582bRpXUVEhe90bb7zBZWZmGq6cVSHBX4QvtDFa7VG9QWqS1SLQGZ0QfSkQK5VtlvZYK8EySftr58WMBaqv3qcZfTJY2ttqSI2bQmUEG2dc2tYwgeAVJl+ucHGgZDMvN1Yo+VRJLUbk0LJDKvcOqD/5Br028uLdAKXdAUIXQRfVBwBsNht27tyJp556Cvn5+WZaHxHBCldpXvQFOc98PREH1KJByMUhVqNstXoUHbXnmY1S2WbGxdaCN1EV/BnBQ0smVDFGEseI+wa7Lm+kts/qbVxqpc/kq6hShDrs+8hs9AH3uPsV2+q+t8xe3xbF/x3ZRb5NUxYCHWr431LtqzZWCBMNykUHA9TbXJikjiHOaRB7B1wZgIV1oKgsvkEq34Ta+3YW8/2xYAp/TftC/ofaJ2gxLPjfeuutGDhwIE6fPo0nn3wSBw4cMLNeQQGF87wMm8BsUfJJbMxCz6QgJ5AwQah8s2e5gHxCI1Ye4JkQS4sA5csJzcyQaYHEDCFSTXhXypLqzfPl7hX3DXZdyRLtoQ9ZOEgjybaUPpMZfSLYQsVaBfG7Z8nUagvcw1wKhfGmr/FCfW2BZ5tK9XuppEdSzxXeJzwvF5rRqBJBnGBM/D9hLuK21bNwAy6fF8V/ofCqwY+RbQJhsq5Vq1ZxgwcP5gYPHsx9//33bteRqU+I4W+TEq31kTMXknLodZ1T8S9Qc1oLJGb6QfgbtW1nLZ9FzXxF7MSo5Rlanq21fkZNxpT6ptbn0TZ94FEdlzSEXZWynVcKUKDFjtvoeK3nO2PEr4YwjhZfOTHifnYkxt2Z16o+XEFGUJr6MO644w68+OKLiI2Nxfvvv48PPvgATqfTjDUJYSW0rPJ9bVKiV9OgZi4UN8xTcx/dE4ANsMV4ph+X0oRF9wTOj/fc0g4kQg2vr80wzNb+KGmgtXyW4ll8e4oTAwlJnATZZEZyz9eTUl5Ne86uS1mob8dBLumRGux5FdsuJ3gqIrOcQKK0M6TUvnJJs9g5cWIjcdlyY7LSOSmzNPF3ntXr/ATp3Qa574MwdCegz/yN0IacOaNSWFlxP7NFAXDyJq5yZRJBhdeCPwB07NgRr7/+Olq3bo2VK1fiP//5D0pLS80omrAKegRIo+YDakKklM2oEYSCF7OnZZ9LnM1XyiZSWAa73kpI+S6Is4aahT/tu7VMOIXT+fa0x8n3P7EdsxbEtslmICVUqdlfe2Nfa3ThQHiPsK2lFqZMGEvOlm9fcR9kpkG5ifwxcdZoIUrmPVLmQAyXWdriy8L9Y3XjsNDuX24hLUZOKaFk/qbXJ4aoQ2ouVhuz1cZZK5iMkrmRV5gi+ANA06ZNMWPGDNx4443Yu3cvsrKy8Mcff5hVPMEIVIfXInR5W7dAOAmKP5fc/4C6lk7opBdIpAZmKYdkM/Cn9kfLhCOsj1x/NJJISYstst7+zwQoJlRJaXLNhBzzpPHHmCpsa6mFqZaxT9wH2SLXWQSUfqOvPlLPkzrGvk+2qMsHLu/mi+3+tSyk80YCNb/V7aZKKSjihnmWo9cnhlBGr2Av5YQeaCiggFeYJvgDQFRUFCZPnoxhw4bhjz/+wOHDh80sngD81+GFk6FcNkU57ZDRuqlpVbUOQEoTuVBLJqXtAuoGPeHnljNfsqowxT7n+cf4NuEqYbrG2ooIJy25/qh350iL+RAgb/Kghi2Kts4DiT+FCKm2FvcvufFLSinBpnCuUt9n0Brth5k12qJ4gd2e4B6BR3ideMEq/hwlSwBwAFfFXye8R8n8TWlR4C+CScOstkOiNzIZ6wOF063z+cncyDuMOAa88cYb3A8//KB4zebNm7kxY8ZwDz/8sCHnAysTUOdefzlDqcW4l0uykpPAOwMZcSDUk7hFixOklEOTK0GNKNsui4/N4kmfHaHd0c6KCB0FD4dddtDyQeZLNUcvvU6xRp1o9cSn1pN3Qs1pUi4Bkprjm5F42Fbvc8GK2e9Vqj8rJe0Tf4f0fKe0lO8t4tj9UsEbpN6h+HumlnzMyv07mBxalYJXcJzye5YbG4Pp8wcJQZfAK9QJiag+asKYlsgUeoVMLQlf1I5rqpvNfXEiVWfhAkEqAoXVB0JxIqDDNt8I/mqTtZb3pLbIlLtemERIT3voETCUIgCJ6y5VtpyAb6T/qD2LsAZa+rNahB5vv1N6UFuEsvow5cFhm7b+rDexoxXHVH8srMxGrc5K79nVxuHu92rJGE3oggT/IIM12COPPMI9+uijbj/Lly8PdPUCg3CwURMyvQn/pnZcSx3FgqLUxCc10AkFTm/DIvpTaFMTXn2JFs22UY2/MKOpryZmtfponWTVNKRGdjqsKCgFM2Z9J7UI9UKh2JtxTO93Rwq5PirG9X3TqEXWUx8jO2D+QM/uixn4Y17QovEXZogOBkVXEGJ5wX///v3c/v37uaqqKrf/tf7UN0JC468XsSBtRGOlVUDVO8koXa8nlrp40vZmEPTnQBpozbAWracRit733M725WdVKlvpM2oRaKTu17roUPuset9JoPtLoDDrO6mlnzCBX2yCp/fd690tk6uvFo2/VB4IubFVrxBvVcFS61xmhjJIWJ7W92D2YpXNh0zxpaZYCdWxwgQCKUfaOI5TjUWYmZkJm82GmTNnIiUlxfW/Vr75RmfEAQAVFRX46quvkJubi9zcXJSWluLxxx/H7bffrul+h8OBBQsWYMOGDSgtLUVqaipGjRqFLl26eHUtAJSXl2P48OFYvHgxYmJidH+2oEYuIoqeSCnFs+ocK5Oz3R2Gzz8GwFkXJUeqzGOplzPohvEOX2WrAecF/r4GV9Y564qv13pOeIw5NYkdm/VGhZF6B96WYVXEn03usyq1i1Q5as8CeMda1MqX6Q1K9c0byTsvxg3jHRT1IvVZcxMvR4BJ4J3HfVFvM66vLxj9Torvc41PAOJGuPcH8bXiNtbznQDcx1FA3/dF62cU14mVEd3zssOu6PvGPhOgvQ/JzQlm4MuxlpXtLNH/mZXK01pXuf5iRjnFs9THU1+MFfV5bhQQSDlSU1SfPn36oE+fPq7Ksf+1/hjh0qVLWLRoEc6cOYM2bdrovv/NN9/E119/jVtvvRVjx46F3W7HCy+8gIMHD3p1bcgjFwFDTxjC+HF18fOF8fFdyULAR6lQSnTD4kaXLLk84DrhlrxGGJ1AT/IacYQNqTp4G3IxGAY2o1Es2GQhfGdqidTkIjPoTZqllsTIW5Tq6224T6VY6t6iNwJGqEbMMPq9FvdTYeSskiXKz2DRwmLv4NudxeOP7gnkxAJHwvhFpdSzhDkr2DnhYluqHxnJhSLuD8LwmuLvW/Gsy0oYALBr70PCOcHs6Eq+jNokTFppRo4MvX1QLnyx2mcWR/4JS4Yr6hs7B/CKDKVocL4YKyhUp+/x+x6DRqqrq7mioiKO4zguNzeXy8jI4NasWaPp3pycHC4jI4P78ssvXceqqqq4sWPHcv/6178MX8sIClMfX9ir+qJcoZ022yJmNoZK24tCx1Wp7Wet0VXEn0m81SreAj3RzXsnJ6tuawsxWkczzbWsZCNshtmN2MxDzWSIttGDAznfi8NQj2DDxi9mU82+b8IyWDli00SlcUvu+6vmcKvH10Q8PgvHXfH3X2u5R2Lqxn6zsOL3yBd10jJ2SM274ghAwnFKT2QgX8kc9RTL2/gHGr2C/+zZs7nMzEyPF7pkyRIuIyODy8/PN3QtIygEf7OES18LqWIhXYvdtlqdtAqf4uuVBkzxRHw4TO8nrSMYBjajddQqIEv5SehtNyHe2MZqiVjhjf20WFBT8hEJhr5hdQL9DvUsAoXRw1i/dylAwt3P6XEylftfzQneG38cpe+v1u+PUBC1Ar7qS76YV5XqKh57mPKBLTyFUe7Yta4IP3Zt7RkMCi0LEUg50tQEXlbhxIkTSElJ8bCbat++PQDg5MmThq4VU15erunH4XCY9dG0m2CYtQXnbTnihFlixFkfhf9H9+Q/a/6Tdeni5Ux3pEx7xOnrtSTGUTNLiewGIAyI7GLcJMMKKc/VMFpHtfvYNi4gnUCImXDp3eZlGZSdJcptwvoAM3konF5nsiA2yxCXL/U9UPs+CrethWYBctmFzewbwZR0yEwCbSogbkOpdhAmpWImInHD+DoXTOFNXhq0AJq9736dXP8WP1P8P3snZauV6y7Xz7W8U5aAMW6YfrM+gP9ctkgA9ssmJiZi9Lvgq77kCxMZpbFDPO4mZ9clTAMArrzOvJbVj6vg/7Y30daeZn+mUB2//IAm597169d79ZC+fft6df/Ro0eRlZWl2bn3scceQ5MmTZCd7Z7h9bfffsNjjz2G8ePHY8CAAbqvZTCnDK2MGDECI0eOVL9QC8HgeCe0YRcPOHrq7HISswHglMuQc06ScrpjiwpvnDGDoR0YvvIpUCtXLuOz3nu0PltLm7Br7Al1x8LbAlW/8n0h5hZznOu0fh7Wx20xvJ2tt46lSnULBt8SvRjpY3rKMgOXs68NsMfLO6+qXefNmOPhhBrmqRjRcr/S95Y5gkqVreXd+nJMNVq2Ur29deg3m+JZvJKMqwTihis7lQtxzbN2uAJkuPqJHWj2XmDGi2CaYw0QSOfeBlouevPNN3VF8WFwHAebzea14K+X6upqhIeHexyPiIhwnTdyrZg5c+ZoajCp8g0jjDIjh95oKEaj88jBNFYFU/jJizmSSdVZy/Ns0XVOv2wXQHy91HsRa1uF15wfD4ADShYB0DBoi+uppR2sgvg9aEFLu6iVK3U+fpxyHdTOK5WtpU2E17AyauOADjX8eTbZMM2X2jtQe6bWz8NVSr9LtXZQagNx3Yz0A6tjpI/pKcsb3KLfnAVQWzcuSkWwie4JlJwGwPGOrmrtqQf2ToQCulJfA9z7ndo7dTnWQ7psLe/Wl2Oq0bKlPrfLefYMACc/hxzbZkxZYSaF03nNPXB591Iwr4k/h7AuLHpeWDKvAInuWbczJKXt9xfBNMcGGZoE/3vvvdeQ4B8oIiIiJM1rmBDPhHq914qJiYnxfzhPLZOaeHtSarCRG4jNnPxYdAelUIRKz5MK5ykUzNhEVjCFF5zY4oAhHDjEg27+k/wgaYtW/gxiTRl7rlHhIhAYGUC1TtQFU/h3kzeSj2gjbCuzBm6pCVOubdU0Q+J2E9dPamGg9A6U+oFQ8BO/Gwbr42yyZaYcYhMNuToovWNx3erbRCqOwOUtZr8f1nYV4DXgwkg6LPSjsF1dEaFkolKZMeYI+5VYiSKeN5T6nZwiRNjXhddKtZO4DLnPZ4bArPfdKSnG2MLJFgNwVbx5kpY505cLb/aOEc7XTc1USlgXZh6Um8jfW7baXWEnHI/8STDNscGG370KDKDXuffZZ5/lHn30UY/je/bs4TIyMrgdO3YYupZheedePVFqxNEhtDgIqUVmkIpSoXa9WlIYcR1Y/YXZJJWc0sQOlUpRD4T10RKJpT6i1alN7KSox/lQaxQerc7cZjuVeevYJ/du1BzIhZ8j0I6qVsbqzoRKDrZSfV9rVCuz+oTc3KA2D0jdq1QvuXbS2n7+bmepABPiuggdmLW2h573q6WOegJeqN3PcZ4Rn6z+/QpyyLnXZNq0aYO8vDyUl5e7Hc/JyXGdN3Kt5ZBzfhE6+YgdblxaqG3u8c/FDohqZgVy9Tk/4XJs6SbuDrpyDjrx4zzjN0vFmhbGFm53iq8/8x2wxQCw8b/Fz2N1Btzfg9znLJzO18VZxO8KME0Vc4YCQsPhSKkfCHE5PXeBR7xnpbjSwvcs15/Ez5DTxLLzan1NiK8dx4Razrhh0t9B8ecWf049/g6h0CfFmOFMaOa7U3PUFo697QvrdkJZPHVhWwvzYZyf4F4/tXFYK+L3J6yv2vdf6t1r7ddqx7U8y5e4zJYkdl5YXYQ+DMJ3pSVXh9TuipE6svv17HzljQSONADKN3u2Lws6wJLB+eK9h+pYZTX8vtQwgJLGv6Kigvvtt9+4CxcuuI4dOXLEIzZ/dXU1N3bsWO7JJ590u1/PtQzLaPyVNDZySF2jJZyhlvKltCFatAZiTchhm2cYMaXPKjwn1lro1ayInx/KIcv0vDul8G6sbwljdCtp/I1qw4R1ONGN//tEN+31FSPMKaGkmdVbvt7dFKtpROsDWkKr6kWtHaTaXW5XyHVcYifTqrtAZmq0A4lU3c3+znr7foRztp7vvzB8rK9ynihBY5WLoNX45+fnY8WKFfjoo4/w9ttv46233vL4efvttw2Xv3z5cixevBhr1qwBAOzcuROLFy/G4sWLUVZWBoCP+DN+/HisWLHCdV9aWhp69eqFefPmYc6cOVi1ahWmTJmC/Px8PPjgg27P0HOt5ZDT5itpEaS0E6XfwGXbB2jbSZC6TkobIqyjlnILp8MVwQfOus+ipJ1S0kxo0VwLsxgWTgfi7r0cQm+470OWWRk9WT6l3kviJLjCc1Zs4+1hmTNc4XRes9S+UHrXhT1Xj3aIhRMMSwaqfuaPsd9a6iuGq7z8h9P9O8XqJ9bEai1frk/KfZ+MakRJu+aJOJwr4H24YmEYYbmQm+LdG6Z5DUuuC9cprAdr07gRnvXTuhvnb4S2/sKxwyq7cFqRmufE2cjZcbkwrcJdOy1zqV6EmcL1zElC239fZElWI5TmTwujKZynFJ9//jkWL14M4e3sb+YIzF2O6vPNN98YqtzDDz+M/Px8yXMff/wxmjVrhv3792Py5MkeITOrq6sxf/58bNy4EaWlpUhNTcWoUaPQtWtXj7L0XAsENgyTG+LJRK8TlCt83OUwXix0FxNs1MJo6Q23pSXkptghUskxUgojjmCu93BZSFX7PPUxLKIULMybPUHZQVsJ4bsq38xHm7BFXo4+IRNSUOxQrbV/icPSAQAigGZvGWsnYXnCkHbFs+qiQml5N1r7i9nh6+p5ODxVlEK+2hN4E0OjYydD/I7lQqiK+/KRBnCZk7CIUkY/n94x0peI3y/73MwRVin0pVX7q3B+EI5XwvoKHcOFbeCLz8QCWgDyoWHF18Xe4e50reV+wqcEVI40sk2wefNmbuDAgdzDDz/MrV69mps6dSqXmZnJ7d69m1u5ciU3efJkbuDAgdzHH3/M7du3z8QNCmvAtmgeeeQR7tFHH3X7Wb58uf8q4u22GTO3YCYYatlrxWg1ERI+T26r2wzHTaPbp1qzWhqpUzDjq+16Jec5b57PzDaOxJhjxqH0fLFJmdK9UiZwUteZ/b6D2dzCKHImgFLnhRgx02HHhSZrHmaLYdKZUg+H15m96XmeVJ3lAhsEAjkHZTa/yGXk1ePs722dzLq/6P26uZNluRW3gdqzjdRNrwmgluAL3tSHMEQgTX0MCf5PP/00d9ddd3Hnz5/nOI7j3njjDS4zM9PtmmXLlnGDBg3iDhw44H0tLYYlbPyVJhw9sMHBSNQaMwRgNaFbT8QEqUnWV4Krryap+ogRm1m9kTKkIqX4chLT6u/CrlGLEmIFoa0+IH7vcuOAnIAqN2YojZNy56QWfEJhTGnM1dIvhP1KalEZSMTvV01J5MvvgZGytY4drvdvk79eqSwjvkByfVdpUXqim+f7N6KII0wj6AT/4cOHc5MnT3b9/+abb3KZmZmc0+l0u278+PHc1KlTvauhBbGE4C/+ghr9wuoVjvRqKM1wihLuTMgJ28JJ1uWUqTGMohFogNSOmsZbahElfr9ybSd0wPU27KqZ2nc9k7O39fXVAjcY0SLMiBdiarsEwnKldpHE51g/l1vwsv4utyOlR7FgRv8x+gyjAq03dTGCL7XqWna91cY/b9+h1O6juFypsqQWrKTx9xtBJ/gPGTKE+9///uf6/7333uMyMzO5kpISt+tmzJjBjRih0QwkiLCE4K9VsFC6R+95jtM/oGu9XunzuG1ZiiZwNkEKo8ac6CYtEKnVRc/7sdoAabX6CNGi8VYzyZAzrfHGvEdpclQTAKW0x/4WwIUCBS1C5ZFrZyaICdva6BhZ9H6duYdWZYPcOW/HKa1oHZvlrjOirZZCz0LHXxiZX5XKMvId1TrfSEUf06I4UVrMEj4n6KL6JCQk4OLFi67/ExMTAQCnT592u+7PP/+E0+kE4QPEUQG0RAlQi/qjJSqQXq98rdfLxbxmDlP2BN5BTBirWBgLXhg1pupX/hqWCVWtLuJIH1rej9Uia5gV29sIatE44sfxTnFysbztCZ4xqLW+3+Tsy30jir+fxaKW6m/ieorfmbB/yPUVqYg+7FjJEvU2MDNyiSvyyzCKlKEHcfQxYVurxWQXRq4Rx9bnWC6YMHcnyprTwPnHtEd2UYsM46s4/nqv0xK5CvB8h1KfRy6nh9mRflg0pbyRytcpzUditIx/ccPgkedEDakoSWzcKZ7FBx/ITeQddxEGt+hjLMIZe56wrLyRdTlxWNuZlf2aCA6MrBamTZvGPfjgg67/Dx48yA0cOJCbPHkyV1FRwXFcnQPwU089Zc4SxUJYQuOvFymtipRWQ82kxsz6eLv7IP5MUrGN9Wi01MxErK5VD1TdtGgOzTad0ft8qeuM9DEp7Z0ejb/eHTPCe7Ro0LWYmykdPzuCt/M+EuNehjCzuFENvre5SQKJkomJ1M6t3t0PvQh9IvTg7fhj1PRJ2PbCccdjF7x13dwnt8MgZRYptxMRTH0sSAk6jX/37t1RWFiIvXv3AgCuueYadO7cGfv373eF1Xz11Vdhs9kwfPhwUxcqhEGYVsUeJ6/FYFl0uXL9MX7FWg85LYhW7boWjW/8uLoMmPHj+DBxHWr438JdAqm42kKY5opl55V7ptW0/EICWTctmkOjWkpxxmapz6c1jr1SLgi5Z7NM1M4iPoRnwRRPDTsrJ2WhehtQHGv/kjcSqPlNOqs3INHGj8n3F4bU8YptADg+Lr84G6rUjpYQvd8NK49DYqRyG0h9D4XjuPh+M78vTPMujGevhjBsqninR0sd1TLrSs2V4ozzydnuu6bsvTJqfoMrF49c5mFXXpKwy21y4fJ1Ns85MpA7yITPMST49+nTBzNnzkTbtm1dx6ZMmYI77rgDDRs2REVFBVq1aoX/+7//ww033GBaZQkJtArccgmWpI6pTVRSiE0g5JIciQc0pcReWj+z1HE2mYQluy9i5Lbvg2UitSJS789oMioxUhOQuGy59pNa2OppZ9cEagM/VHJ1ZmVyZgxqUF/zDUITDmH/KFkCgOPNACu2efYlVxsznNoS1omR699SQq3e7wYzX0vO1l8vPZhlViMeh+1x7mOwnu+A2d8XoXJIDfY58p+8bMq3SDmhYfnmus8t7I9ipZvQTEc4VwqTnbE+EXtHXfnCd8H6lU0i/rtUIk2AN4cE+HrY48DnOgkD7PGeij5SUNRrDCfwCmVY4oWUlBTY7e5rp/T0dKSnp/uvMmoJZPwF05yxBFiJk+r+FybLAeST6ijVWZhgR5hgTJg4RSrxmDgxj5H3422itPqK0nvQkqxNC3kjeeFNmPhHaxt6227C6wHPpDdWTTgUirgSYuGyNvNysqzonrzAhgaALZwXfoRJi4Ta3JLFAJx1Sdnk2ldL4iYlrNpvzKqXOPGfFRONacEjwaUNkkn7xAkgWf8D+Hvs8fyf4nEDcO9DUgkL5ZIIApfHxkWALRpoOMg9QZe4TxbP4hcwXCWfkT7mFvexjeYzvxN0CbxCHUvZ+HsTfUDJ01/tfi33qkUNENpGq0V1kIu8IXdcKfqGXttFsX0m2WnzKEW+EUZb8ojOFKat34jbl6E3cZxafcXP1Psd0BPNh2xnzUH8Hs+OqLN3lo2nLxEVSqlMLWOIkbHASB/wR78x6xlyEbiCbdxk74PFwGfR4sT9g33/2W+hX4dUYi+xL534fq0+IlL+CnL2/VI+b1aMphRCBF04z1AnoIK/HqFEjzCtdEzrvXrrLCxDiwOelGCmVrYwM7FeQVGu/kaExPqI3naVc4wVH5NbzInLV4qXrqe+SnXWgtT1Wt6NXuprXzNjMS4WpoRliRcFwmdqSe5ltO5mtpfU57VqXzBT6WIF5L6zSooPLfODcBxTUkjIzV9SDuVKyhWxPCC1GJAjWNvOwgSl4H/q1CnujTfe4B5++GFuyJAhXGZmpuxPfSOggr9WwUGoKZDL6iilOdW6CyA3cWoZIKTu1TOw6Blwxe/BTOS0K6GKm4bs8oSk1j+kJio1Tbr4vZuhSfRmMae0OFHqo3oJNo2pVszQmosjlggXhVLZbcVCl9Q5LQs5pfNmtpfc96a+9QUl/LXroTUDuB6NuZ45VIzSos+bBaGe+odif/MxQSf479u3jxsyZAg3cOBALjMzkxs5ciT30EMPyf7UN4JC4+8m8MpMYmITHLnBSUm4NZJASUkr4Y3mVm7C9lbjL4fc5whVPIQpDRMF01odtnu2kZLmPxC7LlJ1kJs4fVGn+qp1M/q5hPcJxyHJsIcyYw1TfqiFZ5UzX2HXS42Rvmyv+tAX9AieHOef3TI9WnC361XmAGG5euchpUWf0ufS+3711IHwmqAT/LOysriBAwdyn332mTXs3P2MpWz85VDSJrCBQ5g6Xqw98NCYywxsrmyVtroytWj8hZo2sW2kUa2Cnt0GMwYwGgzrEE4ycj4bSlpRqV0ZJc1WIBB+b8S7SVr6PaEdLd8tYZ8Q7l6K+6KSYCQ3RoqFeSXBX6sig8YLd/QK2b7YLRMLx3L5GJTqpGXXt+h9wRhn019/ufoq4Ta2knLKagRdHP9Tp04hLS0No0aN8r83MqENcWxxwDNUWHK2e6g1YbY/FiGHRRSI7CIdw5iFCAP4aAbiWPhy4TObvQtXFASW8dRZ7F0GQbmsm8K/Wf4APSH75MLchXJoRnEGTGHIupSF0nG5pd69Kx51OAC7e3xt4fu1Qng5VgegLioHC33LjlHca3PQm0W8YhtcYwlQN66x0KusH4rDLNac9ryGPV8YC51lRxWGVxTXQxw+UfwZgiE2utmZcpXQGzram/FWKRM3y+FQMEU+H4NSnYTx9ZXmChZ60xbtfk7PO2f1ZX+r5aexJ4CPRlRrLEwtUS8xJPjHxcWhadOmZtcl6MjKysL48ePdflasWBHoakkjnHTkBCo2ebrCgoVdvtkJVP0qPWklZ1++jqt7jlIiEGFCJjZgsqQq4NxjHWsZDMUxkaWe6+2EGwwTtr8pWQI3QUsqUY8cXKVnvoUO1UCHWn7REKhcC3KLRXEdhHHV2QKHHTNjYeJP4cuqaFnoiccxpkhgoQml7hf2W+E17J3njeR/R/d0F+aFCwutCgBxHbQkegp0u/tzrFNK3GUWagkAEyeBF4wF/7MwsML+oJYzJronH76axfxn86Dw3qav8WU3fc29LC3vnJXF+iWgfg97vyycKEEwjGwTvPPOO9zDDz/M1dTUmL0DERQE1NRH7JCr1cZPzYFIzqlJz5a5lKmOcDs9J6HO+U7N6VGraYfcdrGUDfjZEcbs/WmL3hMpx3AlcwiOU+4nQrz1ATGKsM/J9T+joUT11N0XZk2h0IfVxsKjV9aFZhS3n9g/RWp8UrPj9/YdW8Gcrb71Ey328IomiDL9QTxGuUxXbfrNE/WYtTGTQj1BNepbm9YTgs7G/8KFC9yYMWO4119/nSstLTW7TpYnoIK/OHavJttTDYI2s9U/EqP8fKWJTmlgFTp8arE31GqvLxfCT4wwpF+gJ9f6Bmsr1oeUYqULr5dqL5ezr4TPiBmCkZYJUimvhDgKjC+EeV9M1FYQKs1A77vR2jel7P2Vxrei9wX+TQqLRT31JQHNfIz6CanNLeKF4Ilu/N8nukk/W089pY6pKU3qy/c7hAikHGk4c++lS5fwzDPPoLCwEP/v//0/JCQkeGSxBQCbzYaJEyd6vTNhJQKacU2cyVScJRFwz5RYtpo/xrIGsnO1BQBXXnffkTDw2QntvMmFHMIshfbGnpkGxQgz+rIshsLMmd4g9dnlEGf2NKMOoZDBV8tnZH1CmKHZ6PtwtZMNaNC6Lpslwvg+723mT7nspHKZocX9Wvj9q9imPdNpoPtKoJ9vFsLxR2xTr3j95ayrsPOZS9X6kTgTubh9XRlVL9Psff63kazkUtmpCfMRZ+LWOq7J9TUtY4bU907qGOtPthjev0BLJnrhZ9DyeerLGFBPCKQcacjGv7y8HK+88grOnj2L8vJy7N27Fxs2bMC6deskfwiTKJ7FT1hM6CieVWdbHHtHnT2h0GlNbEPJznEV7mXHDQcvXA2Xfq7QMZjZ0gLqTk1CJ7lmM72359Rj+y+8LrLL5d/dzLMpDQXbf/YZz0+Qf+dCZ3Fv7fCZv0fcvXX29Ky/MSdMwLgttNjOmvUT5nisZB8O8IJZhxr+t9x1gfJRUCLQzzcLsS2/GixgQeQNl+9z1gUTkLpf2B/YAlTNbyVuBP9epd6xFl8Fsb9MfcMKvgtCyjfz45kW53HW1wqmuH8GsRAt1c55I4Hzj3o+RxzkoHgWH9gC4P2f2DlnCb8QEPY/9qzC6e5jllRgC7F/QijMV4QmDGn83333Xfzwww+48sor8be//Q1XXHEFoqKiZK/v3LmzV5W0GgFbqQk1EGJNlFD7nZwtv7IX7gZo0XoVTnfXujZ7lz8np9kSa31ZJB1Au5ZdSTMh1KCxAVDLdUraO6OEggZFTfPprzoINVtm1ses3QqtOwZ6yqmvfcpb9Lwj4TgQ3ZMXriO78DueUjui4v7Axj4tmlyjda/vGn8tux7+rIdLcSXS5EvNjYD7HMg+g5bPJNxlbva+vHZfalfTdewyUnO9cHdAuJsvLE84TtLYYikCajlixD5o1KhR3OjRo7mKigozzY6ChoDZZinZIGu10WflaIkF7IpTHq4er1zJBlGLg5UQJXtFrXaTUradFMvYGIG0UxaXJ8zQasYzjNRXyRlQ2OeMZKYOZVtds/qOnB+S+N1K+UBJ2fULx8r64MDrb6ziuyD1vRSi5NCr1Z9NiFwgAPFcedgmnfNEKqs0x8n79ck5AMs5tBMBJeice4cOHcpNnz7d7LoEDZZI4CX+kgud19QGJSWnXyFCIYsNQFIJvaQmWjmhR8vEpzZA68Wbiccqk1awYLZgo9TPtaB1kSt1n1y7a3XiFF5nZoSP+oqcQKP3nYj7jHicYuOKkhO3VHmuDNNeJGwL5fa1MsJxQtg/vG0rtWACwv6k9V69x8UBQQhLEHQJvNq2bYvi4mKzNx+CjoDG8RcnE7JF1dlZq9nyCROnsHjFUvaXLGlNZNe6mNZCm2sWq1hoL8lsDZnjo1LeAEDZHlpYhjd4Y99MdpH60NK+coiTggnLAzz7uRaECXqEbahWL6V2l7LnVbPvFscHl3tufbHFNxNhW0i1m/iYuM+wNhSPK1I+UGKKZ/GmE7CDdw528seZLbaSn4BUG1P7BhbxGMPaKv/JOtMalvSS9ROxfb8exD5S4vj/9iae90jlHhDfJ9WH5I67/KaGgSAAGDP1+fXXX7lBgwZxP//8s9kLkaDAEhp/hloYMLVrlbSXcqHDhNoRqR0ApTqIUTPrMaKtNRM5swFCG3o03cJwr1Ln9Zh4qWl15epl9m6TmFA09dCKlnFL6v3JjWFyOTtYOVpMIIS7B8I8JEoaf2pj6+HqO3b3McZtN0ekeZeaB9mcpBTmU7zLJDQdEu9qaZ2TtZrL0hwVNARdOM8DBw5g+/btWLFiBW699VZ06dIFiYmJsNlsktd36tTJ0KLE4XBgwYIF2LBhA0pLS5GamopRo0ahS5cuqvceO3YMn332GQ4fPgwASEtLw+jRo9G2bVuvrgUC7JQBGHfSkXJIkipLzeFR6PCp1SlSrs7M+Zer5LW5YgdgqziGWa0u/sQbR0atjt0uxzvwUVKMOjkKywHkHdvkPpOeNjbyXsjBThqtQQeUHDClxjBAPtyvy/kyjI/UJFW+uD5a2o/a2Hqw/mCLAbiqOkdqLf1OynGfIZ5LpQIPCJ23y1arh6CWCwGa/2TdPMmVS49R4vGL+qJlCaQcaUjwz8zMhM1mA7tVTuBnfPPNN4YqN2PGDGzduhWZmZlo0aIF1q1bh6NHjyI7OxsdO3aUve/YsWN4+umnkZSUhP79+4PjOKxYsQKlpaV47bXX0LJlS0PXMgIu+BsVQIUDUMwt6pF/pIR0qSg/WgYUpToLJ2mzomf4AivVxZ8Y7W968iyY9W6LZwHnH4MrJwWL2S4XnUXqfr2LFa3vJVT7jxZccfHtAJyeUbsA93en9u6F/UCu/0lF05GKnKYUPYwIDnw1vjR7T2KxKco5IozyxSJLCfuc1roJowTZYoCmr0nP3cLxy5sIY4RPCTrB/4033lAV9oU88cQTeh+B3NxcPPnkkxg9ejSGDBkCAKiursaECRPQuHFjzJgxQ/beF154AUeOHMEHH3yARo0aAQCKioowbtw4XH/99Zg8ebKhaxkBF/zVBHO5AUQ4WQL6BwRvQh8qCVRahC0SmgKH3LuXEpz0ard8gXDBYY+r67MMNYFe64JFb5/U8/0Jtf6ulsAI0K/J9GZHRqgBJuGJEKJl/hX2GeHCUaovaR0X8kYCJZ9f/kdil0pqUUyLVssSdOE8/cHs2bO5zMxMD/unJUuWcBkZGVx+fr7svUOHDuVefvllj+PPP/88N3jwYK68vNzQtQxL2fgLUbMt1WqvrmZra9T+WU9EH7lQa4GwmyW7Sel3IBUtwnUM8v3ELN8NLf1U+BytfUguuoyWZ2upl5zvjJBQsxNXiwZm9ndQLtSiWp20osf3iqgfyI07cteI+7aSTx27VqrfiqNY+co/iTCVoIvq8/jjj2P69Olmr0HcOHHiBFJSUjxWQu3btwcAnDx5UvZeh8OByMhIj+ORkZGoqanB6dOnDV0rpry8XNOPw+FQ/bymoJYlUpj1D5COACCO0iO+X0+0HbloG0oRX+SiqQjvVYvIYnamSIrsI/0OhNEi2DtnGZIBd42puI31RNrRm4lS2E+dRbwWTS67ptQzWTZspchBSn1CrV6sfKVsrloyvtYn1KKBmR0NR0u2XGEGdKmM0UrjjFQfoHHEGhidH7RGAitZ4j7uCFHq5+JxQZxV/PwE3kSXZQ5niKNYsf5KGn5CBkOCf15eHsLCwsyuixtFRUWIj4/3OM6OFRbKb8G3bNkSOTk5qK2tdR1zOBzIzc31uFfPtWJGjx6N4cOHq/4sXbpU46f2Ei2To9TkIxzQCqfD5fAmJ2RrFUqknuUs4Qcy9izxebmyhZ9NbQI1e4INNSFMCql3kLKwbhJi77y2gM9SKdxmFoazY2WxcLLC8uTaTTihCs+zcoQp7ZXqLPX9kAoVye4VL1jU3oeWc3L1MHJNfcRf3zWlEIesH0T3dO9f4v6pNJZG9/T8HDSOWAPWbgVTeBOz3ETp77l47pMay4Sw9o0bpq5g0NIX3ByJBSG0xehRKBAEYMzU55///Cf33HPPmb374MaYMWO4//znPx7Hz507x2VkZHBff/217L0rV67kMjIyuNdff507ffo0d+rUKe6VV17hBg8ezGVkZHDr1683dC2DbdEUFBRwZWVlqj/V1dWmvBNZ9JjmqIUPE5/XmqxIS71codN0ZPHV83nZuUCHAK0v6GkfpSyVUpkw9TxPyeTCW/M2uVCResKQ0rZ6YPDG3EqpveT6gVSoRr39kQg8bI5whfaUaS9xW+oZy9TK0nINhZKu1wSdqU+/fv1w4MABnDlzxux1iIuIiAhJE5nq6mrXeTkGDBiAoUOHYvPmzXjssccwYcIEnDt3zuUkHBUVZehaMTExMZp+wsPDDb0DzbCtQOYgK94iLPm87rxaoiHxeSnNhFpCHYZUWUJNr1GtptJ9zIxEapuV0IfSzom43Su2Aai9/FtA/Dg+8hPrQ1JJuoTXKiWsYYl15Pqu2meQ+jxC8zehltabXS2p90OYj1BzK37X4jFRfI/SbqBwJ0nYJ8TjjtpYSliT+HH8/AAnAJvnziNDaseQjWVqifjUytJyDetfQN34pLQLSRBaMbpiePfdd7lRo0Zxy5Yt4/Ly8kzXaj/77LPco48+6nF8z549XEZGBrdjxw7VMkpKSrgDBw5wJ0+e5DiO4z799FMuIyODO336tFfXBty5V7z6PxLDawqOxPD/C519hM6W7LxSWXqfbzUNF2lGzENJQy52RFPShgr/1po+3qx+pUVr5kpCZzdv98lq3wuro0WbLneP0BlbmGRJKiGT1t1Ab9uPxiFrY8T5Ws+85+28KsS1U25gt4H6oWUJugRegwYNYosGTWE9jcTxnz17Nr755ht8/vnnbg6+S5YswWeffYbZs2cjOTlZV5lZWVkoLi7GJ598ArtdebND6dqAh/MUh/+qLeATerDwg8LwXgBwfjwATjo8obcJi9QScwHq4ROJ4EFr6Dm50LFScaylUAvFaGa4S1cMeZgXsjHUwnF6i3gckupngPT4I9Tqs1wNUmEM5cY6qeRuSmOXlrEtVJP9BTNqYXy1hsmUS+QlvkZr2Fi1JJdKUD+0LIGUIw2Z+iQlJSEpKQnJycmuv5V+jNCrVy84nU6sWrXKdczhcGDt2rVIS0tzCf2VlZU4c+YMLl68qFjeli1bcPToUWRmZqoK/XquDQhsS5CrdE98xaKQiKNhxN0LIAyIvcOYkxFDzhFSyuxGLnKLEDKHCD5Yf0nOVjbTEvYr4d9Ch2Al5My5xGZsZjhwJ2dLOxuLof7qO8TjkDhSidBUK/9J3lzs5F94AYuZ9rF2dJbw92k1w5Fy2lUyFxSObWqOnmTyU39QMollCIV+FiBDClfAgs/r+h4rX2xGxEyTuHL9JqzUDwkp/L7HoIOXX36ZGzRoEDd79mzu+++/55566ilu0KBB3P79+13X7Nu3j8vIyOAWLFjgOrZ//35uypQp3BdffMGtXr2ae/vtt7nMzExu6tSpXE1Njdsz9FzLCLipD4NtZx+JUd7OM+K0yHHK2+9atjrF2+paHIfNhrY6/YcRZ0s95QlNhYRmHd7UUU+99PRXMvUxBylTLaFTJjOB8GZMEfcBoaO6VP84O4LjDtsu/1Ab1xvMmCuEZjlqZmrCPiwMXOBNQA0iaAg6515/kZWVhczMTGzYsAEffvghampqMHXqVHTq1EnxvsTERNjtdnz11VeYNWsWDh06hFGjRuHZZ5/1CEOq51rLwcJ32aKUtZ9y2lclpOL5C7UcWkIWti/kf5iGQuyMJxXyTitata8UO9u3iEPB6o1tr4SUJpalrI+9w5hjuJaQjHLo0Z7puZZ2EuSRiuUfNxxAGBDZrS58ItuFjO7Jn4vuKV+m+H2LtbdCR3Wp/lGxDbzpZDxpU+sTQkd/o99F9r1v9q78biULWBA3AnxI2RHucf2lwhSHanhfwicYsvGXorS0FADQsGFDM4qzNMw2KyUlxcMUKD09Henp6f6tkFZ7Yi2pxsX2sAiTHsSM1FHKFteo3aFW20WytfYteuxe9baDlO21mu2skTJ91T+0lk12uNpR6xOA+rtUe99iHyklv6byzdp8VojgQE/f0DteKJUttvl3lng/RxKWJpA2/l4J/j///DO+/fZbHD582C3M5jXXXIOBAweiW7duplXUSgTcuVcOtUFJzjFTakAyWyASOk4lZ3tfNgn01sDf7RBM7U6LU3PIG1knXDPNqNgJmCkoAPXFp9ChUu/7FrfVkQZw2XN3qPH6o8o+h/APWudQIwK5UtnsHBP41YInEEFP0Dn3AsBHH32EadOmYc+ePaiqqkJ0dDRiYmJQVVWFX3/9FdOmTcPHH39sZl0JNbRmFgQ8M6AaiU1s1ETBjG1L2voMPIEQToKp3YXfK6UMocH0mfyBeFwpWQKglv8t5wTMdiXVcnzUnOaFfqPvW2z6o5QB2BvIRNF3aMk9U75ZOt+IFhM+ufK19E2AF/rZs2hMIHyAIcF/y5Yt+O6779CoUSP84x//wOeff45Fixa5fj/yyCNo3LgxvvvuO2zZssXsOhOA9OCSOAmGUnuz40I7Q/HEI/U8PZMTeyaLPBRskB22J94IJ6HwPoXfK7UIV0QdSsK1liRacpgR4URchtYoVd4+h/CO4ll1i29hRDCpcah4Fh9thy02hWjpb0bGRWG0NHscjRWETzEk+K9YsQLh4eGYPn06MjIyEBsb6zoXExOD9PR0vPzyy2jQoAFWrlxpWmUJAVKCeeF0fnKUmjCkMqGKBy8lJ2CpwUxtctLyzGCBNHCeeCOcePs+Wd/KG6m8gLDCAoM566mFCyV4fCVcB9NOY7CPl1ZDGIIVcPdJEo9Dwr+N7OQYGRf1BM4gCC8xJPifOnUK1157LVJSUmSvSUlJwbXXXouTJ08arhyhgJxgLreNLRWDX2krUjzxSA1GapNTfRKWQ30wluozwpTyeoVrb9+nKw72EuU+ZoU+KBXhipBHPK6oLd78vbizwmKS0Idw8S3MQSIch1i7smhzzd43tthUmhe19B1a9BE+xpDg73A4EBUVpXpdVFQUHA6HkUcQamgRzIUIzysJQ0qLAr2hzuqTsByqg7GWhFlGhGtv3yfrW2yHS84/pT71wVBFrX9pMUv0BnF5VlhMEvqQW3wLxyEzfEDUoL5DWABDgn/z5s1x4MABVFZWyl5TWVmJAwcOoHnz5oYrR+hATZDSupVoZiz2UBWW6xNCpzO5PmNUuPZGQGN9K2Whp3+K1HXUB62PXH9QCz6gxSzRG8Tl0WKyfiIVP18Kb8Ytb5yDCcIkDAn+f/3rX3Hx4kVkZ2fj999/9zh/7tw5vPzyy7h06RJuvvlmrytpVbKysjB+/Hi3nxUrVgS6WvKwAQWQF4aUBiYzJzwa3IIDNhmyv6X6jFHh2qiAJufYTsJYcCMXlUwcfEDuvNbdT72Iy6PFZP0kfpw2x1pvFpa+cg4mCB0YiuNfVVWFSZMm4fjx47Db7bjqqqvQtGlTAEBBQQGOHTsGp9OJdu3a4eWXX0ZkZKTpFQ8kQR/H3+wYxEagpEXBg6/aymifMrs+FDPdGqglaNNy3hftSP0jdNDS1r7uD8Jkl8nZ1OfqKUEXxz8yMhIvvfQS0tPT0aBBAxw9ehRbt27F1q1bkZubiwYNGiA9PR3Z2dn1Tui3BHLacjVNQSCjsAgpnsVvp1KUk+BA3G/M2q0x4jciVR9vIQ2bNYgfx8fjFztbsr4hPi/GV+3Iyi2YQruU9QG5EJ5qu+EMX+/4aN15IAiDeJW5F+Bt+Y8fP46iIj5MVkJCAq666ipNzr/BSsA1/nIaTy2ZAY1qKczUcpC2PziQa3Mz288ffUFNg0YaXWsi7BtsgRgITaw4qyqNW8GN1JhjtTmJxqR6T9Bp/IVERUWhY8eOuPnmm3HzzTejY8eO9VrotwRyGk8lDaq32jAztRxkjx0cyPUZM9vPH31BGMNbKbEdTbCBQ5hgiY1dQmdLcVQppfCyZrejXOJDIjiR2sE0cwfajB1RGpMIH+K1xj8UCbjGXwmmuWCZLiu2uUe7IA0CoRWmdYruWdePrNR3tGrFimcB+U8CXCUQN9z8LKuE97jGLUhrYu0JvPkDa2uraWiJ4MXsvkR9k9BAIOXIBlou+vzzz716yIgRI7y6n9BB4qQ6B7iSJfzvwumkPSD0wxK55Sby2vKCKb5zZjOyKBXuSKjZ5ApjdBPWI3FSnTkWs+93LTrh2TeEpj8E4Q1m9yVheXrHNjLxIfyAJo1/ZmYmbDYb9GwO2Gw219/ffPONsdpZFLZSS0lJgd3ubi2Vnp6O9PT0ANXsMlbX1BLBBRP8EQ7Aye8kmak1N6oh0zNJ0oQaXMhp+gEa34jgQe/YRrsFIUMgNf6aBP8vvvhCV6GFhYVYs2YNqqurYbPZ6q3gb0lTH4IwGyZo1ZwB4AQQBnSoMb98fwlwtAiwPkoOtUJzRrnQngRhBUjjT8hgeVOfe+65R1NhxcXFWLp0KX744Qc4HA7ExMQgMzPTqwoSBBFgmMlP3kjefCxumG/K9xdaTYSIwMH6hFAQYjBTCqHG3yxI8CLMRO/Y5u+xkAhJvI7qAwAXL17EJ598grFjx2LFihVo0KABhg0bho8//hgjR4404xEEQQSalIV8HPWKbebEMg9U9maKKmVthP1CKroJO5ay0HzfJcrpEFpIRZNSu55yORBBjleC/6VLlzBnzhyMHTsW33zzDex2O+6++258/PHHGDVqFBo2bGhWPQmt0MBEmIm4PzHB6PyEumNG+1yghCwKlWdNWD8Sh+70J7QoDB1YJmilUL9izBizaI4mAowhwb+0tBTz5s3DmDFjsGzZMgDAkCFD8PHHH+OBBx5AXFycqZUkJDCavZcg9CDuT4mT4LKtZseM9jmzhCyaSOsHrB8BdfH7xW3q67amRWHoUDgdQC0Am/YY/maMWTRHEwFGl+BfVlaG+fPnY8yYMfjiiy/AcRwGDx6Mjz76CA8++CAaNWrkq3oSYqQ0rwBprAhzEfen+HG8uY/wmNE+Z5aQRRNp/YAl7GJIaWGprQmzYONWs5lA+0Jt45AZYxbN0USA0eTcW15ejq+//hrffvstysvLERERgUGDBuHuu+9GkyZNfFxFQhJhvH6hkyI5BxFmItWfxMcC3ecopnv9QJhvwZ4gLRxRWxNmUDyrLm+Evwn0eEmEPJrCed57772oqKhAeHg47rjjDtxzzz2Ij4/3R/0siWXi+FMECoIg6hM0phFmItef5DJFBxrq/yGD5eP4swReADwEXS0wP4D6AsXxJwiC8BNMO8tVArYoIDmbhCJCG3IJsfJGAiWLAFs00PQ16/QnSuAVMlg+jj8AV9be2tpan1VGjMPhwIIFC7BhwwaUlpYiNTUVo0aNQpcuXVTvPXbsGD777DMcPnwYAJCWlobRo0ejbdu2Htf+/vvvmD9/Pg4dOoSSkhIkJyfj1ltvxV133YWoqCjTPxdBEBaBNGzWQ9wmhdMvZ44GwJW7O5VTuxFKSJmGFc/i85GAA8KSrdV/yJSN8AOaNP6BYsaMGdi6dSsyMzPRokULrFu3DkePHkV2djY6duwoe9+xY8fw9NNPIykpCf379wfHcVixYgVKS0vx2muvoWXLlq5rCwoK8M9//hOxsbHo378/4uLicOTIEaxbtw433ngjnn32WY/ySeNPhBzBLiCrbfmThs06CNskcVKdth+o0/gzXwBqN0ILwu+/K3pUGB+oIBjHMyLoCaQcaUoCL1+Qm5uLzZs344EHHsBDDz2E/v37Izs7G02bNsXcuXMV712wYAEiIiIwY8YM3HXXXRgyZAhmzJgBjuMwb948t2s3bNiAsrIyTJ06FUOHDkX//v3xxBNPoG/fvtixYwdKS0t9+CkJIkhgk2XBlOAMnSkXDYYibFgPYZswbX9YMpBWVhd9hV0T3TM4+yPhX4Tff1c0HxL6idDEsoL/1q1bYbfb0b9/f9exiIgI9OvXD0eOHEFBQYHsvQcPHsR1113nFl40ISEBHTt2xK5du1BRUeE6Xl5eDgAe0Yni4+Nht9vRoIFmayiCqL+wyRKQDiNrdeQERYrbbj2EbSK3MGPXVGyj8J6EOsJ+RN95IsSxrOB/4sQJpKSkeGyBtG/fHgBw8uRJ2XsdDgciIyM9jkdGRqKmpganT592HevcuTMA4J133sGJEydQUFCALVu24Pvvv0dGRoaijX95ebmmH4fDoeuzE4TlYJNlcjY8EngFAyQoBhcsURdQJ6RJJe+iHRtCCyTsE4QLy6qzi4qKJEOGsmOFhYWy97Zs2RI5OTmora1FWFgYAH4xkJub63HvDTfcgFGjRmHJkiXYsWOH6/iwYcNw//33K9Zx9OjRmj7LiBEjMHLkSE3XEoSlYROnmgOaVX0CyHnO+hTP8sxRInUMoJjoBEEQOrGs4F9dXY3w8HCP4xEREa7zctx5552YOXMm3n77bdx9993gOA6LFy9GcXGx5L1NmzZFp06d0LNnT8TFxeHnn3/G0qVLER8fj4yMDNnnzJkzR5NThtTnIIigRYuwJbSptZJgRoKi9SmcDqAWQFjdAk3qGEEQBKEbywr+ERERkiYyTGhnCwApBgwYgIKCAixbtgzr168HALRr1w5DhgzBkiVL3Mx3Nm/ejHfffRcffPABkpKSAAA9e/aE0+nE3Llzccstt7j5CgiJiYmhqD4EIYXZmnWr7iAQ5iPsO6ytpY4RhBZo7CAINyxr45+QkODS0AthxxITExXvf+CBB/DZZ59h+vTpeOedd/DGG2+4chGkpKS4rlu5ciWuuuoql9DPuPHGG1FVVYUTJ054+1EIon4gZWMth9k2tVJRefTUhwgepPoO2WgTRimYUheRjCAI6wr+bdq0QV5enivqDiMnJ8d1Xo2GDRuiY8eOSE1NBQDs2bMHSUlJbnH8L1y4AKfT6XFvTU0NAP8mLDMVEooIs5ELiWk2Wp04/VUfgiAIgqgnWFbw79WrF5xOJ1atWuU65nA4sHbtWqSlpSE5ORkAUFlZiTNnzuDixYuK5W3ZsgVHjx5FZmYm7Pa6j92iRQscP34ceXl5btdv3rwZdrvdtWgIOkgoIswmcRJgTwCcJb5dUEr1XSmNr9aILrQIJojQJTmbHyeSswNdE4KwBJa18U9LS0OvXr0wb948XLx4Ec2bN8f69euRn5+PiRMnuq47evQoJk+e7BY558CBA1i0aBG6dOmCuLg45OTkYO3atejatSsyMzPdnjNkyBD88ssvmDRpEtLT0xEXF4ddu3bhl19+wd/+9jdVkyLLQtFLCLOJH+cfp12tfVeLo65cNBiCIEIDuXGCbP+JEMWygj8AZGVlYf78+diwYQNKS0uRmpqKqVOnolOnTor3JSYmwm6346uvvkJFRQWaNWuGUaNGYfDgwa7wnoxOnTphxowZWLhwIVauXImSkhI0a9YM999/P+6++25ffjzfQtFLCF/gjwWlmX2XosEQBCGFVSOPEYSPsXHM45XQTHl5OYYPH46UlBQ3syEASE9PR3p6eoBqRhCEG6TVIwhCChobiADC5MjFixf7PTqkpTX+Vuf111+ncJ5E6BCMEyXtfBEEIQWNDUSIYlnnXoIgLAY5jBMEQRBEUEOCP0EQ2tAaRYcgCIIgCEtCgj9BEOqIzXwoRCZBEARBBB0k+BMEoY7YzIfMfgiCIAgi6CDBnyAIdcRmPmT2Q/ga2lUiCIIwHRL8CYJQR5w5VyqTrtmQ4Bfa0K4SQRCE6VA4Ty/IysqiOP4E4SsowU5oQ9nHCTMJxnDEBOEDSPD3AorjTxA+hAS/0IbirBNmQooEggBApj4EQVgVf5gTEQQRGpBfEkEAII0/QRAEQRD1HdpBIggApPEnCIIgCIIgiJCABH+CIAiCIAiCCAFI8CcIQh4KqUkQBEEQ9Qay8fcCCudJ1HsoEgYRKCj8IkEQhOmQ4O8FFM6TqPdQSE0iUNCikyAIwnTI1IcgCHkopCYRKCj8IkEQhOmQxp8gCIKwHhR+kSAIwnRI408QBEEQBEEQIQAJ/gRBEARBEAQRApDgTxAEQRAEQRAhAAn+BEEQBEEQBBECkHOvF1Acf4IgCIIgCCJYIMHfCyiOP0EQBEEQBBEsWFrwdzgcWLBgATZs2IDS0lKkpqZi1KhR6NKli+q9x44dw2effYbDhw8DANLS0jB69Gi0bdvW7bo33ngD69evly1n7ty5SExM9O6DEARBEARBEESAsbTg/+abb2Lr1q3IzMxEixYtsG7dOrzwwgvIzs5Gx44dZe87duwYnn76aSQlJWHEiBHgOA4rVqzAM888g9deew0tW7Z0XTtgwABcf/31bvdzHIeZM2eiadOmJPQTBEEQBEEQ9QLLCv65ubnYvHkzRo8ejSFDhgAA+vbtiwkTJmDu3LmYMWOG7L0LFixAREQEZsyYgUaNGgEAevfujXHjxmHevHmYPHmy69oOHTqgQ4cObvcfPHgQVVVV6N27t/kfjCAIgiAIgiACgGWj+mzduhV2ux39+/d3HYuIiEC/fv1w5MgRFBQUyN578OBBXHfddS6hHwASEhLQsWNH7Nq1CxUVFYrP3rRpE2w2G2699VbvPwhBEARBEARBWADLavxPnDiBlJQUD+fZ9u3bAwBOnjyJ5ORkyXsdDgciIyM9jkdGRqKmpganT5/20PIzampq8OOPP6JDhw5o1qyZYh3Ly8u1fBSEh4cjPDxc07UEQRAEQRAE4QssK/gXFRUhPj7e4zg7VlhYKHtvy5YtkZOTg9raWoSFhQHgFwO5ubmq9+7evRslJSWazHxGjx6teg0AjBgxAiNHjtR0LUEQBEEQBEH4AssK/tXV1ZJa8oiICNd5Oe68807MnDkTb7/9Nu6++25wHIfFixejuLhY9d5NmzahQYMG+Otf/6paxzlz5mgK50nafoIgCIIgCCLQWFbwj4iIgMPh8DjOhHa2AJBiwIABKCgowLJly1yhOtu1a4chQ4ZgyZIliIqKkryvoqICO3bsQJcuXdz8A+SIiYmhOP4EQRAEQRBEUGBZwT8hIUHSJIdp7dXCbD7wwAMYMmQITp8+jdjYWKSmpmLevHkAgJSUFMl7fvrpJ4rmQxAEQRAEQdRLLCv4t2nTBvv27UN5ebmbVj0nJ8d1Xo2GDRu6xfvfs2cPkpKS3OL4C9m4cSOio6PRvXt3L2tPEARBEARBENbCsuE8e/XqBafTiVWrVrmOORwOrF27Fmlpaa6IPpWVlThz5gwuXryoWN6WLVtw9OhRZGZmwm73/NgXL17E3r17cdNNN8maAhEEQRAEQRBEsGJZjX9aWhp69eqFefPm4eLFi2jevDnWr1+P/Px8TJw40XXd0aNHMXnyZLfIOQcOHMCiRYvQpUsXxMXFIScnB2vXrkXXrl2RmZkp+bwtW7agtraWzHwIgiAIgiCIeollBX8AyMrKwvz587FhwwaUlpYiNTUVU6dORadOnRTvS0xMhN1ux1dffYWKigo0a9YMo0aNwuDBg13hPcVs3LgRTZo0wXXXXeeLj0IQBEEQBEEQAcXGcRwX6EoEG+Xl5Rg+fDhSUlI8zIbS09ORnp4eoJoRBEEQBEEQVobJkYsXL/Z7dEhLa/ytzuuvv07hPAmCIAiCIIigwLLOvQRBEARBEARBmAcJ/gRBEARBEAQRApDgTxAEQRAEQRAhAAn+BEHoo3gWcCyV/00QBEEQRNBAgj9BENopngWcnwDUnAYKpwe6NgRBEARB6ICi+nhBVlYWhfMkQovC6QBqAYQBiZMCXRuCIAiCIHRAgr8XUDhPIuRInMQL/4mTgPhxga4NQRAEQRA6IMGfIAjtxI8jgZ8gCIIgghSy8SfqHQ6HAwsXLoTD4Qh0VQgdULsFL9R2wQu1XXBC7Ra8OBwOLF26NGDPJ8GfqHc4HA58/vnnNCAGGdRuwQu1XfBCbRecULsFLw6HA1988UXAnk+CP0EQBEEQBEGEACT4EwRBEARBEEQIQII/QRAEQRAEQYQAJPh7QVZWFsaPH+/2s2LFCtX7tFxjhGAr19dl+4Jge8fBVq6vCMY+HGzl+opgew/B2Nd8RbC942Ar11cEYx8OtnIDCQn+XvD6669j5syZbj9akncFWwcNxkHAVwTbOw62cn1FMPbhYCvXVwTbewjGvuYrgu0dB1u5viIY+3CwlRtISPAnCIIgCIIgiBCABH+CIAiCIAiCCAFI8CcIgiAIgiCIEKBBoCsQjHAcBwAoLy83dL/T6TR8b30q11dls/KC6V1QucHZbr4sO5jKDca2C7ZyfVU2tV1wlhuM7ebLsoOpXGF5TJ70JzYuEE8Ncv7880+MHj060NUgCIIgCIIggpQ5c+YgKSnJr88kwd8ATqcTRUVFiI6Ohs1mC3R1CIIgCIIgiCCB4zhUVFQgISEBdrt/re5J8CcIgiAIgiCIEICcewmCIAiCIAgiBCDBnyAIgiAIgiBCABL8CYIgCIIgCCIEoHCehCWoqKjAV199hdzcXOTm5qK0tBSPP/44br/9dsnrjx07hs8//xyHDh1CdXU1rrjiCtxxxx3IzMz0uO6zzz7D4cOHAQBpaWkYPXo02rZt63adw+HAggULsGHDBpSWliI1NRWjRo1Cly5dfPOB6xFa2+6NN97A+vXrZcuZO3cuEhMTXf9rbRNqO2P4ot30fI+p3Yzji7bLzc3F+vXrsW/fPuTn5yMuLg5paWm4//77kZKS4nYftZ1xfNF2p0+fxueff45jx46huLgYkZGRaN26NYYMGYLu3bu73UdtZwxfzXNCFi9ejPnz56N169Z477333M6Z2W4k+BOW4NKlS1i0aBGSk5PRpk0b7N+/X/ba3bt3Y9q0abjqqqswfPhwREdH49y5cygsLHS77tixY3j66aeRlJSEESNGgOM4rFixAs888wxee+01tGzZ0nXtm2++ia1btyIzMxMtWrTAunXr8MILLyA7OxsdO3b02eeuD2htuwEDBuD66693O8ZxHGbOnImmTZt6DIZa24Tazhi+aDc932NqN+P4ou2+/PJLHD58GL169UJqaiouXLiA5cuX44knnsCrr76KK6+80nUttZ1xfNF2BQUFqKiowG233YaEhARUVVVh27ZtmDZtGh577DH079/fdS21nTF8Nc8x/vzzTyxduhRRUVGS501tN44gLEB1dTVXVFTEcRzH5ebmchkZGdyaNWs8risrK+NGjRrFZWdnc7W1tYplPv/889y9997LXbx40XWssLCQGzp0KJedne06lpOTw2VkZHBffvml61hVVRU3duxY7l//+pe3H63eo7XtpDhw4ACXkZHBLV682O241jahtjOOL9pNa5nUbt7hi7Y7dOgQV11d7XYsLy+Pu+uuu7hXX33VdYzazjt80XZS1NTUcP/85z+5Rx55xHWM2s44vm63V155hZs8eTI3adIkbvz48W7nzG43svEnLEF4eDji4+NVr9u0aRMuXLiA+++/H3a7HZWVlXA6nZLXHjx4ENdddx0aNWrkOpaQkICOHTti165dqKioAABs3boVdrvdTSsSERGBfv364ciRIygoKPDy09VvtLadFJs2bYLNZsOtt97qdlxrm1DbGccX7aa1TGo37/BF21199dUIDw93O9aiRQu0bt0aZ86ccR2jtvMOX7SdFGFhYUhKSkJZWZnrGLWdcXzZbgcOHMDWrVsxduxYyfNmtxsJ/kRQsWfPHsTExKCwsBDjxo3D0KFDMXz4cMycORPV1dVu1zocDkRGRnqUERkZiZqaGpw+fRoAcOLECaSkpCAmJsbtuvbt2wMATp486aNPE9rU1NTgxx9/RIcOHdCsWTO3c1rbhNrO/yi1m1ao3QKD3rbjOA4XLlxwU55Q2wUGLW1XWVmJixcv4ty5c/j666/xyy+/4LrrrnOdp7bzP2rtVltbiw8++AB/+9vfkJqaKlmG2e1GNv5EUPH777+jtrYWL774Ivr164cHHngA+/fvx/Lly1FWVoannnrKdW3Lli2Rk5OD2tpahIWFAeAXA7m5uQDg8gkoKiqSXMmzY2LfAcIcdu/ejZKSEvTu3dvjnNY2obbzP0rtphVqt8Cgt+02btyIwsJC3Hfffa5j1HaBQUvbffLJJ1i1ahUAwG63o0ePHhg3bpzrPLWd/1Frt1WrVqGgoAAvvviibBlmtxsJ/kRQUVlZiaqqKgwYMACPPPIIAKBnz56oqanBqlWrcN9996FFixYAgDvvvBMzZ87E22+/jbvvvhscx2Hx4sUoLi4GANcOQXV1tccWN8BvpQmvI8xl06ZNaNCgAf761796nNPaJtR2/kep3bRC7RYY9LTdmTNnMGvWLHTo0AF9+/Z1Hae2Cwxa2i4zMxO9evVCUVERtmzZAqfTCYfD4TpPbed/lNrt0qVLWLBgAYYPH47GjRvLlmF2u5GpDxFUsI5+yy23uB1ntnNHjhxxHRswYACGDh2KzZs347HHHsOECRNw7tw5DBkyBABc3vMRERFugyODfZnYMwnzqKiowI4dO9ClSxc3MwKG1jahtvMvau2mFWo3/6On7YqLi/Hf//4XMTExmDRpkmvHFKC2CwRa265Vq1a4/vrr0bdvX/znP/9BRUUFpk2bBo7jAFDb+Ru1dps/fz4aNmyIjIwMxXLMbjfS+BNBRUJCAn777Tc0adLE7ThbLZeWlrodf+CBBzBkyBCcPn0asbGxSE1Nxbx58wDAFZs6ISFBcquM7QzIhd8ijPPTTz+hqqpKdvtTa5tQ2/kXtXbTCrWb/9HadmVlZXj++edRVlaG6dOne7QFtZ3/Mfq969WrF9577z3k5eWhZcuW1HZ+Rqndfv/9d6xevRpjxoxBUVGR67jD4UBtbS3Onz+PmJgYxMXFmd5upPEngop27doB8LRpY18cqVV1w4YN0bFjR5fjzJ49e5CUlOSK49+mTRvk5eWhvLzc7b6cnBzXecJcNm7ciOjoaI/kMgytbUJt51/U2k0r1G7+R0vbVVdXY9q0acjLy8PUqVPRunVrj2uo7fyP0e8d0wiztqK28y9K7VZYWAin04kPP/wQY8aMcf3k5OQgLy8PY8aMwaJFiwCY324k+BNBBbOTW7NmjdvxH374AWFhYejcubPi/Vu2bMHRo0eRmZkJu53v/r169YLT6XQ5RQH8qnvt2rVIS0tDcnKyyZ8itLl48SL27t2Lm266STZZidY2obbzH1raTSvUbv5FS9vV1tbif//7H44cOYJJkyahQ4cOktdR2/kXLW134cIFj2M1NTVYv349IiIi0KpVKwDUdv5Erd1at26NyZMne/y0bt0aycnJmDx5Mvr16wfA/HYjUx/CMrDIPEybv3PnTtffGRkZiI2NxVVXXYV+/fphzZo1qK2tRadOnbB//35s3boVQ4cOddvyOnDgABYtWoQuXbogLi4OOTk5WLt2Lbp27YrMzEzXdWlpaejVqxfmzZuHixcvonnz5li/fj3y8/MxceJE/76EIEVL2zG2bNmC2tpaxW1rrW1CbecdZreb1jKp3bzH7LabPXs2duzYge7du6OkpAQbNmxwO9+nTx8A9J0zA7Pb7r333kN5eTk6deqEhIQEXLhwARs3bsTZs2fx8MMPIzo6GgC1nbeY2W6NGzdGjx49PI5/++23AOB2zux2s3HM64MgAszDDz+M/Px8yXMff/yxKwZuTU0Nli5dirVr16KoqAjJyclIT0/HoEGD3O45d+4c3n//fRw/fhwVFRVo1qwZ+vbti8GDB3t4yFdXV2P+/PnYuHEjSktLkZqailGjRqFr166++bD1DK1tBwD/+te/cP78ecydO9fNaVCM1jahtjOOL9pNa5nUbt5hdts988wzOHDggOzzvvvuO9ff1HbeYXbbbd68GWvWrMGpU6dQUlKC6OhotGvXDhkZGbjxxhvdrqW2M44vxksxzzzzDC5duoT33nvP7biZ7UaCP0EQBEEQBEGEAGTjTxAEQRAEQRAhAAn+BEEQBEEQBBECkOBPEARBEARBECEACf4EQRAEQRAEEQKQ4E8QBEEQBEEQIQAJ/gRBEARBEAQRApDgTxAEQRAEQRAhAAn+BEEQBEEQBBECNAh0BQiCsBYDBw7UdX3Tpk3xySefuDJ/ijMY1kcqKyvx66+/YteuXTh06BDy8/Nht9vRvHlz9OzZE4MHD0Z0dLSmsp599lns3bsXADBnzhwkJSW5nd+/fz8mT54se39aWhpeffVVt2MLFy7E559/rvrsl19+GZ06dXI7VlVVhaVLl2LLli0oKChAXFwcunbtilGjRiExMVG2rLVr12LlypU4c+YMGjRogLS0NAwfPhxXX3217D2HDh3CkiVLkJOTg5qaGrRq1QoZGRno27evat2FiDNqjh49GkOGDHH9L/c+oqKi0Lx5c/Tq1QuDBg1CVFQUAPV3LkXfvn3xf//3f1i7di3eeust1/8MdlxIZGQkYmNj0aJFC6SlpaFPnz648sordT1XDfZZxPWxGt988w0+/vhj1/9sXCEIwlxI8CcIwg0poevw4cM4d+4c2rRpgzZt2rida9Sokb+qZhk2bdqEd999FwDQqlUrdO/eHRUVFTh8+DAWLlyIzZs34+WXX0aTJk0Uy1m7di327t0Lm80GtSTqzZs3lxSimzdv7nGsTZs2ssJzUVER9uzZg8jISFx11VVu56qrqzFlyhTk5OQgISEBN954I/Lz87F27Vrs2rULr776Kq644gqPMj/66CN8++23iIiIQJcuXeBwOLBnzx78+uuvmDRpEnr06OFxz9atW/G///0PHMehY8eOaNSoEfbu3Ys33ngDJ0+exMMPP6z4PqRgn1lOeBb2X47jUFhYiEOHDmH+/PnYvn07pk+fjqioKDRp0kTy/W3btg2VlZXo2rWrR9tec801muoobMeamhpcunQJJ06cwIEDB/Dll1+id+/eePTRRxETE6P1Y9cLWrVq5Xrn69evD3BtCKL+QoI/QRBuSGkF33jjDZw7dw433XQTRo4cKXtfVVWVola4vtCgQQPccccdGDRoEFq1auU6XlRUhBdeeAEnTpzARx99hKeeekq2jIsXL2L27Nno0qUL8vLy3DTWUlx99dWaNbY9evSQFLYBYO7cudizZw969OjhsSuxePFi5OTkoEOHDvjvf//rOv/111/jk08+wVtvvYWXX37Z7Z49e/bg22+/RVxcHF599VW0aNECAHDkyBE888wzeOutt9C5c2c0bNjQdU9JSQnefvttOJ1OPPPMM+jZsycAoLi4GE8//TS+/vprdO/eHZ07d9b0eRlq70eq//7xxx946qmncPz4caxatQqDBw9Gq1atJMs6cOAAKisrcc899+iuG0OqHTmOw65du/DBBx9g48aN+PPPPzFt2jQ0aBA6U3TXrl3RtWtXACT4E4QvIRt/giBMoWnTpmjVqlVICCu33XYbJkyY4Cb0A0BCQgIeffRRAMD27dvhcDhky/joo49QVVXlut4fcByHTZs2AQD69Onjds7hcGDFihUAgHHjxrktCgYPHozU1FQcOHAAx44dc7vv66+/BgAMHz7cJfQDQIcOHTBgwACUlZVhzZo1bvf88MMPKC8vx4033ugS+gEgPj4eo0ePBgAsW7bMy0+rjSuuuAJ33HEHAF6wDwQ2mw3du3fHa6+9hoSEBBw4cAArV64MSF0Igqjf1P8ZmiAIvyBn4z9w4EA0bdoUH374IZYuXYr169ejsLAQTZs2xd13343bb78dALB3714sXrwYx44dg91uR/fu3TFmzBhJU6La2lqsXr0a69evx2+//Yba2lqkpKTgtttuQ0ZGBsLCwvz2ucWkpqYC4AXpkpISJCQkeFzzyy+/YNOmTRg1apSkqY6v2L9/P/7880/Ex8fjuuuuczt3+PBhlJWVoXnz5h4mQADQq1cvnDp1Cjt37kS7du0A8P4A+/btc52Xuue7777Dzp07cdddd7mO79q1S/aebt26ISIiAnv37kV1dTUiIiKMf2CNMLOd2tpanz9LrR733Xcf3nnnHSxfvhyZmZma7z19+jQ+++wzHDhwAE6nE23atMGwYcNk319RURE2bNiAXbt24dy5c7h06RIaNmyIq6++Gvfccw/at2/vutbhcODvf/87qqqq8Omnn7rt3jAOHz6Mf//73+jYsSOmT58OoG6huXLlSpw7dw5lZWVo3LgxUlJS0KNHD6Snp+t8QwRBeAtp/AmC8AuvvPIKvv76a1x55ZXo2LEjzp8/j7feegtr167F1q1b8Z///Ae1tbXo2rUroqKisGHDBmRnZ3vYvldVVWHq1Kl4//338fvvvyMtLQ3XX389iouL8fHHH+Pll1+G0+kM0KcEzp8/D4A3B4qLi/M4X1lZiZkzZ6Jly5ZuDqhqnDt3Dp9++ineffddzJs3Dz///LPuz7lx40YAwC233OKxODp58iQAoG3btpL3ssXAqVOnXMfy8vLgcDjQuHFjD6dkuXuE/0stMMLDw9G6dWtUV1cjLy9P9TOZwdGjRwHAYwcnEPz1r3+F3W7HuXPn8Oeff2q65+jRo3jqqaewY8cOJCUl4S9/+Quqq6vxwgsv4Mcff5S8Z8eOHZg7dy4uXLiA1NRU3HTTTUhISMD27dvx9NNPY/fu3a5rw8PDcdttt6G6utq1YyRm9erVAID+/fu7js2ZMwevvfYajh07htTUVPTo0QMtWrTAqVOn8NVXX2l9JQRBmAhp/AmC8Dn5+fmIjo7GBx98gMaNGwMA9u3bhylTpuCzzz6Dw+HAlClT8Je//AUAUF5ejqeeegqHDh3C/v37ce2117rKmj17Nvbt24ebb74Zjz32GGJjY133zJgxAzt27MDq1asxYMAA/39QAN9++y0A3mY5PDzc4/yCBQuQn5+Pl156SfK8HIcPH8bhw4fdjqWmpuKZZ55xM7GRo7q6Gtu2bQPgaeYDAAUFBQAgKcALjwt9Edg9cn4dUVFRiI2NRWlpKcrLyxETE4Py8nKUlZWpPuvYsWMoKCjwcCY3C6fTiaKiImzcuBEbN25EbGws7rzzTp88Sw8xMTFo1qwZzp07h99++032HTE4jsMbb7yBiooK3Hvvvbjvvvtc51asWIFZs2ZJ3nf11Vfj3Xff9XCE3r17N6ZNm4ZZs2bhgw8+gM1mA8AL9N988w1Wr17toakvLy/Hjz/+iIYNG7pMt6qrq7F8+XJER0fj7bffdnMKr62txZEjR7S/FIIgTIM0/gRB+IWxY8e6hH4AuPbaa9G2bVsUFRXhhhtucAn9AC/8SNldX7hwAT/88AOSkpLw+OOPu4R+ds/EiRPRoEGDgNlH//zzz1izZg0aNGiAUaNGeZw/duwYvv32W/Tt21ezc2hMTAyGDBmCV199FQsXLsTChQvx4osvIi0tDadOncJzzz3nEqSV2LFjB8rKytC6dWtJTXtlZSUAPsSkFOx4RUWF6xj7W+4eAK4Qmexa4f1y97F7ysvLZcs1wueff46BAwdi4MCBGDRoEEaPHo1PP/0U1113nWzEokDAzNu0tOv+/ftx5swZXHHFFbj33nvdzqWnpyMtLU3yvtTUVMnoR127dsVf//pXnDt3DqdPn3YdT0lJQefOnXHy5Enk5ua63bNp0yZUVVWhT58+LtOi8vJyOBwONG/e3OO9hoWFoWPHjqqfjSAI8yGNP0EQPqdBgwYe8eIB3rHyxIkT6NKli+Q5gLdFZuzfvx81NTW44YYbJIXG+Ph4tGjRAqdPn0ZVVZWiQGo2Z86cwWuvvQaO4zB69GgPTXVtbS3eeecdxMbG4qGHHtJc7lVXXeUhqF933XXo1KkTpkyZgoMHD2LlypUYOnSoYjnMzEdK2x8qiMPRslCae/bswfz58/HEE0+4Fh3BwsGDBwHw/hJSvi233HILcnJyJO91OBz45ZdfkJubi0uXLrmc0Zkp1u+//+7yWQGAAQMGYN++ffjhhx/cfACYmQ9brAO8v0JSUhJOnDiBuXPnon///pZZWBFEKEOCP0EQPqdJkyaSQgkTsqRMRVhUGWFkHGZmsnr1apewIUdpaami4M/CaYr529/+plsbWVhYiOeffx6lpaUYPHiwpFPmt99+ixMnTmDixIluOx9GCQsLw913342DBw9i9+7dioL/pUuXsHv3btjtdvTu3VvyGtYWVVVVkufZcWG0H/a33D1A3U4Cu1Z4f1VVlWS8enaP2bHspcJ5OhwOvP/++1izZg0iIiKQlZVl6jONcOnSJQCQ9BERwxbGycnJkuebNm0qefzUqVOYNm2aYhhZ4e4MwL+/+Ph4bN68GQ8//DCio6Nx7NgxHD9+HB06dPDYQXjiiScwY8YMfPnll/jyyy/RtGlTdOrUCTfffDO6deum+tkIgjAfEvwJgvA5druyVaHaeQZzZm3btq2bJlIKtbCilZWVkvHCO3furEvwLykpwXPPPYf8/Hzcfvvtstr8nTt3wmazYd26dR7PLS4uBgBMnz4d4eHhuOeee3DDDTeoPpvZ9rP75diyZQtqampw7bXXytqMM8FRzqGUHRcKkuyewsJCyXsqKytRVlaGhg0buoT4mJgYxMbGoqysDH/++Sdat24t+yw5YdZMwsPDMWbMGKxduxabNm3C2LFjNQncvqK8vBx//PEHAN85G3Mch1deeQX5+fkYMGAABgwYgGbNmiE6Oho2mw3z5s3D0qVLPRzrGzRogNtvvx1Lly7F5s2bcccdd+CHH34A4K7tZ1x33XX48MMPsXPnTuzevRv79+/H+vXrsX79evTs2RPPPPOMTz4fQRDykOBPEETQwITWa665Bo888ohXZTVr1gzfffedV2VUVFTg+eefx5kzZ9CjRw9MmDDB5QwpBcdxLtMMKZhJxm233abp+aWlpQCUbewBbWY+zATmxIkTkuePHz8OAG4LrpSUFISHh+PixYsoLCz02LmRuof9f/DgQRw/ftxD8K+pqcFvv/2GiIgIpKSkKH4us4iJiUGjRo1w8eJFnDt3LqCC/5YtW8BxHFJSUjQlw2PhYpmjtRgpjf7Zs2dx9uxZtGvXDuPHj/c4zxYeUvTv3x9ffvklfvjhB9x6663YvHkzYmJi8Ne//lXy+piYGPTu3du103TkyBG88sor2LZtG37++WfS/BOEnyHnXoIggoZrr70WdrsdO3fuRE1NTUDr4nA48OKLLyI3Nxddu3bFU089pZg/4OWXX8Z3330n+cO06HPmzMF3333nym2gBovSI+Wsy/jjjz9w5MgRREREuCXLEnP11VcjNjYW586dkxT+t27dCgDo3r2761hkZKQr4pJU2EipewC4HLnZeSG7du1CdXU1rrvuOr/E8Ad4LTszrxFnM/YnFy5cwMKFCwHw+S+0cM011wDg+4JUeNctW7Z4HGMLRqndn9LSUuzZs0f2eU2bNkXXrl2Rm5uL+fPno6ysDLfeeqtm34gOHTq4FqBC52GCIPwDCf4EQQQNiYmJ6NevH/Lz8zFjxgxJE5fff/9dUqA0k9raWsyYMQP79u1Dx44d8cwzz+gKzamHb775xkOby3Ecvv/+e3zzzTew2WyKYSg3bNgAgLfPVrKZDw8Pd4VpnDVrlsvOHuCz8546dQqdOnVyJe9iDB48GACwePFi/P77767jR44cwapVqxAbG4t+/fq53fO3v/0NMTEx2LFjh2vxAvCC75w5cwDALeGXL3E4HPj444/BcRyaNWuGli1b+uW5QjiOw88//4wnn3wSRUVFuPbaa93i4SvRuXNntGzZEufOncPixYvdzn3//feSYTObN28Ou92Offv2ubVZdXU13nvvPZSUlCg+k4XK/eabbwBIm/nk5+dj7dq1bv2IPYMlfVMLVUoQhPmQqQ9BEEHF2LFjcf78eWzbtg27d+9GmzZtkJycjKqqKvz22284d+4cbrzxRsmssGaxYsUKbN++HQAfevH999+XvO6hhx7y2pH322+/xezZs3HVVVehWbNmcDgcOHXqFM6fPw+73Y5//OMfHsK4EJZwSUs0n+HDh2Pv3r04fPgwHnnkEVxzzTUoKChATk4OGjdujMcff9zjnuuvvx6ZmZn49ttvMXHiRFx//fWoqanBnj17wHEcHn/8cY9Mr3FxcZg4cSL+97//Yfr06ejcuTPi4uKwZ88elJWVYfDgwZrDnerhp59+ciVYA+qi+hQVFSEyMhKPP/64oqmWHuT8Vg4fPow33ngDAG/WVFJSguPHj7t2HPr06YNx48Zpzj5tt9vxxBNP4Nlnn8XChQuxbds2tG7dGufOncOxY8dw5513eoS3bdKkCfr164fVq1fjn//8J6699lpERkbi4MGDcDqduO2227Bu3TrZZ95www1ISkrCn3/+iXbt2knuOJWWluKtt97CrFmz0K5dOyQlJaGyshJHjhzBxYsX0a5dO8UdKIIgfAMJ/gRBBBWRkZF4/vnnsWnTJqxbtw4nT57E0aNH0ahRIzRt2hR9+vTBLbfc4tM6MFMJAK4FgBQjR470WvAfPHgwfv31V/z22284c+YMampqkJCQgN69e2PgwIFuYRXF5ObmIi8vD02aNJEMmSomIiIC2dnZLufNn376CXFxcbjtttswatQoWQ3t2LFj0aZNG6xYsQJ79uxBgwYNcN111+Hee+/F1VdfLXlPr1698PLLL2Px4sXIyclBTU0NWrVqhYyMDM0+Dno5efKkK0MxwO9yJCUloX///rjrrrs0JUJTg0WhkjN9OXfuHM6dOweAf98NGzZEq1atXCYwUrH11UhLS8OMGTPw2Wef4eDBg/jjjz+QmpqK5557DlFRUZJ5LR599FG0bNkSP/zwA/bt24eYmBhcf/31uP/++7F27VrF54WFhaFTp07YuHGjpLYf4MPxPvzww9i7dy9+++03HD16FJGRkWjWrBmGDh2KO+64w2e7ZARByGPjxG77BEEQBBFEPPzww8jPz/faWdsM5syZg6+++gqjR4/GkCFDAl0dn1BZWYkHH3wQTqcTc+fONT3s6sCBA9G0aVN88sknppZLEARp/AmCIIh6AjOhueWWWzSFQzWbCxcuuJycpRLW1RdWrlyJsrIypKenmyb0796922WWRhCE7yDBnyAIgqgXsPwIV155pV8F/+3bt2P9+vU4dOgQLl26hG7duimaYAUjly5dwty5c3HhwgX88ssviI6Oxj333GNa+WfOnJHMq0EQhLmQqQ9BEARBeMHChQuxZMkSJCUloVevXhgxYoTm8JbBwvnz5zFmzBg0aNAAqampeOihh3zigE0QhG8hwZ8gCIIgCIIgQgCK408QBEEQBEEQIQAJ/gRBEARBEAQRApDgTxAEQRAEQRAhAAn+BEEQBEEQBBECkOBPEARBEARBECEACf4EQRAEQRAEEQKQ4E8QBEEQBEEQIQAJ/gRBEARBEAQRApDgTxAEQRAEQRAhwP8HclmFct1kGJEAAAAASUVORK5CYII=","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":766}},"output_type":"display_data"}],"source":["%matplotlib inline\n","bin_time = 15/24/60\n","lc_collection_binned = lc_collection.bin(bin_time)\n","lc_collection_binned.plot(color = 'gold', lw = 0, marker = '.')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"28f20a2fc86f424f851aba0cd13c0ea9","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":16,"execution_start":1701255477294,"source_hash":"deb777e4"},"outputs":[],"source":["period = 242\n","t0 = 1695"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"f89dc4593b334605b9960c0bd5fbe734","deepnote_app_coordinates":{"h":5,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":25,"execution_start":1701255477368,"source_hash":"dd37eb77"},"outputs":[{"data":{"text/plain":["<AxesSubplot: xlabel='Phase [JD]', ylabel='Normalized Flux'>"]},"execution_count":85,"metadata":{},"output_type":"execute_result"}],"source":["lc_phased = lc_collection.fold(period = period, epoch_time = t0)\n","%matplotlib inline\n","fig, ax = plt.subplots(figsize = (8, 4))\n","lc_phased.plot(ax = ax, linewidth = 0, marker = 0, color = 'purple', markersize = 1)"]},{"cell_type":"markdown","metadata":{"created_in_deepnote_cell":true,"deepnote_cell_type":"markdown"},"source":["<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=50ad3984-69a9-496e-a121-efb59231e7e9' target=\"_blank\">\n","<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\n","Created in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>"]}],"metadata":{"deepnote":{},"deepnote_app_layout":"powerful-article","deepnote_execution_queue":[],"deepnote_notebook_id":"444f50e799124ee0ba9b190392d8450b","kernelspec":{"display_name":"Python 3","language":"python","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.10.13"},"orig_nbformat":2},"nbformat":4,"nbformat_minor":0}
diff --git a/deepnote/Star_Sailors_Light_Curve_Plot/RadialVelocities.ipynb b/deepnote/Star_Sailors_Light_Curve_Plot/RadialVelocities.ipynb
deleted file mode 100644
index c43bebfc..00000000
--- a/deepnote/Star_Sailors_Light_Curve_Plot/RadialVelocities.ipynb
+++ /dev/null
@@ -1,364 +0,0 @@
-{
-  "cells": [
-    {
-      "cell_type": "code",
-      "source": "!pip install flask\n!pip install sqlalchemy\n!pip install flask_cors\n!pip install flask-restful\n!pip install supabase_py\n\n!pip install radvel\n!pip install numpy\n!pip install lightkurve\n!pip install astropy\n!pip install glob\n# !pip install psycopg2-binary\n# !pip install thirdweb-sdk",
-      "metadata": {
-        "tags": [],
-        "cell_id": "27fc15f510484cd19fd01839f6cbe2db",
-        "source_hash": "4b54d895",
-        "execution_start": 1682432763330,
-        "execution_millis": 57939,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stdout",
-          "text": "Collecting flask\n  Downloading Flask-2.2.3-py3-none-any.whl (101 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m101.8/101.8 KB\u001b[0m \u001b[31m7.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: click>=8.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from flask) (8.1.3)\nRequirement already satisfied: Werkzeug>=2.2.2 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from flask) (2.2.2)\nRequirement already satisfied: importlib-metadata>=3.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from flask) (5.0.0)\nCollecting itsdangerous>=2.0\n  Downloading itsdangerous-2.1.2-py3-none-any.whl (15 kB)\nCollecting Jinja2>=3.0\n  Downloading Jinja2-3.1.2-py3-none-any.whl (133 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m133.1/133.1 KB\u001b[0m \u001b[31m28.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: typing-extensions>=3.6.4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->flask) (4.4.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->flask) (3.9.0)\nRequirement already satisfied: MarkupSafe>=2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=3.0->flask) (2.0.0)\nCollecting MarkupSafe>=2.0\n  Downloading MarkupSafe-2.1.2-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (25 kB)\nInstalling collected packages: MarkupSafe, itsdangerous, Jinja2, flask\n  Attempting uninstall: MarkupSafe\n    Found existing installation: MarkupSafe 2.0.0\n    Not uninstalling markupsafe at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'MarkupSafe'. No files were found to uninstall.\n  Attempting uninstall: Jinja2\n    Found existing installation: Jinja2 2.11.3\n    Not uninstalling jinja2 at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'Jinja2'. No files were found to uninstall.\n\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed Jinja2-3.1.2 MarkupSafe-2.1.2 flask-2.2.3 itsdangerous-2.1.2\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mRequirement already satisfied: sqlalchemy in /shared-libs/python3.7/py/lib/python3.7/site-packages (1.4.42)\nRequirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from sqlalchemy) (5.0.0)\nRequirement already satisfied: greenlet!=0.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from sqlalchemy) (1.1.3.post0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->sqlalchemy) (3.9.0)\nRequirement already satisfied: typing-extensions>=3.6.4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->sqlalchemy) (4.4.0)\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mCollecting flask_cors\n  Downloading Flask_Cors-3.0.10-py2.py3-none-any.whl (14 kB)\nRequirement already satisfied: Flask>=0.9 in /root/venv/lib/python3.7/site-packages (from flask_cors) (2.2.3)\nRequirement already satisfied: Six in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from flask_cors) (1.16.0)\nRequirement already satisfied: click>=8.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from Flask>=0.9->flask_cors) (8.1.3)\nCollecting Jinja2>=3.0\n  Using cached Jinja2-3.1.2-py3-none-any.whl (133 kB)\nRequirement already satisfied: importlib-metadata>=3.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Flask>=0.9->flask_cors) (5.0.0)\nRequirement already satisfied: Werkzeug>=2.2.2 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from Flask>=0.9->flask_cors) (2.2.2)\nRequirement already satisfied: itsdangerous>=2.0 in /root/venv/lib/python3.7/site-packages (from Flask>=0.9->flask_cors) (2.1.2)\nRequirement already satisfied: typing-extensions>=3.6.4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->Flask>=0.9->flask_cors) (4.4.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->Flask>=0.9->flask_cors) (3.9.0)\nRequirement already satisfied: MarkupSafe>=2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=3.0->Flask>=0.9->flask_cors) (2.0.0)\nCollecting MarkupSafe>=2.0\n  Using cached MarkupSafe-2.1.2-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (25 kB)\nInstalling collected packages: MarkupSafe, Jinja2, flask_cors\n  Attempting uninstall: MarkupSafe\n    Found existing installation: MarkupSafe 2.0.0\n    Not uninstalling markupsafe at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'MarkupSafe'. No files were found to uninstall.\n  Attempting uninstall: Jinja2\n    Found existing installation: Jinja2 2.11.3\n    Not uninstalling jinja2 at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'Jinja2'. No files were found to uninstall.\n\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed Jinja2-3.1.2 MarkupSafe-2.1.2 flask_cors-3.0.10\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mCollecting flask-restful\n  Downloading Flask_RESTful-0.3.9-py2.py3-none-any.whl (25 kB)\nCollecting aniso8601>=0.82\n  Downloading aniso8601-9.0.1-py2.py3-none-any.whl (52 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m52.8/52.8 KB\u001b[0m \u001b[31m11.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: Flask>=0.8 in /root/venv/lib/python3.7/site-packages (from flask-restful) (2.2.3)\nRequirement already satisfied: six>=1.3.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from flask-restful) (1.16.0)\nRequirement already satisfied: pytz in /shared-libs/python3.7/py/lib/python3.7/site-packages (from flask-restful) (2022.5)\nRequirement already satisfied: importlib-metadata>=3.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Flask>=0.8->flask-restful) (5.0.0)\nRequirement already satisfied: Werkzeug>=2.2.2 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from Flask>=0.8->flask-restful) (2.2.2)\nRequirement already satisfied: click>=8.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from Flask>=0.8->flask-restful) (8.1.3)\nRequirement already satisfied: itsdangerous>=2.0 in /root/venv/lib/python3.7/site-packages (from Flask>=0.8->flask-restful) (2.1.2)\nCollecting Jinja2>=3.0\n  Using cached Jinja2-3.1.2-py3-none-any.whl (133 kB)\nRequirement already satisfied: typing-extensions>=3.6.4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->Flask>=0.8->flask-restful) (4.4.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->Flask>=0.8->flask-restful) (3.9.0)\nRequirement already satisfied: MarkupSafe>=2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=3.0->Flask>=0.8->flask-restful) (2.0.0)\nCollecting MarkupSafe>=2.0\n  Using cached MarkupSafe-2.1.2-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (25 kB)\nInstalling collected packages: aniso8601, MarkupSafe, Jinja2, flask-restful\n  Attempting uninstall: MarkupSafe\n    Found existing installation: MarkupSafe 2.0.0\n    Not uninstalling markupsafe at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'MarkupSafe'. No files were found to uninstall.\n  Attempting uninstall: Jinja2\n    Found existing installation: Jinja2 2.11.3\n    Not uninstalling jinja2 at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'Jinja2'. No files were found to uninstall.\n\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed Jinja2-3.1.2 MarkupSafe-2.1.2 aniso8601-9.0.1 flask-restful-0.3.9\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mCollecting supabase_py\n  Downloading supabase_py-0.0.2-py3-none-any.whl (7.5 kB)\nCollecting pytest<7,>=6\n  Downloading pytest-6.2.5-py3-none-any.whl (280 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m280.7/280.7 KB\u001b[0m \u001b[31m39.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting requests==2.25.1\n  Downloading requests-2.25.1-py2.py3-none-any.whl (61 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m61.2/61.2 KB\u001b[0m \u001b[31m6.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting gotrue==0.2.0\n  Downloading gotrue-0.2.0-py3-none-any.whl (8.9 kB)\nCollecting realtime-py<0.2.0,>=0.1.2\n  Downloading realtime_py-0.1.3-py3-none-any.whl (8.1 kB)\nCollecting postgrest-py==0.4.0\n  Downloading postgrest_py-0.4.0-py3-none-any.whl (6.0 kB)\nCollecting httpx<0.17.0,>=0.16.1\n  Downloading httpx-0.16.1-py3-none-any.whl (65 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m65.6/65.6 KB\u001b[0m \u001b[31m8.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting deprecation<3.0.0,>=2.1.0\n  Downloading deprecation-2.1.0-py2.py3-none-any.whl (11 kB)\nCollecting chardet<5,>=3.0.2\n  Downloading chardet-4.0.0-py2.py3-none-any.whl (178 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m178.7/178.7 KB\u001b[0m \u001b[31m36.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting idna<3,>=2.5\n  Downloading idna-2.10-py2.py3-none-any.whl (58 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m58.8/58.8 KB\u001b[0m \u001b[31m10.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests==2.25.1->supabase_py) (2022.9.24)\nRequirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests==2.25.1->supabase_py) (1.26.12)\nCollecting iniconfig\n  Downloading iniconfig-2.0.0-py3-none-any.whl (5.9 kB)\nRequirement already satisfied: importlib-metadata>=0.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (5.0.0)\nCollecting py>=1.8.2\n  Downloading py-1.11.0-py2.py3-none-any.whl (98 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m98.7/98.7 KB\u001b[0m \u001b[31m23.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: attrs>=19.2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (22.1.0)\nRequirement already satisfied: packaging in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (21.3)\nRequirement already satisfied: pluggy<2.0,>=0.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (1.0.0)\nCollecting toml\n  Downloading toml-0.10.2-py2.py3-none-any.whl (16 kB)\nCollecting websockets<10.0,>=9.1\n  Downloading websockets-9.1-cp37-cp37m-manylinux2010_x86_64.whl (103 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m103.0/103.0 KB\u001b[0m \u001b[31m28.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: python-dateutil<3.0.0,>=2.8.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from realtime-py<0.2.0,>=0.1.2->supabase_py) (2.8.2)\nCollecting dataclasses<0.7,>=0.6\n  Downloading dataclasses-0.6-py3-none-any.whl (14 kB)\nCollecting rfc3986[idna2008]<2,>=1.3\n  Downloading rfc3986-1.5.0-py2.py3-none-any.whl (31 kB)\nRequirement already satisfied: sniffio in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (1.3.0)\nCollecting httpcore==0.12.*\n  Downloading httpcore-0.12.3-py3-none-any.whl (55 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m55.8/55.8 KB\u001b[0m \u001b[31m14.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting h11==0.*\n  Downloading h11-0.14.0-py3-none-any.whl (58 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m58.3/58.3 KB\u001b[0m \u001b[31m10.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: typing-extensions in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from h11==0.*->httpcore==0.12.*->httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (4.4.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=0.12->pytest<7,>=6->supabase_py) (3.9.0)\nRequirement already satisfied: six>=1.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from python-dateutil<3.0.0,>=2.8.1->realtime-py<0.2.0,>=0.1.2->supabase_py) (1.16.0)\nRequirement already satisfied: pyparsing!=3.0.5,>=2.0.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from packaging->pytest<7,>=6->supabase_py) (3.0.9)\nInstalling collected packages: rfc3986, dataclasses, websockets, toml, py, iniconfig, idna, h11, gotrue, chardet, requests, realtime-py, httpcore, deprecation, pytest, httpx, postgrest-py, supabase_py\n  Attempting uninstall: idna\n    Found existing installation: idna 3.4\n    Not uninstalling idna at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'idna'. No files were found to uninstall.\n  Attempting uninstall: requests\n    Found existing installation: requests 2.28.1\n    Not uninstalling requests at /shared-libs/python3.7/py/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'requests'. No files were found to uninstall.\n\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\nsnowflake-connector-python 2.7.9 requires charset-normalizer~=2.0.0, but you have charset-normalizer 2.1.1 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed chardet-4.0.0 dataclasses-0.6 deprecation-2.1.0 gotrue-0.2.0 h11-0.14.0 httpcore-0.12.3 httpx-0.16.1 idna-2.10 iniconfig-2.0.0 postgrest-py-0.4.0 py-1.11.0 pytest-6.2.5 realtime-py-0.1.3 requests-2.25.1 rfc3986-1.5.0 supabase_py-0.0.2 toml-0.10.2 websockets-9.1\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mCollecting radvel\n  Downloading radvel-1.4.9.tar.gz (79 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m79.3/79.3 KB\u001b[0m \u001b[31m16.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25h  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hCollecting cython>=0.23\n  Using cached Cython-0.29.34-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.manylinux_2_24_x86_64.whl (1.9 MB)\nRequirement already satisfied: numpy>=1.16 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from radvel) (1.21.6)\nRequirement already satisfied: scipy>=0.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from radvel) (1.7.3)\nRequirement already satisfied: matplotlib>=1.5.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from radvel) (3.5.3)\nCollecting corner>=2.0\n  Downloading corner-2.2.1-py3-none-any.whl (15 kB)\nRequirement already satisfied: astropy>=1.1.2 in /root/venv/lib/python3.7/site-packages (from radvel) (4.3.1)\nCollecting emcee>=3.0.2\n  Downloading emcee-3.1.4-py2.py3-none-any.whl (46 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m46.2/46.2 KB\u001b[0m \u001b[31m7.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: pandas>=0.20.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from radvel) (1.2.5)\nCollecting nbsphinx>=0.3.3\n  Downloading nbsphinx-0.9.1-py3-none-any.whl (30 kB)\nRequirement already satisfied: jupyter_client>=5.2.4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from radvel) (7.4.3)\nRequirement already satisfied: ipykernel>=4.10.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from radvel) (6.16.1)\nRequirement already satisfied: jinja2>=2.9 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from radvel) (2.11.3)\nRequirement already satisfied: python-dateutil>=2.5.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from radvel) (2.8.2)\nRequirement already satisfied: dill in /shared-libs/python3.7/py/lib/python3.7/site-packages (from radvel) (0.3.5.1)\nRequirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from astropy>=1.1.2->radvel) (5.0.0)\nRequirement already satisfied: pyerfa>=1.7.3 in /root/venv/lib/python3.7/site-packages (from astropy>=1.1.2->radvel) (2.0.0.3)\nRequirement already satisfied: ipython>=7.23.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipykernel>=4.10.0->radvel) (7.34.0)\nRequirement already satisfied: matplotlib-inline>=0.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipykernel>=4.10.0->radvel) (0.1.6)\nRequirement already satisfied: pyzmq>=17 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipykernel>=4.10.0->radvel) (24.0.1)\nRequirement already satisfied: nest-asyncio in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipykernel>=4.10.0->radvel) (1.5.6)\nRequirement already satisfied: packaging in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipykernel>=4.10.0->radvel) (21.3)\nRequirement already satisfied: traitlets>=5.1.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipykernel>=4.10.0->radvel) (5.5.0)\nRequirement already satisfied: debugpy>=1.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipykernel>=4.10.0->radvel) (1.6.3)\nRequirement already satisfied: tornado>=6.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipykernel>=4.10.0->radvel) (6.2)\nRequirement already satisfied: psutil in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipykernel>=4.10.0->radvel) (5.9.3)\nRequirement already satisfied: MarkupSafe>=0.23 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from jinja2>=2.9->radvel) (2.0.0)\nRequirement already satisfied: jupyter-core>=4.9.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from jupyter_client>=5.2.4->radvel) (4.11.2)\nRequirement already satisfied: entrypoints in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from jupyter_client>=5.2.4->radvel) (0.4)\nRequirement already satisfied: pillow>=6.2.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->radvel) (9.2.0)\nRequirement already satisfied: cycler>=0.10 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->radvel) (0.11.0)\nRequirement already satisfied: kiwisolver>=1.0.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->radvel) (1.4.4)\nRequirement already satisfied: pyparsing>=2.2.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->radvel) (3.0.9)\nRequirement already satisfied: fonttools>=4.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->radvel) (4.37.4)\nRequirement already satisfied: nbconvert!=5.4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from nbsphinx>=0.3.3->radvel) (6.4.5)\nCollecting sphinx>=1.8\n  Downloading sphinx-5.3.0-py3-none-any.whl (3.2 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m3.2/3.2 MB\u001b[0m \u001b[31m51.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: nbformat in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from nbsphinx>=0.3.3->radvel) (5.7.0)\nCollecting docutils\n  Downloading docutils-0.19-py3-none-any.whl (570 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m570.5/570.5 KB\u001b[0m \u001b[31m45.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: pytz>=2017.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from pandas>=0.20.0->radvel) (2022.5)\nRequirement already satisfied: six>=1.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from python-dateutil>=2.5.0->radvel) (1.16.0)\nRequirement already satisfied: jedi>=0.16 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipython>=7.23.1->ipykernel>=4.10.0->radvel) (0.17.2)\nRequirement already satisfied: pexpect>4.3 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipython>=7.23.1->ipykernel>=4.10.0->radvel) (4.8.0)\nRequirement already satisfied: prompt-toolkit!=3.0.0,!=3.0.1,<3.1.0,>=2.0.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipython>=7.23.1->ipykernel>=4.10.0->radvel) (3.0.31)\nRequirement already satisfied: setuptools>=18.5 in /root/venv/lib/python3.7/site-packages (from ipython>=7.23.1->ipykernel>=4.10.0->radvel) (47.1.0)\nRequirement already satisfied: pickleshare in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipython>=7.23.1->ipykernel>=4.10.0->radvel) (0.7.5)\nRequirement already satisfied: decorator in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipython>=7.23.1->ipykernel>=4.10.0->radvel) (5.1.1)\nRequirement already satisfied: pygments in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipython>=7.23.1->ipykernel>=4.10.0->radvel) (2.13.0)\nRequirement already satisfied: backcall in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from ipython>=7.23.1->ipykernel>=4.10.0->radvel) (0.2.0)\nRequirement already satisfied: typing-extensions in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from kiwisolver>=1.0.1->matplotlib>=1.5.3->radvel) (4.4.0)\nRequirement already satisfied: beautifulsoup4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from nbconvert!=5.4->nbsphinx>=0.3.3->radvel) (4.11.1)\nRequirement already satisfied: nbclient<0.6.0,>=0.5.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from nbconvert!=5.4->nbsphinx>=0.3.3->radvel) (0.5.13)\nRequirement already satisfied: mistune<2,>=0.8.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from nbconvert!=5.4->nbsphinx>=0.3.3->radvel) (0.8.4)\nRequirement already satisfied: jupyterlab-pygments in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from nbconvert!=5.4->nbsphinx>=0.3.3->radvel) (0.2.2)\nRequirement already satisfied: defusedxml in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from nbconvert!=5.4->nbsphinx>=0.3.3->radvel) (0.7.1)\nRequirement already satisfied: bleach in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from nbconvert!=5.4->nbsphinx>=0.3.3->radvel) (5.0.1)\nRequirement already satisfied: pandocfilters>=1.4.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from nbconvert!=5.4->nbsphinx>=0.3.3->radvel) (1.5.0)\nRequirement already satisfied: testpath in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from nbconvert!=5.4->nbsphinx>=0.3.3->radvel) (0.6.0)\nRequirement already satisfied: fastjsonschema in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from nbformat->nbsphinx>=0.3.3->radvel) (2.16.2)\nRequirement already satisfied: jsonschema>=2.6 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from nbformat->nbsphinx>=0.3.3->radvel) (3.2.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy>=1.1.2->radvel) (3.9.0)\nRequirement already satisfied: babel>=2.9 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from sphinx>=1.8->nbsphinx>=0.3.3->radvel) (2.10.3)\nCollecting imagesize>=1.3\n  Downloading imagesize-1.4.1-py2.py3-none-any.whl (8.8 kB)\nCollecting sphinxcontrib-qthelp\n  Downloading sphinxcontrib_qthelp-1.0.3-py2.py3-none-any.whl (90 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m90.6/90.6 KB\u001b[0m \u001b[31m28.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: requests>=2.5.0 in /root/venv/lib/python3.7/site-packages (from sphinx>=1.8->nbsphinx>=0.3.3->radvel) (2.25.1)\nCollecting sphinxcontrib-applehelp\n  Downloading sphinxcontrib_applehelp-1.0.2-py2.py3-none-any.whl (121 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m121.2/121.2 KB\u001b[0m \u001b[31m28.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting sphinxcontrib-htmlhelp>=2.0.0\n  Downloading sphinxcontrib_htmlhelp-2.0.0-py2.py3-none-any.whl (100 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m100.5/100.5 KB\u001b[0m \u001b[31m21.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting snowballstemmer>=2.0\n  Downloading snowballstemmer-2.2.0-py2.py3-none-any.whl (93 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m93.0/93.0 KB\u001b[0m \u001b[31m21.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting sphinxcontrib-devhelp\n  Downloading sphinxcontrib_devhelp-1.0.2-py2.py3-none-any.whl (84 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m84.7/84.7 KB\u001b[0m \u001b[31m14.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting sphinxcontrib-serializinghtml>=1.1.5\n  Downloading sphinxcontrib_serializinghtml-1.1.5-py2.py3-none-any.whl (94 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m94.0/94.0 KB\u001b[0m \u001b[31m19.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting jinja2>=2.9\n  Using cached Jinja2-3.1.2-py3-none-any.whl (133 kB)\nCollecting sphinxcontrib-jsmath\n  Downloading sphinxcontrib_jsmath-1.0.1-py2.py3-none-any.whl (5.1 kB)\nCollecting alabaster<0.8,>=0.7\n  Downloading alabaster-0.7.13-py3-none-any.whl (13 kB)\nRequirement already satisfied: parso<0.8.0,>=0.7.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from jedi>=0.16->ipython>=7.23.1->ipykernel>=4.10.0->radvel) (0.7.1)\nRequirement already satisfied: pyrsistent>=0.14.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from jsonschema>=2.6->nbformat->nbsphinx>=0.3.3->radvel) (0.18.1)\nRequirement already satisfied: attrs>=17.4.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from jsonschema>=2.6->nbformat->nbsphinx>=0.3.3->radvel) (22.1.0)\nRequirement already satisfied: ptyprocess>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pexpect>4.3->ipython>=7.23.1->ipykernel>=4.10.0->radvel) (0.7.0)\nRequirement already satisfied: wcwidth in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from prompt-toolkit!=3.0.0,!=3.0.1,<3.1.0,>=2.0.0->ipython>=7.23.1->ipykernel>=4.10.0->radvel) (0.2.5)\nCollecting idna<3,>=2.5\n  Using cached idna-2.10-py2.py3-none-any.whl (58 kB)\nRequirement already satisfied: chardet<5,>=3.0.2 in /root/venv/lib/python3.7/site-packages (from requests>=2.5.0->sphinx>=1.8->nbsphinx>=0.3.3->radvel) (4.0.0)\nRequirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.5.0->sphinx>=1.8->nbsphinx>=0.3.3->radvel) (1.26.12)\nRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.5.0->sphinx>=1.8->nbsphinx>=0.3.3->radvel) (2022.9.24)\nRequirement already satisfied: soupsieve>1.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from beautifulsoup4->nbconvert!=5.4->nbsphinx>=0.3.3->radvel) (2.3.2.post1)\nRequirement already satisfied: webencodings in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bleach->nbconvert!=5.4->nbsphinx>=0.3.3->radvel) (0.5.1)\nBuilding wheels for collected packages: radvel\n  Building wheel for radvel (setup.py) ... \u001b[?25lerror\n  \u001b[1;31merror\u001b[0m: \u001b[1msubprocess-exited-with-error\u001b[0m\n  \n  \u001b[31m×\u001b[0m \u001b[32mpython setup.py bdist_wheel\u001b[0m did not run successfully.\n  \u001b[31m│\u001b[0m exit code: \u001b[1;36m1\u001b[0m\n  \u001b[31m╰─>\u001b[0m \u001b[31m[48 lines of output]\u001b[0m\n  \u001b[31m   \u001b[0m running bdist_wheel\n  \u001b[31m   \u001b[0m running build\n  \u001b[31m   \u001b[0m running build_py\n  \u001b[31m   \u001b[0m creating build\n  \u001b[31m   \u001b[0m creating build/lib.linux-x86_64-3.7\n  \u001b[31m   \u001b[0m creating build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/report.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/mcmc.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/fitting.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/likelihood.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/orbit.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/kepler.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/cli.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/utils.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/posterior.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/gp.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/prior.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/__init__.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/driver.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/model.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m copying radvel/basis.py -> build/lib.linux-x86_64-3.7/radvel\n  \u001b[31m   \u001b[0m creating build/lib.linux-x86_64-3.7/radvel/plot\n  \u001b[31m   \u001b[0m copying radvel/plot/mcmc_plots.py -> build/lib.linux-x86_64-3.7/radvel/plot\n  \u001b[31m   \u001b[0m copying radvel/plot/orbit_plots.py -> build/lib.linux-x86_64-3.7/radvel/plot\n  \u001b[31m   \u001b[0m copying radvel/plot/__init__.py -> build/lib.linux-x86_64-3.7/radvel/plot\n  \u001b[31m   \u001b[0m running egg_info\n  \u001b[31m   \u001b[0m writing radvel.egg-info/PKG-INFO\n  \u001b[31m   \u001b[0m writing dependency_links to radvel.egg-info/dependency_links.txt\n  \u001b[31m   \u001b[0m writing entry points to radvel.egg-info/entry_points.txt\n  \u001b[31m   \u001b[0m writing requirements to radvel.egg-info/requires.txt\n  \u001b[31m   \u001b[0m writing top-level names to radvel.egg-info/top_level.txt\n  \u001b[31m   \u001b[0m reading manifest file 'radvel.egg-info/SOURCES.txt'\n  \u001b[31m   \u001b[0m reading manifest template 'MANIFEST.in'\n  \u001b[31m   \u001b[0m writing manifest file 'radvel.egg-info/SOURCES.txt'\n  \u001b[31m   \u001b[0m creating build/lib.linux-x86_64-3.7/radvel/templates\n  \u001b[31m   \u001b[0m copying radvel/templates/fig_corner.tex -> build/lib.linux-x86_64-3.7/radvel/templates\n  \u001b[31m   \u001b[0m copying radvel/templates/fig_corner_derived_pars.tex -> build/lib.linux-x86_64-3.7/radvel/templates\n  \u001b[31m   \u001b[0m copying radvel/templates/fig_rv_multipanel.tex -> build/lib.linux-x86_64-3.7/radvel/templates\n  \u001b[31m   \u001b[0m copying radvel/templates/report.tex -> build/lib.linux-x86_64-3.7/radvel/templates\n  \u001b[31m   \u001b[0m copying radvel/templates/tab_comparison.tex -> build/lib.linux-x86_64-3.7/radvel/templates\n  \u001b[31m   \u001b[0m copying radvel/templates/tab_crit.tex -> build/lib.linux-x86_64-3.7/radvel/templates\n  \u001b[31m   \u001b[0m copying radvel/templates/tab_derived.tex -> build/lib.linux-x86_64-3.7/radvel/templates\n  \u001b[31m   \u001b[0m copying radvel/templates/tab_params.tex -> build/lib.linux-x86_64-3.7/radvel/templates\n  \u001b[31m   \u001b[0m copying radvel/templates/tab_prior_summary.tex -> build/lib.linux-x86_64-3.7/radvel/templates\n  \u001b[31m   \u001b[0m copying radvel/templates/tab_rv.tex -> build/lib.linux-x86_64-3.7/radvel/templates\n  \u001b[31m   \u001b[0m running build_ext\n  \u001b[31m   \u001b[0m building 'radvel._kepler' extension\n  \u001b[31m   \u001b[0m error: unknown file type '.pyx' (from 'src/_kepler.pyx')\n  \u001b[31m   \u001b[0m \u001b[31m[end of output]\u001b[0m\n  \n  \u001b[1;35mnote\u001b[0m: This error originates from a subprocess, and is likely not a problem with pip.\n\u001b[31m  ERROR: Failed building wheel for radvel\u001b[0m\u001b[31m\n\u001b[0m\u001b[?25h  Running setup.py clean for radvel\nFailed to build radvel\nInstalling collected packages: snowballstemmer, sphinxcontrib-serializinghtml, sphinxcontrib-qthelp, sphinxcontrib-jsmath, sphinxcontrib-htmlhelp, sphinxcontrib-devhelp, sphinxcontrib-applehelp, jinja2, imagesize, idna, emcee, docutils, cython, alabaster, sphinx, corner, nbsphinx, radvel\n  Attempting uninstall: jinja2\n    Found existing installation: Jinja2 2.11.3\n    Not uninstalling jinja2 at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'Jinja2'. No files were found to uninstall.\n  Attempting uninstall: idna\n    Found existing installation: idna 3.4\n    Not uninstalling idna at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'idna'. No files were found to uninstall.\n  Running setup.py install for radvel ... \u001b[?25ldone\n\u001b[?25h\u001b[33m  DEPRECATION: radvel was installed using the legacy 'setup.py install' method, because a wheel could not be built for it. A possible replacement is to fix the wheel build issue reported above. Discussion can be found at https://github.com/pypa/pip/issues/8368\u001b[0m\u001b[33m\n\u001b[0m\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\nsnowflake-connector-python 2.7.9 requires charset-normalizer~=2.0.0, but you have charset-normalizer 2.1.1 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed alabaster-0.7.13 corner-2.2.1 cython-0.29.34 docutils-0.19 emcee-3.1.4 idna-2.10 imagesize-1.4.1 jinja2-3.1.2 nbsphinx-0.9.1 radvel-1.4.9 snowballstemmer-2.2.0 sphinx-5.3.0 sphinxcontrib-applehelp-1.0.2 sphinxcontrib-devhelp-1.0.2 sphinxcontrib-htmlhelp-2.0.0 sphinxcontrib-jsmath-1.0.1 sphinxcontrib-qthelp-1.0.3 sphinxcontrib-serializinghtml-1.1.5\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mRequirement already satisfied: numpy in /shared-libs/python3.7/py/lib/python3.7/site-packages (1.21.6)\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mRequirement already satisfied: lightkurve in /root/venv/lib/python3.7/site-packages (2.0.11)\nRequirement already satisfied: scipy>=0.19.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.7.3)\nRequirement already satisfied: scikit-learn>=0.24.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.0.2)\nRequirement already satisfied: fbpca>=1.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (1.0)\nRequirement already satisfied: patsy>=0.5.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.5.3)\nRequirement already satisfied: memoization>=0.3.1 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.4.0)\nRequirement already satisfied: uncertainties>=3.1.4 in /root/venv/lib/python3.7/site-packages (from lightkurve) (3.1.7)\nRequirement already satisfied: requests>=2.22.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (2.25.1)\nRequirement already satisfied: tqdm>=4.25.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (4.64.1)\nRequirement already satisfied: beautifulsoup4>=4.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from lightkurve) (4.11.1)\nRequirement already satisfied: numpy>=1.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.21.6)\nRequirement already satisfied: bokeh>=1.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (2.4.3)\nRequirement already satisfied: oktopus>=0.1.2 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.1.2)\nRequirement already satisfied: astroquery>=0.3.10 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.4.6)\nRequirement already satisfied: pandas>=1.1.4 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.2.5)\nRequirement already satisfied: astropy>=4.1 in /root/venv/lib/python3.7/site-packages (from lightkurve) (4.3.1)\nRequirement already satisfied: matplotlib>=1.5.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (3.5.3)\nRequirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (5.0.0)\nRequirement already satisfied: pyerfa>=1.7.3 in /root/venv/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (2.0.0.3)\nRequirement already satisfied: pyvo>=1.1 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (1.2.1)\nRequirement already satisfied: html5lib>=0.999 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (1.1)\nRequirement already satisfied: keyring>=4.0 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (23.13.1)\nRequirement already satisfied: soupsieve>1.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.3.2.post1)\nRequirement already satisfied: Jinja2>=2.9 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (2.11.3)\nRequirement already satisfied: packaging>=16.8 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (21.3)\nRequirement already satisfied: PyYAML>=3.10 in /root/venv/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.0)\nRequirement already satisfied: pillow>=7.1.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (9.2.0)\nRequirement already satisfied: tornado>=5.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.2)\nRequirement already satisfied: typing-extensions>=3.10.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (4.4.0)\nRequirement already satisfied: python-dateutil>=2.7 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (2.8.2)\nRequirement already satisfied: kiwisolver>=1.0.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (1.4.4)\nRequirement already satisfied: fonttools>=4.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (4.37.4)\nRequirement already satisfied: pyparsing>=2.2.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (3.0.9)\nRequirement already satisfied: cycler>=0.10 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (0.11.0)\nRequirement already satisfied: autograd in /root/venv/lib/python3.7/site-packages (from oktopus>=0.1.2->lightkurve) (1.5)\nRequirement already satisfied: pytz>=2017.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from pandas>=1.1.4->lightkurve) (2022.5)\nRequirement already satisfied: six in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\nRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\nCollecting idna<3,>=2.5\n  Using cached idna-2.10-py2.py3-none-any.whl (58 kB)\nRequirement already satisfied: chardet<5,>=3.0.2 in /root/venv/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (4.0.0)\nRequirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (1.26.12)\nRequirement already satisfied: joblib>=0.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\nRequirement already satisfied: threadpoolctl>=2.0.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\nRequirement already satisfied: future in /shared-libs/python3.7/py/lib/python3.7/site-packages (from uncertainties>=3.1.4->lightkurve) (0.18.2)\nRequirement already satisfied: webencodings in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\nRequirement already satisfied: MarkupSafe>=0.23 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=2.9->bokeh>=1.0->lightkurve) (2.0.0)\nRequirement already satisfied: jaraco.classes in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.2.3)\nRequirement already satisfied: importlib-resources in /shared-libs/python3.7/py/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (5.10.0)\nRequirement already satisfied: jeepney>=0.4.2 in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (0.8.0)\nRequirement already satisfied: SecretStorage>=3.2 in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.3.3)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy>=4.1->lightkurve) (3.9.0)\nRequirement already satisfied: cryptography>=2.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (36.0.2)\nRequirement already satisfied: more-itertools in /root/venv/lib/python3.7/site-packages (from jaraco.classes->keyring>=4.0->astroquery>=0.3.10->lightkurve) (9.1.0)\nRequirement already satisfied: cffi>=1.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (1.15.1)\nRequirement already satisfied: pycparser in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cffi>=1.12->cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (2.21)\nInstalling collected packages: idna\n  Attempting uninstall: idna\n    Found existing installation: idna 3.4\n    Not uninstalling idna at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'idna'. No files were found to uninstall.\n\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\nsnowflake-connector-python 2.7.9 requires charset-normalizer~=2.0.0, but you have charset-normalizer 2.1.1 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed idna-2.10\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mRequirement already satisfied: astropy in /root/venv/lib/python3.7/site-packages (4.3.1)\nRequirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from astropy) (5.0.0)\nRequirement already satisfied: numpy>=1.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from astropy) (1.21.6)\nRequirement already satisfied: pyerfa>=1.7.3 in /root/venv/lib/python3.7/site-packages (from astropy) (2.0.0.3)\nRequirement already satisfied: typing-extensions>=3.6.4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy) (4.4.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy) (3.9.0)\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0m\u001b[31mERROR: Could not find a version that satisfies the requirement glob (from versions: none)\u001b[0m\u001b[31m\n\u001b[0m\u001b[31mERROR: No matching distribution found for glob\u001b[0m\u001b[31m\n\u001b[0m\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.1.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0m",
-          "output_type": "stream"
-        }
-      ],
-      "execution_count": 1
-    },
-    {
-      "cell_type": "code",
-      "source": "import radvel\nimport numpy as np\nimport pandas as pd\nimport lightkurve as lk\nimport astropy.io.fits as pf\nfrom glob import glob as glob\nimport matplotlib.pyplot as plt",
-      "metadata": {
-        "cell_id": "a4277212afea4b8da735682a70f95c7d",
-        "source_hash": "596e9013",
-        "execution_start": 1682432821266,
-        "execution_millis": 7726,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stderr",
-          "text": "/root/venv/lib/python3.7/site-packages/radvel/gp.py:33: ImportWarning: celerite not installed. GP kernals using celerite will not work. Try installing celerite using 'pip install celerite'\n  Try installing celerite using 'pip install celerite'\", ImportWarning)\n",
-          "output_type": "stream"
-        }
-      ],
-      "execution_count": 2
-    },
-    {
-      "cell_type": "markdown",
-      "source": "# Radial Velocities\n\nRadial velocities allow us to measure the mass of the planet by studying the light of the star. If we split the light of a star into all of its components (all of the colours of the rainbow) we see some of light missing as dark lines. As the planet orbits around the star, the exact location of these dark lines shifts (due to the star moving in a tiny little circle). Therefore, by measuring the exact location of these dark lines, we can determine the motion of the star caused by the orbitin planet. These measuremens are called radial velocity measurents. \n\n\nNotes:\n\n- You need to run each cell. Do this by either pressing the 'run' button at the top of the page or pressing shift+enter (this is what Nora does in the videos). \n\n- When you runa cell, a star will appear in the brackets to the left of the cell while the cell is runnning. Once it has successfully completed running the code the star will turn into a number (often it runs so fast that you don't see the star).\n\n- Text following a # is ignored by the code, so all comments are shown following # (except in this cell because I made this into a text cell)\n\nby *Nora Eisner*",
-      "metadata": {
-        "cell_id": "0eb97d65d1424613b11787bca18caec6",
-        "deepnote_cell_type": "markdown"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### first we need some data! \n\nA good place to look for radial velocity data of a given target is in the ESO exoplant archive: \nhttp://archive.eso.org/scienceportal/home\n(note that only southern targets are liisted in the ESO archive and not all of the data is publicly available). \n\nNOTE: once you have downloaded the ZIP file, click on all of the files that end in '.tar' to 'untar' them. This should create folders called 'data', 'data 1' etc ",
-      "metadata": {
-        "cell_id": "56a8b3b6be4d45bc9069b0568b6aabc8",
-        "deepnote_cell_type": "markdown"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "# first we'll look at the TESS data \n\nTIC =  'TIC 266980320'\n\n# search what SPOC data is available for a given target - and chose a sector\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', exptime = 120) # !! CHANEG THIS (see above)\n\nlc = sector_data[0].download()\n\nfig, ax = plt.subplots(figsize = (8,4))\n%matplotlib inline\nlc.plot(ax = ax, lw = 0, marker = '.', color = 'k')\n",
-      "metadata": {
-        "cell_id": "b1c04e8518024ee3a68f236f16bdb6f2",
-        "source_hash": "46712118",
-        "execution_start": 1682432829002,
-        "execution_millis": 1710,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 3,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 3
-    },
-    {
-      "cell_type": "code",
-      "source": "#look for the data on the ESO archive and download it as a ZIP file",
-      "metadata": {
-        "cell_id": "78e144aa6c1849a6b53b2aa2fd8b512f",
-        "source_hash": "865af41",
-        "execution_start": 1682432830732,
-        "execution_millis": 4,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 4
-    },
-    {
-      "cell_type": "code",
-      "source": "# IMPORTANT! define the path to where you stored the data: e.g. /Users/Nora/Downloads/test_case\n\npath = '/Users/Nora/Downloads/test_files/'\n\n# ^ IMPORTANT TO CHANGE! ^\n\nfiles = glob('{}*.fits'.format(path))\n",
-      "metadata": {
-        "cell_id": "21beeb5932584539bd767e35018fc887",
-        "source_hash": "91a12397",
-        "execution_start": 1682432830738,
-        "execution_millis": 41,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 5
-    },
-    {
-      "cell_type": "code",
-      "source": "# let's open just one of the spectra and have a loook at what a spectra look like\n\n# change this path to where you have the files saved!\n# the zero just means that we're plotting the first file but you can plot any of the spectra\ndata = pf.open(files[0])\n\n# plot\nfig, ax = plt.subplots(figsize = (8,5))\n\nplt.plot(data[1].data['WAVE'][0],data[1].data['FLUX'][0]/4000, color = 'k')\n\nplt.xlim(5160,5190)\nplt.ylim(0,2)\nax.tick_params(axis=\"y\",direction=\"inout\", labelsize = 16) #, pad= -20)\nax.tick_params(axis=\"x\",direction=\"inout\", labelsize = 16) #, pad= -17)   \nax.tick_params(axis='both', length = 7, left='on', top='on', right='on', bottom='on')\n\nax.set_xlabel(r'Wavelength ($\\mathrm{\\AA})$', fontsize = 16)\nax.set_ylabel('Intensity', fontsize = 16)\n\nplt.tight_layout()",
-      "metadata": {
-        "cell_id": "bd1dc3eb8d954f2cbc406af42fa3bf5a",
-        "scrolled": false,
-        "source_hash": "21148ffa",
-        "execution_start": 1682432830785,
-        "execution_millis": 12,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "error",
-          "ename": "IndexError",
-          "evalue": "list index out of range",
-          "traceback": [
-            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-            "\u001b[0;31mIndexError\u001b[0m                                Traceback (most recent call last)",
-            "\u001b[0;32m/tmp/ipykernel_870/1536870312.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      3\u001b[0m \u001b[0;31m# change this path to where you have the files saved!\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      4\u001b[0m \u001b[0;31m# the zero just means that we're plotting the first file but you can plot any of the spectra\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 5\u001b[0;31m \u001b[0mdata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpf\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfiles\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      6\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      7\u001b[0m \u001b[0;31m# plot\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;31mIndexError\u001b[0m: list index out of range"
-          ]
-        }
-      ],
-      "execution_count": 6
-    },
-    {
-      "cell_type": "markdown",
-      "source": "The extracted radial velocities are stored in the data files. these files are known as 'fits' files and can be a little tricky to work with. Let's start by opening just one file and printing the radial velocity value!",
-      "metadata": {
-        "cell_id": "59926f0f9e9d437e96a0188599105b30",
-        "deepnote_cell_type": "markdown"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "files = glob('{}/data*/*/*/*ccf_G2_A.fits'.format(path))\n\n# open file: \n\ndata = pf.open(files[5])\n\n# get the information stored in this file\nheader = data[0].header\n\nheader\n",
-      "metadata": {
-        "cell_id": "a8da2b64738c4d2181951e1eb8f8a9a1",
-        "scrolled": true,
-        "source_hash": "23acc233",
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "You can see that that there is a lot of of information on this file, inlduding when this observation was taken, where it was taken, by whome it was taken, the location of the target and much more! For plotting the radial velocity curve, the most important thing that we need to know is the radial velocity value and the time the observation was taken!",
-      "metadata": {
-        "cell_id": "10c3e08687384fc9a767f178e30d62d6",
-        "deepnote_cell_type": "markdown"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "time = header['HIERARCH ESO DRS BJD']\nrv = header['HIERARCH ESO DRS CCF RVC']",
-      "metadata": {
-        "cell_id": "d05e594993844abf9aa21b1f0a4a44bd",
-        "source_hash": "5f8f05c3",
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Alone, these values don't tell us much, so instead let us extract the radial velocities and times from all of the available data files and plot them all together. ",
-      "metadata": {
-        "cell_id": "6301770e4537418a807fe406e61ce469",
-        "deepnote_cell_type": "markdown"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "# make some empty list tha we can fill with the information one file at a time\n\ntime_list = []\nrv_list = []\n\nfor file in files:\n    try:\n        #open file\n        data = pf.open(file)\n        #get the information stored in this file\n        header = data[0].header\n        \n        time = header['HIERARCH ESO DRS BJD']\n        rv = header['HIERARCH ESO DRS CCF RVC'] * 1000 # convert to m/s\n        \n        # add the values to the lists\n        time_list.append(time)\n        rv_list.append(rv)\n    except:\n        continue",
-      "metadata": {
-        "cell_id": "65b6cafa85704489bdad29aa3cfe5012",
-        "source_hash": "3fdae216",
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "# let's plot the data\nrv_list = rv_list - np.median(rv_list)\n\nfig, ax = plt.subplots(figsize = (8,4))\n\nplt.scatter(time_list, rv_list)\n\nplt.xlabel(\"Time (BJD)\")\nplt.ylabel(\"RV (m/s)\")",
-      "metadata": {
-        "cell_id": "b0f9cb461fa6424885d6f51f94e125a9",
-        "source_hash": "fa302167",
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "# phase fold the RVs at the period of the planet\n# from this paper: https://www.aanda.org/articles/aa/pdf/2019/03/aa34853-18.pdf\n\nperiod = 6.03607\nT0 = 8329.1996 + 2450000 # add the offset from the TESS dates\n\n\nphased_time = np.array([( ( t - T0*period) % period) / period for t in time_list])\n\n\n# let's plot the data phase folded\n\nfig, ax = plt.subplots(figsize = (8,4))\nplt.scatter(phased_time, rv_list)\nplt.xlabel(\"Phase\")\nplt.ylabel(\"RV (m/s)\")",
-      "metadata": {
-        "cell_id": "a6575be5b2e149bca08724199ccb22d1",
-        "source_hash": "1171091c",
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "# we will now fit a simlpe radial velocity curve to this\n# the values needed for this fit can be obtained from the published paper: https://www.aanda.org/articles/aa/pdf/2019/03/aa34853-18.pdf\n\n# function \ndef get_rv_curve_single(time_array, t0, P, ecc, omega,i,gamma, k):\n    \n    true_anom = radvel.orbit.true_anomaly(time_array, t0, P, ecc)\n    \n    rv = gamma + k *( ecc*np.cos(omega) + np.cos(true_anom+omega) )\n    \n    return rv\n\n",
-      "metadata": {
-        "cell_id": "066917bb280949e49fa3e9f175f76313",
-        "source_hash": "89c63410",
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "# parameters needed to fit the R model - all of these values can be found in the paper\n\necc = 0               # eccentricity (how circular the orbit is (0 = circular))\nomega = np.pi/2             # in radians\ni = 86.38             # inclination of the orbit\ngamma = 0             # offset\nk = 6.17              # the amplitude of the RV signal (how much wobble)\n",
-      "metadata": {
-        "cell_id": "3ba20527bc8a4d3781aea0eabd2a75e8",
-        "source_hash": "218a15e0",
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "# determine the time to make the model over: \n\ntime_array = np.linspace(np.nanmin(time_list),np.nanmax(time_list),1000)\n\nrv_curve = get_rv_curve_single(time_array, T0, period, ecc, omega,i,gamma, k)",
-      "metadata": {
-        "cell_id": "2afebb49418a4a9ab85d8348bd897c2c",
-        "source_hash": "161dfffa",
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "# let's plot the data with the model\n\nfig, ax = plt.subplots(figsize = (8,4))\n\nplt.scatter(time_list, rv_list)\nplt.plot(time_array, rv_curve, color = 'orange')\nplt.xlabel(\"Time (BJD)\")\nplt.ylabel(\"RV (m/s)\")",
-      "metadata": {
-        "cell_id": "6cdd6d950b1f4a6bbd79749c88468447",
-        "source_hash": "eebd6895",
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "# phase fold the RVs at the period of the planet\n# from this paper: https://www.aanda.org/articles/aa/pdf/2019/03/aa34853-18.pdf\n\n\nphased_model= np.array([( ( t - T0*period) % period) / period for t in time_array])\n\n# let's plot the data phase folded\nfig, ax = plt.subplots(figsize = (8,4))\n\nplt.scatter(phased_model, rv_curve, color = 'orange', s = 4, label = 'RV model')\nplt.scatter(phased_time, rv_list)\n\nplt.legend()\nplt.xlabel(\"Phase\")\nplt.ylabel(\"RV (m/s)\")",
-      "metadata": {
-        "cell_id": "c7f06535c55242d3968b28e1f9e72df1",
-        "source_hash": "ae2b7cc",
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "# given the amplitude of the the curve and the mass of the star, we can then work out the mass of the planet!",
-      "metadata": {
-        "cell_id": "3dbae8df36004485b7d93ba14729ba3d",
-        "source_hash": "2ff723a4",
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "import astropy.units as u\nimport astropy.constants as c\n\nmass_star = 0.92*u.Msun # solar masses\n\ndef det_mass(mass_star, k, period):\n    \n    period = period*u.day\n    k = k*u.m/u.s\n    return (((mass_star ** 2) * period) / (2 * np.pi * c.G)) ** (1./3.) * k \n    \n    ",
-      "metadata": {
-        "cell_id": "73aa8e4711c24af38291392e466cea7a",
-        "source_hash": "535c0e87",
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "planet_mass = det_mass(mass_star, k, period).to('Mearth')\n\nprint (\"The mass of the planet is approximately {}\".format(planet_mass))",
-      "metadata": {
-        "cell_id": "cfeadbf853364b259b123646d4313cc9",
-        "source_hash": "7aa8b9ce",
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "Lightcurve Manipulation\n\n\n[1]\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n#%matplotlib notebook\n# github.com/signal-k/polygon\n!pip install lightkurve\n\nimport matplotlib.pyplot as plt\nimport lightkurve as lk\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nThis output has been hidden. Show it.\n\n\n\n\n\n\n\nStar selection\n\n\n[2]\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nTIC = 'TIC 284475976' # TIC Star ID\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 23) # can remove each arg if needed\nsector_data\nlc = sector_data.download()\nlc.plot()\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n \n\n\n\n\n\n\n\n[3]\n\n\n\n\n\n\n\n\n\n\nlc.plot(linewidth = 0, marker = '.', color = 'lightcyan', alpha = 0.3)\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n \n\n\n\n\n\n\n\n\n\nPlotting from multiple sectors\n\n\n[4]\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nTIC_2 = 'TIC 55525572'\navailable_data_all = lk.search_lightcurve(TIC_2, author = 'SPOC')\navailable_data_all\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n \n\n\n\n\n\n\n\n[5]\n\n\n\n\n\n\n\n\n\n\n\n\nselect_sector = available_data_all[0:4]\nselect_sector\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n \n\n\n\n\n\n\n\n[6]\n\n\n\n\n\n\n\n\n\n\n\n\nlc_collection = select_sector.download_all() # download all the sectors ([0:4])\nlc_collection\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n \n\n\n\n\n\n\n\n[7]\n\n\n\n\n\n\n\n\n\n\nlc_collection.plot(linewidth = 0, marker = '.')\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n \n\n\n\n\n\n\nNormalise graph points\n\n\n[8]\n\n\n\n\n\n\n\n\n\n\n\n\nlc_collection_stitched = lc_collection.stitch()\nlc_collection_stitched.plot(linewidth = 0, marker = '.', color = 'red')\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n \n\n\n\n\n\n\n\n[9]\n\n\n\n\n\n\n\n\n\n\n\n\nlc.normalize().plot()\nnormalized_lc = lc.normalize()\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n \n\n\n\n\n\n\nBinning Data\n\nSimplify the data\n\nTake multiple data points -> take them to one data point\n\nGet rid of noise\n\nBin width is set (now) at 15 minutes, takes the average of all data points in each bin [width]\n\nThe larger the bin size, the less shape is preserved, and the less data is available to be manipulated\n\n\n[10]\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nbin_time = 15/24/60 # LK uses day units, this is 15 minutes over 24 hours\n#lc_collection_binned = lc_collection.bin(bin_time)\n#lc_collection_binned.plot()\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n \n\n\n\n\n\n\nPlotting region\n\nAllows us to plot multiple data sets on one figure/graph\n\n\n[11]\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nfig, ax = plt.subplots(figsize = (10, 5))\nlc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'gold', markerSize = 1)\nlc_collection_binned.plot(ax = ax, linewidth = 0, marker = 'o', color = 'black', markerSize = 1)\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nAttributeError: 'Line2D' object has no property 'markerSize'\nShow error details \nSearch on Stack Overflow\n\n\n\n \n\n\n\n\n\n\nPhase Folding\n\nFold different periods of separation of transit events onto each other \n\n`t0` -> first transit point\n\nif (period == wrong) { lightDips != lineUp } /#/ Basic (if `t0` is wrong)\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n!pip install lightkurve\n\nimport matplotlib.pyplot as plt\nimport lightkurve as lk\nTIC = 'TIC 55525572'\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\nThis output has been hidden. Show it.\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\navailable_data_select = lk.search_lightcurve(TIC, author = 'SPOC')[0:9] # Query data, select data from mutliple sectors (e.g. all availablke first year TESS data)\nlc_collection = available_data_select.download_all().stitch()\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nfig, ax = plt.subplots(figsize = (8,4))\nlc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'purple', markersize = 1, alpha = 0.7)\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nperiod = 83.8979\nt0 = 2125.847\n\nlc_phased = lc_collection.fold(period = period, epoch_time = t0)\nlc_phased.plot(linewidth = 0, color = 'gold', marker = '.', markersize = 1, alpha = 0.7)\n\nlc_phased_binned = lc_phased.bin(15/24/60)\nfig, ax = plt.subplots(figsize = (8,5)) # defines a plotting region to plot multiple data sets\nlc_phased.plot(ax = ax, marker = '.', linewidth = 0, color = 'blue', alpha = 0.4, markersize = 3, label = 'unbinned')\nlc_phased_binned.plot(ax = ax, marker = 'o', linewidth = 0, color = 'purple', alpha = 0.8, markersize = 6, label = 'binned')\n\nplt.xlim(-2, 2) # upper and lower limit for x-axis, zooming in from -40, 40 wide to -2, 2 wide\nplt.ylim(0.996, 1.004) \n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\nDetermining planet stats\n\nUse the fraction of light from the star being blocked out (in the dip) and compare that with the size of the parent star (make sure to account for things like ASB stars, but assume most to all stars observed will be main sequence).\n\n\nArea of light -> area of planet (sphere -> disk): \n\nArea of star:\n\n\ntransitDepth=(rPlanetrStar)2transitDepth = ({rPlanet \\over rStar})^2\ntransitDepth=(rStar\n\n\nrPlanet\n​)2\n\nrPlanet=transitDepth×rStarrPlanet = \\sqrt{transitDepth} \\times rStar\nrPlanet=transitDepth\n\n\n​×rStar\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nimport matplotlib.pyplot as plt\nimport lightkurve as lk\n\nplt.axhline(0.9988) # look at graph\nplt.xlim(-2, 2) # upper and lower limit for x-axis, zooming in from -40, 40 wide to -2, 2 wide\nplt.ylim(0.996, 1.004)\n\n# https://deepnote.com/workspace/star-sailors-49d2efda-376f-4329-9618-7f871ba16007/project/Anomaly-Interaction-ab6b31e5-13c3-4949-af38-1197d00bd4d1\n# https://deepnote.com/workspace/star-sailors-49d2efda-376f-4329-9618-7f871ba16007/project/lightkurvehandler-dca7e16c-429d-42f1-904d-43898efb2321\n# https://deepnote.com/workspace/star-sailors-49d2efda-376f-4329-9618-7f871ba16007/project/Star-Sailors-Light-Curve-Plot-b4c251b4-c11a-481e-8206-c29934eb75da\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n!pip install astropy\nfrom astropy import units as u\nimport numpy as np\nimport matplotlib.pyplot as plt\nimport lightkurve as lk\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\ntransit_depth = 1 - 0.9988\nR_star = 2.04354 * u.Rsun # exofop.ipac.caltech.edu/tess/target.php?id=TIC * radius of [our] sun\nr_pl_solar_radius = np.sqrt(transit_depth) * R_star\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nr_pl_solar_radius\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\nSome simple ideas/notes very briefly:\n\nMove the plot into an interactive format (like a Zooniverse frontend fork) and look at where users \"click\" on \"curves\", save that to a DB\n\nConnect DeepNote to Umbrel? -> https://b4c251b4-c11a-481e-8206-c29934eb75da.deepnoteproject.com\n\nSpectroscopy -> https://tess.mit.edu/followup/\n\n\n\n[Demo] Postgres\nSaved to variablevisits \n \n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nselect\n    visits.user_id,\n    visits.visited_at,\n    users.signed_up_at,\n    users_ab.variant\nfrom\n    visits\n    left join users on visits.user_id = users.user_id\n    inner join users_ab on visits.user_id = users_ab.user_id\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\nLightweight Curve Manipulation\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n!pip install lightkurve\n\nimport matplotlib.pyplot as plt\nimport lightkurve as lk\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nTIC = 'TIC 284475976'\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 23)\nsector_data\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nlc = sector_data.download()\nlc.plot\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nlc.plot(linewidth = 0, marker = '.', color = 'lightcyan', alpha = 0.8)\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\nConversion Rate\n\n\n\n\nWe need to check whether one variant resulted in a higher conversion rate than another. Let's start with a time series.\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nvisits['registered'] = visits.signed_up_at.notna()\nvisits = visits.sort_values('visited_at').drop_duplicates('user_id',keep='first').copy()\n\nconversion = visits.copy()\nconversion['week'] = conversion.visited_at.dt.tz_localize(None).dt.to_period('W').dt.to_timestamp()\nconversion = conversion.groupby(['variant','week']).registered.value_counts(normalize=True,dropna=False).reset_index(name='conversion')\nconversion = conversion.loc[conversion.registered == True]\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\n\nVisualize data from\nconversion\n\n\n\n\n\n\n\n\nRefresh\n\nData\n\nFormat\n\nDisplay\n\n\n\n\nType\n\nLine chart\n\n\n\n\n\nX Axis\n\n\n\n\nTIME\n\n\n\n\nweek\n\n\n\n\n\n\n\nY Axis\n\n\n\n\n#\n\n\n\n\nconversion\n\n\n\n\n\n\n\nSwap axes\n\nPresentation\nHow to group?\nColor\n\n\n\n\n#\n\n\n\n\nvariant\n\n\n\n\n\n\n\n\n\n\nSize\nSelect column\n\n\n\n\n\n\n\n\n\n\n\nHide sidebar\n\nLayers\n\n\nLine\n\n\n\n\n\n\n\n\nHere is the overall conversion rate for each variant:\n\n\n\nThis code has been hidden. Show it.\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\nSignificance Test\n\nIt looks like Variant B has a higher conversion rate than Variant A. We need to make sure these results are significant.\n\n\n\nThis code has been hidden. Show it.\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\nRetention Rate\n\nWe also want to know whether one variant of the website results in higher retention than another variant. For this, let's look at the weekly sessions of our users.\n\n\n\n[Demo] Postgres\nSaved to variablesessions_weekly \n \n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nselect\n    sessions.user_id,\n    date_trunc('week',users.signed_up_at) as signed_up_at_week,\n    floor(extract('day' from session_started_at - signed_up_at)/7) as week, -- The number of weeks that passed since the user signed up\n    users_ab.variant\nfrom\n    sessions\n    left join users on sessions.user_id = users.user_id\n    inner join users_ab on sessions.user_id = users_ab.user_id\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\nThis output has been hidden. Show it.\n\n\n\n\n\n\n\n\n\nThis code has been hidden. Show it.\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\n\nVisualize data from\nretention\n\n\n\n\n\n\n\n\nRefresh\n\nData\n\nFormat\n\nDisplay\n\n\n\n\nType\n\nLine chart\n\n\n\n\n\nX Axis\n\n\n\n\n#\n\n\n\n\nWeek\n\n\n\nY Axis\n\n\n\n\n#\n\n\n\n\nRetention\n\n\n\n\nSwap axes\n\nPresentation\nHow to group?\nColor\n\n\n\n\n#\n\n\n\n\nvariant\n\n\n\n\n\n\n\n\n\n\nSize\nSelect column\n\n\n\n\n\n\n\n\n\n\n\nHide sidebar\n\nLayers\n\n\nLine\n\n\n\n\n\n\n\n\nHere is the Week-4 Retention for each variant.\n\n\n\n\n\n\n\n\n\n\n\n\n\nretention.loc[retention.Week == 4][['variant','Retention']].reset_index(drop=True)\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\nSignificance Test\n\nOnce again, check that the difference in retention is significance.\n\n\n\nThis code has been hidden. Show it.\n\n\n\nExecution has been cancelled\n\n\n\n\n \n\n\n\n\n\n\n",
-      "metadata": {
-        "source_hash": "b623e53d",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "5ce62fd566024515bf96ca027bf3b3b2",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=b4c251b4-c11a-481e-8206-c29934eb75da' target=\"_blank\">\n<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\nCreated in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>",
-      "metadata": {
-        "created_in_deepnote_cell": true,
-        "deepnote_cell_type": "markdown"
-      }
-    }
-  ],
-  "nbformat": 4,
-  "nbformat_minor": 0,
-  "metadata": {
-    "deepnote": {},
-    "kernelspec": {
-      "name": "python3",
-      "language": "python",
-      "display_name": "Python 3"
-    },
-    "language_info": {
-      "name": "python",
-      "version": "3.7.9",
-      "mimetype": "text/x-python",
-      "file_extension": ".py",
-      "pygments_lexer": "ipython3",
-      "codemirror_mode": {
-        "name": "ipython",
-        "version": 3
-      },
-      "nbconvert_exporter": "python"
-    },
-    "deepnote_notebook_id": "697371bfbc3840ee971fb36ea215068a",
-    "deepnote_execution_queue": []
-  }
-}
\ No newline at end of file
diff --git a/deepnote/Star_Sailors_Light_Curve_Plot/Restful API.ipynb b/deepnote/Star_Sailors_Light_Curve_Plot/Restful API.ipynb
deleted file mode 100644
index 49f98e32..00000000
--- a/deepnote/Star_Sailors_Light_Curve_Plot/Restful API.ipynb	
+++ /dev/null
@@ -1,437 +0,0 @@
-{
-  "cells": [
-    {
-      "cell_type": "markdown",
-      "source": "# Package & Container setup",
-      "metadata": {
-        "tags": [],
-        "cell_id": "c5e3534825a443ab82d08813d899f466",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Python modules",
-      "metadata": {
-        "tags": [],
-        "cell_id": "1fb785ef4b53444988ad04728b8ffed2",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "!pip install flask\n!pip install flask-sqlalchemy\n!pip install flask-cors\n!pip install supabase_py\n!pip install lightkurve",
-      "metadata": {
-        "tags": [],
-        "cell_id": "460e7a4a753543a7bbdf180bf7d56904",
-        "source_hash": "57e357ab",
-        "execution_start": 1679065667785,
-        "execution_millis": 29040,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stdout",
-          "text": "Collecting flask\n  Downloading Flask-2.2.3-py3-none-any.whl (101 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m101.8/101.8 KB\u001b[0m \u001b[31m21.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: Werkzeug>=2.2.2 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from flask) (2.2.2)\nCollecting itsdangerous>=2.0\n  Downloading itsdangerous-2.1.2-py3-none-any.whl (15 kB)\nRequirement already satisfied: click>=8.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from flask) (8.1.3)\nCollecting Jinja2>=3.0\n  Downloading Jinja2-3.1.2-py3-none-any.whl (133 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m133.1/133.1 KB\u001b[0m \u001b[31m26.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: importlib-metadata>=3.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from flask) (5.0.0)\nRequirement already satisfied: typing-extensions>=3.6.4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->flask) (4.4.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->flask) (3.9.0)\nRequirement already satisfied: MarkupSafe>=2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=3.0->flask) (2.0.0)\nCollecting MarkupSafe>=2.0\n  Downloading MarkupSafe-2.1.2-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (25 kB)\nInstalling collected packages: MarkupSafe, itsdangerous, Jinja2, flask\n  Attempting uninstall: MarkupSafe\n    Found existing installation: MarkupSafe 2.0.0\n    Not uninstalling markupsafe at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'MarkupSafe'. No files were found to uninstall.\n  Attempting uninstall: Jinja2\n    Found existing installation: Jinja2 2.11.3\n    Not uninstalling jinja2 at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'Jinja2'. No files were found to uninstall.\n\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed Jinja2-3.1.2 MarkupSafe-2.1.2 flask-2.2.3 itsdangerous-2.1.2\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.0.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mCollecting flask-sqlalchemy\n  Downloading Flask_SQLAlchemy-3.0.3-py3-none-any.whl (24 kB)\nRequirement already satisfied: SQLAlchemy>=1.4.18 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from flask-sqlalchemy) (1.4.42)\nRequirement already satisfied: Flask>=2.2 in /root/venv/lib/python3.7/site-packages (from flask-sqlalchemy) (2.2.3)\nRequirement already satisfied: importlib-metadata>=3.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Flask>=2.2->flask-sqlalchemy) (5.0.0)\nRequirement already satisfied: Werkzeug>=2.2.2 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from Flask>=2.2->flask-sqlalchemy) (2.2.2)\nRequirement already satisfied: itsdangerous>=2.0 in /root/venv/lib/python3.7/site-packages (from Flask>=2.2->flask-sqlalchemy) (2.1.2)\nRequirement already satisfied: click>=8.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from Flask>=2.2->flask-sqlalchemy) (8.1.3)\nCollecting Jinja2>=3.0\n  Using cached Jinja2-3.1.2-py3-none-any.whl (133 kB)\nRequirement already satisfied: greenlet!=0.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from SQLAlchemy>=1.4.18->flask-sqlalchemy) (1.1.3.post0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->Flask>=2.2->flask-sqlalchemy) (3.9.0)\nRequirement already satisfied: typing-extensions>=3.6.4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->Flask>=2.2->flask-sqlalchemy) (4.4.0)\nRequirement already satisfied: MarkupSafe>=2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=3.0->Flask>=2.2->flask-sqlalchemy) (2.0.0)\nCollecting MarkupSafe>=2.0\n  Using cached MarkupSafe-2.1.2-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (25 kB)\nInstalling collected packages: MarkupSafe, Jinja2, flask-sqlalchemy\n  Attempting uninstall: MarkupSafe\n    Found existing installation: MarkupSafe 2.0.0\n    Not uninstalling markupsafe at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'MarkupSafe'. No files were found to uninstall.\n  Attempting uninstall: Jinja2\n    Found existing installation: Jinja2 2.11.3\n    Not uninstalling jinja2 at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'Jinja2'. No files were found to uninstall.\n\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed Jinja2-3.1.2 MarkupSafe-2.1.2 flask-sqlalchemy-3.0.3\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.0.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mCollecting flask-cors\n  Downloading Flask_Cors-3.0.10-py2.py3-none-any.whl (14 kB)\nRequirement already satisfied: Flask>=0.9 in /root/venv/lib/python3.7/site-packages (from flask-cors) (2.2.3)\nRequirement already satisfied: Six in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from flask-cors) (1.16.0)\nCollecting Jinja2>=3.0\n  Using cached Jinja2-3.1.2-py3-none-any.whl (133 kB)\nRequirement already satisfied: click>=8.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from Flask>=0.9->flask-cors) (8.1.3)\nRequirement already satisfied: itsdangerous>=2.0 in /root/venv/lib/python3.7/site-packages (from Flask>=0.9->flask-cors) (2.1.2)\nRequirement already satisfied: importlib-metadata>=3.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Flask>=0.9->flask-cors) (5.0.0)\nRequirement already satisfied: Werkzeug>=2.2.2 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from Flask>=0.9->flask-cors) (2.2.2)\nRequirement already satisfied: typing-extensions>=3.6.4 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->Flask>=0.9->flask-cors) (4.4.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=3.6.0->Flask>=0.9->flask-cors) (3.9.0)\nRequirement already satisfied: MarkupSafe>=2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=3.0->Flask>=0.9->flask-cors) (2.0.0)\nCollecting MarkupSafe>=2.0\n  Using cached MarkupSafe-2.1.2-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (25 kB)\nInstalling collected packages: MarkupSafe, Jinja2, flask-cors\n  Attempting uninstall: MarkupSafe\n    Found existing installation: MarkupSafe 2.0.0\n    Not uninstalling markupsafe at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'MarkupSafe'. No files were found to uninstall.\n  Attempting uninstall: Jinja2\n    Found existing installation: Jinja2 2.11.3\n    Not uninstalling jinja2 at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'Jinja2'. No files were found to uninstall.\n\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed Jinja2-3.1.2 MarkupSafe-2.1.2 flask-cors-3.0.10\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.0.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mCollecting supabase_py\n  Downloading supabase_py-0.0.2-py3-none-any.whl (7.5 kB)\nCollecting realtime-py<0.2.0,>=0.1.2\n  Downloading realtime_py-0.1.3-py3-none-any.whl (8.1 kB)\nCollecting pytest<7,>=6\n  Downloading pytest-6.2.5-py3-none-any.whl (280 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m280.7/280.7 KB\u001b[0m \u001b[31m36.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting requests==2.25.1\n  Downloading requests-2.25.1-py2.py3-none-any.whl (61 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m61.2/61.2 KB\u001b[0m \u001b[31m16.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting postgrest-py==0.4.0\n  Downloading postgrest_py-0.4.0-py3-none-any.whl (6.0 kB)\nCollecting gotrue==0.2.0\n  Downloading gotrue-0.2.0-py3-none-any.whl (8.9 kB)\nCollecting deprecation<3.0.0,>=2.1.0\n  Downloading deprecation-2.1.0-py2.py3-none-any.whl (11 kB)\nCollecting httpx<0.17.0,>=0.16.1\n  Downloading httpx-0.16.1-py3-none-any.whl (65 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m65.6/65.6 KB\u001b[0m \u001b[31m20.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting chardet<5,>=3.0.2\n  Downloading chardet-4.0.0-py2.py3-none-any.whl (178 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m178.7/178.7 KB\u001b[0m \u001b[31m34.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting idna<3,>=2.5\n  Downloading idna-2.10-py2.py3-none-any.whl (58 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m58.8/58.8 KB\u001b[0m \u001b[31m8.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests==2.25.1->supabase_py) (2022.9.24)\nRequirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests==2.25.1->supabase_py) (1.26.12)\nCollecting iniconfig\n  Downloading iniconfig-2.0.0-py3-none-any.whl (5.9 kB)\nRequirement already satisfied: pluggy<2.0,>=0.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (1.0.0)\nRequirement already satisfied: packaging in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (21.3)\nCollecting py>=1.8.2\n  Downloading py-1.11.0-py2.py3-none-any.whl (98 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m98.7/98.7 KB\u001b[0m \u001b[31m26.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: importlib-metadata>=0.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (5.0.0)\nRequirement already satisfied: attrs>=19.2.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from pytest<7,>=6->supabase_py) (22.1.0)\nCollecting toml\n  Downloading toml-0.10.2-py2.py3-none-any.whl (16 kB)\nCollecting dataclasses<0.7,>=0.6\n  Downloading dataclasses-0.6-py3-none-any.whl (14 kB)\nRequirement already satisfied: python-dateutil<3.0.0,>=2.8.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from realtime-py<0.2.0,>=0.1.2->supabase_py) (2.8.2)\nCollecting websockets<10.0,>=9.1\n  Downloading websockets-9.1-cp37-cp37m-manylinux2010_x86_64.whl (103 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m103.0/103.0 KB\u001b[0m \u001b[31m23.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting httpcore==0.12.*\n  Downloading httpcore-0.12.3-py3-none-any.whl (55 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m55.8/55.8 KB\u001b[0m \u001b[31m9.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting rfc3986[idna2008]<2,>=1.3\n  Downloading rfc3986-1.5.0-py2.py3-none-any.whl (31 kB)\nRequirement already satisfied: sniffio in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (1.3.0)\nCollecting h11==0.*\n  Downloading h11-0.14.0-py3-none-any.whl (58 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m58.3/58.3 KB\u001b[0m \u001b[31m14.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: typing-extensions in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from h11==0.*->httpcore==0.12.*->httpx<0.17.0,>=0.16.1->postgrest-py==0.4.0->supabase_py) (4.4.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata>=0.12->pytest<7,>=6->supabase_py) (3.9.0)\nRequirement already satisfied: six>=1.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from python-dateutil<3.0.0,>=2.8.1->realtime-py<0.2.0,>=0.1.2->supabase_py) (1.16.0)\nRequirement already satisfied: pyparsing!=3.0.5,>=2.0.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from packaging->pytest<7,>=6->supabase_py) (3.0.9)\nInstalling collected packages: rfc3986, dataclasses, websockets, toml, py, iniconfig, idna, h11, gotrue, chardet, requests, realtime-py, httpcore, deprecation, pytest, httpx, postgrest-py, supabase_py\n  Attempting uninstall: idna\n    Found existing installation: idna 3.4\n    Not uninstalling idna at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'idna'. No files were found to uninstall.\n  Attempting uninstall: requests\n    Found existing installation: requests 2.28.1\n    Not uninstalling requests at /shared-libs/python3.7/py/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'requests'. No files were found to uninstall.\n\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\nsnowflake-connector-python 2.7.9 requires charset-normalizer~=2.0.0, but you have charset-normalizer 2.1.1 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed chardet-4.0.0 dataclasses-0.6 deprecation-2.1.0 gotrue-0.2.0 h11-0.14.0 httpcore-0.12.3 httpx-0.16.1 idna-2.10 iniconfig-2.0.0 postgrest-py-0.4.0 py-1.11.0 pytest-6.2.5 realtime-py-0.1.3 requests-2.25.1 rfc3986-1.5.0 supabase_py-0.0.2 toml-0.10.2 websockets-9.1\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.0.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0mCollecting lightkurve\n  Downloading lightkurve-2.0.11-py3-none-any.whl (247 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m247.6/247.6 KB\u001b[0m \u001b[31m27.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting oktopus>=0.1.2\n  Downloading oktopus-0.1.2.tar.gz (10 kB)\n  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hRequirement already satisfied: matplotlib>=1.5.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (3.5.3)\nCollecting memoization>=0.3.1\n  Downloading memoization-0.4.0.tar.gz (41 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m41.2/41.2 KB\u001b[0m \u001b[31m10.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25h  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hCollecting astropy>=4.1\n  Downloading astropy-4.3.1-cp37-cp37m-manylinux_2_12_x86_64.manylinux2010_x86_64.whl (10.7 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m10.7/10.7 MB\u001b[0m \u001b[31m75.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: numpy>=1.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.21.6)\nCollecting fbpca>=1.0\n  Downloading fbpca-1.0.tar.gz (11 kB)\n  Preparing metadata (setup.py) ... \u001b[?25ldone\n\u001b[?25hCollecting bokeh>=1.0\n  Downloading bokeh-2.4.3-py3-none-any.whl (18.5 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m18.5/18.5 MB\u001b[0m \u001b[31m94.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: scipy>=0.19.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.7.3)\nRequirement already satisfied: tqdm>=4.25.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (4.64.1)\nCollecting uncertainties>=3.1.4\n  Downloading uncertainties-3.1.7-py2.py3-none-any.whl (98 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m98.4/98.4 KB\u001b[0m \u001b[31m17.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: scikit-learn>=0.24.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.0.2)\nRequirement already satisfied: requests>=2.22.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (2.25.1)\nRequirement already satisfied: beautifulsoup4>=4.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from lightkurve) (4.11.1)\nCollecting astroquery>=0.3.10\n  Downloading astroquery-0.4.6-py3-none-any.whl (4.5 MB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m4.5/4.5 MB\u001b[0m \u001b[31m105.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting patsy>=0.5.0\n  Downloading patsy-0.5.3-py2.py3-none-any.whl (233 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m233.8/233.8 KB\u001b[0m \u001b[31m47.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: pandas>=1.1.4 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.2.5)\nRequirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (5.0.0)\nCollecting pyerfa>=1.7.3\n  Downloading pyerfa-2.0.0.1-cp37-cp37m-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_12_x86_64.manylinux2010_x86_64.whl (746 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m746.4/746.4 KB\u001b[0m \u001b[31m71.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting html5lib>=0.999\n  Downloading html5lib-1.1-py2.py3-none-any.whl (112 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m112.2/112.2 KB\u001b[0m \u001b[31m32.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting keyring>=4.0\n  Downloading keyring-23.13.1-py3-none-any.whl (37 kB)\nCollecting pyvo>=1.1\n  Downloading pyvo-1.2.1-py3-none-any.whl (832 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m832.7/832.7 KB\u001b[0m \u001b[31m93.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: soupsieve>1.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.3.2.post1)\nRequirement already satisfied: pillow>=7.1.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (9.2.0)\nRequirement already satisfied: typing-extensions>=3.10.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (4.4.0)\nRequirement already satisfied: tornado>=5.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.2)\nRequirement already satisfied: Jinja2>=2.9 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (2.11.3)\nCollecting PyYAML>=3.10\n  Downloading PyYAML-6.0-cp37-cp37m-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_12_x86_64.manylinux2010_x86_64.whl (596 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m596.3/596.3 KB\u001b[0m \u001b[31m82.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: packaging>=16.8 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (21.3)\nRequirement already satisfied: python-dateutil>=2.7 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (2.8.2)\nRequirement already satisfied: fonttools>=4.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (4.37.4)\nRequirement already satisfied: pyparsing>=2.2.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (3.0.9)\nRequirement already satisfied: cycler>=0.10 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (0.11.0)\nRequirement already satisfied: kiwisolver>=1.0.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (1.4.4)\nCollecting autograd\n  Downloading autograd-1.5-py3-none-any.whl (48 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m48.9/48.9 KB\u001b[0m \u001b[31m12.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: pytz>=2017.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from pandas>=1.1.4->lightkurve) (2022.5)\nRequirement already satisfied: six in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\nCollecting idna<3,>=2.5\n  Using cached idna-2.10-py2.py3-none-any.whl (58 kB)\nRequirement already satisfied: chardet<5,>=3.0.2 in /root/venv/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (4.0.0)\nRequirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (1.26.12)\nRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\nRequirement already satisfied: joblib>=0.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\nRequirement already satisfied: threadpoolctl>=2.0.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\nRequirement already satisfied: future in /shared-libs/python3.7/py/lib/python3.7/site-packages (from uncertainties>=3.1.4->lightkurve) (0.18.2)\nRequirement already satisfied: webencodings in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\nRequirement already satisfied: MarkupSafe>=0.23 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=2.9->bokeh>=1.0->lightkurve) (2.0.0)\nCollecting SecretStorage>=3.2\n  Downloading SecretStorage-3.3.3-py3-none-any.whl (15 kB)\nCollecting jeepney>=0.4.2\n  Downloading jeepney-0.8.0-py3-none-any.whl (48 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m48.4/48.4 KB\u001b[0m \u001b[31m9.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hCollecting jaraco.classes\n  Downloading jaraco.classes-3.2.3-py3-none-any.whl (6.0 kB)\nRequirement already satisfied: importlib-resources in /shared-libs/python3.7/py/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (5.10.0)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy>=4.1->lightkurve) (3.9.0)\nRequirement already satisfied: cryptography>=2.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (36.0.2)\nCollecting more-itertools\n  Downloading more_itertools-9.1.0-py3-none-any.whl (54 kB)\n\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m54.2/54.2 KB\u001b[0m \u001b[31m15.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n\u001b[?25hRequirement already satisfied: cffi>=1.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (1.15.1)\nRequirement already satisfied: pycparser in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cffi>=1.12->cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (2.21)\nBuilding wheels for collected packages: fbpca, memoization, oktopus\n  Building wheel for fbpca (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for fbpca: filename=fbpca-1.0-py3-none-any.whl size=11376 sha256=5c132841f2265a10c8c0b79bfaf38098b5513e80c3df9b72a46a16d3f1c309d8\n  Stored in directory: /root/.cache/pip/wheels/93/08/0c/1b9866c35c8d3f136d100dfe88036a32e0795437daca089f70\n  Building wheel for memoization (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for memoization: filename=memoization-0.4.0-py3-none-any.whl size=50456 sha256=dbeb5a66e45eaf49f7141476486fbd126b8963acb6fd9697ecf334c5f93c9eaf\n  Stored in directory: /root/.cache/pip/wheels/38/f7/65/161985e7311dd484a23b3a5c9149995dbf11db6cede602e7ef\n  Building wheel for oktopus (setup.py) ... \u001b[?25ldone\n\u001b[?25h  Created wheel for oktopus: filename=oktopus-0.1.2-py3-none-any.whl size=12778 sha256=9c07742b39bb42720c25fbd91c3fd073e1e4775e1a9b614428680fb0f5ed3a10\n  Stored in directory: /root/.cache/pip/wheels/19/22/e3/6d224a32d6f94f28113d6d26c8bef81d7e05978d0efed29517\nSuccessfully built fbpca memoization oktopus\nInstalling collected packages: fbpca, uncertainties, PyYAML, pyerfa, patsy, more-itertools, memoization, jeepney, idna, html5lib, autograd, oktopus, jaraco.classes, bokeh, astropy, SecretStorage, pyvo, keyring, astroquery, lightkurve\n  Attempting uninstall: idna\n    Found existing installation: idna 3.4\n    Not uninstalling idna at /shared-libs/python3.7/py-core/lib/python3.7/site-packages, outside environment /root/venv\n    Can't uninstall 'idna'. No files were found to uninstall.\n\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\nspacy 3.4.2 requires typing-extensions<4.2.0,>=3.7.4; python_version < \"3.8\", but you have typing-extensions 4.4.0 which is incompatible.\nsnowflake-connector-python 2.7.9 requires charset-normalizer~=2.0.0, but you have charset-normalizer 2.1.1 which is incompatible.\u001b[0m\u001b[31m\n\u001b[0mSuccessfully installed PyYAML-6.0 SecretStorage-3.3.3 astropy-4.3.1 astroquery-0.4.6 autograd-1.5 bokeh-2.4.3 fbpca-1.0 html5lib-1.1 idna-2.10 jaraco.classes-3.2.3 jeepney-0.8.0 keyring-23.13.1 lightkurve-2.0.11 memoization-0.4.0 more-itertools-9.1.0 oktopus-0.1.2 patsy-0.5.3 pyerfa-2.0.0.1 pyvo-1.2.1 uncertainties-3.1.7\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.0.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0m",
-          "output_type": "stream"
-        }
-      ],
-      "execution_count": 1
-    },
-    {
-      "cell_type": "markdown",
-      "source": "# Flask setup",
-      "metadata": {
-        "tags": [],
-        "cell_id": "7f4ed9a3da1c4c39a698a830eb32149e",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Imports",
-      "metadata": {
-        "tags": [],
-        "cell_id": "73a70eaaed484df5b7b38dc8c4825671",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "from flask import Flask, Blueprint, jsonify\nfrom flask_sqlalchemy import SQLAlchemy\nfrom supabase_py import client, create_client\nimport os",
-      "metadata": {
-        "tags": [],
-        "cell_id": "2a75de74858449238177428ca8491be0",
-        "source_hash": "2fe3af6b",
-        "execution_start": 1679065696828,
-        "execution_millis": 781,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 2
-    },
-    {
-      "cell_type": "code",
-      "source": "from flask import Flask, request, jsonify\nfrom flask_sqlalchemy import SQLAlchemy\nfrom flask_cors import CORS, cross_origin\nimport os",
-      "metadata": {
-        "tags": [],
-        "cell_id": "2aec35ca9f55449cbcc015345825213e",
-        "source_hash": "dd59c98e",
-        "execution_start": 1679065697612,
-        "execution_millis": 3,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 3
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## initialisation",
-      "metadata": {
-        "tags": [],
-        "cell_id": "e17c3f74b7624bd59e4d81044a1b0c55",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "app = Flask(__name__)\nCORS(app)\n\n\"\"\"class Item(db.Model):\n  id = db.Column(db.Integer, primary_key=True)\n  title = db.Column(db.String(80), unique=True, nullable=False)\n  content = db.Column(db.String(120), unique=True, nullable=False)\n\n  def __init__(self, title, content):\n    self.title = title\n    self.content = content\n\n# db.create_all()\"\"\"",
-      "metadata": {
-        "tags": [],
-        "cell_id": "a8ff27de8c244b3f8ea1d815b9956b67",
-        "source_hash": "28cc7369",
-        "execution_start": 1679065697615,
-        "execution_millis": 9,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 4,
-          "data": {
-            "text/plain": "'class Item(db.Model):\\n  id = db.Column(db.Integer, primary_key=True)\\n  title = db.Column(db.String(80), unique=True, nullable=False)\\n  content = db.Column(db.String(120), unique=True, nullable=False)\\n\\n  def __init__(self, title, content):\\n    self.title = title\\n    self.content = content\\n\\n# db.create_all()'"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 4
-    },
-    {
-      "cell_type": "markdown",
-      "source": "# Supabase/Backend integration",
-      "metadata": {
-        "tags": [],
-        "cell_id": "77074d0234734de8a1ef26bc42135fae",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "url: str = os.environ.get(\"SUPABASE_URL\")\nkey: str = os.environ.get(\"SUPABASE_ANON_KEY\")\n\nurl = \"https://afwwxlhknelxylrfvexi.supabase.co\"\nkey = \"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImFmd3d4bGhrbmVseHlscmZ2ZXhpIiwicm9sZSI6ImFub24iLCJpYXQiOjE2NjY0MzQ4MTgsImV4cCI6MTk4MjAxMDgxOH0.gk1F8Br9__04cvzqYIeeQ-U08KATiHovAw3r3ofNGAo\"\n\nsupabase: client = create_client(url, key)\n\n# Function to retrieve planet data from supa\ndef find_all_planets(): # Right now this is just demo data, we'll push this data to Supa from Lightkurve later\n    data = supabase.table(\"Planetss\").select(\"*\").execute()\n    return data['data']\n\nplanets = find_all_planets()\nprint(planets)\n\n# Function to add a new planet to the store/supa\ndef add_planet_to_DB(title) -> dict: # See `models/TIC.py`\n    planet = {\n        \"title\": title,\n    }\n    data = supabase.table(\"Planetss\").insert(planet).execute()\n    planets = find_all_planets()\n\n    return data['data']",
-      "metadata": {
-        "tags": [],
-        "cell_id": "c804f30c24304575bb938b4e2bf783cb",
-        "source_hash": "873e7a7e",
-        "execution_start": 1679065697636,
-        "execution_millis": 997,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stdout",
-          "text": "[{'id': 8, 'created_at': '2023-03-16T06:37:27.981796+00:00', 'title': 'Mars', 'ticId': None, 'radius': None}, {'id': 9, 'created_at': '2023-03-16T06:38:39.20514+00:00', 'title': 'Mars', 'ticId': None, 'radius': None}, {'id': 10, 'created_at': '2023-03-16T06:38:58.608908+00:00', 'title': 'nowitgetsreal', 'ticId': None, 'radius': None}, {'id': 11, 'created_at': '2023-03-16T06:42:38.260759+00:00', 'title': 'Venus', 'ticId': None, 'radius': None}, {'id': 12, 'created_at': '2023-03-16T06:48:48.871841+00:00', 'title': 'nowitgetsreal', 'ticId': 'TIC 55525572', 'radius': None}, {'id': 13, 'created_at': '2023-03-16T06:49:26.447575+00:00', 'title': 'Escape My Fate', 'ticId': 'TIC 2005', 'radius': None}, {'id': 14, 'created_at': '2023-03-17T07:55:02.787145+00:00', 'title': 'nowitgetsreral', 'ticId': None, 'radius': None}, {'id': 15, 'created_at': '2023-03-17T07:55:04.874283+00:00', 'title': 'nowitgetsreral', 'ticId': None, 'radius': None}, {'id': 16, 'created_at': '2023-03-17T07:58:52.723158+00:00', 'title': 'nowitgetsreral', 'ticId': None, 'radius': None}, {'id': 17, 'created_at': '2023-03-17T07:59:12.347291+00:00', 'title': 'nowitgetsreral', 'ticId': 'ticId', 'radius': None}, {'id': 18, 'created_at': '2023-03-17T08:00:13.862782+00:00', 'title': 'title', 'ticId': 'TIC 555555', 'radius': None}, {'id': 19, 'created_at': '2023-03-17T08:01:31.653183+00:00', 'title': 'TIC 555555', 'ticId': 'TIC 5555555', 'radius': None}, {'id': 20, 'created_at': '2023-03-17T08:05:11.611181+00:00', 'title': 'TIC 555555', 'ticId': 'TIC 5555555', 'radius': None}, {'id': 21, 'created_at': '2023-03-17T08:07:02.677348+00:00', 'title': 'highway to mars', 'ticId': 'TIC HTM', 'radius': None}]\n",
-          "output_type": "stream"
-        }
-      ],
-      "execution_count": 5
-    },
-    {
-      "cell_type": "markdown",
-      "source": "# Views/Routes",
-      "metadata": {
-        "tags": [],
-        "cell_id": "837ec341f958413d8d6fc10a0dbe55fa",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Returning data from db",
-      "metadata": {
-        "tags": [],
-        "cell_id": "2977c9fe84d140d2999645efc1552dd1",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "# GET request -> return all planets in storage/db in JSON format\n@app.route('/planets')\ndef get_planets():\n    return jsonify({\n        'planets': planets, # Then present this on react frontend, port 5000 -> 3000\n    })",
-      "metadata": {
-        "tags": [],
-        "cell_id": "98673a6018704ba1bca88637711b51a3",
-        "source_hash": "e5f8a4a0",
-        "execution_start": 1679065698616,
-        "execution_millis": 17,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 6
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### Creating a planet on db from model",
-      "metadata": {
-        "tags": [],
-        "cell_id": "a9859b8922f3465896f00b6fa53da0f4",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h3"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "@app.route('/planets/add', methods=['POST'])\ndef add_planet():\n    data = request.get_json()\n    try:\n        title = data['title']\n        if title:\n            data = add_planet_to_DB(title)\n            planets = find_all_planets()\n            return jsonify(data), 201\n    except:\n        return Response('''{\"message\": \"Bad Request\"}''', status=400, mimetype='application/json')",
-      "metadata": {
-        "tags": [],
-        "cell_id": "d874c6f112bb4ea99744b2525b948bca",
-        "source_hash": "cedeae3d",
-        "execution_start": 1679065698616,
-        "execution_millis": 18,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 7
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Generating sector data",
-      "metadata": {
-        "tags": [],
-        "cell_id": "0b6142bb02214118b3b5028f97e4e806",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "import lightkurve as lk\n\"\"\"import numpy as np\nimport pandas as pd\nimport astropy.units as u\nimport astropy.io.fits as pf\nfrom glob import glob as glob\"\"\"\n\n@app.route('/planets/classify', methods=['POST'])\ndef classify_planet_sector_data():\n    data = request.get_json()\n    ticId = data['ticId']\n\n    transit_depth = 1 - 0.9989 # this is from the above phase folded figure\n    R_star = 2.04354 * u.Rsun # this is the radius of the parent star for the specific target. Get value from ExoFOP\n\n    def planet_radius (transit_depth, R_star):\n        r_pl_solar_radius = np.sqrt(transit_depth) * R_star\n        r_pl_Earth = r_pl_solar_radius.to(u.Rearth).value\n        print(\"Radius of the planet: {} Earth radii\".format(round(r_pl_Earth, 2)))\n\n    planet_radius(transit_depth, R_star)\n    return planet_radius\n\n@app.route('/planets/classify', methods=['GET'])\ndef classify_planet_sector_data_radius():\n    transit_depth = 1 - 0.9989 # this is from the above phase folded figure\n    R_star = 2.04354 * u.Rsun # this is the radius of the parent star for the specific target. Get value from ExoFOP\n\n    def planet_radius (transit_depth, R_star):\n        r_pl_solar_radius = np.sqrt(transit_depth) * R_star\n        r_pl_Earth = r_pl_solar_radius.to(u.Rearth).value\n        print(\"Radius of the planet: {} Earth radii\".format(round(r_pl_Earth, 2)))\n\n    planet_radius(transit_depth, R_star)\n    return planet_radius",
-      "metadata": {
-        "tags": [],
-        "cell_id": "a61ef2fd9bf04acab384f5c565b60810",
-        "source_hash": "8cd38118",
-        "execution_start": 1679065698623,
-        "execution_millis": 3825,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stderr",
-          "text": "2023-03-17 15:08:20,715:INFO - generated new fontManager\n",
-          "output_type": "stream"
-        }
-      ],
-      "execution_count": 8
-    },
-    {
-      "cell_type": "markdown",
-      "source": "# Running Flask",
-      "metadata": {
-        "tags": [],
-        "cell_id": "ee8bee4ee16c4bb0b073c2d2db885584",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "app.run(host='0.0.0.0', port=8080)",
-      "metadata": {
-        "tags": [],
-        "cell_id": "66b4a55446c240669674ea3bdfe8fb2c",
-        "source_hash": "18b2a555",
-        "execution_start": 1679065702450,
-        "execution_millis": 303312,
-        "deepnote_to_be_reexecuted": false,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stderr",
-          "text": "\u001b[33m * Tip: There are .env or .flaskenv files present. Do \"pip install python-dotenv\" to use them.\u001b[0m\n * Serving Flask app '__main__'\n * Debug mode: off\n2023-03-17 15:08:22,453:INFO - \u001b[31m\u001b[1mWARNING: This is a development server. Do not use it in a production deployment. Use a production WSGI server instead.\u001b[0m\n * Running on all addresses (0.0.0.0)\n * Running on http://127.0.0.1:8080\n * Running on http://172.3.91.11:8080\n2023-03-17 15:08:22,453:INFO - \u001b[33mPress CTRL+C to quit\u001b[0m\n",
-          "output_type": "stream"
-        },
-        {
-          "output_type": "error",
-          "ename": "KernelInterrupted",
-          "evalue": "Execution interrupted by the Jupyter kernel.",
-          "traceback": [
-            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-            "\u001b[0;31mKernelInterrupted\u001b[0m: Execution interrupted by the Jupyter kernel."
-          ]
-        }
-      ],
-      "execution_count": 9
-    },
-    {
-      "cell_type": "markdown",
-      "source": "# __init__",
-      "metadata": {
-        "tags": [],
-        "cell_id": "014eb2b245ca4a2d9d435ec0c0fd074e",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "@app.route('/items/<id>', methods=['GET'])\ndef get_item(id):\n  item = Item.query.get(id)\n  del item.__dict__['_sa_instance_state']\n  return jsonify(item.__dict__)\n\n@app.route('/items', methods=['GET'])\ndef get_items():\n  items = []\n  for item in db.session.query(Item).all():\n    del item.__dict__['_sa_instance_state']\n    items.append(item.__dict__)\n  return jsonify(items)\n\n@app.route('/items', methods=['POST'])\ndef create_item():\n  body = request.get_json()\n  db.session.add(Item(body['title'], body['content']))\n  db.session.commit()\n  return \"item created\"\n\n@app.route('/items/<id>', methods=['PUT'])\ndef update_item(id):\n  body = request.get_json()\n  db.session.query(Item).filter_by(id=id).update(\n    dict(title=body['title'], content=body['content']))\n  db.session.commit()\n  return \"item updated\"\n\n@app.route('/items/<id>', methods=['DELETE'])\ndef delete_item(id):\n  db.session.query(Item).filter_by(id=id).delete()\n  db.session.commit()\n  return \"item deleted\"",
-      "metadata": {
-        "tags": [],
-        "cell_id": "a75702b59ea24839ac1cd525453d85c4",
-        "source_hash": "df9007ba",
-        "execution_start": 1678950564090,
-        "execution_millis": 3,
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 10
-    },
-    {
-      "cell_type": "code",
-      "source": "# __init__.py\n\n# from .views import main -> if these were individual python files\n# app.register_blueprint(main)\napp = Flask(__name__)\ndb = SQLAlchemy();\napp.config['SQLALCHEMY_DATABASE_URI'] = 'sqlite:///database.db'\ndb.init_app(app)",
-      "metadata": {
-        "tags": [],
-        "cell_id": "65361510afa44dbe96e71c791ebbeae4",
-        "source_hash": "1898aa37",
-        "execution_start": 1678950564094,
-        "execution_millis": 31,
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 11
-    },
-    {
-      "cell_type": "code",
-      "source": "class Planet(db.Model):\n    id = db.Column(db.Integer, primary_key=True)\n    name = db.Column(db.String(50))\n    moons = db.Column(db.Integer)",
-      "metadata": {
-        "tags": [],
-        "cell_id": "9798775366344affb25b0423a8b953f0",
-        "source_hash": "b41006be",
-        "execution_start": 1678950564125,
-        "execution_millis": 3,
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 12
-    },
-    {
-      "cell_type": "code",
-      "source": "@app.route('/add_planet', methods=['POST'])\ndef add_planet():\n    return 'Done', 201\n\n@app.route('/planets', methods=['GET']) # Retrieve these from Supabase\ndef get_planets():\n    planets = []\n    return jsonify({ 'planets' : planets })",
-      "metadata": {
-        "tags": [],
-        "cell_id": "9d689014c2024ad7b1e6b16e08a4991e",
-        "source_hash": "e1aa8749",
-        "execution_start": 1678950564129,
-        "execution_millis": 7,
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 13
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Export as individual python/ipynb file and add to Files section",
-      "metadata": {
-        "tags": [],
-        "cell_id": "a57747bd0de1413c9a65b5e365c58a30",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Flask blueprints",
-      "metadata": {
-        "tags": [],
-        "cell_id": "4725fc4703154520afabafa6d7d18a31",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "# views.py\nmain = Blueprint('main', __name__)\n\n@main.route('/add_planet', methods=['POST'])\ndef add_planet():\n    return 'Done', 201\n\n@main.route('/planets', methods=['GET']) # Retrieve these from Supabase\ndef get_planets():\n    planets = []\n    return jsonify({ 'planets' : planets })",
-      "metadata": {
-        "tags": [],
-        "cell_id": "9b0599993a9e4106b792766455f98759",
-        "source_hash": "a28ff1ef",
-        "execution_start": 1678950564137,
-        "execution_millis": 7,
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 14
-    },
-    {
-      "cell_type": "markdown",
-      "source": "",
-      "metadata": {
-        "tags": [],
-        "cell_id": "aebd0beebd114fe78451222ccd2dfa01",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=b4c251b4-c11a-481e-8206-c29934eb75da' target=\"_blank\">\n<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\nCreated in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>",
-      "metadata": {
-        "created_in_deepnote_cell": true,
-        "deepnote_cell_type": "markdown"
-      }
-    }
-  ],
-  "nbformat": 4,
-  "nbformat_minor": 0,
-  "metadata": {
-    "deepnote": {},
-    "orig_nbformat": 2,
-    "deepnote_notebook_id": "89da8872bb3b4a8db7337517858abfbc",
-    "deepnote_execution_queue": []
-  }
-}
\ No newline at end of file
diff --git a/deepnote/Star_Sailors_Light_Curve_Plot/Transiting Exoplanets.ipynb b/deepnote/Star_Sailors_Light_Curve_Plot/Transiting Exoplanets.ipynb
deleted file mode 100644
index 7be36f77..00000000
--- a/deepnote/Star_Sailors_Light_Curve_Plot/Transiting Exoplanets.ipynb	
+++ /dev/null
@@ -1 +0,0 @@
-{"cells":[{"cell_type":"code","execution_count":1,"metadata":{"cell_id":"5560c3005f5b4e9a8f900939cb3b696d","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":11297,"execution_start":1703842642006,"source_hash":"8ee12a0c"},"outputs":[{"name":"stdout","output_type":"stream","text":["Requirement already satisfied: lightkurve in /opt/homebrew/lib/python3.10/site-packages (2.4.0)\n","Requirement already satisfied: astropy>=5.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (5.2.1)\n","Requirement already satisfied: astroquery>=0.3.10 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (0.4.6)\n","Requirement already satisfied: beautifulsoup4>=4.6.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (4.11.2)\n","Requirement already satisfied: bokeh>=2.0.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (3.0.3)\n","Requirement already satisfied: fbpca>=1.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.0)\n","Requirement already satisfied: matplotlib>=3.1 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (3.7.1)\n","Requirement already satisfied: memoization>=0.3.1 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (0.4.0)\n","Requirement already satisfied: numpy>=1.18 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.24.2)\n","Requirement already satisfied: oktopus>=0.1.2 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (0.1.2)\n","Requirement already satisfied: pandas>=1.1.4 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.5.3)\n","Requirement already satisfied: patsy>=0.5.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (0.5.3)\n","Requirement already satisfied: requests>=2.22.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (2.25.1)\n","Requirement already satisfied: scikit-learn>=0.24.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.2.2)\n","Requirement already satisfied: scipy>=1.7 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.10.1)\n","Requirement already satisfied: tqdm>=4.25.0 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (4.64.1)\n","Requirement already satisfied: uncertainties>=3.1.4 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (3.1.7)\n","Requirement already satisfied: urllib3>=1.23 in /opt/homebrew/lib/python3.10/site-packages (from lightkurve) (1.26.12)\n","Requirement already satisfied: pyerfa>=2.0 in /opt/homebrew/lib/python3.10/site-packages (from astropy>=5.0->lightkurve) (2.0.0.1)\n","Requirement already satisfied: PyYAML>=3.13 in /opt/homebrew/lib/python3.10/site-packages (from astropy>=5.0->lightkurve) (5.4.1)\n","Requirement already satisfied: packaging>=19.0 in /opt/homebrew/lib/python3.10/site-packages (from astropy>=5.0->lightkurve) (21.3)\n","Requirement already satisfied: html5lib>=0.999 in /opt/homebrew/lib/python3.10/site-packages (from astroquery>=0.3.10->lightkurve) (1.1)\n","Requirement already satisfied: keyring>=4.0 in /opt/homebrew/lib/python3.10/site-packages (from astroquery>=0.3.10->lightkurve) (23.13.1)\n","Requirement already satisfied: pyvo>=1.1 in /opt/homebrew/lib/python3.10/site-packages (from astroquery>=0.3.10->lightkurve) (1.4.1)\n","Requirement already satisfied: soupsieve>1.2 in /opt/homebrew/lib/python3.10/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.4)\n","Requirement already satisfied: Jinja2>=2.9 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (3.1.2)\n","Requirement already satisfied: contourpy>=1 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (1.0.7)\n","Requirement already satisfied: pillow>=7.1.0 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (9.4.0)\n","Requirement already satisfied: tornado>=5.1 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (6.2)\n","Requirement already satisfied: xyzservices>=2021.09.1 in /opt/homebrew/lib/python3.10/site-packages (from bokeh>=2.0.0->lightkurve) (2023.2.0)\n","Requirement already satisfied: cycler>=0.10 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (0.11.0)\n","Requirement already satisfied: fonttools>=4.22.0 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (4.39.0)\n","Requirement already satisfied: kiwisolver>=1.0.1 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (1.4.4)\n","Requirement already satisfied: pyparsing>=2.3.1 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (3.0.9)\n","Requirement already satisfied: python-dateutil>=2.7 in /opt/homebrew/lib/python3.10/site-packages (from matplotlib>=3.1->lightkurve) (2.8.2)\n","Requirement already satisfied: autograd in /opt/homebrew/lib/python3.10/site-packages (from oktopus>=0.1.2->lightkurve) (1.5)\n","Requirement already satisfied: pytz>=2020.1 in /opt/homebrew/lib/python3.10/site-packages (from pandas>=1.1.4->lightkurve) (2022.7.1)\n","Requirement already satisfied: six in /opt/homebrew/lib/python3.10/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\n","Requirement already satisfied: chardet<5,>=3.0.2 in /opt/homebrew/lib/python3.10/site-packages (from requests>=2.22.0->lightkurve) (4.0.0)\n","Requirement already satisfied: idna<3,>=2.5 in /opt/homebrew/lib/python3.10/site-packages (from requests>=2.22.0->lightkurve) (2.10)\n","Requirement already satisfied: certifi>=2017.4.17 in /opt/homebrew/lib/python3.10/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\n","Requirement already satisfied: joblib>=1.1.1 in /opt/homebrew/lib/python3.10/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\n","Requirement already satisfied: threadpoolctl>=2.0.0 in /opt/homebrew/lib/python3.10/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\n","Requirement already satisfied: future in /opt/homebrew/lib/python3.10/site-packages (from uncertainties>=3.1.4->lightkurve) (0.18.3)\n","Requirement already satisfied: webencodings in /opt/homebrew/lib/python3.10/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\n","Requirement already satisfied: MarkupSafe>=2.0 in /opt/homebrew/lib/python3.10/site-packages (from Jinja2>=2.9->bokeh>=2.0.0->lightkurve) (2.1.2)\n","Requirement already satisfied: jaraco.classes in /opt/homebrew/lib/python3.10/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.2.3)\n","Requirement already satisfied: importlib-metadata>=4.11.4 in /opt/homebrew/lib/python3.10/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (6.0.0)\n","Requirement already satisfied: zipp>=0.5 in /opt/homebrew/lib/python3.10/site-packages (from importlib-metadata>=4.11.4->keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.15.0)\n","Requirement already satisfied: more-itertools in /opt/homebrew/lib/python3.10/site-packages (from jaraco.classes->keyring>=4.0->astroquery>=0.3.10->lightkurve) (9.1.0)\n","\n","\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.3.1\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m23.3.2\u001b[0m\n","\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpython3.10 -m pip install --upgrade pip\u001b[0m\n"]}],"source":["!pip install lightkurve\n","%matplotlib inline"]},{"cell_type":"code","execution_count":2,"metadata":{"cell_id":"3fba5f08dbb14cfbbb98302db7eea5d0","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":952,"execution_start":1703842653305,"source_hash":"18b30cac"},"outputs":[{"name":"stderr","output_type":"stream","text":["/opt/homebrew/lib/python3.10/site-packages/lightkurve/config/__init__.py:119: UserWarning: The default Lightkurve cache directory, used by download(), etc., has been moved to /Users/buyer/.lightkurve/cache. Please move all the files in the legacy directory /Users/buyer/.lightkurve-cache to the new location and remove the legacy directory. Refer to https://docs.lightkurve.org/reference/config.html#default-cache-directory-migration for more information.\n","  warnings.warn(\n"]}],"source":["import lightkurve as lk\n","import matplotlib.pyplot as plt\n","import numpy as np"]},{"cell_type":"markdown","metadata":{"cell_id":"1a9e23ded0784c88b11111c199741af6","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Kepler-69c"]},{"cell_type":"code","execution_count":3,"metadata":{"allow_embed":true,"cell_id":"c0a1f3fb754c4d8e9a4af06561bdf63b","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":9385,"execution_start":1703842810696,"source_hash":"eda46e34"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["search_result = lk.search_lightcurve('Kepler-69', author = 'Kepler', cadence = 'long')\n","lc_collection = search_result.download_all()\n","lc_collection.plot()\n","\n","lc = lc_collection.stitch().flatten(window_length=901).remove_outliers()\n","lc.plot(color = 'green')\n","\n","period = np.linspace(1, 20, 10000)\n","bls = lc.to_periodogram(method = 'bls', period = period, frequency_factor = 500)\n","bls.plot(color = 'aqua', marker = '.')\n","\n","planet_b_period = bls.period_at_max_power\n","planet_b_t0 = bls.transit_time_at_max_power\n","planet_b_dur = bls.duration_at_max_power\n","\n","# Check the value for period\n","planet_b_period\n","\n","ax = lc.fold(period=planet_b_period, epoch_time=planet_b_t0).scatter()\n","ax.set_xlim(-5, 5);"]},{"cell_type":"markdown","metadata":{"cell_id":"510d5f99ba5848b9815151fcb8249882","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# TOI-700d"]},{"cell_type":"code","execution_count":4,"metadata":{"cell_id":"54102b98c6e74c4fa86c3670f7fbfd69","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":7,"execution_start":1703842840598,"source_hash":"2f4f49a8"},"outputs":[{"ename":"LightkurveError","evalue":"Not recognized as a supported data product:\n/Users/buyer/.lightkurve/cache/mastDownload/HLSP/hlsp_diamante_tess_lightcurve_tic-0000000150428135_tess_v1_llc/hlsp_diamante_tess_lightcurve_tic-0000000150428135_tess_v1_llc.fits\nThis file may be corrupt due to an interrupted download. Please remove it from your disk and try again.","output_type":"error","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mLightkurveError\u001b[0m                           Traceback (most recent call last)","Cell \u001b[0;32mIn[4], line 3\u001b[0m\n\u001b[1;32m      1\u001b[0m TIC \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mTIC 150428135\u001b[39m\u001b[38;5;124m'\u001b[39m\n\u001b[1;32m      2\u001b[0m available_data_select \u001b[38;5;241m=\u001b[39m lk\u001b[38;5;241m.\u001b[39msearch_lightcurve(TIC)\n\u001b[0;32m----> 3\u001b[0m lc_collection \u001b[38;5;241m=\u001b[39m \u001b[43mavailable_data_select\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdownload_all\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m      4\u001b[0m fig, ax \u001b[38;5;241m=\u001b[39m plt\u001b[38;5;241m.\u001b[39msubplots(figsize \u001b[38;5;241m=\u001b[39m (\u001b[38;5;241m8\u001b[39m, \u001b[38;5;241m4\u001b[39m))\n\u001b[1;32m      5\u001b[0m lc_collection\u001b[38;5;241m.\u001b[39mplot(ax \u001b[38;5;241m=\u001b[39m ax, linewidth \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m0\u001b[39m, marker \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m0\u001b[39m, color \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mgreen\u001b[39m\u001b[38;5;124m'\u001b[39m, markersize \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m1\u001b[39m, alpha \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m0.8\u001b[39m)\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/lightkurve/utils.py:563\u001b[0m, in \u001b[0;36msuppress_stdout.<locals>.wrapper\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m    561\u001b[0m sys\u001b[38;5;241m.\u001b[39mstdout \u001b[38;5;241m=\u001b[39m devnull\n\u001b[1;32m    562\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 563\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mf\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    564\u001b[0m \u001b[38;5;66;03m# restore to default\u001b[39;00m\n\u001b[1;32m    565\u001b[0m \u001b[38;5;28;01mfinally\u001b[39;00m:\n\u001b[1;32m    566\u001b[0m     sys\u001b[38;5;241m.\u001b[39mstdout \u001b[38;5;241m=\u001b[39m old_out\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/lightkurve/search.py:494\u001b[0m, in \u001b[0;36mSearchResult.download_all\u001b[0;34m(self, quality_bitmask, download_dir, cutout_size, **kwargs)\u001b[0m\n\u001b[1;32m    491\u001b[0m products \u001b[38;5;241m=\u001b[39m []\n\u001b[1;32m    492\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m idx \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mrange\u001b[39m(\u001b[38;5;28mlen\u001b[39m(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mtable)):\n\u001b[1;32m    493\u001b[0m     products\u001b[38;5;241m.\u001b[39mappend(\n\u001b[0;32m--> 494\u001b[0m         \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_download_one\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m    495\u001b[0m \u001b[43m            \u001b[49m\u001b[43mtable\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mtable\u001b[49m\u001b[43m[\u001b[49m\u001b[43midx\u001b[49m\u001b[43m \u001b[49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43midx\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m+\u001b[39;49m\u001b[43m \u001b[49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    496\u001b[0m \u001b[43m            \u001b[49m\u001b[43mquality_bitmask\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mquality_bitmask\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    497\u001b[0m \u001b[43m            \u001b[49m\u001b[43mdownload_dir\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdownload_dir\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    498\u001b[0m \u001b[43m            \u001b[49m\u001b[43mcutout_size\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mcutout_size\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    499\u001b[0m \u001b[43m            \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    500\u001b[0m \u001b[43m        \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    501\u001b[0m     )\n\u001b[1;32m    502\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(products[\u001b[38;5;241m0\u001b[39m], TargetPixelFile):\n\u001b[1;32m    503\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m TargetPixelFileCollection(products)\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/lightkurve/search.py:354\u001b[0m, in \u001b[0;36mSearchResult._download_one\u001b[0;34m(self, table, quality_bitmask, download_dir, cutout_size, **kwargs)\u001b[0m\n\u001b[1;32m    352\u001b[0m     path \u001b[38;5;241m=\u001b[39m download_response[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mLocal Path\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n\u001b[1;32m    353\u001b[0m     log\u001b[38;5;241m.\u001b[39mdebug(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mFinished downloading.\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m--> 354\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mread\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpath\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mquality_bitmask\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mquality_bitmask\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n","File \u001b[0;32m/opt/homebrew/lib/python3.10/site-packages/lightkurve/io/read.py:131\u001b[0m, in \u001b[0;36mread\u001b[0;34m(path_or_url, **kwargs)\u001b[0m\n\u001b[1;32m    126\u001b[0m         \u001b[38;5;28;01mraise\u001b[39;00m LightkurveError(\n\u001b[1;32m    127\u001b[0m             \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mData product f\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mpath_or_url\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m of type \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mfiletype\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m is not supported \u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124min this version of Lightkurve.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    128\u001b[0m         ) \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mexc\u001b[39;00m\n\u001b[1;32m    129\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m    130\u001b[0m     \u001b[38;5;66;03m# if these keywords don't exist, raise `ValueError`\u001b[39;00m\n\u001b[0;32m--> 131\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m LightkurveError(\n\u001b[1;32m    132\u001b[0m         \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mNot recognized as a supported data product:\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    133\u001b[0m         \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mpath_or_url\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    134\u001b[0m         \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mThis file may be corrupt due to an interrupted download. \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    135\u001b[0m         \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mPlease remove it from your disk and try again.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    136\u001b[0m     )\n","\u001b[0;31mLightkurveError\u001b[0m: Not recognized as a supported data product:\n/Users/buyer/.lightkurve/cache/mastDownload/HLSP/hlsp_diamante_tess_lightcurve_tic-0000000150428135_tess_v1_llc/hlsp_diamante_tess_lightcurve_tic-0000000150428135_tess_v1_llc.fits\nThis file may be corrupt due to an interrupted download. Please remove it from your disk and try again."]}],"source":["TIC = 'TIC 150428135'\n","available_data_select = lk.search_lightcurve(TIC)\n","lc_collection = available_data_select.download_all()\n","fig, ax = plt.subplots(figsize = (8, 4))\n","lc_collection.plot(ax = ax, linewidth = 0, marker = 0, color = 'green', markersize = 1, alpha = 0.8)"]},{"cell_type":"markdown","metadata":{"cell_id":"f0f5208fe8b74828bba917155aa48699","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Trappist-1f"]},{"cell_type":"code","execution_count":null,"metadata":{"allow_embed":true,"cell_id":"2e256956eb414262ae3902216eeb924f","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":2866,"execution_start":1703842850994,"source_hash":"4faae2a6"},"outputs":[{"name":"stderr","output_type":"stream","text":["No data found for target \"K2-112\".\n","/root/venv/lib/python3.7/site-packages/lightkurve/search.py:415: LightkurveWarning: Cannot download from an empty search result.\n","  \"Cannot download from an empty search result.\", LightkurveWarning\n"]},{"ename":"AttributeError","evalue":"'NoneType' object has no attribute 'plot'","output_type":"error","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)","\u001b[0;32m/tmp/ipykernel_72/4156490028.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0msearch_result\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlk\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msearch_lightcurve\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'K2-112'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mauthor\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'Kepler'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcadence\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'long'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      2\u001b[0m \u001b[0mlc_collection\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0msearch_result\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdownload_all\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 3\u001b[0;31m \u001b[0mlc_collection\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      4\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0mlc\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlc_collection\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstitch\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mflatten\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mwindow_length\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m901\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mremove_outliers\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;31mAttributeError\u001b[0m: 'NoneType' object has no attribute 'plot'"]}],"source":["search_result = lk.search_lightcurve('K2-112', author = 'Kepler', cadence = 'long')\n","lc_collection = search_result.download_all()\n","lc_collection.plot()\n","\n","lc = lc_collection.stitch().flatten(window_length=901).remove_outliers()\n","lc.plot(color = 'red')\n","\n","period = np.linspace(1, 20, 10000)\n","bls = lc.to_periodogram(method = 'bls', period = period, frequency_factor = 500)\n","bls.plot(color = 'blue', marker = '.')\n","\n","planet_b_period = bls.period_at_max_power\n","planet_b_t0 = bls.transit_time_at_max_power\n","planet_b_dur = bls.duration_at_max_power\n","\n","# Check the value for period\n","planet_b_period\n","\n","ax = lc.fold(period=planet_b_period, epoch_time=planet_b_t0).scatter()\n","ax.set_xlim(-5, 5);"]},{"cell_type":"markdown","metadata":{"cell_id":"7a42eb294d6d440e8cec8df152231fae","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Kepler-22b"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"9a802264dbac44f4a3438bb2629ffaf2","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":8321,"execution_start":1703842881395,"source_hash":"eb4fb1f9"},"outputs":[{"data":{"text/plain":["<AxesSubplot:xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":11,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":439,"width":780}},"output_type":"display_data"}],"source":["search_result = lk.search_lightcurve('Kepler-22', author = 'Kepler', cadence = 'long')\n","lc_collection = search_result.download_all()\n","lc_collection.plot()"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"e7720a53299c4142a141e49d43791fb5","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":440,"execution_start":1703842894867,"source_hash":"9c95cb7e"},"outputs":[{"data":{"text/plain":["<AxesSubplot:xlabel='Time - 2454833 [BKJD days]', ylabel='Normalized Flux'>"]},"execution_count":12,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":380,"width":777}},"output_type":"display_data"}],"source":["lc = lc_collection.stitch().flatten(window_length=901).remove_outliers()\n","lc.plot(color = 'green')"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"f24be63789044823a9783bff3af1fd77","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":3803,"execution_start":1703842899168,"source_hash":"ad24e365"},"outputs":[{"data":{"text/plain":["<AxesSubplot:xlabel='Period [$\\\\mathrm{d}$]', ylabel='BLS Power'>"]},"execution_count":13,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":381,"width":751}},"output_type":"display_data"}],"source":["period = np.linspace(1, 20, 10000)\n","bls = lc.to_periodogram(method = 'bls', period = period, frequency_factor = 500)\n","bls.plot()"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"eb5767de098646fb8e6f43d15a51161a","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":8,"execution_start":1703842906334,"source_hash":"1e2dd87f"},"outputs":[{"data":{"text/latex":["$12.214921 \\; \\mathrm{d}$"],"text/plain":["<Quantity 12.21492149 d>"]},"execution_count":14,"metadata":{},"output_type":"execute_result"}],"source":["planet_b_period = bls.period_at_max_power\n","planet_b_t0 = bls.transit_time_at_max_power\n","planet_b_dur = bls.duration_at_max_power\n","\n","# Check the value for period\n","planet_b_period"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"d568d8bb6f184fd19dcba9e955979118","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":851,"execution_start":1703842910234,"source_hash":"2f2f18d"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":380,"width":777}},"output_type":"display_data"}],"source":["ax = lc.fold(period=planet_b_period, epoch_time=planet_b_t0).scatter()\n","ax.set_xlim(-5, 5);"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"105e920dd64841de91c82561204ca98f","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":1011,"execution_start":1703842914050,"source_hash":"de92d315"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":380,"width":777}},"output_type":"display_data"}],"source":["planet_b_mask = bls.get_transit_mask(period=planet_b_period,\n","                                     transit_time=planet_b_t0,\n","                                     duration=planet_b_dur)\n","\n","masked_lc = lc[~planet_b_mask]\n","ax = masked_lc.scatter();\n","lc[planet_b_mask].scatter(ax=ax, c='r', label='Masked');"]},{"cell_type":"code","execution_count":null,"metadata":{"allow_embed":true,"cell_id":"de23ffaa2ccc4d0d8889cefbfbda83df","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":false,"execution_millis":2325,"execution_start":1703842917843,"source_hash":"8e81903d"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":380,"width":777}},"output_type":"display_data"}],"source":["planet_b_model = bls.get_transit_model(period=planet_b_period,\n","                                       transit_time=planet_b_t0,\n","                                       duration=planet_b_dur)\n","\n","ax = lc.fold(planet_b_period, planet_b_t0).scatter()\n","planet_b_model.fold(planet_b_period, planet_b_t0).plot(ax=ax, c='r', lw=2)\n","ax.set_xlim(-5, 5);"]},{"cell_type":"markdown","metadata":{"cell_id":"c6dbaafbb1774ae59a171ae640e358f1","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Kepler-442b"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"b412b8d59df64e22b513a1c77d9eba0b","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":true,"execution_millis":4060,"execution_start":1703228614205,"source_hash":"f43683f5"},"outputs":[{"data":{"text/plain":["<AxesSubplot:xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":31,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":417,"width":769}},"output_type":"display_data"}],"source":["search_result = lk.search_lightcurve('Kepler-442', author = 'Kepler')#, cadence = 'long')\n","lc_collection = search_result.download_all()\n","lc_collection.plot()"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"c71f57d9a6ee436189366bd0d0eb7cef","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":true,"execution_millis":15780,"execution_start":1703228620106,"source_hash":"92eb93e6"},"outputs":[{"data":{"text/plain":["<AxesSubplot:xlabel='Period [$\\\\mathrm{d}$]', ylabel='BLS Power'>"]},"execution_count":32,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":379,"width":730}},"output_type":"display_data"}],"source":["lc = lc_collection.stitch().flatten(window_length=901).remove_outliers()\n","period = np.linspace(1, 20, 10000)\n","bls = lc.to_periodogram(method = 'bls', period = period, frequency_factor = 500)\n","bls.plot()"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"f68f885eb4cb4ead8f2ac83ed4fd7e00","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":true,"execution_millis":2414,"execution_start":1703228636885,"source_hash":"895eca49"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":767}},"output_type":"display_data"}],"source":["planet_b_period = bls.period_at_max_power\n","planet_b_t0 = bls.transit_time_at_max_power\n","planet_b_dur = bls.duration_at_max_power\n","\n","# Check the value for period\n","planet_b_period\n","ax = lc.fold(period=planet_b_period, epoch_time=planet_b_t0).scatter()\n","ax.set_xlim(-5, 5);"]},{"cell_type":"code","execution_count":null,"metadata":{"allow_embed":true,"cell_id":"cc87705e6f8741548f240421ad98eb8a","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":true,"execution_millis":9716,"execution_start":1703228639320,"source_hash":"67e2ac1d"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":767}},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":767}},"output_type":"display_data"}],"source":["planet_b_mask = bls.get_transit_mask(period=planet_b_period,\n","                                     transit_time=planet_b_t0,\n","                                     duration=planet_b_dur)\n","\n","masked_lc = lc[~planet_b_mask]\n","ax = masked_lc.scatter();\n","lc[planet_b_mask].scatter(ax=ax, c='r', label='Masked');\n","planet_b_model = bls.get_transit_model(period=planet_b_period,\n","                                       transit_time=planet_b_t0,\n","                                       duration=planet_b_dur)\n","\n","ax = lc.fold(planet_b_period, planet_b_t0).scatter()\n","planet_b_model.fold(planet_b_period, planet_b_t0).plot(ax=ax, c='r', lw=2)\n","ax.set_xlim(-5, 5);"]},{"cell_type":"markdown","metadata":{"cell_id":"950b28fcf5ba4141b3968c04cda10d68","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_cell_type":"text-cell-h1","formattedRanges":[]},"source":["# Kepler-186f"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"b58e2ee38c9749948ec31cabf02cedcc","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":true,"execution_millis":3478,"execution_start":1703228649025,"source_hash":"330c944"},"outputs":[{"data":{"text/plain":["<AxesSubplot:xlabel='Time - 2454833 [BKJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"]},"execution_count":35,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAwEAAAGhCAYAAAA5nLjSAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/NK7nSAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOzdeVyU1f7A8c+wiyAg4IKggLiLaOYWleVS7qlopoXl9isrTdHuVRPcMa3rVppeU9NQFFEql7LrguCSW5pLLC6IQCqKbDPAMAzz+wPnkWGGHRX0vF+vXjJnznOeM0B6vuc553tkGo1GgyAIgiAIgiAIzw2jp90BQRAEQRAEQRCeLBEECIIgCIIgCMJzRgQBgiAIgiAIgvCcEUGAIAiCIAiCIDxnRBAgCIIgCIIgCM8ZEQQIgiAIgiAIwnNGBAGCIAiCIAiC8JwRQYAgCIIgCIIgPGdMnnYHBH35+fk8ePCAWrVqIZPJnnZ3BEEQBEEQhBpCo9GQnZ1N3bp1MTIqfr5fBAHV0IMHDxgzZszT7oYgCIIgCIJQQ23atAkHB4di3xdBQDVUq1YtoOCHZ2lp+ZR7IwiCIAiCINQUWVlZjBkzRhpPFkcEAdWQdgmQpaWlCAIEQRAEQRCEcittSbkIAqoxPz8/vbVc/fv3p3///k+pR4IgCIIgCMKzoMYGAbGxsRw+fJiLFy+SnJyMtbU1LVq0wNfXl0aNGkn1srOz2b17N7GxscTGxiKXy/nss8/o1auXXpuXLl1i1qxZBu/31Vdf0bJlS+m1SqVi69atHDlyBLlcjqurK++99x4dOnTQu7Y8dQtbtmyZeBIgCIIgCIIgVLkaGwTs2rWLqKgovL29cXV1JS0tjb179zJlyhS+/vprmjRpAkBGRgbbt2/H0dERNzc3Ll26VGrbAwcOpFmzZjplDRs21Hm9YsUKjh8/zqBBg3BycuLQoUPMmzePRYsW0aZNmwrXFQRBEARBEITHrcYGAYMHD2b69OmYmppKZa+88gqffvopoaGhTJs2DYC6deuyZcsW7OzsuHr1Kn5+fqW23aZNG7y9vYt9PzY2loiICMaMGcPQoUMB6NGjB59++ik//PADX331VYXqCoIgCIIgCMKTUGODgFatWumVOTk50bhxYxISEqQyU1NT7Ozsyt1+VlYW5ubmGBsb6713/PhxjIyM6NOnj1RmZmZG79692bJlC/fu3cPR0bHcdQVBEARBeDzy8/ORy+VkZmaSn5//tLsjCOVmZGSEnZ1dlS0Vr7FBgCEajYa0tDQaN25cqXZWrlxJdnY2RkZGtGnThjFjxugsD7px4waNGjXS+yE0b94cgLi4OGlgX566giAIgiBUrfz8fE6dOsX+/fuRy+VPuzuCUGldu3Zl+PDhJR4EVhbPVBAQHh5OSkoK7777boWuNzEx4aWXXuLFF1+kTp063Lp1i7CwMGbMmMHSpUtp2rQpUHCYl6GnC9qylJQUqaw8dYvKysoqU79NTU11lkUJgiAIglBg586d/PHHH3Ts2JH27dtjbW1d6cGTIDwNarWaGzdusGfPHgBGjBhRqfaemSAgISGBtWvX0rJlS3r06FGhNlq1aqWzzKhLly54e3szadIktmzZwrx58wDIzc01OOg2MzOT3tcqT92iynpq8MiRIxk1alSZ6gqCIAjC8yIrK4szZ87Qv39/g1kBBaGmcXV1BWDPnj0MHDiwUkuDnokgIDU1lfnz52NpacmMGTMMruOvKCcnJ7p27cqJEydQq9UYGxtjZmaGSqXSq6sd0GsH+Nqvy1q3qLKeGCyeAgiCIAiCvtTUVNRqtbQEVxCeBe7u7kDB7/dzHQQoFArmzp2LQqHgyy+/xN7evsrv4eDgQF5eHkqlEktLS+rWrWtwGU9qaiqATh/KU7cocWKwIAiCIFScdgNwaSenCkJNop3sruwG9xq9KC43N5cFCxaQlJREQEBApTcEF+fOnTuYmZlhYWEBgJubG0lJSXpr9mNiYqT3tcpTV6giN46COu9p90IQBEEQBKHaqrFPAtRqNUuXLiU6OprZs2frnOZbUenp6djY2OiUxcXFcfr0aTp27ChtJPL29iYsLIzffvtNyv2vUqk4ePAgLVq00Mn2U566QhXZMgg++wvsXJ92TwRBEAShyiQkJPDf//6XqKgoatWqRY8ePXjvvfcqtCx43LhxdOrUiY8++kgqS0tLY9asWeTk5LB48WLq169vsB7AlStXCAsLIzo6GoVCgY2NDZ6engwaNEjvwNXCcnJy2LFjB5GRkaSmpuLg4EDPnj3x8fGRZrhVKhVBQUHExMRw7do1lEolQUFBemO0X3/9lRMnTnDz5k2USiWNGzdm2LBhdO3aVaeeRqMhNDSU/fv3k5GRgZubG+PHjzc4djxz5gwhISHExcVhYmKCu7s7fn5+ODg4SHWioqLYsGEDcXFx2NjY0K9fP3x8fHSeOGVkZPDjjz9y9uxZMjMzqV+/PgMGDKBv375l+Ok8GTU2CNi4cSOnTp2ic+fOZGZmcuTIEZ33X3/9denrvXv3olAopGU5p0+flr4eMGAAtWvXBmDp0qWYmZnRsmVLbG1tuXXrFgcOHMDc3Jz3339faq9FixZ4e3uzZcsW0tPTadiwIYcPHyY5OZnJkyfr9KM8dQVBEARBEAyRy+XMnj2bhg0bMmvWLFJSUtiwYQNKpVJvgF4R6enpfPHFF2RnZ0sBQHH27dvHunXraNeuHRMmTMDe3p6UlBTCw8Px9/dn+/btxV67bt06Tpw4wejRo3FxcSE6OpqtW7eSk5PD6NGjAVAqlRw4cIBmzZrRpk0b/vzzT4NthYSE8MILL9CvXz8sLCw4fvw4ixYtYsqUKfTs2VOqFxoayrZt23j//fdxc3Nj3759BAQEsGrVKho0aCDVO3LkCKtWrWLIkCH4+vqSnZ3NlStXdJK4/PPPP8yZM4f27dvj6+tLXFwcmzdvxsjISJrsBViyZAmJiYn4+vri6OjI2bNnWbNmDUZGRrz55pul/0CegBobBNy4cQMoGNCfPn1a7/3CQUBYWBjJycnS65MnT3Ly5EkAXnvtNSkI6NKlC0ePHuXnn38mKysLGxsbunXrxsiRI3FyctJp38/Pj6CgII4cOYJcLsfV1ZWAgADatm2r15fy1BUEQRAEQSjq119/JSsriy+++AJra2ugYFXEd999x/Dhwyu1JzIzM5PZs2ejUCgIDAzUGRgXFRcXx/r163n99deZMmWKzux39+7dDY7JtPLz84mMjGTo0KH0798fgHbt2pGUlERkZKQUBFhZWREcHIxMJuPgwYPFBgErVqzQeTrQoUMH7t69S1hYmBQE5ObmEhoaypAhQxg8eDAArVu35qOPPmL37t18/PHH0vdg7dq1TJgwgX79+kltdunSReeeu3fvxtrams8//xxTU1O8vLzIyMggJCSEgQMHYmpqSmpqKhcvXuSzzz6TslJ5eXlx9epVIiIiRBBQWYsXLy5z3Q0bNpSp3qBBgxg0aFCZ6pqZmTF27FjGjh1bpXUFQRAEQRCKOnfuHF5eXlIAAPDyyy+zZs0azp8/X+EUqNonDBkZGQQGBupNeha1Z88eZDIZY8eONbjhunPnzsVeq9FoUKvVeklPLC0t0Wg0OmVl2cxddHkQQNOmTfn999+l11FRUWRlZfHyyy9LZaampnTr1k2aEAY4duwY+fn59O7du8R7njt3jpdeeklnCdYrr7zCzp07iY6OxtPTk7y8gn2J2klmrdq1a5OTk1Pq53pSamwQ8Dzw8/PTO9Ckf//+UvQslKDIXyaCIAiCUJMlJibqDfStrKyws7MjMTFRKlu+fDmHDx+WDpQqiUKhwN/fn9TUVAIDA2nUqFGp11y+fJlmzZoZHICXxtjYmJ49e7Jv3z5at26Ni4sLMTExHDlyhHfeeafc7Rny999/4+zsLL3Wfm8KlwG4uLjwyy+/oFQqMTc3Jzo6GmdnZw4fPsyOHTtISUmhSZMmjB49mhdffBEo2M9w//59vbacnZ2RyWQkJibi6emJo6MjHTp0ICQkhEaNGuHg4MC5c+c4f/4806ZNq5LPWRVEEFCNLVu2TKQIFQRBEAQBuVyuN7MMBYGAXC6XXhsbG5f5ROTw8HCgYP160YFtcVJSUkrc+FuaiRMnsmbNGp3B8PDhw6WlOpURHh5OVFQUs2bNksrkcjmmpqZ65zJZWVmh0WiQy+WYm5uTlpZGUlISQUFBjBkzBjs7O/bt28fChQtZuXIlTZo0QaFQAPoz/Kamppibm5OZmSmVzZo1iyVLlvDJJ58AYGRkxIcffoi3t3elP2dVEUGAIAiCIAgC8EXYJe5mVP1yjfp1LFg0xLPK2zVk8uTJZU480qpVK27evMmmTZtYsGCBlAr9cdq8eTNnz55l0qRJODk5ERMTQ3BwMFZWVjoba8srLi6ONWvW0KtXL7p161bu6/Pz88nOzmbatGnSPgBPT08+/PBDdu3ahZ+fX5nb0mg0rFixgtu3bzN9+nTq1q3L+fPnWb9+PVZWVrz66qvl7t/jIIIAQRAEQRAEeGID9YqwsrLSO3MICma6raysKtSmu7s7o0aNYt68eSxevBh/f39MTEoeGtrb23Pv3r0K3S8+Pp6wsDD8/f2lvQNt27YlLy+PoKAg+vTpU6EVEMnJycydO5fmzZtLM+9aVlZWqFQqcnNzdZ4GyOVyZDKZ9L3T/tmuXTupjomJCW3btiU+Ph549ARA+0RAS6VSoVQqpf0aZ86c4fjx43zzzTe4uroCBQFFeno6GzZsqDZBQI0+LEwQBEEQBOF54OzsrLP2HwoGo6mpqWVeymNI+/btmT59OhcuXGD58uV6G3SLatu2LdeuXdNZ+lJWt27dAvQPSm3atCkqlUpK314e6enpBAQEYGtry6xZs/SCGO33JikpSac8MTERR0dHzM3NAUo8cFabItTCwgIHBwe9n0NSUhIajUa6V0JCAkZGRjRp0kSnnru7Ow8ePKg2m4NFECA8o8TGYEEQBOHZ0bFjR/766y+d9f/Hjh1DJpPRoUOHSrXt7e3NxIkTiYiIYN26dSXWHThwIPn5+WzcuNHg+2fOnCn22nr16gFw/fp1nfJr164hk8nKfYBqdnY2c+fOJS8vjzlz5hh8itCqVSssLS05duyYVJaXl8eJEyfo2LGjVNapUycALly4IJWpVCouX76Mh4eHVNaxY0dOnTolZQACiIyMpHbt2tLhY/Xq1SM/P5+bN2/q9OX69evY2to+kWVXZSGWAwmCIAiCIFRzffv2Ze/evSxatIjhw4fz4MEDNm3aRN++fXXOCFi1ahWHDh3i559/Llf7ffr0kU65tba25t133zVYz83NjQkTJrBu3Tru379P7969pcPCIiIiuHLlCsHBwQav9fDwwMPDg9WrV5OWlkbDhg2JjY1l586d9OrVS2dwfPbsWZRKJdeuXQMKgotatWrh4uIizdoHBgYSFxfH5MmTSU5O1jkTSjsgNzMzY9iwYQQHB2NjY0OTJk3Yv38/mZmZOnsQPDw8eOmll1i9ejVyuVzaGJyWlqZTb+jQoRw9epSvvvqKfv36ER8fz+7du/H19ZXShnbs2BFHR0cWL17MyJEjpT0Bhw4dYtSoUeX6uTxOIgioxkSKUEEQBEEQoGDN+sKFC1m3bh2LFi3C0tKSN954A19fX516arWa/Pz8Ct3j7bffJiMjg+3bt1OnTh0GDhxosF7//v1xdXUlLCyMtWvXSgestmvXjgULFhTbvrGxMQEBAQQFBbFz507S0tJwdHTEx8cHHx8fnbrfffedzqB+5cqVAIwcOVIaSGtn7ZcvX653r8IpUocNGwYUHB6bnp6Ou7s78+fP1zsUberUqWzevJnNmzeTlZWFh4cHCxYskNb1Azg5OTF//nw2bNjAvHnzsLGxYdSoUQwZMkSqY2lpycKFC/nxxx/54YcfUCgU1K9fn3HjxlWrMZxMU9riL+GJy8rKYsSIEezYsUOkCK2IuTYw+TzUdX/aPREEQRCeooSEBJYtW4afnx8uLi5PuzuCUCVK+70u6zhS7AkQap65NlDBWQ5BEARBEARBBAFCTVXaceLiAZcgCIIgCEKxRBAg1ExikC8IgiAIglBhIggQBEEQBEEQhOeMCAKEGko8CRAEQRAEQagoEQQIgiAIgiAIwnNGnBNQjYlzAkog9gQIgiAIgiBUmAgCqrFly5aJcwIEQRAEQRCEKieWAwk1lHgSIAiCIAiCUFHiSYAgCIIgCEI1988//xAWFkZMTAzx8fE4OzuzevXqCrc3btw4OnXqxEcffSSVpaWlMWvWLHJycli8eDH169c3WA/gypUrhIWFER0djUKhwMbGBk9PTwYNGkSzZs2KvW9OTg47duwgMjKS1NRUHBwc6NmzJz4+PhgbGwOgUqkICgoiJiaGa9euoVQqCQoKwsbGRqetX3/9lRMnTnDz5k2USiWNGzdm2LBhdO3aVaeeRqMhNDSU/fv3k5GRgZubG+PHj6dly5Z6/Ttz5gwhISHExcVhYmKCu7s7fn5+ODg4SHWioqLYsGEDcXFx2NjY0K9fP3x8fJAVOsMoIyODH3/8kbNnz5KZmUn9+vUZMGAAffv2LcNP58kQQYBQM4k9AYIgCMJz5NatW5w9e5bmzZuj0WjIz8+v0vbT09P54osvyM7OlgKA4uzbt49169bRrl07JkyYgL29PSkpKYSHh+Pv78/27duLvXbdunWcOHGC0aNH4+LiQnR0NFu3biUnJ4fRo0cDoFQqOXDgAM2aNaNNmzb8+eefBtsKCQnhhRdeoF+/flhYWHD8+HEWLVrElClT6Nmzp1QvNDSUbdu28f777+Pm5sa+ffsICAhg1apVNGjQQKp35MgRVq1axZAhQ/D19SU7O5srV66Qm5sr1fnnn3+YM2cO7du3x9fXl7i4ODZv3oyRkRFDhw6V6i1ZsoTExER8fX1xdHTk7NmzrFmzBiMjI958883SfyBPgAgCBOE5oNFoIC8Pmanp0+6KIAiCUAGdO3eWZriXL1/OtWvXqqztzMxMZs+ejUKhIDAwUGdgXFRcXBzr16/n9ddfZ8qUKTqz3927d+f06dPFXpufn09kZCRDhw6Vkpy0a9eOpKQkIiMjpSDAysqK4OBgZDIZBw8eLDYIWLFihc7TgQ4dOnD37l3CwsKkICA3N5fQ0FCGDBnC4MGDAWjdujUfffQRu3fv5uOPP5a+B2vXrmXChAn069dParNLly4699y9ezfW1tZ8/vnnmJqa4uXlRUZGBiEhIQwcOBBTU1NSU1O5ePEin332Gb169QLAy8uLq1evEhERUW2CALEnQKihijwJ0GjgQdzT6UoNID8SzrU3qsdfOoIgCEL5Fc0WWFXkcjmzZ88mIyODRYsW4eTkVGL9PXv2IJPJGDt2rE4AoNW5c+dir9VoNKjVar2kJ5aWlgWTVYUYaruoosuDAJo2bcqDBw+k11FRUWRlZfHyyy9LZaampnTr1o1z585JZceOHSM/P5/evXuXeM9z587RtWtXTAtNqr3yyisoFAqio6MByMvLA6B27do61xZ9/bSJJwHVmEgRWoKiy4Fy5bCqPcxNfyrdqe7yMzPIu337aXdDEARBeMyWL1/O4cOH2bNnT6l1FQoF/v7+pKamEhgYSKNGjUq95vLlyzRr1szgALw0xsbG9OzZk3379tG6dWtcXFyIiYnhyJEjvPPOO+Vuz5C///4bZ2dn6XViYiKAThmAi4sLv/zyC0qlEnNzc6Kjo3F2dubw4cPs2LGDlJQUmjRpwujRo3nxxReBgv0M9+/f12vL2dkZmUxGYmIinp6eODo60qFDB0JCQmjUqBEODg6cO3eO8+fPM23atCr5nFVBBAHVmEgRKlSZMsyoCIIgCDWfsbFxmZ8ahIeHAwXr14sObIuTkpJS4sbf0kycOJE1a9boDIaHDx8uLdWpjPDwcKKiopg1a5ZUJpfLMTU1xczMTKeulZUVGo0GuVyOubk5aWlpJCUlERQUxJgxY7Czs2Pfvn0sXLiQlStX0qRJExQKBaA/o29qaoq5uTmZmZlS2axZs1iyZAmffPIJUPAk58MPP8Tb27vSn7Oq1NggIDY2lsOHD3Px4kWSk5OxtramRYsW+Pr66kSy2dnZ7N69m9jYWGJjY5HL5TprtCrS5qVLl3R+wQr76quv9Habq1Qqtm7dypEjR5DL5bi6uvLee+/RoUOHKvpuPI9K2RgsNg7ryM/JedpdEARBEJ6AyZMnM3ny5DLVbdWqFTdv3mTTpk0sWLAACwuLx9w72Lx5M2fPnmXSpEk4OTkRExNDcHAwVlZWOhtryysuLo41a9bQq1cvunXrVu7r8/Pzyc7OZtq0adI+AE9PTz788EN27dqFn59fmdvSaDSsWLGC27dvM336dOrWrcv58+dZv349VlZWvPrqq+Xu3+NQY4OAXbt2ERUVhbe3N66urqSlpbF3716mTJnC119/TZMmTYCCFE3bt2/H0dERNzc3Ll26VOk2tQYOHKgXDTds2FCv3RUrVnD8+HEGDRqEk5MThw4dYt68eSxatIg2bdpUwXdDEIqXExPLnYA5T7sbgiAI1d/eqZDxGJZO1mkIA5ZXfbuV5O7uzqhRo5g3bx6LFy/G398fE5OSh4b29vbcu3evQveLj48nLCwMf39/ae9A27ZtycvLIygoiD59+lRoBURycjJz586lefPm0sy7lpWVFSqVitzcXJ2nAXK5HJlMhpWVlVQPCjYqa5mYmNC2bVvi4+OBR08AtE8EtFQqFUqlEmtra6Agzejx48f55ptvcHV1BQoCivT0dDZs2CCCgMoaPHgw06dP19uY8emnnxIaGio9Zqpbty5btmzBzs6Oq1evlhjJlbVNrTZt2pT6WCc2NpaIiAjGjBkjRbg9evTg008/5YcffuCrr74q92ev0e5egU19YcatyrWjN9P/7C93uTV2HI03bij3deqU+4+hN4IgCM+gajhQf9zat2/P9OnTWbp0KcuXL2f69Oklbspt27Yt4eHhZGZmSoPesrp1q+Dffjc3N53ypk2bolKpSElJKXcQkJ6eTkBAALa2tsyaNUsviNEuc0pKStK5b2JiIo6OjpibmwPQuHHjYu+hTRFqYWGBg4ODtM9AKykpCY1GI90rISEBIyMjvcljd3d3fv/9d3Jycp7IU5fS1NjsQK1atdIZrAM4OTnRuHFjEhISpDJTU1Ps7OyqtM3CsrKyUKvVxbZ5/PhxjIyM6NOnj1RmZmZG7969iY6OrnA0XWPlpBf8J5Sb4sQJ7n27mrgRI8p1nVouf0w9EgRBEJ4F3t7eTJw4kYiICNatW1di3YEDB5Kfn8/GjRsNvn/mzJlir61Xrx4A169f1ym/du0aMpkMR0fHcvU7OzubuXPnkpeXx5w5cwwGEK1atcLS0pJjx45JZXl5eZw4cYKOHTtKZZ06dQLgwoULUplKpeLy5ct4eHhIZR07duTUqVNSBiCAyMhIateuLS0Hr1evHvn5+dy8eVOnL9evX8fW1rZaBABQg58EGKLRaEhLSysxmqvKNleuXEl2djZGRka0adOGMWPG6C0PunHjBo0aNdL7xWzevDlQsIatuF/6rKysMvXR1NRUL3iptqpsrf7zteY/9+Hsyf1vvzX4fvqePdyZN5/mZ07rzeAkTf5M+lp+/DhWhZ5eZR4+TPbFi9SbMqXqOy0IgiBUmZycHCml5b1798jKyuL48eNAwey8NlvPqlWrOHToED///HO52u/Tp490yq21tTXvvvuuwXpubm5MmDCBdevWcf/+fXr37i0dFhYREcGVK1cIDg42eK2HhwceHh6sXr2atLQ0GjZsSGxsLDt37qRXr146g+OzZ8+iVCql8xDOnDlDrVq1cHFxkcZkgYGBxMXFMXnyZJKTk0lOTpau1w7IzczMGDZsGMHBwdjY2NCkSRP2799PZmamzh4EDw8PXnrpJVavXo1cLpc2BqelpenUGzp0KEePHuWrr76iX79+xMfHs3v3bnx9faWxWMeOHXF0dGTx4sWMHDlS2hNw6NAhRo0aVa6fy+P0TAUB4eHhpKSkFPuLW1VtmpiY8NJLL/Hiiy9Sp04dbt26RVhYGDNmzGDp0qU0bdpUqvvgwQODTyK0ZSkpKcXee8yYMWXq48iRI6vVL9VToffo8tkKEq6XkuP/n8//BYAqMREzF5di6+Vc+VsKAm6OeIfsv/4CwLpHD2oVWgcpCIIgVC/p6el8+eWXOmXa14GBgXh6egKgVqsrfJrw22+/Le2lrFOnDgMHDjRYr3///ri6uhIWFsbatWvJysrCxsaGdu3asWDBgmLbNzY2JiAggKCgIHbu3ElaWhqOjo74+Pjg4+OjU/e7777TGdSvXLkS0B3zaGftly/XX8ZVOEXqsGHDAAgLCyM9PR13d3fmz5+vdyja1KlT2bx5M5s3byYrKwsPDw8WLFggreuHghUi8+fPZ8OGDcybNw8bGxtGjRrFkCFDpDqWlpYsXLiQH3/8kR9++AGFQkH9+vUZN25ctUrz/swEAQkJCaxdu5aWLVvSo0ePx9pmq1ataNWqlfS6S5cueHt7M2nSJLZs2cK8efOk93Jzcw3O0ms3pxQ+irqoTZs2lWltXI15CgBU2eBcZP8xSHn9eolBQOH9AdoAAODm2yNoFR31WPsmCIIgVFz9+vXLlPt/6tSpTJ06tdR6GzYY3mM2fvx4xo8fX2q9Nm3aVCi5iZ2dHZMmTapw/wory/cDCg4eGz58OMOHDy+xnoWFBR9++CEffvhhifVatWrF119/XWIdJycn/v3vf5epf09Ljd0TUFhqairz58/H0tKSGTNmYGxs/MTbdHJyomvXrly8eFFnj4CZmRkqlUqvvnbwXzRvbWGWlpZl+q9GBQFi8F4l8u4XDOZTd+4k+8oVqTzxo4klXvdg8xYAvZMZBUEQBEF4vtT4IEChUDB37lwUCgXz5s3D3t7+qbXp4OBAXl4eSqVSKqtbty6pqal6dbVlVdHf59OzOYi9ExhI5uHDpda7+vIrBfX9A0gLDS21fu2XXtJ5rUr6p2IdFARBEAThmVCjg4Dc3FwWLFhAUlISAQEBVbIhuDJt3rlzBzMzM52NLW5ubiQlJelt8o2JiZHef74UM3hf3aWKb1Mzg4TMA7+T83fBspwHPwYBpc/ayw8VHzRoHmYvsC/yaFOVlKRXN6plK70yQRAEQRCeTTU2CFCr1SxdupTo6GhmzJihd0rv42wzPV0/xWVcXBynT5+mQ4cOOsd1e3t7k5+fz2+//SaVqVQqDh48SIsWLcqdDuuZdS+6fPVr6CC/KOWNOJ3XeXfvcv/bb0ndvoO7ixYBEN2qtfS+UZGjykE/Bajq7l3p6wdBBYGEZedOOnVuvf9+5TouCIIgCEKNVmM3Bm/cuJFTp07RuXNnMjMzOXLkiM77r7/+uvT13r17USgUUiae06dPS18PGDBAOgGurG0uXboUMzMzWrZsia2tLbdu3eLAgQOYm5vzfpHBVYsWLfD29mbLli2kp6fTsGFDDh8+THJycpmP9a6R1CpY4ABziwRMRQfvc21gpu6hGyVKe3heQ3oiWDwaHNe0oECdnk5OVBS3PhiDx9GjmNavp/P+nblzAcgrtJTM9p0R2I8Zw/U3C86cUMsLTiys5dWOnEuXcd+3l2vdX0OVlIRp/foAJH+5BKDYg1/c9/zCzfd8yTcQ2AqCIAiC8OyqsUHAjRs3gIIB/enTp/XeLxwEhIWF6aSZOnnyJCdPngTgtddek4KAsrbZpUsXjh49ys8//yylxerWrRsjR47EyclJ7zo/Pz+CgoI4cuQIcrkcV1dXAgICaNu2bUU/fvWneZiebM9n8MYiMLfSr/Og4PvNgS+Kb0eb5szICG5fhHUFa+H5rptugHF5V+X7/ATFdukqfX2te3fcfgrDvEULvXpXuz1ay9/wYWCgpXiYH9rcoxn56RnSwP+fGTPx+P2AXlu2I98hLXg7d5c+OqXavFkznJcv49bYcZX6PIIgCIIg1Cw1NghYvHhxmeuWJc1UedocNGgQgwYNKvP9zczMGDt2LGPHji3zNVAQPBReWgQFuXmrU47ZYmln5s/9AN1nwOJG8NoscPB49P6qDgVf/7lZ//qvW4BvWMFgv80QGP7DowDAkOS/q7L3T1zc4CHU7v5qmeo2CfqR+Pd8yTx4EIC85GSabA2S3lc9PFisKIcPPyQteDsPipzyaNmtWwV7LQiCIAhCTVVjg4DnwbJly8p0TkD1VGh5zv2CTdCEBz4q0z4FKCp4FIwIAvmdggAAIDXecF35PbB6uKfi1NqH97qmf/8aQnE0okz1zB4eRpfxMD+yzNwMo1q1Sr3OtMihKDxMLVvcUiFBEARBEJ5dNXZjsFANLahXsMZfmQmq7EflW97Sr/vNC4bbiNkHB+cUKSxmQH9wbsGfqpxHZd92LPjzp5Lz5dc0dQo9/Sk6aDd3b1q0epk03be3Un0SBEEQBKHmEkGAUHXUD89HWOwM/wuoeDsnVum+/uc8zHfQr3fh4RKYRfX130s6V/H7P2U2PkP1yuq+P/rRiyJBgP3YMQbb0ZRybLysUCrbVtFR4sRgQRAEQXiOiOVAwuNx62T5r0nXz10vydc/dblUCxxh6t+PlgxVQzILCzQ5OTplNgMHkb5rt05ZrXbtpK+NbWwwql2bfEVBdiCZgVOn769dh+rObQAaFtrrUn/2bO4uXFhwnVgGJAiCUGMcO3aM8PBwrl27hlwux8nJiYEDB9KrV68K/X0+btw4OnXqxEcffSSVpaWlMWvWLHJycli8eDH169c3WA/gypUrhIWFER0djUKhwMbGBk9PTwYNGkSzZs2KvW9OTg47duwgMjKS1NRUHBwc6NmzJz4+PhgbGwMFqdSDgoKIiYnh2rVrKJVKgoKCsLGx0Wnr119/5cSJE9y8eROlUknjxo0ZNmwYXbt21amn0WgIDQ1l//79ZGRk4Obmxvjx4w2mgj9z5gwhISHExcVhYmKCu7s7fn5+ODg8moyMiopiw4YNxMXFYWNjQ79+/fDx8dH5OWRkZPDjjz9y9uxZMjMzqV+/PgMGDKBv375l+Ok8GeJJgFB12o149HXKteLrFeaf8ujr5a2Lr1ecxLPFv6fOhW3Dy9/mE6DNBNTsaLhOea327andtfSD06xK2USc8fsB0rbvAMB2yGCpvO5770pfGzsYeLoiCIIgVEs//fQT5ubmjBs3Dn9/fzp27Mi3337L9u3bq6T99PR0vvjiC7KzswkMDKR+fQNP2R/at28fM2fOJCcnhwkTJrBgwQLGjBmDXC7H39+/xPusW7eO/fv3M2TIEObMmUPPnj3ZunUrW7duleoolUoOHDiAqakpbdq0KbatkJAQ6tWrx8cff8zMmTNxdXVl0aJFHDp0SKdeaGgo27Zt46233iIgIIC6desSEBDAnTt3dOodOXKEwMBAPD09CQgIYOrUqXh4eJCbmyvV+eeff5gzZ47UxqBBg9i6dSthYWE6bS1ZsoTTp0/z7rvv4u/vzwsvvMCaNWs4cEA/e9/TIp4ECFWngy9c3KFbZm4DymJy0PecA8bl/BVs2gNunQJVwSw43/csuf4/58vX/hPi8t91aHJzMbaxoWXU39KBYFY9ehT82asn8oOHqD9rJncD9bNWOX31FRn7f8WsSROdclMXF1QJCWgUWXrXFCWeBAiCINQc/v7+OjPhXl5eZGZm8tNPPzFixAi9bILlkZmZyezZs1EoFAQGBtKgaCKJQuLi4li/fj2vv/46U6ZM0fm3pHv37gZTrGvl5+cTGRnJ0KFDpUyH7dq1IykpicjISEaPLlj6amVlRXBwMDKZjIMHD/Lnn38abG/FihU635MOHTpw9+5dwsLC6NmzYHyQm5tLaGgoQ4YMYfDgwQC0bt2ajz76iN27d/Pxxx9L34O1a9cyYcIE+vXrJ7XZpYvuxNzu3buxtrbm888/x9TUFC8vLzIyMggJCWHgwIGYmpqSmprKxYsX+eyzz+jVqxdQ8PO6evUqERERvPnmm8V+j54k8SSgGvPz8+Pjjz/W+W/fvn1Pu1vFc+msXzblr4I/exbd7At49Cq+Ld+fDJc3bA+17eFfuiftUqtuwZ+jQmB2st5l1Y1p/fqYubgAjwbjpk5OOPzfBADsRryD5YsvYmRlbfB6mbExMnNzXHeF6pS7P9zsmxtfTEYloParr2DVq5TgSRAEoaJUOZCnfNq9eOYUXQoD4O7uTlZWFjlFlpWWh1wuZ/bs2WRkZLBo0SKD5x0VtmfPHmQyGWPHjjU4mdS5s4GxwEMajQa1Wq2X+dDS0hJNkUM/yzJRZeh70rRpUx48eCC9joqKIisri5dfflkqMzU1pVu3bpw792j/4LFjx8jPz6d3794l3vPcuXN07doV04cZ9gBeeeUVFAoF0dHRAOTl5QFI51BpFX39tIknAdVYjUsRamKuX1bLruDPNoPh0Dzd9xz1D8cCoNun4Nyp4OsG7eDOxYKvJ54sOA/gr+1gWVf3mn/HQfBIaP7mowPGapCim3KtXnkZq1deJi81lcabDZyjALT864JemZGB/QFF2Y8fj6wSM0aCIAglCvs/sLSHAcufdk+eeX///Tf29vY6Y4Xly5dz+PBh9jxMI10ShUKBv78/qampBAYG0qhRo1KvuXz5Ms2aNTM4AC+NsbExPXv2ZN++fbRu3RoXFxdiYmI4cuQI77zzTrnbM+Tvv//G2dlZep2YmAigUwbg4uLCL7/8glKpxNzcnOjoaJydnTl8+DA7duwgJSWFJk2aMHr0aF588UWgYD/D/fv39dpydnZGJpORmJiIp6cnjo6OdOjQgZCQEBo1aoSDgwPnzp3j/PnzTJs2rUo+Z1UQQYDw+Lz5cBmL9mTfd3fBVp9H72uDhk/PPUrtCdBmaMEJw4VPBNaeCVCvFbR49JhOx8jggj8LD3DtXCv1EZ42Ezs7TLoUP6tSEbVLmKURBEGotOxUMBLDi8ftypUrREZG6h1EamxsXOalQeHh4UDB+vWiA9vipKSklLjxtzQTJ05kzZo1OoPh4cOHS0t1KiM8PJyoqChmzZollcnlckxNTTErMklmZWWFRqNBLpdjbm5OWloaSUlJBAUFMWbMGOzs7Ni3bx8LFy5k5cqVNGnSBMXDhBxFZ/RNTU0xNzcnMzNTKps1axZLlizhk08+AcDIyIgPP/wQb2/vSn/OqiKmA4WqNfse+Dw8obmWre57zoUG+p+cefS19hRhgDG/gVMH/Xa1GX5kMjAr8nTkzRJOep5keB2hIAiCINRU9+/fZ+nSpXh6ejJw4ECd9yZPnszPP/9cpnZatWpFrVq12LRpU6WWFJXH5s2bOXv2LJMmTWLx4sV88MEH/PLLL+zevbv0i0sQFxfHmjVr6NWrF926dSv39fn5+WRnZ/Ppp5/So0cPOnTowIwZM7C3t2fXrl3lakuj0bBixQpu377N9OnTCQwMxMfHh/Xr1xMRUbaDQZ8EEaoLVcvEDDyHwf7PwbjI0hTT2tD1Y+jhrz+Qf3EsnN0ITcrxP+7Y32HjG9DtY/335qbDDwNAJuJcQRAEoWwWnFxAclbV7yurZ1kP/24lZ80pK7lczty5c6lTpw4zZ86s1IZgd3d3Ro0axbx581i8eDH+/v6YmJQ8NLS3t+fevXsVul98fDxhYWH4+/tLewfatm1LXl4eQUFB9OnTp0LLoJOTk5k7dy7NmzeXZt61rKysUKlU5Obm6jwNkMvlyGQyrKyspHpQsFFZy8TEhLZt2xL/cJ+d9gmA9omAlkqlQqlUYm1dsI/vzJkzHD9+nG+++QZXV1cAPD09SU9PZ8OGDbz6askZ/p4UEQQIj8dnF8DMSrfMxAz6FDNr/8L7BUFAeTQuJZXmB+JEXNcdVZM6ThAEoVw0xZz0Xs1V1UD9cVEqlcyfPx+FQsHXX39dJRtN27dvz/Tp01m6dCnLly9n+vTpJW7Kbdu2LeHh4WRmZkqD3rK6desWAG5ubjrlTZs2RaVSkZKSUu4gID09nYCAAGxtbZk1a5ZeEKNd5pSUlKRz38TERBwdHTE3L1ia3Lhx42LvoU0RamFhgYODg7TPQCspKQmNRiPdKyEhASMjI5oUyeDn7u7O77//Tk5ODhaFDux8WsQ0qfB4WNiAkXHZ69dxKtgLUF5zi0k/+hxrtKJgM55HxFFqeXk95d4IgvD8EemHHwe1Ws2SJUtITExk3rx52NvbV1nb3t7eTJw4kYiICNatW1di3YEDB5Kfn8/GjYYn7s6cOWOwHKBevXoAXL9+Xaf82rVryGQyHB3Ld7hndnY2c+fOJS8vjzlz5hgMIFq1aoWlpSXHjh2TyvLy8jhx4gQdOz5aptypU0FCkgsXLkhlKpWKy5cv4+HxaNlyx44dOXXqlJQBCCAyMpLatWtLh4/Vq1eP/Px8bt68qdOX69evY2trWy0CABBPAoTqwqoeDN/0tHvxTKjTpw9WF3uUKVOQIAiCUDN89913nDlzhnHjxpGVlSWlo4SCmXRtyspVq1Zx6NChMu8L0OrTp490yq21tTXvvvuuwXpubm5MmDCBdevWcf/+fXr37o29vT0pKSlERERw5coVgoODDV7r4eGBh4cHq1evJi0tjYYNGxIbG8vOnTvp1auXzuD47NmzKJVKrl0rOHz0zJkz1KpVCxcXF2nWPjAwkLi4OCZPnkxycjLJyY+WcmkH5GZmZgwbNozg4GBsbGxo0qQJ+/fvJzMzk6FDh+r07aWXXmL16tXI5XJpY3BaWppOvaFDh3L06FG++uor+vXrR3x8PLt378bX11f6GXTs2BFHR0cWL17MyJEjqVu3LufPn+fQoUOMGjWqXD+Xx0kEAdWYn5+f3lq//v37SwdsCEJxRAAgCILwbDl/vuDwyw0bNui99/3330sn/KrVavIrmCr77bffJiMjg+3bt1OnTh29Tcda/fv3x9XVlbCwMNauXUtWVhY2Nja0a9eOBQsWFNu+sbExAQEBBAUFsXPnTtLS0nB0dMTHxwcfHx+dut99953OoH7lypUAjBw5UhpIa2ftly/XT0dbOEXqsGHDAAgLCyM9PR13d3fmz5+vdyja1KlT2bx5M5s3byYrKwsPDw8WLFggresHcHJyYv78+WzYsIF58+ZhY2PDqFGjGDJkiFTH0tKShQsX8uOPP/LDDz+gUCioX78+48aNq1ZjOJmm6OkMwlOXlZXFiBEj2LFjR806J0AQnpCbF87RxOsFceqxIFRHmwcVnOUy/Ien3RMSEhJYtmwZfn5+uDw8oFEQarrSfq/LOo4UewIEQahxdi2eU2M3HgrCM08E54JQI4ggQBCEGkmDCAIEQRAEoaJEECAIgiAIgiAIzxkRBAiCUDOJBwGCUH2J5XqCUO2JIEAQhBqpcE6DtDu3OR6y9Sn2RhCER8SeAEGoCUSK0GpMpAgVhJI8CgLuxl3nj13BeL9tOK+1IAiCIAi6RBBQjS1btkykCBWEYhRebbB3xZcVaiM/X40MGTIj8VBUEARBeL7U2CAgNjaWw4cPc/HiRZKTk7G2tqZFixb4+vrSqFEjqV52dja7d+8mNjaW2NhY5HI5n332Gb169TLYrkqlYuvWrRw5cgS5XI6rqyvvvfceHTp0qFC98tYVBKGMHkYBWelpFbo8Ry4ndNFsXNq0o/t7Y6uwY4IgCIJQ/dXY6a9du3Zx4sQJvLy8mDBhAn369OHKlStMmTKF+Ph4qZ725LuEhATc3NxKbXfFihX89NNPdO/enQkTJmBkZMS8efO4cuVKheqVt64gCGWjTRF6aMN3Upk6L6/06zQaMu4ls3rcO9y9cY2ze3Y/tj4KwvNLbAwWhOquxgYBgwcPZsOGDXz44Ye8+eabjBgxgiVLlqBWqwkNDZXq1a1bly1btrBx40bGjBlTYpuxsbFEREQwevRoxo4dS58+fVi0aBH16tXjhx9+KHe98tYVBKEcHj4JiD11XCpSq3JLvSwrPY31n+rO/IuD0wWhConDwgShRqixy4FatWqlV+bk5ETjxo1JSEiQykxNTbGzsytTm8ePH8fIyIg+ffpIZWZmZvTu3ZstW7Zw7949HB0dy1yvPG0KglBOGji5K1inKOaPY3i+/kbJl+Xn65VdOLCXDn0GVmn3BEEQqtLZs2cJDQ0lISGBrKws7O3t6dq1KyNHjqR27drlbm/mzJlYWFgwZ84cqSwnJ4e5c+cSHx/PggUL8PDwMFgP4ObNm+zcuZPLly+TkZGBlZUVrVq1on///nh5eRV7X7VazU8//cT//vc/7t27h52dHS+99BIjR46kVq1aUr3t27dz5coVrl69ikKhYNmyZTRr1kynrWPHjhEeHs61a9eQy+U4OTkxcOBAevXqhaxIMPr777+za9cu7t27R6NGjfD19aVz5856/YuOjiYoKIjY2FgAGjduzMcff4y7u7tUJyEhgf/+979ERUVRq1YtevTowXvvvYepqanO93LHjh1ERkaSmpqKg4MDPXv2xMfHB2Nj45J+NE9MjQ0CDNFoNKSlpdG4ceMKXX/jxg0aNWqktxm3efPmAMTFxeHo6FjmeuVpUxCE8tGg4USRtKC/r11VahBgyOFN60QQIAhCtZaZmUmLFi0YOHAgderUIT4+nm3btkkD9spSKpXMnz+fmzdvSgFAcf744w+WLl1KkyZN8PX1pUGDBqSnp3Py5EkCAgLYtm1bsYFJSEgIO3bs4N1336VFixbEx8fz448/8uDBA6ZPny7V++2332jQoAFeXl6cOHHCYFs//fQT9evXZ9y4cdSpU4cLFy7w7bffcv/+fUaOHCnVi4iI4Ntvv+Xtt9+mXbt2REZGEhgYyJdffknLli2len/99Rfz5s2jV69e+Pj4oFariY2NRalUSnXkcjmzZ8+mYcOGzJo1i5SUFDZs2IBSqeSjjz6S6q1bt44TJ04wevRoXFxciI6OZuvWreTk5DB69OjSfyBPwDMVBISHh5OSksK771YsTeCDBw8MPjXQlqWkpJSrXnnrFpWVlVWmfpuamupEn4LwXCi0hMdn5jx2LZ5TQuVH7ly/+rh6JAiCllhiV+Vef/11ndeenp6Ympry7bffkpKSgr29fYXbzs3NZeHChVy/fp358+frzbgXlpqayvLly2ndujVz5szRGX94e3vzxhtvlDjTffToUbp3787w4cMBaNeuHRkZGezatQu1Wi1du3HjRoyMjLh06VKxQYC/vz82NjbSay8vLzIzM/npp58YMWKElGZ927ZtvPLKK7z33nvSPW/evMn27duZO3cuUPCEYtWqVQwaNIgPPvhAavPFF1/Uueevv/5KVlYWX3zxBdbW1tK13333HcOHD8fe3p78/HwiIyMZOnSolNa9Xbt2JCUlERkZKYKAqpaQkMDatWtp2bIlPXr0qFAbubm5BgfTZmZm0vvlqVfeukWVtodBa+TIkYwaNapMdQXhWVF4jOHavmOZrsnKSOfnrxc+ph4JglBA7Al4UrSD0LwyJEUojkqlYtGiRcTExDB//nxatGhRYv0DBw6QlZXF+PHjDY5v2rVrV+L1arVa7ylB7dq19fZmFT0nyZDCAYCWu7s7Bw4cICcnB0tLS+7cuUNSUhLvv/++Tr1XXnmFTZs2oVKpMDU15cKFCyQnJzNwYMlPhc+dO4eXl5f0vQd4+eWXWbNmDefPn6dXr15oNBrUarXeKhBLS8tqtQftmQgCUlNTmT9/PpaWlsyYMaPCa63MzMxQqVR65dqBunbgXtZ65a1b1KZNm8p0ToB4CiA8j25d+UvndW27uihSH5R4zb5VX0lfm5ia8cmmHax8b8hj6Z8gCMLjoFarUavV3Lp1i+3bt9OlSxfq168vvb9t2zaCg4P5/vvvdcoNycvLIzAwkKioKObMmaOzNKY4ly9fpm7duri6ulao/2+88Qa7d++mS5cuNG/enISEBPbs2UOfPn2qZK3833//jb29vTR+SkxMBMDZ2VmnnouLC3l5edy5cwcXFxdiYmKwtrbm6tWrfPHFF9y+fZsGDRowYsQIncnlxMREvTTzVlZW2NnZSfcyNjamZ8+e7Nu3j9atW0vtHzlyhHfeeafSn7Gq1PggQKFQMHfuXBQKBV9++WWlHofVrVvX4PKc1NRUAKntstYrb92iLC0txWFhglCMX75eBECjlq0B8OjUjb9+30dWRjqWdfRnhwBuXbogff3x99swMTWl27BRnAzdVq57Xz93ikuHf2fw5/4V67wgCEIFjRs3ThpXvPDCCzrr6AFkMhlGRkZ6G2MNuXDhAgDTpk2jTZs2Zbp/SkpKpfYyDh8+HJVKhb+/vzQr/tprrzFhwoQKt6l15coVIiMjGTv2UQY4uVwOFAzUC9O+1r6fmpqKUqlk5cqVvPvuu7i4uHD06FGWL1+Ora0tL7zwglTf0H4HKysrqS2AiRMnsmbNGqZNm6bz2QcPHlzpz1lVanQQkJuby4IFC0hKSmLhwoUV3hCs5ebmxsWLF8nKytIZfMfExEjvl6deeesKglB+XX0KNn916DOAv37fx/nf9uL9dsn7gt4OCMTUwgKAl4YXBAGpt5Owa9io2Gvy1Wo0Gg3GJib8tLRgE975A3vp8OaAKvokgvAsqT5LHsrj9ty55N1NrvJ2TerXo+HDteeVNWfOHJRKJfHx8YSEhLBgwQLmz58vzaKPHDlSZ1NsSdzc3EhLSyM4OJj27dtja2tbpuvKEmAUZ+/evfzyyy+MHz8ed3d3bt26RVBQEOvWrWPixIkVbvf+/fssXboUT0/PUpf0GKLRaMjNzeX9999nwICCv9e9vLxITEwkJCRECgLKavPmzZw9e5ZJkybh5ORETEwMwcHBWFlZMXTo0HL373GosUGAWq1m6dKlREdHM3v27DI9wiqNt7c3YWFh/Pbbb9IPSKVScfDgQVq0aCFFvmWtV966giCUn2u7gpO37Ru5ABB3/kypQYBLG/01q7+uXsaohf8p9ppvx4xApcyhtu2jjf6HN64VQYAgFFWDzwmoqoH646SdPGzZsiXNmzdn8uTJ/PHHH3h7e5e7LXt7e6ZOncrMmTOZM2cOixcvLnUFgr29vbTspbwyMjKkc5u0A/W2bdtiaWnJf/7zHwYNGkSjRsVPxhRHLpczd+5c6tSpw8yZM3X2E2hn/BUKhU6ilqJPCLR/Fk1v6uXlxb59+3TaM5S4RS6XS23Ex8cTFhaGv7+/lIa0bdu25OXlERQURJ8+farFSo8aGwRs3LiRU6dO0blzZzIzMzly5IjO+4V30e/duxeFQiE9Pjt9+rT09YABA6THOi1atMDb25stW7aQnp5Ow4YNOXz4MMnJyUyePFlqr6z1yltXEITKu3vjWoWuu301psT3VcocABRpqRVqXxAEoaq5urpiYmLCP//8U+E23Nzc8Pf3JyAggAULFjBv3rwS9yt6enry119/ER8fT5MmTcp1rzt37qBSqXRy7gPS69u3b5c7CNCmNlUoFHz99dd6S3W0ewESExN19gUkJiZiYmJCgwYNAEpcTVI4iYuzs7NeEKRQKEhNTZXav3XrFqC/2qNp06aoVCpSUlJEEFAZN27cAAoG9KdPn9Z7v3AQEBYWRnLyo8d7J0+e5OTJk0DBOrTCvzB+fn4EBQVx5MgR5HI5rq6uBAQE0LZtW532y1qvvHUFQTDsPyMGMG3H3kq3M/hfAeW+JuHvS5W+ryAIQlWLiYkhLy9PGshWVJs2bZg5cyYLFy5k6dKlzJw5s9hNutqNvd9//z1z5szBxER3KHnp0iWaNWuGxcMll4VpVz9cv35dZw/CtWsFkzelbWQuSq1Ws2TJEhITE4vdF9qgQQMaNWrE8ePH6dq1q1QeGRmJl5eXlFylQ4cOmJiYcOHCBZ3g5sKFCzpnJnTs2JGdO3fqzPwfO3YMmUxGhw4FT6br1asnfc7CKz6uXbuGTCarNqtAKhwEHD58uMo6UZGUnosXLy5z3Q0bNpS5rpmZGWPHjtXZVFKZeuWtW5ifn59eiqz+/ftLOWcF4Xmjyc9HVuj/iTbde5b52oz7BRMB7i90KlP9rIx0vptQsTNHBOG5V43SID4rAgMD8fDwwNXVFXNzc+Li4ti9ezeurq46g9vg4GC2b9/O+vXrpcFoWbz44otMmTKFZcuW8c033/DZZ58ZXPtvZ2fH1KlTWbJkCf/617/o378/DRo0ICMjgz/++IPw8HC2bTOcbMHOzo6uXbsSFBSEWq2madOm3Lp1i23bttG+fXtcXFykupcuXSIjI0OaVb948SLJycnUq1dPOsfgu+++48yZM4wbN46srCyio6Ol65s2bSoN8EeOHMl//vMfGjRoIB0WFhsby5dffqnTtwEDBhAUFIRMJsPZ2ZmIiAhiYmKkswQA+vbty969e1m0aBHDhw/nwYMHbNq0ib59+0pBiIeHBx4eHqxevZq0tDQaNmxIbGwsO3fupFevXgYDpKehwkHAihUrKrUxpLCK5vV/1i1btqxaPC4ShOri0KZ19Br3aOOYpa3+QXxFaTQaZDIZ6z8pCMLL+veWCAAEoaJq7p6A6qxZs2YcO3aM0NBQNBoN9erV44033mDo0KE6qcI1Gg35+fkVykf/2muvkZGRwfr167G2tmbcuHEG63Xt2pVly5YRGhrK5s2bycjIwMrKitatW7NgwYJiTwsGmDp1Ktu3b+fXX38lJSUFOzs7unfvrnfQ67Zt27h8+bL0+ocffgAKxoxTp04F4Pz584Dhyd7CKVK7d++OUqkkNDSU0NBQnJ2dmTVrlt5+0g8++IBatWqxe/du0tPTcXFx4YsvvtDZFGxlZcXChQtZt24dixYtwtLSkjfeeANfX1+pjrGxMQEBAQQFBbFz507S0tJwdHTEx8cHHx+fYr83T1qllgMVjT7L648//uDmzZuV6YIgCM+Rv37fpxME1HPVXVfaY8yHHN60Tqds2TsDeXFgyZkYZEZGaPLzS72/Q2NX7t+6ibGJCZ8FhVXZRIggCEJphg8fLp2yW5JRo0aV6QDR4lZUDBo0iEGDBpVaz83Njc8//7zU+xRlaWlZptURZVnxUZ6VHm+88QZvvPFGiXWMjY3L9P1zcXFh4cKSD560s7Nj0qRJZe7f01CpIMDd3b3MaagMuXv3rggCBEGosJYvvarzuumLXXWCAO1M2Nk9u0tsZ8i/57B78ZxS7/f+V9+Sn68mNztbBACCIAhCjVb6mczFsLS0xNzcvFI3NzMzo1atWpVqQxAEQauWlbXO60uHD5Tpuibt2uu8vn5OP9mAlpGRMRa1rYp9XxAEQRBqggo/Cdi+fXulb/7xxx/z8ccfV7odQRCefXUc65Nx7y7qvLxi6xg9zFKR+eA+1nUd+N9/v9V5v99kw4+ujYwKsmAk37xBPVd3jocESe85tWhNm1d70PLl7pX9CILwfBBPyQShRqjwkwBBEIQnqc/HUwBY8e5gAF5+Z7ReHe0SnQdJhg+ysaxjU+I9Lh/5HwD3bhakIJ62Yy8j5y+lXa8+mFmIp5aCIAjCs6PGnhPwPBApQgXhkUYtW+u8bt1dP6uYNn1o6MLZBs8UMDYu+a+8xKjLJb4vCIIgCM8KEQRUYyJFqCA8ol2yo2Vd10GvTkmbdZu066AXSBR1Lz6uYp2r4Xbv3k3nzp1xdnbm0qVLKBSKUjO/qdXqYg8TEgRBEKq/Kl8OdO7cOcaPH1/VzQqCIJTLqZ926rxu/WoPnYPGiqPNKPRu4PLH0q+nKSEhgYiICL799lv27dsHQG5uLhcvXiQ1NRWAXbt2cfnyZVavXk12djYA9+/fZ8eOHVI7eXl5LFiwgN9++409e/ZI5Xfv3uXevXtP8BMJ1ZY4LEwQqr0qDwJycnLEPwKCIDwWnd8aVmqdZl1eAuBY8GYAPlj2HS5t2mHXwKlM91j2zkAA6rt7lFKzZlm/fj0bNmzg8OHD3L9/nzNnzgAFp5ACZGZmSofxJCYmcu/ePZYsWUJOTg7ffvstUVFRKBQKAI4dOwYUnPVy7tw5cnNzgYLTO1evXi1SPz/3xMZgQagJyrwcKCgoqPRKFPzjIQiC8Di80O8tTv8cytRtPxdbp2O/wVw9dUJ6bd/IhbcDAkttu55rU5JvXpdeP2vnACQlJemVqdVq6evff//d4HVffvml9PVXX32Ft7c3x48f16lz+fJlnRM1f/jhB6ZMmYKtrW0ley0IgiA8LmUOAkJCQqhdu3apa9S1M0KCIAhVrbatHYOmzcKohLXo9Zs2q1DbA/1msmHy87WUccGCBeW+pmgAAPDLL7/wyy+/6JStWbOGWbNmVbhvgiAULzs7m4kTJ5KSksKyZcto1qz8f++NGzeOTp068dFHH0llaWlpzJo1i5ycHBYvXkz9+vUN1gO4cuUKYWFhREdHo1AosLGxwdPTk0GDBpXYn5ycHHbs2EFkZCSpqak4ODjQs2dPfHx8pH1GKpWKoKAgYmJiuHbtGkqlkqCgIGxsdDO8/frrr5w4cYKbN2+iVCpp3Lgxw4YN09vTpNFoCA0NZf/+/WRkZODm5sb48eNp2bKlXv/OnDlDSEgIcXFxmJiY4O7ujp+fHw4Oj/ahRUVFsWHDBuLi4rCxsaFfv374+PjoTB5lZGTw448/cvbsWTIzM6lfvz4DBgygb9++ZfjpPBllDgIaNGhAmzZt+Oyzz0qsd/z4cZYuXVrpjgmCIBjSrPNLJb5vYmpaoXZt6zeQvq7r5FyhNoRHxITQ807sCXicduzYofMkryqkp6fzxRdfkJ2dLQUAxdm3bx/r1q2jXbt2TJgwAXt7e1JSUggPD8ff37/Es6TWrVvHiRMnGD16NC4uLkRHR7N161ZycnIYPbog9bNSqeTAgQM0a9aMNm3a8OeffxpsKyQkhBdeeIF+/fphYWHB8ePHWbRoEVOmTKFnz55SvdDQULZt28b777+Pm5sb+/btIyAggFWrVtGgwaO/+48cOcKqVasYMmQIvr6+ZGdnc+XKFZ2/z/755x/mzJlD+/bt8fX1JS4ujs2bN2NkZMTQoUOlekuWLCExMRFfX18cHR05e/Ysa9aswcjIiDfffLP0H8gTUOYgoGXLlkRFRZWprkZsCBIEoRroVIY9BIYUd6jY86JWrVrSpmBBKLdnbClddZOQkMC+ffsYO3Ysa9asqZI2MzMzmT17NgqFgsDAQJ2BcVFxcXGsX7+e119/nSlTpujMfnfv3p3Tp4s/cT0/P5/IyEiGDh0qpTtv164dSUlJREZGSkGAlZUVwcHByGQyDh48WGwQsGLFCp2nAx06dODu3buEhYVJQUBubi6hoaEMGTKEwYMHA9C6dWs++ugjdu/eLR1am5mZydq1a5kwYQL9+vWT2uzSpYvOPXfv3o21tTWff/45pqameHl5kZGRQUhICAMHDsTU1JTU1FQuXrzIZ599Rq9evQDw8vLi6tWrREREVJsgoMwbgwcNGqTzTSlO27ZtWbRoUaU6JRTw8/OTTlXW/qfN6CEIQvE8OnUD4NVRH1To+vu3blZdZ2qg//u//9Mre+edd/TKPDyerc3TglAT/Pe//6VPnz44O1fNE0u5XM7s2bPJyMhg0aJFODmVnERhz549yGQyxo4da3DvVOfOnYu9VqPRoFar9ZaWW1pa6k0gl2VfVtHlQQBNmzblwYMH0uuoqCiysrJ4+eWXpTJTU1O6devGuXPnpLJjx46Rn59P7969S7znuXPn6Nq1K6aFnjq/8sorKBQKoqOjgYIMagC1a9fWubbo66etzE8CPDw8yvQXvnZNmFB54pwAQaiYt6Z/UaHrPDp149qZk6WeLFyTffrpp3z77bfSaxsbG4YMGYKxsTEbNmwACv6hMjMzkx6Bd+vWTW/t7Lhx43BwcGDJkiVS2eDBg2ndujWBgYFiU7AgPAbHjx/n5s2bzJw5k+vXrxuss3z5cg4fPqyTvrc4CoUCf39/UlNTCQwMpFGjRqVec/nyZZo1a2ZwAF4aY2Njevbsyb59+2jdujUuLi7ExMRw5MgRgxMNFfH333/rBEjahDVFgyYXFxd++eUXlEol5ubmREdH4+zszOHDh9mxYwcpKSk0adKE0aNH8+KLLwIF+xnu37+v15azszMymYzExEQ8PT1xdHSkQ4cOhISE0KhRIxwcHDh37hznz59n2rRpVfI5q4I4LEwQBOGht6Z/wX9GDKBhc/3NYjWdhYUFOTk5ODg4MHfuXH766ScuXLjA1KlTdepNmzYNMzMzZs2aRXZ2NpGRkbi7u+vUadSoES4uLgBMmTKFFStWANCmTRtMTU2ZOXMmJibin5fnmlgWXOVycnL4/vvvGT16dIkThMbGxhiV4UwUgPDwcKBg/XpZnyykpKRUaCOy1sSJE1mzZo3OYHj48OHSUp3KCA8PJyoqSicpgVwux9TUFDMzM526VlZWaDQa5HI55ubmpKWlkZSURFBQEGPGjMHOzo59+/axcOFCVq5cSZMmTaQ0yUVn9E1NTTE3NyczM1MqmzVrFkuWLOGTTz4BwMjIiA8//BBvb+9Kf86qUum/pe/du8eKFSvEEiBBEJ4Jr3/wf1jUtnra3ahy06ZN09lIOHjwYL1/dOfOnavzulatWrzxxht6bU2YMEH62tbWlmnTplG7dm1p4GFubl51HRdqILEn4HEICQnB1tZWWmNenMmTJzN58uQytdmqVStu3rzJpk2bWLBgARYWFlXR1RJt3ryZs2fPMmnSJJycnIiJiSE4OBgrKyudjbXlFRcXx5o1a+jVqxfdunUr9/X5+flkZ2czbdo0aR+Ap6cnH374Ibt27cLPz6/MbWk0GlasWMHt27eZPn06devW5fz586xfvx4rKyteffXVcvfvcah0EKBUKrl8+XJV9EUQBOGpe6HvoKfdhcfC1NRUZw1rRfj7+xvMSGJtbV2pdgWhugjfFoMiTVnl7da2Nee1US0qfH1ycjJhYWF88cUX0my0dvN+Tk4O2dnZ1KpVq9zturu7M2rUKObNm8fixYvx9/cv9Smevb19hQ+FjY+PJywsDH9/f2nvQNu2bcnLyyMoKIg+ffpUaBl0cnIyc+fOpXnz5tLMu5aVlRUqlYrc3FydpwFyuRyZTIaVlZVUDwo2KmuZmJjQtm1b4uPjgUdPALQ/Ay2VSoVSqZT+Ljxz5gzHjx/nm2++wdXVFSgIKNLT09mwYcOzEwQIgiAIzwdjY2Mpj7cgPIsqM1B/nO7evUteXh7z5s3Te2/WrFm0aNGCr7/+ukJtt2/fnunTp7N06VKWL1/O9OnTS9yU27ZtW8LDw8nMzCz3BMCtW7cAcHNz0ylv2rQpKpWKlJSUcgcB6enpBAQEYGtry6xZs/SCGO0yp6SkJJ37JiYm4ujoKD25bNy4cbH30O6PsrCwwMHBQe9g3KSkJDQajXSvhIQEjIyMaNKkiU49d3d3fv/9d3Jycp7IU5fSlDk7kCAIgiAIQtmIPQFVyc3NjcDAQJ3/xo8vONzw448/1jvIq7y8vb2ZOHEiERERrFu3rsS6AwcOJD8/n40bNxp8/8yZM8VeW69ePQC9Tc3Xrl1DJpPh6OhYrn5nZ2czd+5c8vLymDNnjsEAolWrVlhaWnLs2DGpLC8vjxMnTtCxY0eprFOnTgBcuHBBKlOpVFy+fFknMU7Hjh05deqUlAEIIDIyktq1a0sJFOrVq0d+fj43b97U6cv169extbWtFgEAiCcB1Zqfn5/e5p7+/ftLuXUFQRAEodqRycTG4CpmZWVVbObFotkbV61axaFDh/j555/LdY8+ffpIp9xaW1vz7rvvGqzn5ubGhAkTWLduHffv36d3797SYWERERFcuXKF4ODgEvu6evVq0tLSaNiwIbGxsezcuZNevXrpDI7Pnj2LUqnk2rVrQEFwUatWLVxcXKRZ+8DAQOLi4pg8eTLJyckkJydL12sH5GZmZgwbNozg4GBsbGxo0qQJ+/fvJzMzU2cPgoeHBy+99BKrV69GLpdLG4PT0tJ06g0dOpSjR4/y1Vdf0a9fP+Lj49m9eze+vr7SksuOHTvi6OjI4sWLGTlypLQn4NChQ4waNapcP5fHSQQB1ZhIESoIgiAIQnmo1Wry8/MrdO3bb79NRkYG27dvp06dOgwcONBgvf79++Pq6kpYWBhr164lKysLGxsb2rVrx4IFC4pt39jYmICAAIKCgti5cydpaWk4Ojri4+ODj4+PTt3vvvtOZ1C/cuVKAEaOHCkNpLWz9suXL9e7V+EUqcOGFRwcGRYWRnp6Ou7u7syfP1/vULSpU6eyefNmNm/eTFZWFh4eHixYsEBa1w/g5OTE/Pnz2bBhA/PmzcPGxoZRo0YxZMgQqY6lpSULFy7kxx9/5IcffkChUFC/fn3GjRtXrSZyZZpKHu+bmJjIJ598Uu6Is7JiY2M5fPgwFy9eJDk5GWtra1q0aIGvr69enluVSsXWrVs5cuQIcrkcV1dX3nvvPTp06KBTT5tbtzg//PAD9vb2XLp0SSf9VGFfffWVXj7tst5fKysrixEjRrBjxw4RBAiCIAg1y7Z3AA2M2vG0e0JCQgLLli3Dz89PSmsrCDVdab/XZR1H1tgnAbt27SIqKgpvb29cXV1JS0tj7969TJkyha+//lpnM8aKFSs4fvw4gwYNwsnJiUOHDjFv3jwWLVpEmzZtpHp9+/alffv2OvfRaDSsWbOGevXqYW9vr/PewIED9XLlNmzYUK+vZb2/IAiCIAiCIDwJVRIEVPJhQoUMHjyY6dOn6x3b/OmnnxIaGiodQhEbG0tERARjxoyR1nT16NGDTz/9lB9++IGvvvpKur5ly5Z6s/hXrlxBqVTy2muv6fWhTZs2pR76UJ77C4IgCEKNJ/YECEKNUOnsQHZ2dkycOLEq+lIurVq10st57eTkROPGjUlISJDKjh8/jpGREX369JHKzMzM6N27N9HR0aXmuj169CgymYzu3bsbfD8rK8tg3uyqur8gCIIgCIIgVLVKPwmoXbs2ffv2rYq+VJpGoyEtLU0n1+uNGzdo1KiR3pqo5s2bAwUnzBWXkiovL49jx47RsmVL6tevr/f+ypUryc7OxsjIiDZt2jBmzBi95UGVub8gCIIgCIIgPA41dk+AIeHh4aSkpOiktXrw4AF2dnZ6dbVlKSkpxbb3559/kpmZqbcUyMTEhJdeeokXX3yROnXqcOvWLcLCwpgxYwZLly6ladOmVXL/rKysYt8rrCpOAhUEQRAEQRCeH1UWBKSmppKUlESjRo10Br23b9/mxx9/JD4+HkdHR9555x29dfdVISEhgbVr19KyZUt69Oghlefm5hocIGuPjtaeAmfI0aNHMTEx4eWXX9Ypb9WqFa1atZJed+nSBW9vbyZNmsSWLVt0TvSrzP3HjBlT7HuFFU6XJQiCIAhPndgTIAjVXpUFAaGhoezdu5c1a9ZIQUBWVhb//ve/SU9PR6PRkJCQwOXLl1m1ahVOTk5VdWtSU1OZP38+lpaWzJgxQ+dYezMzM1Qqld412sG3djBeVHZ2NqdOnaJDhw7UqVOn1D44OTnRtWtXTpw4gVqtlvpQ0fsDbNq0qUwpQsVTAEEQBKH6kD3tDgiCUAaV3hisdfnyZVxcXHRy9B88eJC0tDReffVV1q5dy7hx48jNzSUsLKyqbotCoWDu3LkoFArmzZunl8azbt26pKam6l2nLStaX+uPP/4oNitQcRwcHMjLy0OpVFb6/lBw2ERZ/hNBgCAIgiAIglAeVRYEpKSk6J28dvbsWYyNjRk/fjxOTk689dZbuLm5cfny5Sq5Z25uLgsWLCApKYmAgACdDcFabm5uJCUl6a2vj4mJkd43JDw8nFq1atG5c+cy9+fOnTuYmZnpHHtd0fsLgiAIgiAIwuNSZUFAdnY25ubm0mu1Wk10dDRNmzbFxsZGKnd2di5xM2xZqdVqli5dSnR0NDNmzCh2n4G3tzf5+fn89ttvUplKpeLgwYO0aNHCYGae9PR0/vrrL7p27aozoC/8flFxcXGcPn2aDh06YGT06NtakfsLgiAIQs0m9gQIQnVXZXsC6tatS2JiovT677//JicnB09PT516arUaE5PK33bjxo2cOnWKzp07k5mZyZEjR3Tef/311wFo0aIF3t7ebNmyhfT0dBo2bMjhw4dJTk5m8uTJBtuOjIxErVYXuxRo6dKlmJmZ0bJlS2xtbbl16xYHDhzA3Nyc999/X6duRe4vCIIgCDWWTOwJeBwOHjzIypUr9cp9fHz44IMPyt3euHHj6NSpEx999JFUlpaWxqxZs8jJyWHx4sXUr1/fYD0oOEw1LCyM6OhoFAoFNjY2eHp6MmjQIL106YXl5OSwY8cOIiMjSU1NxcHBgZ49e+Lj4yPtp1SpVAQFBRETE8O1a9dQKpUEBQXpTCoD/Prrr5w4cYKbN2+iVCpp3Lgxw4YNo2vXrjr1NBoNoaGh7N+/n4yMDNzc3Bg/frzBCeQzZ84QEhJCXFwcJiYmuLu74+fnh4ODg1QnKiqKDRs2EBcXh42NDf369cPHxwdZod/9jIwMfvzxR86ePUtmZib169dnwIAB1SatPlRhENCyZUsiIiL4+eef8fLyIigoCJlMprecJiEhocR18GV148YNAE6fPs3p06f13tcGAQB+fn4EBQVx5MgR5HI5rq6uBAQE0LZtW4Nth4eHY2tri5eXl8H3u3TpwtGjR/n555/JysrCxsaGbt26MXLkSIMbnst7f0EQBEEQBEPmzZunkzSkKsZUULDK4YsvviA7O1sKAIqzb98+1q1bR7t27ZgwYQL29vakpKQQHh6Ov78/27dvL/badevWceLECUaPHo2LiwvR0dFs3bqVnJwcRo8eDYBSqeTAgQM0a9aMNm3a8OeffxpsKyQkhBdeeIF+/fphYWHB8ePHWbRoEVOmTKFnz55SvdDQULZt28b777+Pm5sb+/btIyAggFWrVuksZT9y5AirVq1iyJAh+Pr6kp2dzZUrV3QyOf7zzz/MmTOH9u3b4+vrS1xcHJs3b8bIyIihQ4dK9ZYsWUJiYiK+vr44Ojpy9uxZ1qxZg5GREW+++WbpP5AnoMqCgGHDhnHixAk2btwIFERdnp6eOqk07969S0JCAr179670/RYvXlzmumZmZowdO5axY8eWqf7XX39d4vuDBg1i0KBBj+3+Wn5+fjpLiwD69+9P//79y9WOIAiCIAjPhqLLrKtCZmYms2fPRqFQEBgYqLfHs7C4uDjWr1/P66+/zpQpU3Rmv7t3725wYlYrPz+fyMhIhg4dKo1l2rVrR1JSEpGRkVIQYGVlRXBwMDKZjIMHDxYbBKxYsULne9GhQwfu3r1LWFiYFATk5uYSGhrKkCFDGDx4MACtW7fmo48+Yvfu3Xz88cfS92Dt2rVMmDCBfv36SW126dJF5567d+/G2tqazz//HFNTU7y8vMjIyCAkJISBAwdiampKamoqFy9e5LPPPqNXr14AeHl5cfXqVSIiIp69IKBJkyYsWbKEPXv2kJGRQdOmTXUiIig4fMvNzU3vMY1g2LJly8qUIlQQBEEQqhVxTkCNIZfLmT17NhkZGQQGBpaawn3Pnj3IZDLGjh2rEwBolZRQRaPRoFar9cY2lpaWaIr8zhhquyhDwVDTpk35/fffpddRUVFkZWXpnPlkampKt27dOHnypFR27Ngx8vPzS52oPnfuHC+99JJOZsZXXnmFnTt3Eh0djaenJ3l5eQDUrl1b59ratWuTk5NT6ud6Uqr0xGAPDw+mTp1a7Pt9+/atVmuhBEEQBEEQapJPP/2UjIwMHB0defPNNxk6dKjO+UjLly/n8OHD7Nmzp9S2FAoF/v7+pKamEhgYqJPmvTiXL1+mWbNmFXoaYWxsTM+ePdm3bx+tW7fGxcWFmJgYjhw5wjvvvFPu9gz5+++/cXZ2ll5r96sWLgNwcXHhl19+QalUYm5uTnR0NM7Ozhw+fJgdO3aQkpJCkyZNGD16NC+++CJQsJ/h/v37em05Ozsjk8lITEzE09MTR0dHOnToQEhICI0aNcLBwYFz585x/vx5pk2bViWfsypUaRAgCIIgCAJcz8ohIlXOmEYOpVcWhDKoW7cuo0aNokWLFkDBnsigoCBSUlJ0Nu0aGxvrLSUuTnh4OFCwfr3owLY4KSkpJW78Lc3EiRNZs2aNzmB4+PDh0lKdyggPDycqKopZs2ZJZXK5HFNTU73DWa2srNBoNMjlcszNzUlLSyMpKYmgoCDGjBmDnZ0d+/btY+HChaxcuZImTZqgUCgA/Rl+U1NTzM3NyczMlMpmzZrFkiVL+OSTTwAwMjLiww8/xNvbu9Kfs6qIIEAQBEEQqtjJNAUzYxNFECBUmRdeeIEXXnhB57WZmRk///wzb7/9NnXr1gVg8uTJZc4+2KpVK27evMmmTZtYsGCBwbToVW3z5s2cPXuWSZMm4eTkRExMDMHBwVhZWektIy+PuLg41qxZQ69evejWrVu5r8/Pzyc7O5tp06ZJ+wA8PT358MMP2bVrF35+fmVuS6PRsGLFCm7fvs306dOpW7cu58+fZ/369VhZWfHqq6+Wu3+PgwgCBEEQBKEEP91NZXB9u6fdjRqmZu4JOPj9ajIfVP4so6Ks69rTa/wnVd7uyy+/TFhYGDdu3JCCgPJwd3dn1KhRzJs3j8WLF+Pv719qGnd7e3vu3btXof7Gx8cTFhaGv7+/tHegbdu25OXlERQURJ8+fSq0FzI5OZm5c+fSvHlzaeZdy8rKCpVKRW5urs7TALlcjkwmw8rKSqoHBRuVtUxMTGjbti3x8fHAoycA2icCWiqVCqVSibW1NVCQZvT48eN88803uLq6AgUBRXp6Ohs2bBBBgCAIgiDUBB/9Ha8TBJxKk9PF1qrEa57rTPk1+JyAxzFQr+7at2/P9OnTWbp0KcuXL2f69Oklbspt27Yt4eHhZGZmSoPesrp16xYAbm5uOuVNmzZFpVKRkpJS7iAgPT2dgIAAbG1tmTVrll4Qo13mlJSUpHPfxMREHB0dpYNuGzduXOw9tClCLSwscHBw0DkXS9u2RqOR7pWQkICRkRFNmjTRqefu7s7vv/9OTk7OE3nqUpoqOzFYqHp+fn58/PHHOv/t27fvaXdLEAThufbW+Wul1qm5w2ChJomMjMTIyIimTZtWqh1vb28mTpxIREQE69atK7HuwIEDyc/Pl1LCF3XmzJlir61Xrx4A169f1ym/du0aMpkMR0fHcvU7OzubuXPnkpeXx5w5cwwGEK1atcLS0pJjx45JZXl5eZw4cYKOHTtKZZ06dQLgwoULUplKpeLy5ct4eHhIZR07duTUqVNSBiAo+DnUrl1bOnysXr165Ofnc/PmTZ2+XL9+HVtb22oRAEAVPAm4d+8eK1asYNGiRVXRH6EQkSJUEARBEASAgIAA2rVrJy0vOXXqFAcOHGDgwIHY2T16UrVq1SoOHTrEzz//XK72+/TpI51ya21tzbvvvmuwnpubGxMmTGDdunXcv3+f3r17S4eFRUREcOXKFYKDgw1e6+HhgYeHB6tXryYtLY2GDRsSGxvLzp076dWrl87g+OzZsyiVSq5dKwi6z5w5Q61atXBxcZFm7QMDA4mLi2Py5MkkJyeTnJwsXa8dkJuZmTFs2DCCg4OxsbGhSZMm7N+/n8zMTJ09CB4eHrz00kusXr0auVwubQxOS0vTqTd06FCOHj3KV199Rb9+/YiPj2f37t34+vpKaUM7duyIo6MjixcvZuTIkdKegEOHDjFq1Khy/Vwep0oHAUqlksuXL1dFXwRBEATh2SAeBQiVoMnLAyMjZIWy/Dg7O/O///2P+/fvo9FoaNSoEePHj2fgwIE616rVavLz8yt037fffpuMjAy2b99OnTp19NrW6t+/P66uroSFhbF27VqysrKwsbGhXbt2LFiwoNj2jY2NCQgIICgoiJ07d5KWloajoyM+Pj74+Pjo1P3uu+90BvUrV64EYOTIkdJAWjtrv3z5cr17FU6ROmzYMADCwsJIT0/H3d2d+fPn6x2KNnXqVDZv3szmzZvJysrCw8ODBQsWSIEXgJOTE/Pnz2fDhg3MmzcPGxsbRo0axZAhQ6Q6lpaWLFy4kB9//JEffvgBhUJB/fr1GTduXLU68FWmKXo6QzklJibyySeflDviFIqXlZXFiBEj2LFjh3gSIAiC8JQ1OHKBO6+3L/a1IcG3U5ganaBTL+BqElezcgj2qtzSjWpvx3uQmwW+u592T0hISGDZsmX4+fnh4uLytLtTZjnR0Zg4OmJib/+0uyJUQ6X9Xpd1HCn2BAiCIAhCFTP0IOC/ifc48iBT72TUZ494DFJp+fkGT13W5OejUakq1GT25cvPwe+eUB4iCBAEQRCea6mqvNIrVaE+52INlt/IUj7Rfgg1j/LqVXJiYsp9nerOHQDyFVlV3SWhBhNBgCAIgvBca3XsMrvuPKiy9tQaDbISZsP/yszWK9uTnMZLp6K4l1uxWV7h2VLcjL+2TFPMmn9NXh7ZBvZp5t2/X/C+MudR+xXcNyA8O0QQIAiCIDy3tMsjIlLleu9dyCj/rOnlzCwahf+FqpzLLiZcuQmA5/Er5b5n9SSWnVSU+uFBVHkpxR9apnmYnjI/J0ca4EPBXgKpjlqtd532iUDO33+T8/ffVdJfoeYSh4VVY35+fhgZ6cZp/fv3r1Y7ywVBEGqyL+MKBkU77jxgZSvdw4L6nItlRUvdTXc3swuW7Kg1GowNHKjU62zBUp/EnFyd8my17qzrHaWKBuamxfZLla9BgwYzoxo4V1eDDwt7HNSZmWjy8jCxK9up07lxcdLXGo3G4MFd6vspGDk1JF+hQHXnLiYODuQrHy0ny1cqUV69Sq22bXUvFHsChEKqJAgQG00eD3FOgCAIwuO1Mv5uie9PiU4AQJ6nxsrEmGkPX+fma6hlXPxgN6FIEOB78YbO66JBQWH3clUsjbtDTn4+37RqUmw9oWZQZ2Siyc6SggCNWo3M2Bgo2KyrN1AvJPdGHOZN3QHIS02VyvMepGDq1PDhbH/BGExTKAjQ5D76/Sv6RECT92T3wAjVV6WnGOzs7Jg4cWJV9EUQBEEQnprCE1rniywFuiIvWMd/PK1g2VA/A5t78wtdv+vuowFbjjqfYw+vO921FQB5JUyeeR6/QlJOLqkq/eUcQs2TL88kPyeHfKUSjVpNTlSUzvvq9PTir81+9HuYL9dfskahdf2FlwXlxscXe53qn3/K3Hfh2VbpIKB27dr07du3KvoiCIIgCE+NutC4vK+BQf6O2482D0cpcmhw5ILO+07hfxls1zXiovS1xcPlPa+cjjZYV+vwg0yOpWaW1uXqS6wQkGg38yqvX9cLAAByExIe1TWwWVdblp+VpV9e6Ntc9P2i7RvXqQOA+mFQYGRtXdaPIDyjauBiQ0EQBEGoekpN8Ut01iXc47PoW3rlRQOB0tQzsA/gXzEJBmpCTn5NHUiLPQEGlSEbT97dZL2y/IcbhbXBhM7gvYTf2aJMtKfjPuyHaf36Zb5WeDZV+cbgjIwMwsPDiY2NJSMjAy8vL+ko6Pj4eO7cuYOXlxcWFhZVfWtBEARBqLDdd1PxdXIw+N7++8Uv2cjIU9P5ZMUzrWz5pyALzI1X2+Fe6KmBUPOVd/19XkrBkh5jGxtpmVDRNf1GZubkkwlqNZSycVxnz6Z4OiMUUaVBwLFjx/jmm2/IycmRdrTbFzryOiUlhcDAQKZMmcLrr79elbcWBEEQhAqxNDYiS53P5zGJ+Do5sP9eWrmuv5yZTVreo4Ha8AZ27LxTsCcgp4QNwIb6UVjTWubl6odQ/RRO2VmSolmAzFxcyDUyQp2aiioxERNbWwBkxsYcvXKZn0NCSLp3DwsLC5o6OfHFvHmG283Jkb6WmegO+b6YNw8LCwvmzJnzqL85OcydO5f4+HgWLFiAh4cHM2fO1KsHcPPmTXbu3Mnly5fJyMjAysqKVq1a0b9/f7y8vIr9rGq1mp9++on//e9/3Lt3Dzs7O1566SVGjhxJrVq1pHrbt2/nypUrXL16FYVCwbJly2jWrJlOW8eOHSM8PJxr164hl8txcnJi4MCB9OrVSy+r0u+//86uXbu4d+8ejRo1wtfXl86dO+v1Lzo6mqCgIGJjC5YENm7cmI8//hh3d3epTkJCAv/973+JioqiVq1a9OjRg/feew9T00dP+nJyctixYweRkZGkpqbi4OBAz5498fHxwfjhxvCnrcqCgOjoaL7++mssLS0ZO3YsrVu3Ztq0aTp1vLy8sLS05OTJkyIIKAORIlQQBOHx821oz7rEewCsT7iH/7Wkcl3/t0L38K9PGteTgoAk5aMsLStbFqQgbWtVi8vy7GLTP2odf7iJuGYSs87lka9QYGxlpVNmVKsW6ocZgbQz+rsjIvjp0CGGvPoqzZu4ojA24q8//0Sdm4sRYOLoiCYnB3VmwX4S5fXrUnuyUgaeSqWS+fPnc/PmTSkAKM4ff/zB0qVLadKkCb6+vjRo0ID09HROnjxJQEAA27Zto3bt2gavDQkJYceOHbz77ru0aNGC+Ph4fvzxRx48eMD06dOler/99hsNGjTAy8uLEydOGGzrp59+on79+owbN446depw4cIFvv32W+7fv8/IkSOlehEREXz77be8/fbbtGvXjsjISAIDA/nyyy9p2bKlVO+vv/5i3rx59OrVCx8fH9RqNbGxsSgLZV6Sy+XMnj2bhg0bMmvWLFJSUtiwYQNKpZKPPvpIqrdu3TpOnDjB6NGjcXFxITo6mq1bt5KTk8Po0aNL/Fk8KVUWBISEhCCTyZg/f36xvzjGxsY0bdqU+EK71oXiiRShgiAIj1dtYyMaFlqnXzgA+KWDB/dVeYy9fFPnmi+bOzMjNlF6Pfvqo2v2d2yGi7mZ9HpmoXpGD8f7c5o6Mfyv6wTffsA7DevqtL20uTP/ik1knodTpT7XUyXOCQDKlj7dxN6evJQUNLm55KWlFZQ5OgIFQYBWzpUr/HPvHiG//srs2bNp83BJtUm9enRq3BhzCwuUUHBeQKEgQMv44ZOEwsuMCsvNzWXhwoVcv36d+fPn6824F5aamsry5ctp3bo1c+bM0Zn99vb25o033ihxpvvo0aN0796d4cOHA9CuXTsyMjLYtWsXarVaunbjxo0YGRlx6dKlYoMAf39/bGxspNdeXl5kZmby008/MWLECGkiddu2bbzyyiu899570j1v3rzJ9u3bmTt3LlDwhGLVqlUMGjSIDz74QGrzxRdf1Lnnr7/+SlZWFl988QXWD/dnqNVqvvvuO4YPH469vT35+flERkYydOhQaeK2Xbt2JCUlERkZ+ewFAdHR0bRs2bLEyBEKUopqH7FURmxsLIcPH+bixYskJydjbW1NixYt8PX1pVGjRjp1VSoVW7du5ciRI8jlclxdXXnvvffo0KGDTr1Lly4xa9Ysg/f76quvdKLFsrZZ3rqCIAjCkzPayZ72dQxPtijzNfRztNUrf7GOJTPdGnI8LVPvpOEX6ujOfhZ+X/tct5ttwYzvA1Uer5zSXS5iZ2qCo5kJH7rUK+cnEaqb3OuPzoYwd3dHeaPgtUWbNlK5acOG5KWk6KTtNHo4g144CAA4cu4c9evX58UXXyT78mWd97TxhszYWO86AFOngqDSpEED1OnpmDV+dDCeSqVi0aJFxMTEMH/+fFq0aFHi5zpw4ABZWVmMHz9eJwDQateuXYnXq9VqvacEtWvX1guaiq6EMKRwAKDl7u7OgQMHyMnJwdLSkjt37pCUlMT777+vU++VV15h06ZNqFQqTE1NuXDhAsnJyQwcOLDEe547dw4vLy8pAAB4+eWXWbNmDefPn6dXr15oNBrUarXeRK6lpWW1OluryoIApVJp8IdRlNxQntsK2LVrF1FRUXh7e+Pq6kpaWhp79+5lypQpfP311zRp8uiAlRUrVnD8+HEGDRqEk5MThw4dYt68eSxatIg2hf5n1Bo4cKBeFNywYUOd1+Vps7z3FwRBEJ6MOR4Fk0Yv21pJufy1Gtcy06t/+zUvZDIZba0t+T+1I27l2MirXfpj8vCRwIH7GVx/eAJxROeCSab+jjb0sBepG58F+TkFy8RMHBwwejgYNHd3L3EJGCDV1dbXBg9Xb92iSZMm7Nixg1/CwlDk5ODh5sbo3r1p9fDpAUDw9u0EBwfz7b/+Rb2HB5TJHg6ojUxNMba1ldKF5uXlERgYSFRUFHPmzNGZ7CzO5cuXqVu3Lq6urmX8Tuh644032L17N126dKF58+YkJCSwZ88e+vTpUyVr5f/++2/s7e2lAXhiYsHTOGdnZ516Li4u5OXlcefOHVxcXIiJicHa2pqrV6/yxRdfcPv2bRo0aMCIESPo0aOHdF1iYiK9evXSacvKygo7OzvpXsbGxvTs2ZN9+/bRunVrqf0jR47wzjvvVPozVpUqCwLs7e25dUs/fVphGo2G+Ph46ldBWqrBgwczffp0nSj0lVde4dNPPyU0NFTajxAbG0tERARjxoxh6NChAPTo0YNPP/2UH374ga+++kqv7TZt2uDt7V3svcvTZkXuL9QMq/5cxfDmw2lo1bD0yoIgVGtftXCh2yndHO5NHm7MPfBic948G8v1Vzx1BnBGJYzlhtW3I7TQgWGgn5P7TIZC+rp5bYuHbcqoXU02DVZKNZrtfBoK5/s3fZia06JVq1LX5cOjATuAzOxRIJomlxN34QLx8fGMf+stzExN+en4cRZu3MiqunWxebinQCaTYWRkJCVqtWilu7fErNBg+MKFCwBMmzatzJOSKSkpOBYKOspr+PDhqFQq/P39pVnx1157jQkTJlS4Ta0rV64QGRnJ2LFjpTLt5LNVkT0X2tfa91NTU1EqlaxcuZJ3330XFxcXjh49yvLly7G1teWFF16Q6hva72BlZaUz0T1x4kTWrFmjsz92+PDhDB48uNKfs6pUWRDwwgsv8OuvvxIREcGrr75qsM7vv//O/fv36d69e6Xv16qV/oYpJycnGjduTEKhgzeOHz+OkZERffr0kcrMzMzo3bs3W7Zs4d69ewZ/mbOysjA3NzcYlZanzYreX6j+1l9aT4d6HUQQIAjPANcis/51TB4NxJzNzehtX4faJrr/HpgUmdH93LWB9HUnm9p6QcDzo+buCUgNu4o6I7f0iqXRaFBnFgwIFeeuYFzHDLshxa+zL45ORh8TE7Kzs1myZAkNHp4d0KpjRz76/HN+O3mSEb17AzBy5EgGe3o+uq6EZTVubm6kpaURHBxM+/btsX24d6DUflVi38fevXv55ZdfGD9+PO7u7ty6dYugoCDWrVvHxIkTK9zu/fv3Wbp0KZ6enqUu6Um7e1uvTKPRkJuby/vvv8+AAQOAgj0GiYmJhISESEFAWW3evJmzZ88yadIknJyciImJITg4GCsrK2lS+GmrsiBg2LBhUsR048YNunbtChSkSLp+/TonT55k9+7d2NjY8NZbb1XVbXVoNBrS0tJoXGit240bN2jUqJHeuqzmzZsDEBcXpzcIX7lyJdnZ2RgZGdGmTRvGjBmjszyoPG1W5P6CIAjCk1V0ULO2tav0tb2ZCT+2c6coY5mMiM4t2X8vjS/j7jDN7VEQ8J6TPf8utCn4/5wdaWklzsep7ioyUC+Odt1+rbZlX/Zr5uamV2bRujWqf/7Bytoaa7kcNzc38u7dQ3X3LlbGxrg6OZFw926Rq2RoMzSVNGC3t7dn6tSpzJw5kzlz5rB48eJSE5LY29tLy17KKyMjg40bNzJmzBhpoN62bVssLS35z3/+w6BBg/T2dZaFXC5n7ty51KlTh5kzZ+rsJ9DO+CsUCuweLo/Kkcv1nhBo/yya3tTLy4t9+/bptJdl4HRmuVwutREfH09YWBj+/v5SGtK2bduSl5dHUFAQffr0qRaJX6rsxGAHBwfmzJlDnTp12L17N//+97+RyWScOHECPz8/QkJCqF27NrNnzy5zpFle4eHhpKSk8Morr0hlDx48kH7ohWnLUlJSpDITExNeeuklJkyYwOzZs3nvvfe4efMmM2bM4HqhNFvlabM8dYvKysoq03+qh6cICk+eRqTBE4RnxvtOj8616WFfp0zXNK9twRTXBtx8VXczpHGhgded19szv1kjWtbW37CpfV94fpm5uEhfGxtYZiIzMsLM2VlngtP44RlM2lOEVUUOJZOZln2O183NDX9/fxITE1mwYAG5uSU/CfH09CQlJaVCmR7v3LmDSqXSybkPSK9v39afoS+NNrWpQqFg7ty5ekt1tHsBigYuiYmJmJiY0ODhcq3C39+iCn9PnJ2d9dpSKBSkpqZK99Iuj3crEtQ1bdoUlUpV4tjvSarSw8JatmzJd999x//+9z8uXLjA3bt30Wg0ODg40L59e/r06VNs3tjKSkhIYO3atbRs2VJnA0dubq7B3etmD9fZFf7BtmrVSmeZUZcuXfD29mbSpEls2bKFeQ8P4yhPm+WpW9SYMWOKfa+wkSNHMmrUqDLVFQRBEAwb6+zI5n9SKjQotzDWn1M70601nSpxkrBQs5k4OmJkUfrTH5mFBUaWtTFtUPJ+yU6dOnHw4EFu3LghDZrT798nLimJ/i+/jMzs0eFyxnXrosnJId/AjLUhbdq0YebMmSxcuJClS5cyc+bMYjfpajf2fv/998yZMweTIoeQXbp0iWbNmmFh4LNrVz5cv35dZw/CtWvXAMq9Z1StVrNkyRISExP58ssvdQ6o1WrQoAGNGjXi+PHj0ioVgMjISLy8vKQxWocOHTAxMeHChQs6yWUuXLigk/myY8eO7Ny5U2fm/9ixY8hkMinrY7169aTPWXi1x7Vr15DJZNVmBUiVBgFQkP7orbfeemxLfgxJTU1l/vz5WFpaMmPGDJ1fXDMzM4Mz5drBt5mZfvaHwpycnOjatSsnTpyQ8teWp83K3H/Tpk1lelxkKMgQBOHpS911FTufqlteIDxeLWpX7XIdFwuzYgOKUQ3rsu32gyq9X/UinpKalnFAa2Rujrm7/jKgorp27UqzZs348ssv8fX1hdu3CQsPx9TEhDe7dsXEvuDMieDgYLZv38769eupV+gpQ2lefPFFpkyZwrJly/jmm2/47LPPDC4lsrOzY+rUqSxZsoR//etf9O/fnwYNGpCRkcEff/xBeHg427ZtM3gPOzs7unbtSlBQEGq1mqZNm3Lr1i22bdtG+/btcSnU30uXLpGRkSHNqmtTwterV09aov3dd99x5swZxo0bR1ZWFtGFTmhu2rSpND4aOXIk//nPf2jQoAHt2rXjwN69xMbG8uWXX+r0bcCAAQQFBSGTyXB2diYiIoKYmBjpLAGAvn37snfvXhYtWsTw4cN58OABmzZtom/fvlIQ4uHhgYeHB6tXryYtLY2GDRsSGxvLzp076dWrl8EA6Wmo8iDgSdM+/lEoFAajwLp16xp87JL68BQ+Q1FjUQ4ODuTl5aFUKrG0tCxXm5W5v6WlZbVYMyYIQsUoztwRQUAN86SW5gQ2c352gwBxWNhjYWRkxJw5c/j+++9ZvXo1qtxcWrm6Mu///g9ba2uMHy4z1mg05OfnVygf/WuvvUZGRgbr16/H2tqacePGGazXtWtXli1bRmhoKJs3byYjIwMrKytat27NggULSlz1MXXqVLZv386vv/5KSkoKdnZ2dO/enXfffVen3rZt27hc6DyEH374ASjIsDh16lQAzp8/D8CGDRv07vP9999LTxa6d++OUqkkNDSU0NBQ6js6MmvWLL2UqB988AG1atVi9+7dpKen4+LiwhdffKGzKdjKyoqFCxeybt06Fi1ahKWlJW+88UZBYPaQsbExAQEBBAUFsXPnTtLS0nB0dMTHxwcfH59ivzdPWoWDgMzMTExNTSsVzeTk5KBSqXQOXCiP3NxcFixYQFJSEgsXLjS4nsvNzY2LFy+SlZWlM6COiYmR3i/NnTt3MDMzkz5redqsivsL1Vd1OvRDEISaw8LYiEH1bElV5ZVeWRAesrGxkVJOFj0wTJtadNSoUWVaIrx48WKD5YMGDWLQoEGl1nNzc+Pzzz8vU78Ls7S0ZOzYsTppPMvTPy2NRmNw8F+cN954gzfeeAOAO9ev0qCp/gSNsbFxmb5/Li4uLFy4sMQ6dnZ2TJo0qcz9exoqvDH4vffe47///W+lbr527VrpCOfyUqvVLF26lOjoaGbMmFHsARfe3t7k5+fz22+/SWUqlYqDBw/SokULnXVZ6QaO0o6Li+P06dN06NBB2m1enjbLU1cQBEF4fjibm9HZ5vHsk6sxslMh6dzT7kWNZubionO2wPMgNzsLRVrZnqTlq9U8SKpYNqNnXYWfBGg0mqc6C7px40ZOnTpF586dyczM5MiRIzrvv/766wC0aNECb29vtmzZQnp6Og0bNuTw4cMkJyczefJknWuWLl2KmZkZLVu2xNbWllu3bnHgwAHMzc11jpsuT5vlqSsIgiA8PwI8nJ52F6peXi7kpJf9sLArP8HeqTD1ClzcAa/4PdbuPUvMmjQhNz4emYUFFq1bP+3uPFFKhaLMy87uJ8STr1aTnZmJhZVVpc44eNZUak/A33//zcqVKyt1fUXdeHiM9unTpzl9+rTe+9ogAMDPz4+goCCOHDmCXC7H1dWVgIAA2rZtq3NNly5dOHr0KD///DNZWVnY2NjQrVs3Ro4ciZOT7l/WZW2zvHWFmkWkCBUEQShk45vwz5/g+krpdQE0+SAzguUPB7EvvA+1S9+rJ4CRdt39c7gsVZmdhZFR2U7WzlerAUhPvoMqx4Y6jvUeZ9dqlEoFAbdv365QTtfCKhqRlbZWrDAzM7MyrT8rug6uKtosb93C/Pz8dA68AOjfvz/9+/cvVzuCIAiC8ET882f56mvyQaN+9HpVe5iZUKVdelbJjIyQmZvrnir8HMhT5SKTGZGbk13ua7My0qUgQKPRPPdPBSr8m7No0aKq7IdgwLJly0R2IEEQBKHmySzjBGHRWWxlRtX35Rlm0ez5yz6Wm5VFbTs70u6U/jtmaNm6RpMPQF5uLqbm5nrvP08qHAR4enpWZT8EQRAEQajJYh4lwCDlWhkvev6WsgiVk5udRZ16Baf8ljabbygIyM8vCAK0y4RKulaTn49RMYemPQuer+3kQrmdufkAlTr/aXfjsdJoNPx1768KXysIgiAAwSPKf43m2f73Raha+fn5aEBaKp188/qj99Rq8nKVOvWz0tMAsLZ3kMru3Yx72FbJQYAyK4vkmzdQGzjw9VkhggChRMPXniTuvuJpd+OxysrL4r39FUtVKwiCIFTCbzMqfm3KdVA/uwM0QZ8qOxuzWo+WSWvyH03EJd+8wf2EWzr15Q8KDmutbWun11ZuVlaJ90q78w8A927drGh3qz0RBAiletYnu2VU/cagJaeXVHmbgiAIz6wpl8D99dLrFfbNC/BL9T6MSahayiwF5rV090oWTVlf3BP6WtZ1dF5nZ2ZI9XMUcp331Hm6h/gp0lIr3Ofq7PnaUi5UyPOcBvN+9n1eD3mdS+9fMvh+cd+boKgg/t3534+za4IgCM8O28Yw4kdY7Ax3r0D9NiXX1y7l+CsYhqx9/P2rBmbOnMnlIqcEa33++ee8+uqr5Wpv3LhxdOrUiY8++kgqS0tLY9asWeTk5LB48WLq169vsB7AlStXCAsLIzo6GoVCgY2NDZ6engwaNIhmJWxYzsnJYceOHURGRpKamoqDgwM9e/bEx8cH44fr71UqFUFBQcTExHDt2jWUSiVBQUGo81SYmJlJbR09foI/v1tL4j+3yc3NpWGD+vTr1Ys+g4fo3FOj0XDgSDj79u4lUyHHxakRbw95iwZNm3H3RsH+FZt69allXYczZ86wdcsWEv75BxNjY1waOTH2vXdp7ukl3TsqKooNGzYQFxeHjY0N/fr1w8fHR2d/QkZGBj/++CNnz54lMzOT+vXrM2DAAPr27Vuun9PjJIKAaqy6pAit6U8CMnIzGPLTEA69fahc16Ur03k9pJwzU4IgCM8zY3Po+hEcr8AZQqYP895n3C49CLj6v0df3zgK7t3Lf78aZuLEiWQVWcLyyy+/cOLECby8vCrdfnp6Ol988QXZ2dlSAFCcffv2sW7dOtq1a8eECROwt7cnJSWF8PBw/P392b59e7HXrlu3jhMnTjB69GhcXFyIjo5m69at5OTkMHr0aACUSiUHDhygWbNmtGnThj///BO1SoWJqZlOW/v/d5A2LVvQ3fslLMzNOXvhL1Zv2IipdR169uwp1QsNDSV4+3aGDuiPs1NDjhw7zorv1tG0zaMkN+nJdzl55izffPMNvV/rzuD+fclRKrl6/QZ5KhX3E+Jp0LQZ//zzD3PmzKF9+/b4+voSFxfH5s2bMTIyYujQoVJ7S5YsITExEV9fXxwdHTl79ixr1qzByMiIN998s9w/n8dBBAHVWHVJEVrTg4BsVTbJ2cmcuXOGTg06lfm6f+T/SF+PPTCWjW9u1Kuz+cpmejTuoVN25NYRvXqFxTyIoUXdFmXuhyAIQrWn/Yfig72Qeads1+Q93MQ5/nDBn9pJrwMzoVmvkq+9Uejv2bAPYVp02ftaQzVu3Fiv7Ouvv6ZDhw7Y2NhUqu3MzExmz56NQqEgMDCQBg0aFFs3Li6O9evX8/rrrzNlyhSd2e/u3bsbPMBVKz8/n8jISIYOHSpNaLZr146kpCQiIyOlIMDKyorg4GBkMhkHDx7kzz//RJmdRW37RwfJ2dZvwOzpflhbWUllrVu0IOXBA8LCwqQgoJatHaGhoQwZMgSfwW+RcS+ZZu7uzF60mF27QvHpUzAgVygUrF27lhGD3+K1l72lNtsXOdh19+7dWFtb8/nnn2NqaoqXlxcZGRmEhIQwcOBATE1NSU1N5eLFi3z22Wf06lXwu+zl5cXVq1eJiIioNkGA2BMglKqmLwfS/gU19sBYslQlbwQqzEj26H+PM3fO4Beuf5z9n8n6B+PsubEHgJTsFL33tkZtZdieYWXugyAIQo3wz/mCP106Q6uBZbsm92HSidoOuuX3Y0u/9lShJUBlPZPgGRMVFcXdu3fp3r1yT0HkcjmzZ88mIyODRYsW4eTkVGL9PXv2IJPJGDt2rMH0nJ07dy72Wo1Gg1qt1pvgtLS01FvLX7RtVXYOZha1pNcWVtY6AYCWS6NGPHjwQHp9PT6erKwsXn75ZSzrFARLJiYmdGjXjjOnHgUsZy78Rb5azctduzzqg5H+MPncuXN07doVU1NTqeyVV15BoVAQHV0QjOY93FNQW3uq80NFXz9tVRYElOfk4D/++KOqbisI5RKeEC59nSRPYtLhSYRdCwNAXSRd2JoLa3Re/y/+fxhyNfUqqnwVUSlROvVeC3lNr+7+G/sr2HNBEIRqLCf90dfawVtyVMnXRO8t+NNMfyAnlO7o0aNYWFjQtWtXnfLly5czcGDZAjGFQoG/vz+pqaksWrSIRo0alXrN5cuXadasWYWePhgbG9OzZ0/27dtHbGws2dnZXLhwgSNHjjBgwIASr5XJ9AflVnZ19epdi4vD2dkZlbLgSdM//xSMT52dnQvaMZJhZGxMwwb1eJCWRm5uLgA3bsbToH49Tpw5w7/nLeBDv+ksWr6SS38/+j3Oycnh/v37Ultazs7OyGQyEhMTAXB0dKRDhw6EhIRw69YtsrKyiIyM5Pz58/Tr168837LHqsqCgM8++4yDBw+WWEepVPLNN9+wePHiqrqt8ATU9OVAhf078tFm3dO3TxOeEM6Xp78E4L8X/wvAHUXBo+zDCYfL1ObQX4ZyMP4gb+99G6VaWWy9P+/+ycX7FyvYc0EQhGrsx8H6ZcrMkq/RZvapbV9yPUGPWq3m2LFjdO7cGQsLC533jI2N9fYTFic8PJxr164xY8YMvYFtcVJSUnB0dCx3n7UmTpxIu3btmDZtGm+//Tb+/v7069ePwYMHl3idqYHl0bWLBAFXbtzketxNhgwZQkpiQbpQhUKBqakpZg839cpkMixtbKldq+DpQ1Z2NrYNnMjIzOBO8j1+3v8bb/Xtw4zPp1OvXj1Wb9hI0u07UlugP6NvamqKubk5mZmPfudnzZqFra0tn3zyCSNGjODrr79m/PjxeHt7U11UWRCg0WikAX7hb4JWbGwsn332Gf/73/9o2LBhVd1WEEqVl59nsLzoAWFr/lqDOl9N79De5b7HjMiCXNd7ru/RKS+8JGjOiTnlblcQBKHGMjYrvY5QIefPnyc9Pd3gUqDJkyfz888/l6mdVq1aUatWLTZt2kROTk5Vd9OgzZs3c/bsWSZNmsTixYv54IMP+OWXX9i9e3eJ15kXWgqkJZPJaNC0GRa1rUhOTWPd+vV4d+5Mx/bFb5S2d26MpY2tbtuWtdBoNCiVSnxHDKdXr150e/kVZsyYgb29PUdO/kEdh3pl/owajYYVK1Zw+/Ztpk+fTmBgID4+Pqxfv56IiIgyt/O4VdnG4BUrVvD1119z8uRJacDfvn17NBoNISEhbN++HbVazRtvvMH48eOr6rbCE1DTnwTsurpL57X2mPGi5cUJGxTGkF/0040VZiwzJl+Tz/eXvtcpnxk5k/++UfCE4WbGzXL2XBAEoYbqNB4sKrdZtVg5GY+nXWDv3r1kZFR9+3Xq1Cl1uUt5HD16FGtra1544YVKtePu7s6oUaOYN28eixcvxt/fHxOTkoeG9vb23Lt3r0L3i4+PJywsDH9/f2nvQNu2bcnLyyMoKIg+ffoUmxDFqIR+5RoZ859vvqV58+a8N2I4D/5Jkt6zsrJCpVKRm5uLmZkZxiYFa/mzlUpkMhmurdsikxlR5+HyppbNmmHx8EwBExMT2rZtS3x8PJY2Nhg9DJS0TwS0VCoVSqUSa2trAM6cOcPx48f55ptvcHV1BcDT05P09HQ2bNhQ7nSuj0uVBQGNGjXi66+/ZuvWrezatYs5c+bQt29fbty4QXR0NDY2NkyaNKnEDSNC9VTTNwZfvq+bV3nj5Y2M8xxnsK52I1LMgxipzMPOQ6/eiL0jdF6r8gtOrUySJ+mUn7x9svwdFgRBqOlMLKCYp7AlauIN8cdLrnN4QcGf06/Bg+uwseoyrVTlQP1xUSqVnDp1itdee63UAXtZtG/fnunTp7N06VKWL1/O9OnTDW741Wrbti3h4eFkZmZKg96yunWrYImOm5ubTnnTpk1RqVSkpKToBQHFHf6llZ6eTkBAALa2tsyaNYuM27r/DmuXOSUlJencNz07B0dHR2k5lbtHM/44fYbaNraYFVlipd03YGFhgYODg7T2XyspKQmNRiPdKyEhASMjI5o0aaJTz93dnd9//52cnBy9ZVxPQ5VmBzI2Nmb06NEEBgZSq1Ytfv31V2JiYmjfvj3ffPONCADKyc/Pj48//ljnv3379j3tbtU4J/45ofN6xZ8rdF73d3907kJmbsFStv/73/+V2GbUg4KNQm3sDeey7t2k+CVFESOqz6NAQRCEx8KqHsjvFv++KttwuZ2b4fLCTv/34T0cwaE5tPUpf/9qsNOnT5OdnV3prECFeXt7M3HiRCIiIli3bl2JdQcOHEh+fj4bN+qnzYaCWfDi1KtXsKTm+vXrOuXXrl1DJpMZ3mtQQhCQnZ3N3LlzycvLY86cOQafIrRq1QpLS0uOHTsmleXl5XHixAk6duwolXXqVJBC/NqtBKlMpVJx+fJlPDweTQZ27NiRU6dOSRmAACIjI6lduzYtW7aUPmd+fj43b97U6cv169extbWtFgEAPIZzAhQKBfv379c50CI+Pp64uDg6dOhQ1bd7polzAqrWed/zdPix4HcwIvHRQPzNJm+y70ZBcDXv5DwAHuQUpBcL6hek107hpwTfv/E93YK76dWZ+9JcnWxC2pmMF+u/iJ3F/7N33uFNVm8DvpO26Z50QGmhZe+yERDZyEYQB0sU4dOfAwVEERAolI2AKCgqygaZIoKALJmyqYzSMkoXo3uvNMn3R8xL0yRtWlps4dzXxUXe8z5nvCdJc55znuH6uI8iEAgE5Y9h2x69dqoKqfdMy57/Wfv/6xv1y/NMKAemsHODwcYXo08rf/31Fx4eHjRo0MDo/WXLlnHo0CGz/QJ09OzZU8py6+joyLBhw4zK+fv7M2bMGFauXEl8fDzdu3eXkoUdO3aMa9eusWnTJqN1a9WqRa1atVi+fDnJyclUqVKFsLAwtm7dSrdu3fQWx+fPnycnJ4dbt7QZfc+dO4etrS2+vr5SzoQ5c+YQHh7O2LFjiY2NJTY2loQY7SK+pp8fnn41kFtYMHjwYDZt2oSzszPVq1dn7969pKWl6SX3qlWrFu3atWP58uWkp6fj6urKnj17SE5O1pMbNGgQf/31FwsXLqR3795ERESwY8cORowYIYUNbdGiBR4eHsydO5chQ4bg5ubGpUuXOHToEEOHDi3W+1KWlKoScOXKFZYsWUJ8fDz+/v6MGzeOY8eOsWPHDmbMmEHfvn1588039WKrCsonjabv52qg9oj1KdEBsJQ/+ri/f+h9AIbXH04n305Maj2JeWfnGYQBDfDQOhc182zGpVhtHOywpEcxrK0trI325aRwkl7PPD2T6k7aI0FTJwcCgUBQYdGFV/bOZ5/u5A1RppNGcUi74YLf8/rlDQbAVfP8tZ5F0tPTuXDhAgMGDDBpsqNSqVCr1SVq/9VXXyU1NZXNmzfj5ORkMtRonz598PPzY+fOnXz33XdkZmbi7OxMkyZNmDVrlsn2LSwsmDZtGuvXr2fr1q0kJyfj4eHByy+/zMsv65/ofPvtt8TGxkrXX32lzUI9ZMgQaSF9+fJlQBsWtSA/LF2M3MICgMGDtfl5du7cSUpKCjVq1GDmzJkGSdHGjRvHmjVrWLNmDZmZmdSqVYtZs2ZJdv0A3t7ezJw5k1WrVhEYGIizszNDhw5l4MBHvoN2dnYEBQWxbt06Vq9eTUZGBl5eXrz99ttSkrTyQKkpAatXr+bXX39Fo9EwaNAghg8fjqWlJX5+frRo0YLFixfz+++/888//zBhwgS9CRWUP9JzHh1zFWWPVxHo4tvFaPmbDd9EJpMxrP4wKVSoMTr6dORS7CWUaqXkI7G211qsLEwrtJ+3/py5Z+eyNWyrVPZJq09K+AQCgUBQTsn410k0f6hPJ+/CTwLy/o1EU9B5uMEA7f8azaN8A8YoK6fjco6DgwM7d+4sVGbcuHGMGzeuyLZWrVpltHz06NF6AVxMyTVs2JCGDYu/seXq6sqHH35o9vjSEuLISE6mcs3aBjK7d+82KFPm5EjhQXXIZDJeeeUVXnnllUL7tLGx4Z133uGdd94pVK5+/fosWrSoUBlvb28+++yzQmX+a0rNJ2DHjh24uroSFBTEm2++qees0rBhQ77++ms6duxIREQEEyZMKK1uBYJCWXxhMQDT2k4D4JU6+n8AvOy9zGrnrUZvAbD0wlKy/rVlreFcw6js3oHahGCv1C38j41AIBA8FcRcMCxzrAJphSgBRVHU5tPzRS9yBRWf+Mi7ZCQnF6uOlbU1to5OuHmbl/fgWabUlIDnn3+er7/+msaNGxu9b2dnx/jx4/n000+xtjZuQiEon+T/UxyXloNaXXFOBq7FXwOgkq12h8rLzvSiv6ZzTZP35DLtV2Xt9bXkqrVRApytH+1EdfLpJL32dfIFwEpesc3eUuOzWP6ueQnTBALBM8ytQ4ZlltYQshtC/yhZm3FFZBuOv1mydgUVijylskT1nD29UNga5hUQ6FNqSsCnn36Kg0PRqb91yoKgYtJq9kH+vpNQtGA54ewDfZvUnv49pdeHX9Ff4Pbw66F3HfyGfjIxHQvOLdC7vjLyCl93/ZoTr5+QlAVj5PdJqAhEXC3Z+/wwPJXU+GI69wkEgorLeePmIgDc+cuwLD3WsKwg4ceNl9/9N8JL7eIndRQIBPr8J6uSSpVEinBzGD9+vEHq7z59+jxxp5KCp7KqCuwjoHPQBfCw0w9FNrzBcL4N/la6LmxBbwxna2cDxSGofRBTT04FYNeA4kVq+K85tlnrAJ2docTG3vxTjYOrr+PXxJ32LxvmV3jW0ag1qDOUWDiKTKqCZ4RoI+EiF/1r2/3WPtP1Ti6F5941LL/0b8S2WkIJEAgel4q1NfmMUV5ChBaMD1SRdAAfBx+i0/WTehwcfJBu27oZyOaP6HNl5JVS6b9PjT6SElDNqVqptPmkWTXhOO9/Z9yx2hSJMekl6isuMo2EmHTqta1SovrlnZxbycT/dBWfeR3+66EIBE+GmPOm7/m0Mn0vL8d4efC/oSeti7Y8EAgEhVNqSsDVq1eLFspHo0aNHqu/sLAwDh8+zD///ENsbCyOjo7UrVuXESNGULVqVT1ZpVLJhg0bOHLkCOnp6fj5+TF8+HCDvAXmtnnlyhUmT55sdFwLFy6UkkUUt//ySkVa9Bfk554/k5KTolfmaefJtn7bjMpfGXnFQF6HMYWiKCzllljKLckrSebMCkp2hpLkh5nkZuehsCnen5i7V+I5uzv8qVUCNBXIn0YgKHMsCvn7kJX45MYhKPfYmGFuLig+paYETJ48udA00wUpbhKLgmzfvp2QkBDat2+Pn58fycnJ/P7773z88ccsWrRIL1Xz0qVLOXnyJP3798fb25tDhw4RGBjI7Nmz9cJbFadN0GbNq11bP2RVlSqGixdz+y+vVORlS2X7ylS2148DLJPJqOtW12Sd/A6/+VnXex2dt3QGYGSDkWaP4dKIS6h0cbQrCI8TFjY7XevItWPhBV7/oo1ZddQqNcocFbcvam2FM1NzsXMSJjMCwX/JlvNRvNS0KgrLUnMfNI/KjeFB6ZzGCp4OnD3Mi+QnKB6lpgR07tzZqBKg0WiIj4/n9u3bZGZm0qZNG+zt7R+7v5deeolPPvlEL/FYhw4d+OCDD9i2bZsUhjQsLIxjx47x1ltvSRnfunTpwgcffMDq1atZuHBhsdvU0bBhQ9q3b1/oOIvTf3mlIp8ElCbutu7S63EtiheezkJuUdrDKVOuHYspUT2V8lGCmoSYDLPrhZ19yIltN8nJ0J6YbAz8m9FfvlCiMQgEgtLh023/8Hwtd7xdzIiy4lSK4RhfmAhb3ii99gQVHpn8CSuizwilpgQUlZgiPT2dr7/+moiIiCITLJhD/fr1Dcq8vb2pVq0aUVFRUtnJkyeRy+X07PkoKoxCoaB79+6sXbuWuLg4PDw8itVmfjIzM7G2tsbCwvgirzj9VySSM3NxsXt2d2or2qK+uPy1SesULLeQoVaZrwV+9+HREvWXm62SFABA7/VThfmHpQJBucDsb3/Dl4rXsF8hfjHZqcbLdVlwPeoZvy946pDJZE9FwtLyyhNTrRwcHBg3bhyZmZmsWbOmTPrQaDQkJyfj5PTIwfPOnTtUrVrVwMG2Tp06AISHhxe7TR1fffUVr732GoMGDWLy5MncvGkYt/hx+3/SZOQYLr4KfgGvxKTQdOafbLtQPPv4p4FvunzzXw/hidLj7SdjriZs5QWCCk73WYZlNToZlukW8gO/M91W2n3j5Sn/bsbVebFYQxNUXLxq1DKaKVhQOjzR6EA2NjbUqVOHs2fP8v7775d6+0ePHiUhIYFhw4ZJZYmJibi6uhrI6soSEgqPhW6sTUtLS9q1a0fLli1xcnIiMjKSnTt3MmnSJBYsWEDNmo+STj1O/5mZmYWOTYeVlZWeCVNJ0Wg0NJy+37C8wPXC/aEAfLI1mFZ+rlSv9PjmXRWFjr4dOT+8kGgXTxn+TR/vlCr0zAPqtqlcpFxu9tO38680kitBHAQIKhpF7sKm/rtgN2auMfhnWOCvX5b7b+Qw50LMhzp+Ckdm65fl5cKKtv/e/6zwMT3FnDlzhi1bthAVFYWNjQ0NGjTgzTffpHLlov/OFuTtt9+mVatWvPvuo1CsycnJTJ48mezsbObOnYuXl5dROYBr166xc+dObty4QUZGBs7OzjRu3Jj+/fsb+EvmJzs7m19++YXjx4+TlJSEu7s7Xbt25eWXX5asKpRKJevXryc0NJRbt26Rk5PD+vXrcXbW99n7448/OHXqFHfv3iUnJ4dq1aoxePBgnnvuOT05jUbDtm3b2Lt3L6mpqfj7+zN69GiDQC4A586dY8uWLYSHh2NpaUmNGjUYP3487u6PTIJDQkJYtWoV4eHhODs707t3b15++WU9s/jU1FTWrVvH+fPnSUtLw8vLi759+9KrVy8z3p0nwxMPEZqVlUV6esnCBxZGVFQU3333HfXq1aNLl0fhDHNzc40ukBUKhXS/uG3Wr19fz3SoTZs2tG/fng8//JC1a9cSGBhYKv2/9dZbJu/lZ8iQIQwdOtQs2cJQmjD7+PP6Q17//m++er2pwb2OC49yfmo33B2enSzQ1hbPzrPK5YbLVp3dv4WV6YNEL38nHoancvDn62YpAWd3G56IaTSaYgUbKG88XPTsKIuCZ5ivm5u+Z2XElyA+rGT9qHJA+a+fkeLZ2XjKz5UrV5gzZw6dO3dmxIgRpKWlsWHDBqZNm8bXX3+NtfXj/TalpKQwZcoUsrKyJAXAFHv27GHlypU0adKEMWPGUKlSJRISEjh69ChffPEFmzdvNll35cqVnDp1ijfeeANfX19u3LjBhg0byM7O5o03tL4gOTk57N+/n9q1a9OwYUMuXrxotK0tW7bQvHlzevfujY2NDSdPnmT27Nl8/PHHdO3aVZLbtm0bGzduZOTIkfj7+7Nnzx6mTZvGsmXL9BSoI0eOsGzZMgYOHMiIESPIysri2rVremu1e/fuMX36dJo2bcqIESMIDw9nzZo1yOVyyfcTYP78+URHRzNixAg8PDw4f/48K1asQC6X8+KL5eM064kqAWfPnuXatWv4+vqWartJSUnMnDkTOzs7Jk2apGefr1AoUBpJO617Q3WL8eK0aQxvb2+ee+45Tp06hUqlkuRL2j/Azz//bFaegNI4BQBIyjSukKw6oV2gfbT5stH7LYMOcmNWT2ysnm47+WcNJ3cb6XXyw0xcvLSfxcPrQwg789Bk7oARs9uSeC+DPcv/0StXq9Tcu5WCT13Dk7H81GntRdjZh6jzNFhYVVwloCSo0nKRO1hVaOVH8IyhLOTE2pgScGal+W0Hb4aA1/+9EN+JY8eO4eHhwUcffST9jXB2dmbKlCncunXrsaINpqWlMXXqVDIyMpgzZ06hJwvh4eH88MMPdO7cmY8//ljv71XHjh05e/asybpqtZrjx48zaNAgKfFpkyZNiImJ4fjx45IS4ODgwKZNm5DJZBw8eNCkErB06VK904FmzZrx8OFDdu7cKSkBubm5bNu2jYEDB/LSSy8B0KBBA95991127NjBe++9J83Bd999x5gxY+jdu7fUZps2+lHuduzYgaOjIxMnTsTKyoqAgABSU1PZsmUL/fr1w8rKiqSkJP755x8++ugjunXT5iUKCAjg5s2bHDt27OlTAr766iuT97Kysrh37x4RERFoNBoGDhxYWt2SkZHBjBkzyMjIYN68eQbZiN3c3Iya3CQlJQHGsxcX1aYp3N3dycvLIycnR1q8l6R/HXZ2dk80WZhSpda7jkwwzxwJ4NzdRDrUrngOzgLTuHg++uxdOhBB5xHa06+wMw8ByMnKw9r20Z8QnV2/UyVbnCoZ/vjvWXGFyGsJhSYe6zc2ANfK9oSdfcjub4J5aVzFyKVhLqYMK9Q5ecitLbk/+wyVJ7bEssD8qbPykNsW/ec6+vPjoEEkIxOUL9Qq0AVTuLLF/Hr7Jz9SAoRijEqlwtbWVm/RrVsjPI7zbHp6OlOnTiU1NZU5c+bg7e1dqPzu3buRyWSMGjXK6IZF69atTdbVaDSoVCqDtY2dnZ3BM5izGVLQPAigZs2aHDhwQLoOCQkhMzOT559/XiqzsrKibdu2nD59Wio7ceIEarWa7t0Lz0Z94cIF2rVrZxBJcuvWrdy4cYPGjRuTl6c1cS0YDdPe3p7s7Owin+tJUWqOwYcOHTL5T2ev5e7uztixY/VMax6H3NxcZs2aRUxMDNOmTaNaNcOMrP7+/sTExBjY14eGhkr3i9umKR48eIBCocDG5tEOanH7/y/xcdX/Ur6w8IjZdfOKEUFGUDHoMvKRydv1k/dR5qr4e9dtqezHccf05Hd/E2y0naQHGeQpVURe0yrDoWce6N1/GP4oEki1BpVwdNN+f2JCkx7vAcojJr4n96Y/+iHK/zuYcuAuacejuRd42qBOrrGszOJrKCiPZJXwu6xRFy3zDNG1a1eioqLYs2cPGRkZPHjwgHXr1lGjRg09E+UlS5bQr18/s9rMyMjgiy++ICkpidmzZxskWzXG1atXqV27ttEFeFFYWFjQtWtX9uzZQ1hYGFlZWVy+fJkjR47Qt2/fYrdnjOvXr+Pj88jnJDpaG8QkfxmAr68vcXFx5ORos1PfuHEDHx8fDh8+zKhRoxgwYABjx47l/PlHpp3Z2dnEx8cbtOXj44NMJpP68vDwoFmzZmzZsoXIyEgyMzM5fvw4ly5d0jtl+K8ptZOA2bNnm7xnZWWFq6trofZlxUWlUrFgwQJu3LjB1KlTjTp3ALRv356dO3eyb98+yVZLqVRy8OBB6tatqxee09w2U1JSDD784eHhnD17lhYtWiDP5yBVnP7LA6393TgbXvxMjQVPEQQVl7RE7S6FvbO+fWlKbBYX/ogwWS/quv7nxqOaI3GRadw4/YCczEcmcQX9BLbN1/6BfXNe4Tk3yiN5idlkXorFqavpzQJVei4WDlqzP3WONmmcRq1B9q+/hfrfiFzxa68b1M2NSDW6A6pKzSX260t4B7ZDbi3M8ARlh1kbzJ2nFn4/OQLs3QuXMUZ+5UGEiaRhw4ZMnjyZRYsW8d132uhKNWrUYMaMGXomyxYWFnrrkMI4evQooLVfL7iwNUVCQkKhjr9F8b///Y8VK1bo5V565ZVXJFOdx+Ho0aOEhIQwefJkqSw9PR0rKysD82sHBwc0Gg3p6elYW1uTnJxMTEwM69ev56233sLV1ZU9e/YQFBTEV199RfXq1cnI0PqlFNzht7KywtramrS0NKls8uTJzJ8/XwqEI5fLeeedd4rML/UkKTUloHHjxqXVlFn89NNPnDlzhtatW5OWlsaRI/q71p07azO71q1bl/bt27N27VpSUlKoUqUKhw8fJjY2lrFjx5aozQULFqBQKKhXrx4uLi5ERkayf/9+rK2tGTlSP5NscfovD2x5py0PU7NpM+eQXvnEF+tKUYEA7s7rg9+kPdJ1rlACnhry78znp7CTWWWuYUbkHqMbsmHa38RGpBJ9o+idQGMZgrPTldg4lI7PS1mQG5NG6p8RZF2Lx75lZRzaGR6j3w86A4DH/wJI+kX7HYqZfIJKbzTAtkEl6RQg+7q+2WDG+Yfk3E6RrrNvJ2NT00X7OlSrcN2bfgrbRpVwe70esied1VUg0C3Mq7ctREgGP3SBGSmFyJjBghra//ssfrx2iuBG6Bfk5Dws9Xatrb2oV9dIGNViEBISwuLFi3nxxRdp1aoVaWlpbN68mZkzZzJv3jzJMXjs2LFmry/q16/P3bt3+fnnn5k1a5aeJUNZsWbNGs6fP8+HH36It7c3oaGhbNq0CQcHBz3H2uISHh7OihUr6NatG23bFvaZNI5arSYrK4sJEyZIfgCNGzfmnXfeYfv27YwfP97stjQaDUuXLuX+/ft88sknuLm5cenSJX744QccHBx44YXykQzziUcHKi3u3LkDaJ2NjTmh6BbsAOPHj2f9+vUcOXKE9PR0/Pz8mDZtGo0aNSpRm23atOGvv/5i165dZGZm4uzsTNu2bRkyZIhRWzpz+y8veDnp/xG4O0/rvKNTAq7PfFEqT8lUEjDzAJlGFoGCisnZ3Xf0rkcEtWXd1NPER6WZqAHJDwz9RxxctT9IxhSA/DvhOvJfV6rqQEJMOpuDzvLalFZEhyZRu2X5SxufuOkGAMp7GST/dhuHdt48/Ooinu81NZCN+1bfXCph7XWs65h2kk7Zrx8xKf6HK5Ktf9L2RzlJsq4mEDP1JG6v1y3pYwgEJUPnFFy1hWkZhQPkFvjb0Wx48ftSaU02aFh6PoXGeNyFelny/fff06RJE95++22prG7duowaNYojR47oJSU1lxo1ajB06FACAwOZO3cuX3zxBZaWhS8NK1WqRFxcXLH7AoiIiGDnzp188cUXku9Ao0aNyMvLY/369fTs2bNEvpCxsbHMmDGDOnXqGISgd3BwQKlUkpubq3cakJ6ejkwmw8HBQZIDraOyDktLSxo1akREhPYUXHcCoDsR0KFUKsnJycHR0RHQhhk9efIkX3/9NX5+foBWoUhJSWHVqlUVXwkYPXp0iTuVyWT88MMPJa4PMHfuXLNlFQoFo0aNYtSoUaXSZv/+/enfv3+p91+Q8ePHGxzp9enTR/KoL0tkMqhX2Yk1b7WSyupVdiRPrcFO8ehjY/evKcKhkIe82rJ0oz4J/htS4/Wdluz/XcwfXB1iso4qT3sS9MrnLaUySyPRohq0r8L1k/e5dyuZqnVcTTqzdX2zPltmnyMjOYfbl+L4a2NouVQCKHAAFj3pOACZl2PNqp4TZvyEJC8hC3WaYVQxMO0AmLhZq6TbPmZuB4HAbII3af83FgVIR16+vyfKf1+3fNu4rDnYuZW8bgUnMjLSIFKNu7s7Tk5OPHjwwEStomnatCmffPIJCxYsYMmSJXzyySeFOuU2atSIo0ePkpaWJi16zSUyMhIw9IesWbMmSqWShISEYisBKSkpTJs2DRcXFyZPnmygxOjMnGJiYvT6jY6OxsPDQzpBKcwHVBfR0cbGBnd3d8n2X0dMTAwajUbqKyoqCrlcTvXq1fXkatSowYEDB8jOzn4ipy5FUWIlIDbWvB85QclZvHjxE40OlJ9ZAxpRy9MBz3ynAvs+NtRcrSy0SkpcWs4TG5ugbNEt6HVYWBiameh26nUkPdDuinhWN8ysnZ9Ow+tx/eR9fl18ife/60LkNa1Zy/BZ+oldPHwf/bD8tTGUikb+nfri8vDL8yYdfO/N+huX/jWN3/wXt9fEiYDgCZFwp2gZdT5lVvVvGOqqheQWEJjE09OT27dv65XFxsaSmpqKp6fnY7Xdvn17/ve//7F8+XIcHR0NEoPlp1+/fhw+fJiffvqJjz76yOD+uXPnaNWqlZGaSOO8ffu2nk/krVu3kMlkxfaTzMrKYsaMGeTl5TFnzhyja6b69etjZ2fHiRMnJCUgLy+PU6dO0aLFo1OsVq1asXHjRi5fviyZEymVSq5evaoXfrVFixacOXOGt956S1I4jh8/jr29veRL6unpiVqt5u7du3qKx+3bt3FxcSkXCgA8hhLw22+/leY4BOWM4c9VL1ooH/7uDmU0EkF5o2EHb+ycrUmISef+7RSq1HTm8NobRmXtXazJSNYqiKMXdzDYXfr934hCFpZFO7dmZyixsS+//gGlRiH+j+oMpWSCZAqRY0DwxPh7edEybjUg8Q6ojJ9smaRKU7h/uSSjemrp1asXP/zwA99//73ku/jLL7/g7OysF/5y2bJlHDp0iF27dhWr/Z49e0pZbh0dHRk2bJhROX9/f8aMGcPKlSuJj4+ne/fuUrKwY8eOce3aNTZt2mS0bq1atahVqxbLly8nOTmZKlWqEBYWxtatW+nWrZve4vj8+fPk5ORw69YtQKtc2Nra4uvrK+3az5kzh/DwcMaOHUtsbKzeBrVuQa5QKBg8eDCbNm3C2dmZ6tWrs3fvXtLS0vR8EGrVqkW7du1Yvnw56enpkmNwcnKyntygQYP466+/WLhwIb179yYiIoIdO3YwYsQIKWxoixYt8PDwYO7cuQwZMkTyCTh06FCpJHctLSqsT4Cg/HBmcleshVPiU0X+RGEFqdOmMg/uaJ38diy8UGjc/8GftWDN56cAkBc4UdBlHgawczadNE+HugKGoXUZVAv75l7ETD1ZJu1b13Ih51ZymbQtEJQKDQfC8S8hNwPmF2NzqfUY2PV+0XLPELpEVHv37uXPP//E1taWevXq8dlnn+Hk9OgUVqVSoVaXLFjHq6++SmpqKps3b8bJyclkqNE+ffrg5+fHzp07+e677yT/yCZNmjBrlmm/CgsLC6ZNm8b69evZunUrycnJeHh48PLLL/Pyyy/ryX777bd6i3pdPqohQ4ZIC+nLly8D2rCoBdm9e7f0evDgwQDs3LmTlJQUatSowcyZMw2Soo0bN441a9awZs0aMjMzqVWrFrNmzZLs+kGbHHbmzJmsWrWKwMBAnJ2dGTp0qF4OLDs7O4KCgli3bh2rV68mIyMDLy8v3n777Sdi0m0uQgkQPDYFHYkFFZfcbG24yhfHmHZa967lgld1J07vuG1SRoeDqw2t+/mTdD8DqwKhLFeOPSq9lsuL3r2++088DZ4vPIlNecOhdRUAPN4LIG6F9tSj6uz2IJcR8/kJAFxfqUPS1jCj9Z1erE7GmQdUGlaf2OWX9e7pnIR1fggCQVnw2JE5mw3XKgHpxYy442EkRPdr6x9zMBUbmUxGr1696NWrV6Fy48aNY9y4cUW2t2rVKqPlo0eP1vP7NCXXsGHDEmUpdnV15cMPPyzx+PKTf6FfGDKZjFdeeYVXXnmlUDkbGxveeecd3nnnnULl6tevz6JFiwqV8fb25rPPPjNrfP8VJd6+nTJlCtu3bzd6LzY2Vi9WqkAgqBhkp2uP7D2q6Tt7vb1Iu+B8/lVtbGgLK/P/dLTq40+P0Y+UijfmtAOKv7ioUU4dXp16+lFpeH0UhfhDWFfT3rNr5onMQo5MJsN9lHZO7Jp6Gs3wW+WL53B8wRevcc1R+JrnfOcysFYJnkAgeAxa/1/h993+De157dfitVsl4NHr3H+jEPm2MS4rEAhKRImVgCtXrhh4R+sYM2YMP//8c4kHJRAI/hsirmpj1Re0K7dxsKLtoJqFLsTNMekBpIzAOsYsNR4qraCZUXnNF2AX4IFtI3cqjdBm7HR5Seu4K3c0HK9jp0fJeKxruuD1cXNkFtq59pnXAe/AR7GtLeytkFnIkFtrD2zt8kVH8vhfvgWSruzdJji0qVIKT/R0cOp0V1JTr/zXw6jwaIpKQ93UTPvm0D1Fy+TH4t/vz3cd4M6/OXtsn93IQAJBWVAm5kAajcZkGDuBQFB+ObbZuFkKQPMe+va8MrkMjVrDhX13AXBwsTZSq2gUNqb/DL29qAMR1xI4+LNhNt3ygi5Jl4WDgipT22DhoMDhOUOzJYWfE1Zej7JMyixkWFXWzzopt7ak8qeteLDgnEF9t8F1cBtcx6DcZWAtcqPSsPZzNrj3LJOVdRelsugkdQLjJGfmFi3U8m1wMdPO//6/eTIsivl34sE/cGMPfHgRLIQFs0BQmohvVDnmv8wTIBAUxRuz27Lm81P8/as2TGD99qVvr2/jYEXdNpXxrV9+dwBl+UyjLBxMn4Z4vmu4e28MSzcbo+ZBpnBoUwXECYCglGk688+ihfqWIHtv7e7Fr5P2ACoVHhpXUHLyclWkxGdRyVtE+XvWEEpAOea/zBMgEBSFg6u+WY9vfdPZbwvy/nddWP7uYZq/aN4uop2TeaZG/wXyQk4yBIKKSHx6GeZ9eWV18esIX4AyRa3S6EVrEzw7iLiOAoGgVHD2KL7C2nag2N0TCMobLYMOSq9L3bLXogS+PbW7lfIgBHqI1CLPLEIJEAgEANw8rw3h51r5yZw+9Xm/yRPppywpjtmOQCAoIfaPlw1XIBAY57HOsQ8fPszhw4cNymUymcl7OoqbyU4gEJQtZ37T2va/NL652XXaDqzJ6Z23cfO2L1q4AH6N3YtdRyAQVEAmhEJyJMSGFK/esO2w4eWi5QQCQYl4LCVARAASCJ4enD3sSInNKpb9ffMXqxMTmmSQCEwgEDwdlMqvvGNl7T/f1sWrV/PfMMG25vsbCUpOdqYSG7vyGYpZUDaUWAn47bffSnMcAoHgP0aVpypRvYYvVMXCUlgWCgSCUkYuh8+jwVpErXkSpMZlYVO99JQAjUZjkHNGUL4QYS3KMSJEqOBJUrWOKzGhycWuV14z+QoEgpLTrb4nB0Ni/+thgLV52bKfFc6ePcuGDRuIjIzExcWFbt268frrr2NhUfzT2M8//xwbGxs+/3SKVJadnc2MGTOIiIhg1qxZ1KpVS5KbPn26Xv27d++ydetWrl69SmpqKg4ODtSvX58+ffpQzasWyhwVnkYyqatUKn799Vf+/PNP4uLicHV1pV27dgwZMgRbW1tJbvPmzVy7do2bN2+SkZHB4sWLqV27tl5bJ06c4OjRo9y6dYv09HS8vb3p168f3bp1M1BADhw4wPbt24mLi6Nq1aqMGDGC1q0NT6du3LjB+vXrCQvT5s2pVq0a7733HjVq1JBkoqKi+P777wkJCcHW1pYuXbowfPhwrKweKVHZ2dn88ssvHD9+nKSkJNzd3enatSsvv/xyid6vskAoAeUYESJU8CRp2r0adVp7FS0oEAieWu7EpQOwcHAAzWaZkStA8MS4ceMGs2fP5oUXXmDkyJFERkaybt06srOzefvtt0vcbkaKNiRsbm4uM2fO4+7du5ICANoQorlZeXp1/v77bxYsWEC1atUZMWIElStXJiUlhdOnTzNt2jS+mr8SO1s7o6cBW7Zs4ZdffmHYsGHUrVuXiIgI1q1bR2JiIp988okkt2/fPipXrkxAQACnTp0yOvZff/0VLy8v3n77bZycnLh8+TLffPMN8fHxDBkyRJI7duwY33zzDa+++ipNmjTh+PHjzJkzh3nz5lGvXj1JLjg4mMDAQLp168bLL7+MSqUiLCyMnJxHYXPT09OZOnUqVapUYfLkySQkJLBq1SpycnJ49913JbmVK1dy6tQp3njjDXx9fblx4wYbNmwgOzubN954o7hvU5kglACBQACAlcKiRGE+BQJB+SUxI5cspYqqLrZFCwNrTt0FwNVe6xskfP/KD5s2bcLf358JEyYA0Lx5czQaDWvXrmXQoEG4upbMd0KZo0KpzOXrlV9yN+oOM2fO1NtxVynVWFo/Mu9JSkpiyZIl1KpRh4//9yneNR8lc2zfvj09evSQdrpTYrNw8dL/Xfnrr7/o2LEjL/UfhJW1BU2aNCE1NZXt27ejUqmkuj/99BNyuZwrV66YVAK++OILnJ0fZUsPCAggLS2NX3/9lddee02ypti4cSMdOnRg+PDhADRp0oS7d++yefNmZsyYoX1OlYply5bRv39/3nzzTanNli1b6vX5xx9/kJmZyZQpU3B0dJTqfvvtt7zyyitUqlQJtVrN8ePHGTRokGS90aRJE2JiYjh+/Hi5UQKEIa9AIBAIyoyMjDtPpJ+ExBNkZ99/In09aebvu8HFyKQS1W0+60/azzMdqa8gh27omwCp1EIJKC/cuXOHZs2a6ZU1b96cvLw8Ll26VOJ2lUol33y/hDsRt/hi6jTq1q1rVC4uMg2A/fv3k5mZyeuDhmNpabiXXMu/HtYKawBys/MM7qtUKmRqK5IeZKD59/Nlb28vKZxZabmkJ+eY5U+QXwHQUaNGDTIzM8nOzgbgwYMHxMTE8Pzzz+vJdejQgeDgYJRKJQCXL18mNjaWfv36FdrnhQsXCAgIkBQAgOeffx6NRiO9DxqNBpVKZWDNYWdnV64Ua6EECAQCgaDM+PtM9yfSz+XLIzl56vmiBSsgP50IJzgqudj1UjKVxa4TnZSld/3H1QfFbkNQNuTm5urZnAPSdVRUlFS2ceNG+vXrx8OHD4tsMy8vjxU/LuXmnTA+/t+neDr5Flnn6tWruLm54VO1mlSm0WjIU2qDS6QnZhdav2uXbpw+e4KQ0GvE3EkgLCyM3bt307NnTywsLEhLzCYzJafEWYyvX79OpUqVpAV4dHQ0AD4+Pnpyvr6+5OXl8eCB9jMeGhqKo6MjN2/e5N1332XAgAG88847BuHuo6OjDdpycHDA1dVV6svCwoKuXbuyZ88ewsLCyMrK4vLlyxw5coS+ffuW6LnKAmEOJBAIBIIyJTMzHDs7//96GBUWmaxkmXv7fXNCeq1Wa5DLix+pZfGfYYztWrtoQUGZ4+3tLTmr6rhx4wYAaWlpUplMJkMul5u1k3758mUA3nn7A2rXNDwByM4wVCQTEhLw8NAGhJD9+5lS5alJvJdh1BG4IF3a9SItKZMvv5kr7Yp36tSJMWPGSCcDoP3MFpdr165x/PhxRo0aJZWlp2v9XBwc9KNM6a5195OSksjJyeGrr75i2LBh+Pr68tdff7FkyRJcXFxo3ry5JG9vb5gbx8HBQWoL4H//+x8rVqyQzLcAXnnlFV566aViP1dZIZQAgUAgEJQpDx7sokaNj8ukbbVaSXLyuTJpu7wgQ0ZKlrLYIRcjEzOl1yN/Psu6t9uUxfCeKj4NjeJBTvFPUIqisrUVC+oWvcteGL1792bZsmX89ttvdO7cWXIMLrjgHzJkiJ5TbGH4+/uTmJDEb3t3UK9WA5wc9c1rUuOzjNbT9efiWXw/skN/HeDg0X28Nmg41Xyrk5aTwPr161m5ciWD+w6X5JIfZpqlVOiIj49nwYIFNG7cuEiTHmNoNBpyc3MZOXKktFsfEBBAdHQ0W7ZskZQAc1mzZg3nz5/nww8/xNvbm9DQUDZt2oSDgwODBg0q9vjKAqEElGNEiFCBQPA0EH736zJTAu7d+4XQsEehC3Ny47FWPF3ZqGUy+OrQTUIfpPHdiBYlauP4zXizZR2sn92lweMu1MuSrl27cvfuXX766Sd++OEHLC0tGTJkCL/99htubm5FN2AEN1c3Rr7+fyxcFsSS5Qv49KMpqFUOyC1MW4tXqlRJMnvRJYrMyzU03bFUWJCXq59/JjU1lS07N/LqS0Po2ulFADyrO2FnZ8eXX35J+xZdqOxVpdjPkZ6ezowZM3BycuLzzz/XWzvpdvwzMjL0nKcLnhDo/g8ICNBrOyAggD179ui1l5mZSUHS09OlNiIiIti5cydffPGFFIa0UaNG5OXlsX79enr27Fkuoj8+u9/0CoAIESoQCJ4VlMpULC0dpR3GCxeHUKfOdBwd6hmVvx4yifT0G+Tk6Ns9h1yfSNOmPxfZX1TUGuLjD9O06epyn9BI/a/JxL5rT8Y+v7W/dkFpbSknJ69kdtmC0kculzNmzBiGDh1KbGwsHh4eqFQq1q1bZ9KZtyjUag2+VavxxRdfMG3aNL5euZhZs2dia2ejJ6dLCKlRa2jcuDHBwcHE3I/Gs3oDAJTZ2sW+znnYUmGBa2U74iLTUOWppfpREdHk5Snx9akutZ2bnSfF4I+Lf1hsJSAnJ4eZM2eSkZHBokWLDEx1dPb7BW35o6OjsbS0pHLlyoA2H4ApcnNz9drTKUE6MjIySEpKktqPjIwEtCct+alZsyZKpZKEhIRysb6rsI7BYWFhfPfdd7z33nsMHjyYt956i3nz5hETE2Mgq1QqWb16NSNHjuTll19mwoQJJj3pzZUtizYFAoHgaSUvL83kvVu3F3HseDOuXvuI7Oz7ZGTcJjn5LGfP9iEn1/gO9v37W0lLu0Jurn40m4TEY2aNJezmTBKTTnD4SK3iPch/QHYJHCQfJ6pP53qeAGaHFRU8Wezt7fH398fBwYHdu3fj5eVlsHttLjrn24YNGzJp0iRu3Qlj4cKFqFSPdvBlFjIsrLTLxdSELHr06IGtrR2bt68jL+/f6D//6tEajYYbYdexdpRJynVCzCM7eVdX7SldRNRdHFy1ikbyw0xu3boFQKVK+skn1arCP/sqlYr58+cTHR1NYGAglSpVMpCpXLkyVatW5eTJk3rlx48fJyAgQHKubtasGZaWlpKfhI7Lly9LORMAWrRoQXBwsJ79/4kTJ5DJZFL0Jk9P7Xfo9u3bem3dunULmUwm+VT811RYJWD79u2cOnWKgIAAxowZQ8+ePbl27Roff/wxERERerJLly7l119/pWPHjowZMwa5XE5gYCDXrl0zaNdc2bJoUyAQCJ5WwsO/NnkvIuJbAGJj93A5eBR/n+kh3fv77xdLfSwREStLvc0nRVJGbtFCaMOKAtyY1bPYfVRz0+5QdvlXGRCUD8LCwtixYweXLl3izJkzLFu2jO3bt/Phhx/qZaDdtGkTAwYMIDa2eBmfW7ZsyagR73D+wjm+/vpryWk3/zlZTmYerq6ujHnzf4TdusGnn37KoUOHCL70DxeDz7Fq7Xd8+c1ckBlXQh3tnGjWpCW79mzjjz9/50bYNQ79dYDvV/5Ao4aN8a5cFQdXGyp5OxB6M4Q/9x3h6tWrAPzzzz+cPHmSmzdvSu19++23nDt3jldffZXMzExu3Lgh/dOF/gStn8Rff/3Fhg0buHLlCitWrCAsLIzXX39dknF1daVv376sX7+e3377jYsXL7J06VJCQ0N59dVXJblevXpha2vL7NmzuXjxIgcPHuTnn3+mV69ekhJSq1YtatWqxfLly9m3bx/BwcFs3bqVrVu30q1bN2xs9E9a/isqrDnQSy+9xCeffKIXLqtDhw588MEHbNu2TfLGDgsL49ixY7z11luSI0aXLl344IMPWL16NQsXLpTqmytbFm0KBALB04hcbotanUVq2hWj95NTLuhdZ2ToRz/Jy0s2q5+aNSZw+86XAKhUhva6+bn7r9JRETl5O56+TbyLlLsVq92ltLGyMLin0WjQaDAZLaiht9YZs2t9L348Ef4YoxWUJpaWlpw6dYrNmzcDUKdOHebOnauX8Ra0769arS4yHr0qT40838dDJpPxXKv2pGeksWnbOhzsHejf41XkFoafk4CGzZk6cRaHT/7BmjVrSE1Jxc7Onto16zDhg0lGo+eANgfA2yPe4dCpvezfv4/4+HicnVx4rlU7BvQZDICNgxUyGezas53QWyFS3dWrVwPaNdS4ceMAJKuKVatWGfT1448/4uXlBUDHjh3Jyclh27ZtbNu2DR8fHyZPnmwwd2+++Sa2trbs2LGDlJQUfH19mTJlip5TsIODA0FBQaxcuZLZs2djZ2dHjx49GDFihCRjYWHBtGnTWL9+PVu3biU5ORkPDw9efvllXn75ZZPvyZOmwioB9evXNyjz9vamWrVqevFyT548iVwup2fPR7shCoWC7t27s3btWuLi4qRjGXNly6JNgUAgeBp5ocN5jv7VkOTks0bvR9z9rlT68fN7j8zMu9x/sJ3U1Kul0mZ55IONl8xSAg7fML0LvOFMJL8F32PLO20N7nWt54m7gzbRU9uahqYVgv+OGjVqsGjRoiLlhg4dytChQ4uU++SDKUbLu3XqydCRr5KdoSQ1Pou5c+cik8uIjUjVk/OtWo2JEycCGNwrDFtbO0aNGsWoUaOM1tMpp59+PBVkMjyrORrI6DC2+DdFjx496NGjR6EyFhYWZs2fr68vQUFBhcq4urry4Ycfmj2+/4IKaw5kDI1GQ3JyMk5Oj0JK3blzh6pVqxo4YNSpUweA8PDwYsuWRZsCgUDwNGJhUfixd3yCNhGPra1pp7yiaBqgdQSuX38+APcfbDcpq1SmSK89PHrQuPGKEvdbUZj/cmO96/j0HO7GZxiVLec+0oIywM3bwWi5LjyorAT5JUoLeyfFf9b3s8BTpQQcPXqUhIQEOnToIJUlJibqhYTSoStLSEgotmxZtGmMzMxMs/7lt3sTCASCikjrVr9Lr72rvEqb1nupX0+7qI+MXMXD2D+M1uva5TaVKr0APIpdfv/+NpP9HDv+6Fi/SeNv8fQofZ+D0mTZIa39c/C0wncwC+O1VvoKlgwZxgxFVGrjeQiKMisRVGwsrQyXgsZ26O1drPWu7Uws0B1cH8npogKZQhdi1BiOlWywVDxVy9RyR4U1BypIVFQU3333HfXq1aNLly5SubE026A1ydHdL65sWbRpjLfeesvkvfwMGTLErKM/gUAgKK9YWmptiDt3CkEu1/59tLevQ8iNz3jwYBdOzgF4efYqtf7atf2r1NoqSxb/qfWRcLYz/B0pLlm5KmwVFiYzECdn5uJqpJ+cPLVR3wJBxaZSVQe9yD0AHtUcpTCfBbGxtyIjOUfK5FswN4Czhy0pcVnYOjxSDpw9bUm8pz110imTzh6Pok65VtZ+73VKR6Wqj04lynvo3qeBp0IJSEpKYubMmdjZ2TFp0iQ9L3mFQmF0p1y3+NYtxosjWxZtGuPnn382K46sMSVDIBAIygtNGn/HP1fe5cKF12nRYrNUXnCHuWsX/XB6ukVAWvo1nF0Ms3W2arWrxGOytfUpWqicobCQk1tEyERAWqSN7aIf/nTj2Ujeft4fU0urhIxcKjlYG5RnK1VCCXgKsbCUG2TkLWzhrdvVz84wbn2gsNUuKfObD+U/CdCFI7WyMb30zO+EbGMv1jZlTYU/Z8nIyGDGjBlkZGQYjRHr5uZGUlKSQT1dWX55c2XLok1j2NnZmfVPKAECgaA84+HRHYDklHN65Tk59wFo3mxTkW1kZ99Drc4BID7hKABOjo0M5Ozs9Be+Go260BwFFYlFr2pjwadmF24CejdBu/M6vod+AqngqOR8V4ZHAfHpOVSyN9yYuqxXT/As4VhJ36fHUmEhHSNZFDAjkslkeBRw4tUpFbnZedLpk7GoVAWVEcGToUIrAbm5ucyaNYuYmBimTZtmNNubv78/MTExBimeQ0NDpfvFlS2LNgUCgeBZI/zucgAcHGoXKRsff4jYuAMABAe/bVKuYQP9sMvx8Yc4fqLNY4yy/NCviTaTaniccadeHf9Epxgtj03LBjBpDpSQnitFBsrPmz+fMxQWPBPkN+0BsFJYkJ6kVcZtHAw3IE2dJCQ/zCTpQeGf2/y+BIInQ4VVAlQqFQsWLODGjRtMmjTJINarjvbt26NWq9m3b59UplQqOXjwIHXr1tULz2mubFm0KRAIBM8CufkyAN+7pzUNsrR0LrX25Rb6WW5VqizpBEGj0WZBbdf2aKn19yT4vJf29023wEosImGYqfj/f99JlNox5uqbkJ6Dm5GTAIFAR1b6o8+elaJ0TcTsnKyFH8ATpsL6BPz000+cOXOG1q1bk5aWxpEjR/Tud+7cGYC6devSvn171q5dS0pKClWqVOHw4cPExsYyduxYvTrmypZFmwKBQPAscPxEGyO2/2buR5kRpca+gDlQbNyjDZj0DG2kHVtbX/P6KycMaq7vv3D8ZjydC8nmu/50RJFtGov4M2P3dX7/8PniD1DwVGHrqECZoyIvV/VfD0VQxlRYJeDOnTsAnD17lrNnDZPQ6JQAgPHjx7N+/XqOHDlCeno6fn5+TJs2jUaNDO1JzZUtizYFAoHgaaVL51scPqJdoKem/oOTUxOz6rVre5RTpzsZlCsUxhfB+XcSc3PjiYvbL12fPdunGCP+7xn+4xkAg93503dMh5YGOHs3sdD7hW22ipMAgaObjVZJNKJzyy3kqM1wTs+PpcJCUiiEs2/5osIqAXPnzjVbVqFQSNnpSku2LNosyPjx45HL9XfI+vTpQ58+FeuHTCAQCPIvzs+dH0iTxt8CYG1dudB6BXftdSY9TZoUnWn4eshE6XVOzkOzx1peOHFLazplUcC8J+S++dlZdbzU1JtfL9+Trguu7/L+XdhVchBKQHnl3r177Ny5k9DQUCIiIvDx8WH58uVGZQ8cOMD27duJi4ujatWqjBgxgtatW5vdl0wmAxlcuXKFyZMns3jxYmrXro3CxoLsDDUXLp9j5Udf06lTJ8aOHcuNsOu8/cFsSU6HUqnk6KkDHD50hAcP76FBg7e3N23btqV///44OBhPVAYQERHB6tWrCQsLQ6VS4efnx9ChQ2nS5NEGws2bN9mzZw+hoaHExMTQokULpk+frtdOYmIiu3bt4tKlSzx48AA7OzsaNmzIyJEj8fTU30xISEhg5cqVXL58GQsLC9q2bcvo0aMNIjXm5uayZcsWjhw5QmJiIi4uLnTo0EFvnafRaNi2bRt79+4lNTUVf39/Ro8ebWC+fu3aNTZs2MCdO3eQy+XUrl2bkSNHUqNGDbPfr5JSYZWAZ4HFixebFSJUIBAIKhr/XPkfAPXqzjK7zrXr47h2fRwA1iZOAorqr6Jjyqm3KN5+voakBMiQodHAveQsHqZmU8vTgQ1nIgGwthShQE2RlZfFneQ7NHRv+J/0HxkZyfnz56lTpw4ajQa12viO/LFjx/jmm2949dVXadKkCcePH2fOnDnMmzfPpP+kuVjZWHAx+Dzfr/6GF154gbFjxyKXy3HxNFyr5ObmMn36dEJDQ+ncoRsD+72CR1Vn7ty5w+7du8nIyGDMmDFG+0lJSWHq1Kl4eXkxduxYLC0t2b17NzNmzGDx4sX4+fkBEBISwvXr16lTp47JvEu3bt3i9OnTdOvWjbp165Kamsovv/zChAkT+Oabb3B21vok5eXlSQrEJ598Qk5ODj/99BMLFy7UUyzUajVBQUE8ePCAIUOG4OXlRVxcHNHR0Xr9btu2jY0bNzJy5Ej8/f3Zs2cP06ZNY9myZVSurN38iI6OZtq0aTRp0oSJEyeiVCrZunUrU6dOZfny5UaTzZYmQgkQCAQCwROhSpXBBtl8nZwCStSWtbVpJaBL5zAOH6mjV5aaGlyifsobfZt4szv4XpFyBX2DnWwf/dzrDmXazTsMwFevN2XeHzeMtjO1T32C9oSUbLBPGXeS7/yn/bdu3ZrnnnsOgCVLlnDr1i2jchs3bqRDhw4MHz4cgCZNmnD37l02b97MjBkzHmsM1278w1ffLKZ9+/Z89NFHkrWCzIgz+oYNG7h+/TqBgYF4u9ZAYWOJi5cdTZo0oXfv3oSEmP5cBQcHk5yczKJFi/Dy8gKgUaNGDB06lL///ltSAvr27Uv//v0B+Pzzz4221aBBA7799lu9HFL169dn1KhRHD58mIEDBwJw8uRJIiMjWbFiBT4+Wj8ce3t7pk+fTlhYGHXqaP+mHDx4kLCwMFasWIGbm5vRPnNzc9m2bRsDBw7kpZdeksbx7rvvsmPHDt577z0ATp8+DcCkSZOwttZGR/Lz82PMmDFcunRJL/ltWVBhowMJBAKBoGLhXsnwB02hMJ0rpTBkMtM71oXde5wEY+WBFtVcCr2fnKndDX29tX7I7Gpu+ju1+R2D5YU4CXT51wH5Vmy6SZlnDbWmeDbxpUVB82BjPHjwgJiYGJ5/Xt/Bu0OHDgQHBxtNXmouFy9eZM6cObRt25Zx48bpLaoLkpOTwx9//EGbNm1o2rQplao64JQvU7BCoSAgwPQGQF5eHqBdhOevY2lpqf/ZNWNOHBwcDMbq7u6Os7MziYmP/GcuXLiAn5+fpAAANGvWDEdHR86fPy+VHThwgPbt25tUAEB7QpGZman3PlhZWdG2bVsuXLgglalUKqysrPQSx+Z/5rJGKAECgUAgeCI4OtanstdLxa5Xs8bEooXMxMH+8cwhnjRT+9TXu3YzEsc/P7Fp2nCoLzWtqlee3ydDhlGfT6O42mkXJ7Gp2XrllyKTGPrD32a2Ur5IyUnhWvy1Yu3s56oemZr81ycChaEzScm/kAXw9fUlLy+PBw8eSGX9+vVjyZIlZrUbHBzM7Nmzad26NRMmTChUAQCtCU5WVhYtWrQAtJmDTYWuNUbr1q1xcXFh1apVJCYmkpKSwpo1a5DJZHqBX0pKTEwMycnJevMUHR1tMG8ymQwfHx9pXvPy8rh9+zaenp4sXryYwYMH8+qrrzJv3jy9xLCFvQ9xcXHk5Gi/py+88AIqlYp169aRmppKQkICP/74I+7u7rRpU/b5TYQSIBAIBIIngq1tNRo2/BKAyl4vGYQKNYWf37t61507GTddyc9zbf4EoEWLLXTqeEUql8srjhXs9H4NGN1B3zmwW/3CfSHuJWcB0Nrf+C7lqVvxBtGBFv8ZZrI913+jBeUWiAgzcMUpTt0uPEpReSU6TbtAy8rLMrtOXFac9DpHlVPqYyot0tO1JzYFHW5117r7oN1FL2oxr2PNmjV4eXkxceJEs+rodthLmgvJwcGB+fPnExISwsiRIxk+fDgHDhxgxowZkj19SdFoNHz//fe4ubnRsWNHqTw9Pd3oLry9vT1padqs42lpaeTl5bF9+3bS0tKYPHky7733HiEhIcyZM0evrYI7/Lrn0mg00vvg7e1NUFAQf/75J8OGDePNN9/k6tWrBAUFPZETgYrz11AgEAgETwUdXwjG0tJ0VBBjdO1ym+zs+5w89TxyedFhBm1tqyKTKXBxblHSYf7nvNXeMKO8nUL7s63RaIwmVioqu+/Ve/9mE853FBAer83kOrBZVSM1tOTm/TcmMGWNUqXEyqLoz1NydnLZD+YJs2uX+aZxzZs35+LFi/z+++8MGDCgDEelJTk5mdmzZ1O5cmVGjx6NXC5n//79zJo1i3nz5uHrW/JcHxs3biQ4OJjAwEBsbGyKVVfnjG1ra8vkyZOxstJ+dlxcXPjiiy8IDg4u1MypIDExMcydO5dmzZrRpUsXcnNz2blzJzNmzGDBggXCMVggEAgETxfFVQB02NhUMVtWLremS2d9x8PGjYyHU6yI3E/JxttFPzvyqVvxJqQfMWfvDab0ro/aSIghe2vTO7wxyebvmlck1OgrN1N2XuFhAdMngNTcNL1rJ0VmsfrxcrJh9sDGxR9gMdHt+GdkZOgtIE2dEJjL8OHDqVSpEqtWrcLR0bFIh1WdvXxcXFyhcqbYvn076enpLF26VFpoBwQE8P7777N582YmTiyZieD+/fvZvHkzY8eONVisOzg4kJlp+L5mZGTg7u4OaE8FZDIZ9erVk8YF0LhxY+RyOZGRkQQEBODg4IBSqSQ3N1fvNCA9PR2ZTCa9D2vXrsXV1ZXx48frtTVq1Ch2797NG2+8UaLnNBehBJRjRJ4AgUAg0MfevnbRQkZo3myT2QnKKgLpOXl61y1m/UlChvEQiQWRySDDSDbYwsKDBu6+Lp1MnLpdtLJRUbiVdEsv5Kephfq1+Gt61/Ur1UdubqbrJ4jOBr2gfXt0dDSWlpaPZUrz/vvvk56ezrJly3BwcCg070CtWrWwtbXl0qVLvPjii8XuKyoqCh8fH72FtoWFBX5+fnp+DcXh9OnTrFixgmHDhtG9e3eD+z4+PkRE6Gfb1mg0REdH07RpUwBsbGwMcgvkR+d4rZv7mJgY/P0fnehFR0fj4eEhRQKKiooyCNtqa2tLlSpVuH//fvEfspiUv0+wQGLx4sWsWLFC759QAAQCwbPMc232laieq2trLCyKd/Rfnumx5Jj02m/SHj0FwNqy8J/2BftCjZaP617HaHlBhv5wxiy58kw1p2pFCxVCSk5KKY2kdKlcuTJVq1bl5MmTeuXHjx8nICBAb1FdXCwsLJg4cSINGzZk/vz5XLt2zaSstbU1vXr14vTp0/zzzz8G93NzcwkONh2219PTk+joaL3Y/yqVirt37xa6CDfFlStXWLhwIS+++CKvv/66UZkWLVoQHh7OvXuPQvAGBweTlpZGy5YtpbJWrVoREhKiN7bg4GDUajU1a9YEtCFI7ezsOHHihCSTl5fHqVOnJGdp0PpM3L59Wy/iUWZmJvfu3ZNCo5Yl4iRAIBAIBIKniNCgXoXeL+jkC3BwfEccrIu3JCgksmi5RaXWnoA4KhyLXddCbkFN55qEJYWhVJc81GZJyc7OlsJLxsXFkZmZKS32GzVqJCW9GjJkCF9++SWVK1eWkoWFhYUxb948vfYGDBhA165dGTt2rNljsLKyYsqUKUyZMoVZs2YxZ84ck5lthw0bRlhYGIGBgfTu3ZtmzZphaWlJeHg4e/bsoVWrVibt53v06MGBAwcICgqib9++yOVy9u3bx7179/jggw8kuZSUFK5evSq9zs7OluakRYsW2NjYEBUVxezZs/H29qZz587cuPEosICzszNVqmjNDNu3b8/WrVuZO3cuI0aMkJKFtWzZUsoRADBo0CCOHDlCUFAQ/fv3lyIXNWjQQMpmrFAoGDx4MJs2bcLZ2Znq1auzd+9e0tLSGDRokNRWr169mD17NosWLZJ8An799VeUSiU9evQw+30pKUIJEAgEAoGggqIpRvrgHe+1Y9CKU3plN2b1pN4X+6jlWbSteHpOnp6isHdsB/MHWk54kFl8U5L0XK09vaetJ5b/RpeKy4zD0674O9KPQ0pKisFCXnc9Z84cGjfWmjJ17NiRnJwctm3bxrZt2/Dx8WHy5MkGZidqtRqVytAsrCjs7OyYMWMGn332GdOnT2f+/PlG5RQKBTNnzmTv3r0cOXKEP/74A41GIy3GdUm+jFGrVi0CAwPZvHkzS5cuRa1WU61aNaZPn06jRo0kucjISJNz8uOPP2JjY0NoaCgZGRlkZGTw6aef6sl26dKFceO0WcgtLS0JDAxk5cqVLFq0CLlcTrt27Rg9erReHQ8PD+bMmcMPP/zA3Llzsba25rnnnmPUqFF6zvqDBw8GYOfOnaSkpFCjRg1mzpypZ5L13HPP8dlnn7Fjxw4WLFiApaUlNWrUYM6cOXh7e5ucn9JCKAECgUAgEFRQPt9xRe/ax9XWhCTUr+xkUGZjZcHdeeaZmaZlK/l48+VH7VUxbK+8o1QVfwc/7V+nYDdb08mhngReXl7s3r3bLNkePXoUuZNsTluNGzc2Kufs7Mx3330nXXt7exuVs7KyYsCAASWKKBQQEFBkpB1T48tPt27d6Natm1l9VqpUicmTJxcpV6NGDebOnVuojEwm45VXXuGVV14pVO755583SO72pBA+AQKBQCAQVEDO301k87ko6dpOYcGS15qalLdV6Dv+tq9lXrbmne+1AyArV8XBkIcAfNazYiVd05GhzJBeu9qYF34xMTuxaCGBoAIilACBQCAQCCogyZn6u9rXZ/aklV/hu9Utqj9a+K4bZV5G0qa+LgBM/fWqVNa4qrOZoyy/OCkq3kmGQFCaCHOgcowIESoQCASCgnz5SgATtgYTmfgoprm5Jj0/vdmKgMADAMjl5nn26uyc82cIfr62u7nDLbc4KLR+EFl5WdhamjajKoi7rTvxWfGoNepyGSZUIDAXoQSUYxYvXoydnd1/PQyBQCAQlCPqeGkj28z8/ToAVhbmh+lxsLZkTAd/PuhSsnwL5ZHguGB8HX1xszHPZt/bQd/hMiY9hloutQqt42T96NRAt/BPzkk2u0+BoDwiVFiBQCAQCCoQjX30TXGuz+xpdl0LuYwpfRrgbFvyePHljdH7R/NH+B9my9sUyBeRk5dTZB13m0cnHy42LgDcTy/7ZE4CQVkilACBQCAQCCowVhZl/1P+UtNHu+fvdDQeF/6/QiaTSfH/zcHGsvhJ4/KHfrSSPz0KlODZRigBAoFAIBBUMHzdzLdhLw2+fLWp9PrzXvWfaN9FkZ2XTZoyrUi5LGUWoL+gN1chMGX7n5SdZFZ9gaA8IpQAgUAgEAgqGLNf0iaGKm6W35JiYaYT8X+BBg3fBX9XpNzDzIcGZa7W5oUJVVgo9K51GYfvpd8zq75AUB4RjsECgUAgEFQwXqjjwY1ZPbGxsihauJToUs+TYW2qPbH+iktydrJkr2+M/DkCdDgqHLmfcR+VWoWF3HAuTZkZuVi7SEnEBIKKilACyjEiRKhAIBAITPEkFQDQhhctz0w+MZkV3VYUq47OzOd+xn18HH0M7mfmZRqUwb/Rgv7VATQajZ6JkUBQURBKQDlGhAgVCAQCgcA8jsccL3Yd3e5/Sk6KUSXAnAhAUWlRVHPSPyGJSo2ikm0l7KxK7zf83r177Ny5k9DQUCIiIvDx8WH58uUGcsePH+f48eOEhYWRkJDAW2+9xaBBg0rU55UrV5g8eTKLFy+mdu1HYWVPnTrFggUL6NSpE2PHjuXatWtG5ZRKJXv37uXo0aNER0ejVqvx9vambdu29O/fHwcHB5N9R0REsHr1asLCwlCpVPj5+TF06FCaNGkiydy8eZM9e/YQGhpKTEwMLVq0YPr06XrtJCYmsmvXLi5dusSDBw+ws7OjYcOGjBw5Ek9PTz3ZhIQEVq5cyeXLl7GwsKBt27aMHj3aYC2Wm5vLli1bOHLkCImJibi4uNChQwdGjRolyWg0GrZt28bevXtJTU3F39+f0aNHU6+efrbta9eusWHDBu7cuYNcLqd27dqMHDmSGjXK3gG/wioBWVlZ7Nixg7CwMMLCwkhPT+ejjz6iW7duBrK3bt1i3bp1hISEAFC3bl3eeustgwlesmQJhw8fNtnn6tWrqVSpkvSlMMbChQsN3mClUsmGDRs4cuQI6enp+Pn5MXz4cJo1a1bcxxYIBAKBQJCPme1mMu3UNLNkna2Ll+lYjdrkvepO1YlIjTBqFpSam4qDwqFUlYDIyEjOnz9PnTp10Gg0qNXGx3by5EkePnxIq1at2LdvX6n1r+PMmTMsXLiQF154gbFjxxpYLOjIzc1l+vTphIaG0qdPH4YPH46VlRV37txh9+7dZGRkMGbMGKN1U1JSmDp1Kl5eXowdOxZLS0t2797NjBkzWLx4MX5+fgCEhIRw/fp16tSpQ25urtG2bt26xenTp+nWrRt169YlNTWVX375hQkTJvDNN9/g7Kz9TOTl5UkKxCeffEJOTg4//fQTCxcu1FMs1Go1QUFBPHjwgCFDhuDl5UVcXBzR0dF6/W7bto2NGzcycuRI/P392bNnD9OmTWPZsmVUrlwZgOjoaKZNm0aTJk2YOHEiSqWSrVu3MnXqVJYvX46rq3k+KyWlwioBqampbN68GQ8PD/z9/bly5YpRuVu3bvHZZ5/h7u7OkCFD0Gg07Nmzh88//5wvv/wSH59Hmn+vXr1o2rSpXn2NRsOKFSvw9PSkUqVKevf69eunp/ECVKlSxWAMS5cu5eTJk/Tv3x9vb28OHTpEYGAgs2fPpmHDhiWcAYFAIBAIBANrDywzJaCw0KOmIgtpNBoActXGF6UlpXXr1jz33HOAdtPy1q1bRuU+/fRTaWFe2krA+fPnmTdvHu3bt+ejjz4yqQAAbNiwgevXrxMYGKi3tmrSpAm9e/eWNmaNERwcTHJyMosWLcLLywuARo0aMXToUP7++29JCejbty/9+/cH4PPPPzfaVoMGDfj222+xsHhkPle/fn1GjRrF4cOHGThwIKBVniIjI1mxYoW0NrS3t2f69OmEhYVRp04dAA4ePEhYWBgrVqzAzc14srjc3Fy2bdvGwIEDeemll6RxvPvuu+zYsYP33nsPgNOnTwMwadIkrK2tAfDz82PMmDFcunSJLl26mJyj0qDCKgFubm6sXbsWV1dXbt68yfjx443KbdiwAYVCwcKFC3Fy0mb869SpE++++y5r167V29GvV6+e0WOanJwcOnXqZNB2w4YNad++faHjDAsL49ixY3rHcV26dOGDDz5g9erVLFy4sDiPLRAIBAKBoADfdfuOdw++y8dHPmZp56Um5QqL8a/WqE2GAjWGhcy4T4bOAdne0t7stsyhsAV3SeSKy8WLF5kzZw5t27Zl3LhxeovqguTk5PDHH3/Qpk0bg81VAIVCQUBAgMn6eXl5gHYRnr+OpaWlpGSBec9qzOTI3d0dZ2dnEhMTpbILFy7g5+entzncrFkzHB0dpRMYgAMHDtC+fXuTCgBoTygyMzN5/vnnpTIrKyvatm0rLfwBVCoVVlZWKBSPok/lf+aypsKGCLWysjLrmOTatWsEBARICgBoFYiGDRty7tw5srKyCq3/119/IZPJ6Nixo9H7mZmZqFSmdwpOnjyJXC6nZ89HGR0VCgXdu3fnxo0bxMXFFfkMAoFAIBAITNO+qnZD7lDkIaP3lWolYHz3XmfPn39xaQ4ymQxXG8N1iAZtO/ZWT24xVxL69evHkiVLzJINDg5m9uzZtG7dmgkTJhSqAIDWCiMrK4sWLVqUaGytW7fGxcWFVatWkZiYSEpKCmvWrEEmk9G5c+cStZmfmJgYkpOT9Rb80dHRetegfY99fHwkU5+8vDxu376Np6cnixcvZvDgwbz66qvMmzePpKQkvbYAg/Z8fX2Ji4sjJ0ebpfqFF15ApVKxbt06UlNTSUhI4Mcff8Td3Z02bdo89nMWRYU9CTAXpVIpHbHkx9ramry8PCIiIgx2/3Xk5eVx4sQJ6tWrJx1H5eerr74iKysLuVxOw4YNeeuttwzMg+7cuUPVqlUNnEp0GmV4eDgeHh4lfTyBQCAQCARFEJEagae9p9F7upj/CdkJeNoZlzGFt4M3SdlJKNVK6ZQhK88wKVl5RC6XF7mY17FmzRp8fX2ZOHGiWXV0O+wlXd84ODgwf/58Zs6cyciRIwFwdHRkxowZkj19SdFoNHz//fe4ubnpbfCmp6cb3YW3t7cnLU3r95GWlkZeXh7bt2+nYcOGTJ48mdTUVH7++WfmzJkjWXekp6cb7PDrnkuj0ZCeno61tTXe3t4EBQURFBTE1q1bAfD09CQoKOiJnAg89UqAj48PoaGhqFQq6YOrVCoJCwsDtJ7gprh48SJpaWkGpkCWlpa0a9eOli1b4uTkRGRkJDt37mTSpEksWLCAmjVrSrKJiYlGTyx0ZYX1n5lpPDRZQaysrLCyEmnMBQKBQCDIVGaWyCE3LjMOz8NzIfVRRCBfndPvv4qCMXxz01BbKMBCu+Fop0zHV6PRr+NUBfqat+v+pNi1a5fZss2bN+fixYv8/vvvDBgwoAxHpSU5OZnZs2dTuXJlRo8ejVwuZ//+/cyaNYt58+bh6+tb4rY3btxIcHAwgYGB2NiYlzFah84Z29bWlsmTJ0trLxcXF7744guCg4MLNXMqSExMDHPnzqVZs2Z06dKF3Nxcdu7cyYwZM1iwYIFwDH5cevfuzYoVK1i2bBkvv/wyGo2GX375RTq2MeVNDlpTIEtLSz2bLtA6lNSv/yhteps2bWjfvj0ffvgha9euJTAwULqXm5trdIGu0w4L6/+tt94y6xmHDBnC0KFDzZIVCAQCgeBpZMELC/j02KcsubCEKc9NKVkjBRbqUfHXqGxfGWwrmaiglalkW0krB0Qn3kClVtHQ/ekJ/DF8+HAqVarEqlWrcHR0LNJhVWcvX1KT5+3bt5Oens7SpUulNVRAQADvv/8+mzdvZuLEiSVqd//+/WzevJmxY8caLNYdHByMbr5mZGTg7u4OaE8FZDIZ9erV01vbNW7cGLlcTmRkJAEBATg4OKBUKsnNzdU7DUhPT0cmk0l+Cjrf1vx+rY0bN2bUqFHs3r2bN954o0TPaS5PvRLQq1cv4uLi2LlzpxT+s1atWgwaNIgtW7aY1AKzsrI4c+YMzZo10/MnMIW3tzfPPfccp06d0jt1UCgUKJVKA3nd4r/gUVF+fv75Z7PyBIhTAIFAIBA86/Ty78Wnxz5lc+jmkisBRrC2MDQpLkhCVoKkBBQWUagi8/7775Oens6yZctwcHCgdevWJmVr1aqFra0tly5d4sUXXyx2X1FRUfj4+OitbywsLPDz8+PBgwclGv/p06dZsWIFw4YNo3v37gb3fXx8iIiI0CvTaDRER0dLzs02NjYGuQXyo1vv6XwBYmJi8Pf3l+5HR0fj4eEhmalHRUUZmKTb2tpSpUoV7t8vOkfF41JhHYOLwxtvvMG6deuYN28eX3/9NUuWLJEcgKpWrWq0zt9//20yKpAp3N3dycvLkxw+QKsN53cW0aErKxh2ND92dnZm/RNKgEAgEAgEpUueWhuhxkFhOqHVs4SFhQUTJ06kYcOGzJ8/n2vXrpmUtba2plevXpw+fZp//vnH4H5ubi7BwcEm63t6ehIdHa1nLaFSqbh7926hi3BTXLlyhYULF/Liiy/y+uuvG5Vp0aIF4eHh3Lt3TyoLDg4mLS2Nli1bSmWtWrUiJCREb2zBwcGo1WrJHLx+/frY2dlx4sQJSSYvL49Tp07pOUt7eHhw+/ZtPaf0zMxM7t27Z9QXtbR56k8CdDg4OOjF5L98+TLu7u4Gnts6jh49iq2tbaGabkEePHiAQqHQO13w9/fnn3/+ITMzU29XPzQ0VLovEAgEAoHgv8PZ2pmUnBS9slxV6cb5f1yys7O5cOECoDWzyczM5OTJk4A2hr4u6VVkZCRRUVFSvYiICE6ePIm1tbXeYnbAgAF07dqVsWPHmj0GKysrpkyZwpQpU5g1axZz5swxmdl22LBhhIWFERgYSO/evWnWrBmWlpaEh4ezZ88eWrVqZdJ+vkePHhw4cICgoCD69u2LXC5n37593Lt3jw8++ECSS0lJ4erVq9Lr7OxsaU5atGiBjY0NUVFRzJ49G29vbzp37syNGzek+s7OzlJ+p/bt27N161bmzp3LiBEjpGRhLVu2lIK5AAwaNIgjR44QFBRE//79SU5KZu26tTRo0EDKZqxQKBg8eDCbNm3C2dmZ6tWrs3fvXtLS0vSyN/fq1YvZs2ezaNEiySfg119/RalU0qNHD7Pfl5LyzCgB+Tl+/Dg3b95k1KhRRmPMpqSkEBwczAsvvGDUXCglJUX6sukIDw/n7NmztGjRQq/N9u3bs3PnTvbt2ye98UqlkoMHD1K3bl0RGUggEAgEgidAYZF/vB28DZQAY5mAjaGwUBgoDMXJN2AuKSkpzJs3T69Mdz1nzhwaN24MwIkTJ9i0aZMkc/jwYQ4fPoynpyerVq2SytVqdaEhzk1hZ2fHjBkz+Oyzz5g+fTrz5883KqdQKJg5cyZ79+7lyJEj/PHHH2g0GmkxrkvyZYxatWoRGBjI5s2bWbp0KWq1mmrVqjF9+nQaNWokyUVGRpqckx9//BEbGxtCQ0PJyMggIyODTz/9VE+2S5cujBs3DtAGfQkMDGTlypUsWrQIuVxOu3btGD16tF4dDw8P5syZww8//MDcuXNRWCloHdCSMR++oxcRavDgwQDs3LmTlJQUatSowcyZM/WiGz333HN89tln7NixgwULFmBpaUmNGjWYM2cO3t7eJuentJBpihsYtxzx+++/k5GRQUJCAn/88Qdt27aVjmL69u2Lvb09V69eZfPmzVLCh9DQUA4ePEjTpk2ZNm2a0VBXv//+OytXriQwMJDmzZsb3J8yZQoKhYJ69erh4uJCZGQk+/fvx9LSkoULFxp4rc+bN4+///6bAQMGUKVKFQ4fPkxYWBhBQUF6H2YdmZmZvPbaa/zyyy9m+QQIBAKBQCCA8UfH82fEn1wZeQXQ2lwvXryY/qP681y957C1sjVZ91r8Neq51cNCrl0XhCaGkqfOK9LBNy03jcjUSEnuWvw1/J39SxShSFCxyL2fDirtMtrS3Ra5zZPZW9d9rsePH280UpK568gKfRKwc+dOYmNjpevTp09Lmdg6deqEvb09lSpVQi6Xs2PHDrKysvDy8mL48OG89NJLJmPdHj16FBcXF5PHVG3atOGvv/5i165dZGZm4uzsTNu2bRkyZIhRzW38+PGsX7+eI0eOkJ6ejp+fH9OmTTOqAAgEAoFAICgZQ+oN4c+IP43es7QoesmTmpsqJQDT+QQUhY2FocWAsaRkgqcQ1aN99Lz4LBQ+pkPJlkcqtBKQ/1jLFFWqVGHmzJnFanfRokWF3u/fv3+hx1gFUSgUjBo1ilGjRhVrHOPHjzcwV+rTpw99+vQpVjsCgUAgEDwLNHI33FxTa7Sx3WUUnbzrXvo9o1mAC8PK4lFwjuL0JajYqLPNUxLLMxVaCXjaWbx4sTAHEggEAoHATGwtteY+idmJuNloY9XrMvhayst2yZPfurq8ZwsWPD558VkGZRqNpkK9989EiFCBQCAQCATPDuOPPkq+VNDhtzg4WRedJ0hHjiqHCuxmKSgG+d9ny0qP/EyUMen/xXBKjFACBAKBQCAQPFVceHihVNpxsDI/R8Dt5NvEZsUWLSio8ORf7MttLbH0fGS1oVFXHEVQKAECgUAgEAgE+dDZ9hfXPyAxK1E4BT+DyCwemQAp71Wc0wChBAgEAoFAIHjm8bDT5u1Jy03jQcaDErdjJbcqWkhQYTG60y+vOH4A+RFKgEAgEAgEgqcaZ4VzkTKu1tpd/8jUSJKyk0rcV1k7IAv+OzR5ar2dfl1I0ILOwOqsPFRpueXeNEgoAQKBQCAQCJ4a6rnVA0CpUkpl5mTwzR/qs7jUcKkhvRZKwNOL8kGG9NrCTd/sK79fgCo9F1VKDsr7GZRnxCe1HCPyBAgEAoFAUDwWvLCA/r/2JyX3UVSg4tr2FxdL2aPllLute5n0ce/ePXbu3EloaCgRERH4+PiwfPlyPZnMzEx+/fVXzp8/z71797CysqJ27dq88cYb+Pn5FbvPK1euMHnyZBYvXkzt2rWl8lOnTrFgwQI6derE2LFjuXbtmlE5pVLJ3r17OXr0KNHR0ajVary9vWnbti39+/fHwcG043VERASrV68mLCwMlUqFn58fQ4cOpUmTJpLMzZs32bNnD6GhocTExNCiRQumT5+u105iYiK7du3i0qVLPHjwADs7Oxo2bMjIkSPx9PTUk01ISGDlypVcvnwZCwsL2rZty+jRow3Ctecqc/l1xy6OHDlCYmIiLi4udOjQgeE9XsHS0w6ZXEbu/XR27v+N/ScOkpqair+/P6NHj6ZevXp6bV27do0NGzZw584d5HI5tWvXZuTIkdSoUYOyRigB5RiRJ0AgEAgEguLhaadd2AXHBuOj8gHMOwkoSCXbSiXqvyR9mUNkZCTnz5+nTp06aDQa1Gq1gUxcXBz79u2je/fuDB8+HKVSyc6dO/nkk09YsmQJvr6+jz2OM2fOsHDhQl544QXGjh1rsFmpIzc3l+nTpxMaGkqfPn0YPnw4VlZW3Llzh927d5ORkcGYMWOM1k1JSWHq1Kl4eXkxduxYLC0t2b17NzNmzGDx4sWSQhMSEsL169epU6cOubm5Rtu6desWp0+fplu3btStW5fU1FR++eUXJkyYwDfffIOzs9ZULC8vT1IgPvnkE3Jycvjpp59YuHChnmKhVquZ9+2XxCbHM2TIELy8vIiLiyM6Ohqrqg6SadDOA7v55fdtjBg0hJpN6rJnzx6mTZvGsmXLqFy5MgDR0dFMmzaNJk2aMHHiRJRKJVu3bmXq1KksX74cV9cyVl7LtHWBQCAQCASCJ4idpXbz7OOjH2OVakVtahdR4xEWcgtUahUAjgpHs+tZyi2xtrTWOxEobVq3bs1zzz0HwJIlS7h165aBjJeXF99//z02No9MVZo0acLbb7/N3r17eeeddx5rDOfPn2fevHm0b9+ejz76yKQCALBhwwauX79OYGAgTZs21RtP7969CQkJMVk3ODiY5ORkFi1ahJeXFwCNGjVi6NCh/P3335IS0LdvX/r37w/A559/brStBg0a8O2332JhYSGV1a9fn1GjRnH48GEGDhwIwMmTJ4mMjGTFihX4+GiVR3t7e6ZPn05YWBg1vbV9Hj79FzcjbvPtt9/i5uZmtM/c3Fx27ttF/6696du5FwofRxo0aMC7777Ljh07eO+99wA4ffo0AJMmTcLa2hoAPz8/xowZw6VLl+jSpYvJOSoNhE+AQCAQCASCp4bHydiqsFBIr20szA/1KZPJqOVSCz9nvxL3XRSFLbh12NjY6CkAALa2tlSpUoWEhITH6v/ixYvMmTOHtm3bMm7cOL1FdUFycnL4448/aNOmjZ4CoEOhUBAQEGCyfl5eHqBdhOevY2lpqZeoy5w5cXBwMBiru7s7zs7OJCYmSmUXLlzAz89PUgAAmjVrhqOjI+fPn0eTo1UOD544wvPPP29SAQDtCUVmdhbtWjwnlVlZWdG2bVsuXHiUw0KlUmFlZYVC8ehzl/+ZyxqhBAgEAoFAIBAA7jZae34ruRUWctOL3IpEeno6ERERBqZA/fr1Y8mSJWa1ERwczOzZs2ndujUTJkwoVAEArQlOVlYWLVq0KNGYW7dujYuLC6tWrSIxMZGUlBTWrFmDTCajc+fOJWozPzExMSQnJ+st+KOjo/WuQavc+fj4EB0djUxhQZ4qj/CocDw9PVm8eDGDBw/m1VdfZd68eSQlJem1BVC1srdee76+vsTFxZGTkwPACy+8gEqlYt26daSmppKQkMCPP/6Iu7s7bdq0eeznLAqhBAgEAoFAIHiqqONap0T1nKydsLWypapj1VIe0X/H6tWrkclk9OrVS69cLpcXuZjXsWbNGry8vJg4caJZdXQ77B4eHsUfMNrd+/nz5xMSEsLIkSMZPnw4Bw4cYMaMGZI9fUnRaDR8//33uLm50bFjR6k8PT3d6C68vb09aWlpyG0tSUtPJ0+lYvv27aSlpTF58mTee+89QkJCmDNnjl5bVlZW2FdzxaryozYdHBzQaDSkp2vDjHp7exMUFMSff/7JsGHDePPNN7l69SpBQUFP5ERA+AQIBAKBQCB4qtjcdzPN1zUHwEnhVKy6le0qPzUJvw4ePMj+/fv5+OOPcXfXj1q0a9cus9tp3rw5Fy9e5Pfff2fAgAGlPUwDkpOTmT17NpUrV2b06NHI5XL279/PrFmzmDdv3mM5OG/cuJHg4GACAwMNTKcKxUKG3ElrtmNra8vkyZOxstJ+TlxcXPjiiy8IDg7WM3OSWRS+1x4TE8PcuXNp1qwZXbp00foS7NzJjBkzWLBggXAMfpYRIUIFAoFAICg++RfxdlbmR9mbdXoWsZmxpT4eTztPvmj7Ram3Wxjnz5/nm2++4bXXXqNr166P1dbw4cOpVKkSq1atwtHRsUiHVZ29fFxcXIn62759O+np6SxdulRaaAcEBPD++++zefNmJk6cWKJ29+/fz+bNmxk7dqyBT4KDgwOZmZkGdTIyMnB3d0cmk+Ho4YxMJqNevXrSuAAaN26MXC4nMjKSgIAAHBwcUCqV5Obm6tn7p6enI5PJpNCoa9euxdXVlfHjx+u1NWrUKHbv3s0bb7xRouc0F6EElGNEiFCBQCAQCErGxREXabO8TbFCdj7phXpZcePGDebNm0eXLl0YPnx4qbT5/vvvk56ezrJly3BwcKB169YmZWvVqoWtrS2XLl3ixRdfLHZfUVFR+Pj46C20LSws8PPz48GDByUa/+nTp1mxYgXDhg2je/fuBvd9fHyIiIjQK9NoNERHR0vOzTY2Nga5BfKjVCqltkC70+/v7y/dj46OxsPDQ4oEFBUVZZA3QOfIff/+/eI/ZDERPgECgUAgEAieOqzkVvz04k//9TCeOJGRkcycOZMmTZrw/vvvl1q7FhYWTJw4kYYNGzJ//nyuXbtmUtba2ppevXpx+vRp/vnnH4P7ubm5BAcHm6zv6elJdHS0Xux/lUrF3bt3C12Em+LKlSssXLiQF198kddff92oTIsWLQgPD+fevXtSWXBwMGlpabRs2VIqa9WqFSEhIXpjCw4ORq1WU7NmTUAbgtTOzo4TJ05IMnl5eZw6dUrPWdrDw4Pbt2/rRTzKzMzk3r17UmjUskScBAgEAoFAIHgqKWnCr/JIdna2FF4yLi6OzMxMTp48CWhj6Ds7O5OcnMz06dNRKBQMGDCAmzdvSvXt7OyoVq2adD1gwAC6du3K2LFjzR6DlZUVU6ZMYcqUKcyaNYs5c+aYzGw7bNgwwsLCCAwMpHfv3jRr1gxLS0vCw8PZs2cPrVq1MhkmtEePHhw4cICgoCD69u2LXC5n37593Lt3jw8++ECSS0lJ4erVq9Lr7OxsaU5atGiBjY0NUVFRzJ49G29vbzp37syNGzek+s7OzlSpUgWA9u3bs3XrVubOncuIESOkZGEtW7akTp1HjuaDBg3iyJEjBAUF0b9/fylyUYMGDaRsxgqFgsGDB7Np0yacnZ2pXr06e/fuJS0tjUGDBklt9erVi9mzZ7No0SLJJ+DXX39FqVTSo0cPs9+XkiKUAIFAIBAIBIJyTkpKCvPmzdMr013PmTOHxo0bExUVRXx8PABTp07Vk23UqBFz586VrtVqNSqVqtjjsLOzY8aMGXz22WdMnz6d+fPnG5VTKBTMnDmTvXv3cuTIEf744w80Go20GNcl+TJGrVq1CAwMZPPmzSxduhS1Wk21atWYPn06jRo1kuQiIyNNzsmPP/6IjY0NoaGhZGRkkJGRwaeffqon26VLF8aNGweApaUlgYGBrFy5kkWLFiGXy2nXrh2jR4/Wq+Ph4cGcOXP44YcfmDt3LtbW1jz33HOMGjVKL0fF4MGDAdi5cycpKSnUqFGDmTNn6kU3eu655/jss8/YsWMHCxYswNLSkho1ajBnzhy8vfXDi5YFMk3+MwhBuSAzM5PXXnuNX3755an2CdClx37llVf07P4ExUPMY+kg5rF0EPNYOoh5LB3Cw8OZO3cuU6dO1dsFFxQPtVpNUlISrq6uZiXoEhintOYxKiqKxYsXM378eKORksxdR4p3UvCfoVQq2bRpk+RIIygZYh5LBzGPpYOYx9JBzGPpkJeXR0ZGBmK/8/HQaDQkJiaKeXxMyts8CiVAIBAIBAKBQCB4xhA+AeUYkSdAIBAIBAKBQFAWVFglICsrix07dhAWFkZYWBjp6el89NFHdOvWzUD21q1brFu3jpCQEADq1q3LW2+9ZeDRfuXKFSZPnmy0v4ULF+rFclUqlWzYsIEjR46Qnp6On58fw4cPp1mzZgZ1iyObH5EnQCAQCAQCgUBQFlRYc6DU1FQ2b95MVFSUXiKGgty6dYvPPvuMBw8eMGTIEF5//XXu3bvH559/TnR0tNE6/fr1Y/z48Xr/dCGkdCxdupRff/2Vjh07MmbMGORyOYGBgUbj5hZHtjTZs2dPhWiztCntMYp5LJ/tlVWbpY2Yx9JBzOPjUxGeubzPIUBycnK5b7MsxljaiHksHR7nO1NhlQA3NzfWrl3LTz/9xFtvvWVSbsOGDSgUChYuXMjAgQMZNGgQCxcuRKPRsHbtWqN1GjZsSOfOnfX+OTs7S/fDwsI4duwYb7zxBqNGjaJnz57Mnj0bT09PVq9erddWcWRLm4rwB78sqAg/SmIey2+bpY2Yx9JBzOPjUxGeubzPIWhDdZb3NstijKWNmMfS4ZlUAqysrHB1dS1S7tq1awQEBODk5CSVubm50bBhQ86dO0dWVpbRepmZmSbj5548eRK5XE7Pnj2lMoVCQffu3blx4wZxcXElkhUIBAKBQCAQCJ4EFdYnwFyUSiXW1tYG5dbW1uTl5REREaFn6w/w1VdfkZWVhVwup2HDhrz11lvUrl1bun/nzh2qVq1qYK+vyygXHh6Oh4dHsWUFAoFAIBAIBIInwVOvBPj4+BAaGopKpcLCwgLQKgZhYWEAJCQkSLKWlpa0a9eOli1b4uTkRGRkJDt37mTSpEksWLCAmjVrApCYmGj0FEJXlr/N4sgWJDMz06xntLKyEslkBAKBQCAQCARm89QrAb1792bFihUsW7aMl19+GY1Gwy+//EJSUhIAubm5kmz9+vWpX7++dN2mTRvat2/Phx9+yNq1awkMDJTqGFt0KxQKgzaLI6tDl0SiMF+H/AwePJhXXnnFoFytVputSJhLabapa6c8j7Es2ivtNsU8inksT22KeSy/81jen7ks2svOzpbaNWXiWxJKs62yarM021Or1Xr/lxZiHkvejlqtJjs72+h3RnddVFIymaa8pC17DG7evMn48eNNhghdu3YtO3fuJC8vD4BatWrRvHlztmzZwuTJk2nbtm2h7S9cuJBTp06xbds2LCwseP/993FxcWH27Nl6cpGRkbz//vu899579OrVC6BYsjri4+PNVgAEAoFAIBCYxsnJif/97394eXn910N5LOLi4jh69CgRERE8ePAAT09PPv30UwO53377jZCQECmyjaenJ506dSoyLLkxEhMTCQoKYuTIkQQEBEjl4eHhfP/99/j5+TFq1CjS0tKMymk0Gs6fP8/ff//N/fv3USqVuLm50aBBAzp16qQXdMVY33v27OHWrVvk5ubi6elJly5d9No3Z06ys7M5evQoISEhxMXFYWlpSbVq1ejduzfe3t56sllZWezatYsrV66gVqupW7cugwYN0vMrBe0i/Pjx45w+fZqEhATs7OyoXbs2w4cP15P7+++/OXLkCElJSXh4eNC7d28aNmyoJ3P//n327NlDREQEKpUKb29vXnzxRT0z9II8fPiQb7/9ltTUVJMyAD///DPu7u4m7z/1JwEAb7zxBoMGDSIiIgJ7e3v8/PykyEBVq1Ytsr67uzt5eXnk5ORgZ2eHm5ubUTMe3elCpUqVpLLiyOav8/PPP2Nra4tMJjPvIQUCgUAgEOgRExPDN998g6+vLz4+Pv/1cB6LuLg4wsLCqFOnDlZWVmg0GoN8R6D1eezTpw8+Pj7IZDJOnTrFunXrcHd3p2PHjsXq097eHgAvLy+pr7CwMFatWkXdunWZMmUK1tbWPHz40EBOo9GwePFiTp48SZcuXRgyZAh2dnZERUWxf/9+9u3bx+eff260X6VSyeLFiwF45513cHBw4OjRo6xdu5Zp06ZJCo05cxIREcG5c+fo1q0bDRo0QKlU8uuvv/L111+zaNEifH19JdnAwEBpk1ahULB+/XpWr17Nl19+KZmUAyxfvpxz587x6quvUq1aNZKSkggJCdHr+/jx42zdupXBgwfTpEkTTpw4werVq5kzZw5169YFtOHuAwMDqVy5Mh999BGWlpb8/vvv/PjjjyxcuBA/Pz+j86NQKHB3d2fGjBlG17EajYasrCzc3NxMvLNangklAMDBwUFP+7p8+TLu7u5m/VF48OABCoUCGxsbAPz9/fnnn3/IzMzUc/gNDQ2V7usojqwOuVxeqOYmEAgEAoGgaGxsbJDL5cjlcr1FXEXkueeeo127dgAsWbKEW7duGX2mDz74QO+6ZcuWREdHc+TIEbp06VKsPnXt6+bv5s2bBAYGUqtWLaZNmyYFXikoB9rQlcePH2fs2LF0795dajMgIIBevXpx6dIlk+/JzZs3iY6OZs6cOTRu3BiAZs2acf36dU6dOkXLli3NnhNvb2++//57aQ0H0LRpU95++23279/PO++8A8CNGze4dOkSgYGBNG/eHABfX1/ee+89zpw5Q4cOHQAIDg7m8OHDLF26VG+R3qlTJ71+N2/eTIcOHXjjjTekPiMiItiyZQszZswAtElqU1JS+PLLL6WTqiZNmjB06FDOnTsn+aIWRPeZtrGxMZlUVqfAFUaFDRH6OBw/fpybN2/Sv39/5PJHU2AsHmx4eDhnz56lWbNmkmz79u1Rq9Xs27dPklMqlRw8eJC6devqRfspjqxAIBAIBAKBMfKvV4qLo6OjZBJdUm7fvs20adPw8/Pjiy++MBp5MT+//vorNWvW1FMAdFhYWEgLeWPo7PDzL3Dlcjl2dnZ6du7mzImNjY2eAgBga2tLlSpV9Cw1zp8/j729vZ7ZlI+PD/7+/pw/f14q279/P40bNza5Sw/azeOYmBief/55vfIOHToQHByMUqkEkN6T/At2hUKBpaVlkfb8pUGFPgn4/fffycjIkN7Es2fPSq/79u2Lvb09V69eZfPmzTRr1gxHR0dCQ0M5ePAgzZs3p3///nrtLViwAIVCQb169XBxcSEyMpL9+/djbW3NyJEjJbm6devSvn171q5dS0pKClWqVOHw4cPExsYyduxYvTaLIysQCAQCgUDwuGg0GtRqNVlZWZw9e5ZLly4xYcIEPZm3334bT09P5s6dW2R74eHhLF++nGrVqjF9+nSDRXVB4uPjefDggdGgJeZQr149qlWrxrp163j33XdxcHDgyJEjxMTE8P7775eozfykp6cTERFB06ZNpbLo6GjJhCo/vr6+xMTESNehoaG0BMBrjAAASLNJREFUbt2aH374gUOHDqFUKmnUqBH/93//J5nmREdHAxhYm/j6+pKXl8eDBw/w9fWldevWuLi4sGrVKkaMGIGFhQU7d+5EJpPRuXPnx37OoqjQSsDOnTuJjY2Vrk+fPs3p06cB7bGMvb09lSpVQi6Xs2PHDrKysvDy8mL48OG89NJLBkdGbdq04a+//mLXrl1kZmbi7OxM27ZtGTJkiIHzyPjx41m/fj1HjhwhPT0dPz8/pk2bRqNGjQzGWRxZgUAgEAgEgschODiYL774AtDuur/zzju0b99eT8bCwsLs04VffvkFR0dHpk+fjq2tbZHyug3Zklo7WFhYMHv2bIKCghgzZgyg3SGfOHGiQW6nkrB69WpkMpleYJaMjAyjJjQODg6kpaVJ10lJSRw6dAhfX18mTJhAXl4e69atY9q0aXz77bcoFArS09OlugXbAvTuz58/n5kzZ0qbzY6OjsyYMYPKlSs/9nMWRYVWAlatWlWkTJUqVZg5c6ZZ7fXv39/gdMAUCoWCUaNGMWrUqFKVraiEhYVx+PBh/vnnH2JjY3F0dKRu3bqMGDHCwGlFqVSyYcMGPaVo+PDhRiMXFEf2aeSXX35h/fr1VKtWjeXLl+vdE/NYNLdu3WLTpk1cv36d3NxcKleuzIsvvqj3PRfzWDj37t1j/fr1XL9+nbS0NDw8POjYsSMDBw7U2w0U86iNLLJjxw7CwsIICwsjPT3dZNS6spivp2VezZ3H4vzugDaiS2JiImlpaahUKqytralUqZKBTbW5cuWZOnXqsGjRImJjY7l06RIrV64kPj6eAQMGSJFuvv/+e6N1ExMTSUhI0POFbN68ORcvXmTDhg28/fbbBvNjKoxmRkYG4eHhxZ7HnJwc5s2bh0ajYfLkydjZ2XHy5EkWLVrEjBkzJD+BknDw4EH279/Pxx9/bJb/pUajQaVSERMTQ05ODmq1mry8PKZOnSrlfPL19eX999/nr7/+okOHDlLwl/DwcFJTU3F2dsbFxUWvXbVazd27d5k3bx4uLi689NJLODs7c/ToUWbNmsW8efPw9fU1+nnUhb59XCq0EiAoP2zfvp2QkBDat2+Pn58fycnJ/P7773z88ccsWrSI6tWrS7JLly7l5MmT9O/fH29vbw4dOkRgYCCzZ882CJ1VHNmnjfj4eLZu3Wry2FXMY+FcvHiRWbNmUbNmTV577TVsbW25f/++QbQuMY+miYuLY/z48djb29OnTx8cHR25ceMGGzdu5Pbt20ydOlWSFfOojfSxefNmPDw88Pf358qVKyZly2K+npZ5NXcei/O7AxAbG0t6ejouLi5YWVmRmprKvXv3qFq1qrS7fX/GDDIio8jLy8PKygq5XEaWMo9ItRobG5sSOxdbenlS5V9n0CeBnZ0dNWrUQC6X079/f1QqFb/99hv9+vUrtJ5SqSQpKcnghKBHjx7Uq1ePjRs3IpPJ6NSpk9485rfKgEeRD+/du0enTp1Mzrcp/vzzT8LCwvj555+lMKIBAQHcv3+ftWvXsnDhwuJOCaC1+//mm2947bXX6Nq1q949e3t74uPjDeqkpaVhbW2NUqlEoVBga2uLh4eHXiJYHx8fKlWqxO3bt/H395d+t21tbbG3t5ds//OfAMTGxrJz506ysrKYM2cOWVlZ5OTkMHbsWCZMmMDmzZuZOHGi0c9tbGys0TxTxUUoAYJS4aWXXuKTTz7RS4zWoUMHPvjgA7Zt2ybZIoaFhXHs2DHeeustBg0aBECXLl344IMPWL16td4XuziyTyM//fQTdevWRa1WG8QCFvNYOJmZmSxZsoRWrVoxadIkk0feYh4L58iRI2RkZDB//nxpQdWzZ080Gg2HDx8mPT0dBwcHMY//4ubmxtq1a3F1dZXy1xijLObraZpXc+fR3N8d0CbmzM7Oxt3dXVq8OTo6EhkZSXx8vBQm0nXSJNKjovDKJ6dWq4mMjMTCwkIvnGR5x8LCAn9/fywtLWnYsCGHDx8mNTXVYEc6PwkJCdjY2Ei73/kZMmQISUlJ7Nq1C1dXV15++WVAO48FlQAHBwcqVarErVu3pN12Y/NtisjISCpVqmSQR6BGjRocPnzY3CnQ48aNG8ybN48uXboYxPMH7UI+ODgYjUaj5xdw7949atasiZ+fH9nZ2VSuXNnkyUdKSgr29vaSr0FKSopeEtro6GgsLS1xcXHhwYMHJCYmUq1aNdzd3aXPWWJiIn5+fjx48IDs7GzS0tIMPrcxMTFkZGSUaB7y80xGBxKUPvXr1zfIjOzt7U21atWIioqSyk6ePIlcLqdnz55SmUKhoHv37ty4cYO4uLgSyT5tXL16lZMnT0q2kAUR81g4f/31F8nJyYwYMQK5XC5lVSyImMfC0WWdLLhocHV1RS6XY2mp3UcS86jFyspKb3fQFGUxX0/TvJo7j+b+7oD2syyTyfSSPsnlcpycnMjOzpaitaSnp5slVxHI/x29ceMGNjY2ODo6mpTPysoiPT29UBOZV155hRYtWrB27VqOHz8u9aOzdc+/492pUyfCw8M5dOiQJKebx5ycHC5cuGCyH09PT+Lj4w2iNt66dQtPT08znl6fyMhIZs6cSZMmTUw6Frds2ZL09HSCg4OlspiYGO7cuUOrVq2ksgYNGhAdHS2Z/ABERUURHx9P1apVqVSpElWqVMHb25sTJ07o9XH8+HECAgLIyclBJpPh7e1NdHQ0ubm50vxkZmYSHh6Op6enyc+jg4ODdGrzOIiTAEGZodFoSE5Oplq1alLZnTt3qFq1qoFNYJ06dQCt/ZzOkag4sk8TKpWKlStX0qNHD5MhyMQ8Fs7ly5exs7MjISGB2bNnExMTg42NDZ07d2b06NEoFApAzGNRNG7cmO3bt/P1118zdOhQyRzojz/+oG/fvtKRt5jH4lEW8yXmVYux3x3QngQ4OTkZmPPoPsO5ublYWVmRk5ODlZVVkXL/BdnZ2dLCOS4ujszMTE6ePAlAo0aNcHZ2Jjw8nNWrV/P888/j6elJdnY2586d4+DBg/Tu3Vvvuf7v//4PDw8PZs+ejUajIS4uDicnp0JDf+bm5vLGG28gk8lYvHgx9vb2NG/eXKqjUwJycnLo1KkTcXFxLFu2jJCQENq0aYNMJuPatWssW7aMypUr06JFC6P9dOzYka1btzJjxgwGDx6Mra0tJ0+e5J9//tE7GTJnTpKTk5k+fToKhYIBAwZw8+ZNqb6dnZ30WalXrx7Nmzfnq6++4u2330ahULBu3Tr8/PykXASgzU1w+vRpZs6cyWuvvUZeXh7r16/Hw8ODFi1akJeXx/379+nSpQsbNmzAycmJNm3acPLkScLCwpg3b570OXvxxRf5888/CQoKom/fviiVSn7//Xfu37/Phx9+aPLzqJvv6OhomjRpYvL9KgqhBAjKjKNHj5KQkMCwYcOkssTERKM7PLqy/PbaxZF9mti3bx9xcXEEBQWZlBHzWDj37t1DpVIRFBRE9+7deeONN7hy5YoUVnjixImAmMeiaNGiBcOHD2fLli2cOXNGKn/11VcZMWKEdC3msXiUxXyJedVi7HcHtItT3a54fnSLK93i1Vy5/4KUlBTmzZunV6a71iXVcnFxwcHBgc2bN5OUlIS9vT1Vq1Zl4sSJBtFmVCqVdEKakpKCUqk0iIRYkLy8PKytrZk0aRJffPEFc+fOZdasWVJUHV17Op+KTz75hGbNmnHgwAGOHTuGUqnE1dWVVq1a8frrr5vsR6ecrF+/nu+++46cnBy8vb0ZP368XuhMc+ZEt0sP6PkxgVZRyB8i9dNPP2XVqlV88803qNVqmjZtyjvvvKO3CLexsWHy5Mls2rSJL7/8EplMRvPmzenVqxcKhYL79+/j5OREnz59pAzAf/zxBz4+PkyePJl69eoRERGBpaUl1atXJzAwkM2bN7N06VLUajWenp588sknNGrUSJIriG48ycnJhb5fRSGUAEGZEBUVxXfffUe9evX0MhSa2kXR7czmd3QpjuzTQmpqKhs2bOC1114zsIXMj5jHwtEdN/fq1UvKBtmuXTvy8vLYt28fw4YNw9vbW8yjGXh6etKoUSPatWuHo6Mj58+fZ+vWrbi6utK3b19AfB6LS1nMl5hX0787gIGdtw6dv5AuMZO5cv8FXl5e7N69u1AZV1dXaZMjP9nZ2QYmUroIiyqVisTERNzc3AwWnAX71M2PtbU1CxYskMqVSiWLFy+WTpt0cjKZjG7dukmRnZRKJXfv3sXDw6NQ3wSAWrVqSZl1TWHOnDRu3LhIGR329vaMHTu2yDxOnp6eUghWHXfv3kWpVOLs7CzNw8svv0yHDh1ISUmhevXq0vcx/+csICCAgIAAQH9+CsrlR1f2uOZpQgkQlDpJSUnMnDkTOzs7Jk2apKdBKxQKox9a3Q+U7gtSXNmnhfXr1+Pg4CAtrkwh5rFwdM/0wgsv6JV37NiRffv2cePGDby9vcU8FsGxY8f45ptvWLlypWQn3K5dO9RqNatXr+aFF17AyclJzGMxKYv5etbntbDfHdAumowt4HU717pFlblyTxMJCQnI5fJCN550iHk0je6ZCvpdODo6kpKSQnZ2tvQ9fNx51JU9rmmacAwWlCoZGRnMmDGDjIwMAgMDpTBhOtzc3Iw6sujK8ssXR/Zp4N69e+zfv59+/fqRmJjIw4cPefjwIUqlEpVKxcOHD6WEJWIeC8fNzQ0wdGjV/cjpwrSJeSycvXv3UrNmTQNHwTZt2pCTk8OdO3cAMY/FpSzm61me16J+dwAsLS2NmvLoorzodsDNlXtayM3NlSIGqVQqlEolSqVSWmTqfn90iHk0je6ZCiqguuv8wSlKax6LOk0pCqEECEqN3NxcZs2aRUxMDNOmTTNwzALw9/cnJiZGijqiIzQ0VLpfEtmngYSEBNRqNd9//z2jR4+W/oWGhhITE8Po0aPZvHkzIOaxKGrVqgUY2kEnJiYCSJEWxDwWTnJystGoSrofJd0PkZjH4lEW8/Wszqs5vzvw6KSkYGhHXdIl3Q6tLh58UXJPC3l5eZJT8N27d6V/2dnZ5ObmcvfuXenvJpg/P8/aPAIGztE6dNf5lYPHncecnBxAG9b0cRBKgKBUUKlULFiwgBs3bjBp0iSTab3bt2+PWq1m3759UplSqeTgwYPUrVtXL3pFcWSfBqpVq8bkyZMN/lWrVg0PDw8mT55M9+7dATGPRfH8888D2oQz+Tlw4AAWFhZStkkxj4Xj7e3N7du3iYmJ0Ss/duwYcrlcil4l5rF4lMV8PYvzau7vDmijwGg0Gr2cK7ocLDY2NpJZhYODg1lyTwsKhYIqVaoY/FMoFFhZWVGlShW98JTmzs+zNo+AFCa1YF6f1NRUZDKZXoK0x53H9PR0s0PpFsbTdx4j+E/46aefOHPmDK1btyYtLY0jR47o3dd589etW5f27duzdu1aUlJSqFKlCocPHyY2NtbAEac4sk8Dzs7OtG3b1qD8t99+A9C7J+axcGrWrEn37t35888/UalUNGrUiCtXrnDy5EleeeUVyVxAzGPhDBo0iAsXLjBp0iQpY/C5c+e4cOECPXr0EPNoBF0EKt0p1NmzZ6XXffv2xd7evkzm62mbV3Pm0dzfHdAudi0tLUlISEClUmFlZUVaWhp5eXl4eXlJcjY2Njg4OBQpV1HQnebpdqMzMjKk187OzlhaWkqL14L1VCqVwT1z5+dZm0cLCwtsbGxwcnIiNTUVjUaDra2tlHvB1dVVzwTqcedRpVJJEZkeB5nmv3R1Fzw1fP7551y9etXk/fye+bm5uaxfv56jR4+Snp6On58fw4cPp3nz5gb1iiP7tPL555+TmprK8uXL9crFPBZOXl4eW7du5eDBgyQmJuLh4UGfPn0YMGCAnpyYx8IJCwtj48aN3Llzh7S0NLy8vOjSpQsvv/yy3vG2mEctb7/9tkH2VB0//vij9ANfFvP1NM2rOfNozu9OVFQUixcvZvz48VStWpXExERpEWVtbY2bm5vBYkqtVpslVxHQRawxhp+fn8kd+ejoaFQqlZQpPD/mzs+zOI8ajUZ6Zl24WRcXF6O2+48zj1lZWXz77beMHz/+sbJYCyVAIBAIBALBU0l+JeBxFksCQXmitD7XwidAIBAIBAKBQCB4xhBKgEAgEAgEAoFA8IwhlACBQCAQCAQCgeAZQ0QHEggEAoFAICjn3Lt3j507dxIaGkpERAQ+Pj4GASMKcvr0aebMmUO1atWKlDXGlStXmDx5MosXL6Z27dpS+alTp1iwYAGdOnVi7NixXLt2zaicUqlk7969HD16lOjoaNRqNd7e3rRt25b+/fsbjUykIyIigtWrVxMWFoZKpcLPz4+hQ4fSpEkTSebmzZvs2bNHyqfTokULpk+frtdOYmIiu3bt4tKlSzx48AA7OzsaNmzIyJEj8fT01JNNSEhg5cqVXL58GQsLC9q2bcvo0aOxs7PTk8vNzWXLli0cOXKExMREXFxc6NChA6NGjZJkNBoN27ZtY+/evaSmpuLv78/o0aMNQtleu3aNDRs2cOfOHeRyObVr12bkyJHUqFHDjHfo8RBKgEAgEAgEAkE5JzIykvPnz1OnTh00Go3RRH75ycnJ4ccff3zsrLIFOXPmDAsXLuSFF15g7NixyOXGjUpyc3OZPn06oaGh9OnTh+HDh2NlZcWdO3fYvXs3GRkZjBkzxmjdlJQUpk6dipeXF2PHjsXS0pLdu3czY8YMFi9eLOUoCQkJ4fr169SpU4fc3Fyjbd26dYvTp0/TrVs36tatS2pqKr/88gsTJkzgm2++kTLJ5+XlSQrEJ598Qk5ODj/99BMLFy7UUyzUajVBQUE8ePCAIUOG4OXlRVxcHNHR0Xr9btu2jY0bNzJy5Ej8/f3Zs2cP06ZNY9myZVSuXBnQRmGaNm0aTZo0YeLEiSiVSrZu3crUqVNZvnz5Y+cBKAqhBAgEAoFAIBCUc1q3bs1zzz0HwJIlS7h161ah8lu3bsXDwwMvL68iZc3l/PnzzJs3j/bt2/PRRx+ZVAAANmzYwPXr1wkMDKRp06ZSeZMmTejduzchISEm6wYHB5OcnMyiRYuksLqNGjVi6NCh/P3335IS0LdvX/r37w9ow2kbo0GDBnz77bd6IY3r16/PqFGjOHz4MAMHDgTg5MmTREZGsmLFCikTr729PdOnTycsLIw6deoAcPDgQcLCwlixYgVubm5G+8zNzWXbtm0MHDiQl156SRrHu+++y44dO3jvvfcA7UkNwKRJk6SMw35+fowZM4ZLly7RpUsXk3NUGgifAIFAIBAIBIJyTmEL7oLcv3+fX3/9lXfeeafU+r948SJz5syhbdu2jBs3Tm9RXZCcnBz++OMP2rRpo6cA6FAoFAQEBJisr0vElT9mvi7hW/7I9ubMiYODg8FY3d3dcXZ2JjExUSq7cOECfn5+kgIA0KxZMxwdHTl//rxUduDAAdq3b29SAQDtCUVmZqaUvR7AysqKtm3bcuHCBalMlwBMoVBIZU8yj4JQAgQCgUAgEAieIr7//nu6dOmCv7+/SZl+/fqxZMkSs9oLDg5m9uzZtG7dmgkTJhSqAIDWBCcrK4sWLVoUa9w6WrdujYuLC6tWrSIxMZGUlBTWrFmDTCbTywRdUmJiYkhOTtZb8EdHR+tdA8hkMnx8fCRTn7y8PG7fvo2npyeLFy9m8ODBvPrqq8ybN4+kpCS9tgCD9nx9fYmLiyMnJweAF154AZVKxbp160hNTSUhIYEff/wRd3d32rRp89jPWRTCHEggEDxR+vXrVyx5T09PVq1aJWUHzZ919WklOzubS5cuce7cOa5fv05sbCxyuZwqVarQrl07XnrpJWxtbc1qa+rUqQQHBwPw888/4+7urndf5/hnirp167Jo0aIi+7l69SqTJ09Go9HQvXt3xo4da1QuLCyMHTt2EBISQkpKCjY2NlSvXp3u3bvTtWtXZDKZnvzBgwe5ePEi4eHhJCcnk52djZOTE/Xq1WPAgAE0aNDA6FiOHDnCrVu3SExMJD09HRsbG/z9/enWrRudO3c26KcwCn5mJ02aRPv27aXrJUuWcPjwYYN6dnZ2+Pr60rFjR3r37m2wcDp48CBfffUVXbp0Ydy4cQb1o6OjmTJlComJifTs2ZP33nsPmUwmfRfmzJlD48aNJfmCGXTlcjm2trY4OTnh5+dHQEAAnTp1KvWdRt3zFxxPeSMyMlJafAG4ublRqVKl/3BEZcPZs2e5ceMGH3/8caFycrm8yMW8jjVr1uDr68vEiRPNqqPbYffw8DCr/YI4ODgwf/58Zs6cyciRIwFwdHRkxowZkj19SdFoNHz//fe4ubnRsWNHqTw9Pd3od8Pe3p60tDQAKRPw9u3badiwIZMnTyY1NZWff/6ZOXPmsHDhQqmtgjv8uufSaDSkp6djbW2Nt7c3QUFBBAUFsXXrVkD7mxcUFPRETgSEEiAQCJ4oxmwcQ0JCuH//Pv7+/gY7V05OTk9qaOWGv/76i2+++QbQ7hy1bt2arKwsQkJC2LhxI8eOHWPu3LlFOvwdPHiQ4OBgZDIZRSWHr1KlCvXr1zdaXhRKpVIab2GcPHmSBQsWoFarqVmzJg0aNCA1NZVr165x/fp1Ll++zCeffKJXZ8+ePYSHh1O9enUaNGiAlZUVMTExnDp1itOnT/O///2PXr166dU5c+YMBw4coGrVqtSoUQMHBwcSEhK4du0aV65c4cKFC0ycOLHI8ebHxsaGdu3aARhEFNFRv359ab7UajWxsbHcuHGD0NBQLly4wPTp081WPqKiopgyZQpJSUn07t2bd9991+y6zZs3lz4bWVlZxMfHc+7cOU6fPs2aNWv4v//7P7p162ZWW08T9vb2WFtbo1QqycrKMipzdGMoGck5Ru89Vt8u1nQaWrfU2y1Ibm4uP/zwA0OHDpUcXk2xa9cus9tt3rw5Fy9e5Pfff///9u47rsryf/z4i8OQKeIARSRcORFFRdTcCulHc0TlzFLUfumDyvLjFlQEHDnKhitXln0VZ6LgXjgiDRAVRJQpSiJbZP7+4Hvur0cOCKgNfT//4z7Xfd2Do1zva7wvBg8e/Ky3+VRpaWksWrSIunXr4u7ujkqlIjAwkIULF+Ln5/dMu+T+9NNPhIaGMn/+fAwNDSt1rnoxtpGREbNmzUJfXx+AGjVqMHfuXEJDQ8ud5vSkxMREfH19adeuHb179yYvL4/du3fj5eXFkiVLZGGwEOLloq3Hc8WKFdy5cwdnZ2dGjhxZ5nmPHj16KXvunqSnp4erqyuDBw/W+GOXmprK/PnziYmJYd26deU2ZNPT0/nhhx9o164diYmJ3Lt3r9xrtmjRQuvvpiJ++eUXkpKS6NevH0FBQVrLFBYW8v3331NUVMTnn39Oz549lc/i4+OZPn06J0+exMXFRSMF4EcffUSDBg1Kpei7cOECPj4+rF+/ni5dumg0ePr168eQIUNKfVeSkpKYOXMmp06dokePHjg5OVX4GatXr/7U9+Pi4lKqcX3jxg1mzJjB77//zrlz55RAojxxcXHMnj2btLQ0Bg0axMSJEyt8nwBubm6leuSzs7PZu3cvv/zyC6tWraKwsBBXV9dK1ftvp/4+ZGRklBkE/BUN9Rdp79696Ojo0L17d7KysoCSKSyP9z6rG66VMXr0aGrVqsWGDRswMzN76oJV9Xz5lJSUyj8E4O/vT1ZWFitXrlTu18HBgcmTJ7N9+/ZKB/FqgYGBbN++HQ8Pj1KNdVNTU3Jyckqdk52drYygmpiYoKOjQ/PmzTXeo729PSqViri4OBwcHDA1NSU/P5+8vDyN0YCsrCx0dHSU1KhbtmzBwsKCqVOnatQ1btw49u/fz/vvv1+l56woWRMghPhXsLS0pEGDBujpvfx9F3369GHKlCmlertq1qzJ//t//w8oySqRn59fZh3r1q3j0aNHSvkXJTY2Fn9/f/r166d1JEEtISGBtLQ06tevrxEAQMloh/rYjRs3ND5r1qxZqQAAoFOnTtjb25OXl8f169c1PrO1tdUaLFpbWzNgwAAAwsLCKvJ4z6xp06bK1KGIiIinlo+NjVUCgCFDhlQ6ACiLiYkJI0eOVKaIrF27VmMOs3g5JCQkcOfOHUaPHs2IESMYMWIEp06dIj4+nhEjRnDkyJEq1z158mScnZ356quvuHjxYrllmzRpgpGREZcvX67SteLj47GxsdFoaOvq6mJnZ0dycnKV6jx37hzffvsto0aNol+/fqU+f3zuv1pxcbHGWgFDQ8MyRwIB5f9kdfnExESNzxMSEqhTp46SCSg+Pr7U6LeRkRH16tXjzp07lXzCynv5/5oKIV4KZa0JGDRoEJaWlqxdu5YdO3Zw7Ngx7t+/j6WlJW+//bbSMxsaGsovv/xCdHQ0KpUKJycn3N3dtU43KiwsJDAwkGPHjhEXF0dhYSH169enT58+DBw4sMLzaF8EdWq8/Px8MjMztWao+P333zl58iSjR4+u0HSeqiouLuabb77BxMSEDz74gAsXLpRZtqK9j2ZmZhW+vvr3UJnAsCrnPCv1KEVhYWG55dQBQHp6OsOGDePDDz987vfSq1cvDh06xNWrVwkKCuK9996r8LmHDx9m//79JCYmYmxsjKOjIx988EGZ5SMiIjh9+jQRERGkpKSQn59PnTp1cHZ2xs3NTWOjqLNnz+Ln50f37t3L7OVdvXo1gYGBfPLJJ8q/6/T0dHbv3s3FixdJSUlBpVJRo0YNmjVrxsCBAyu8duZl4ebmVmo0aufOnSQkJPDpp59ibW1d5bp1dXWZNm0aXl5eynz9Vq1aaS1brVo1+vfvz549ewgLC9MY3YOSaUvXrl0rc+qMpaUlFy5c0OhJLyws5Pbt2+Uudi5LeHg4S5cuxdXVleHDh2st0759e06cOEFSUpLynkJDQ8nMzKRDhw5KuY4dO3L27FmNewsNDVWmOULJyKqxsTFnzpxR7regoIDg4GCNxdJ16tTh5s2bFBcXK9P9cnJySEpKKvXOXgQJAoQQL4XFixcTFhaGvb09devW5cqVK6xatQoo6VlZunQpzZo1w9HRkevXr3P8+HHu3r2Ln5+fxlzrR48esWDBAsLCwjAzM6NZs2YYGBgQFRXF+vXrlYW0lUnX9zzdvXsXKGnEamsw5+bmKnmuhw0bVuF679y5w+bNm8nMzKR69eq0bNkSR0fHcp8zICCAa9eu8dlnnz218W5lZUW9evVITEzkxIkTpaYDnThxAlNTUzp37lyh+w0NDSUsLAxTU1OaNavYFI6UlBQOHjwIoPFH/UVT52gvbx7zrVu3mDNnDhkZGbzzzjsvdBpA9+7duXr1KmFhYRUOAjZt2oS/vz96enrY29tjbGzMpUuXCA8PL7NRtnHjRm7duqUsSs7LyyMmJgZ/f39+++03li1bpjTSO3XqhIWFBefOnSMjI6NUcP7w4UNOnTqFsbGxknYxJyeHzz//nLt371K7dm3atm2Lrq4uKSkpnD59mrp169KtW7dneFP/LLm5uUp6yZSUFHJycjh79ixQkkPf3NycBg0alPqeHTlyhD///LPUFLHBgwfTp0+fMhfxa6Ovr8/s2bOZPXs2CxcuxMfHp8ydbUeNGkVUVBTz589nwIABtGvXDj09PW7dusWBAwfo2LFjmUGAi4sLQUFBeHt7M3DgQFQqFYcOHSIpKYkpU6Yo5dLT05XF8Onp6eTm5irvpH379hgaGhIfH8+iRYuwtramV69eGiOH5ubmSkdJ165d2bFjB76+vowZM0bZLKxDhw7KHgEAw4YN4/jx43h7e/PWW28pmYtatmypNNwNDAxwc3Pj559/xtzcnNdee42AgAAyMzM1/l/u378/ixYtYtmyZcqagD179pCfn4+Li0uFfy9VJUGAEOJf7969exgZGbFmzRql1zUsLIzZs2ezdetW8vPzmT17Nh07dgRKGg/Tpk3j6tWrhIeHa/S4/PDDD4SFhdGtWzcmT56sZGjIyclh6dKlXLhwgcDAwFKLUf8q+/btA0oW6mnrXd+2bRv37t3Dx8enUnN/r127VmrzHjs7O2bOnKm19/D+/fts2bKFNm3aVGhDG11dXT799FMWLFjAl19+yZ49e7C2tiY9PZ2IiAgaNGjAp59+WmYwceTIEcLDw8nPz+fOnTtER0djYmLCtGnTNHqUH3f9+nUOHjxIUVERqampXL16laKiIkaPHk3r1q0r8FaqrrCwkJSUFH799VeuXLlC7dq1y0xtmJiYyOzZs8nMzOS9995j9OjRL/Te1I32J6c+lOX69evs2rULExMTFi1apPR2Pnz4EG9v7zKnhgwfPpwWLVpoZDnJz89nzZo1BAYGsmfPHkaMGAGUBLV9+/Zlx44dHD9+vNTi01OnTvHw4UP69++vLOYMDg7m7t27dOrUqVRgnp6eTlpaWsVeyL9Eeno6fn5+GsfUP1clM1NRUdFTR6e0MTY2xsvLi+nTp+Pp6cnixYu1ljMwMGDBggUEBARw/PhxDh48SHFxsdIYV2/ypU2TJk2YP38+27dvZ+XKlRQVFWFra4unp6fGv924uLgy38n69esxNDQkMjKS7OxssrOz+e9//6tR9vHMXHp6esyfP581a9awbNkyVCoVXbp0wd3dXeOcOnXq4OPjw7p16/D19aVatWo4Ozszbtw4jQ4lNzc3AHbv3k16ejqNGjViwYIFGtmNnJ2dmT59Ort27WLJkiXo6enRqFEjfHx8nmnUpqIkCBBCvBQmTJigsTi0TZs2NGrUiJiYGHr27KkEAFDyR8zV1ZV169Zx5coVJQhIS0sjKCiI2rVr88knnyjzNtXneHh4MG7cOAICAv6WICAkJITDhw+jp6entaEYHR3Nvn376N27d4UbBMbGxgwbNowuXboof3RiYmLYunUrkZGRzJ07l6+++qpUurrvv/+evLy8Sq05aNmyJb6+vvj4+HDz5k1u3rwJlPzxbdu2bbmp/65evaqRhtPMzIwpU6bg6OhY5jl37tzROEelUjFy5MhKjZBUxqpVq5TRp8f16NGDDz/8UOvaBoDIyEgAXn/99RceAMD/ZdxSLxx9GnXjbdCgQUoAACUjbJMmTWLKlClas09pG23R19dnwoQJHDlyhAsXLihBAMCbb76Jv78/gYGBpYKAw4cPA2gsZk5PTwdK/q0/OWJlbm6Oubk58fHxFXrGfwMrKyv2799f6fPKWtBekbrs7e21ljM3N+f7779Xfra2ttZaTl9fn8GDB1cpo5CDg8NTM+2UdX+P69u3b4WzYdWqVavclMlqjRo1wtfXt9wyOjo6vPPOO7zzzjvllnvjjTc0NhX7K0kQIIT419PT09Pas1u3bl1iYmJo166d1s8AjR0jw8PDKSgooH379hoBgJqFhQXW1tbExsby6NEjrWVelPj4eL788kuKi4v58MMPS03BKCws5Ouvv8bExIRx48ZVuN7GjRtrNOyg5I9v69atmT17NhEREQQEBGj8IQsODub8+fMMHz681GY45Tl58iSrVq2iWbNmTJs2DVtbW1JTU9m1axd79uxR5u1qG8Hw8PDAw8ODhw8fkpiYiL+/P76+vri6umpMD3hcr1696NWrF/n5+dy7d49jx46xfft2fvvtN7y8vMocQaiqx1OEAjx48IDo6GjOnDmDqakpEyZM0LqepFGjRiQlJREVFcWmTZvKnWf/PDwtXeyT1Auau3fvXuozW1tbGjZsSExMjNZz79+/z8WLF0lISCAnJ0dJsainp0dSUpJGWUtLSxwdHQkJCeHatWvKQvPbt28TGRlJkyZNNL6rTZo0AWDXrl3UqFGDDh06lBloCSFKkyBACPGvV6NGDa2NK/W0AW2ZYtRzkR/PsKNOoxkYGEhgYGC511Sn2yuLOkXnk1xcXMpcTFeW+/fv4+XlRVZWFkOGDNE6jL5v3z5iYmLw8PB4an7witDV1eXtt98mIiKCS5cuKUFATk4Oa9aswdramnfffbfC9SUlJbFy5UrMzc2ZN2+e8v6tra2ZMmUKqamp/Pbbbxw+fFjJ4KONkZERTZo0Yfr06eTn5xMYGEi7du00Nu96kr6+PvXr12fMmDGYmZmxYcMGtm3bxqRJkyp8/xWhLUWoehrZgQMHMDU11drTb2dnx4cffsiCBQvw9/fHyMioUgt2KysjIwOo+CLsp238ZGlpqTUI2LNnD5s3b6agoKDC99a/f39CQkIIDAxUggD1v8UnU5o6ODgwePBg9u3bx9KlS9HV1aVx48a0bduWfv36PfOmUkK87CQIEEL86z1tkW5FF/GqeykbNWqkZOEpy9Oyy+Tm5mrdRdbe3r5SQUBmZiZz587l3r179O3bt8xe/osXL6Kjo8PRo0dLXVedCtLPzw99fX3c3Nw0MlSURT096PFUkjdv3iQ1NRVLS0vmzZun9TohISHMnDkTCwsLZQ7uqVOnKCgowNHRUWvGljfeeIPffvuNiIiIcoOAx/Xs2ZMLFy5w4cKFcoOAx/Xq1YsNGzZw/vz55x4EaGNsbMwHH3xASEgIv/76a5nTfdq2bcv06dPx9fXlxx9/xMjIqNw5089C3WB/lg2Xnub69ets2LABExMTpkyZgr29PRYWFsooz9ixYzVG4dTat29P7dq1OXPmDBMnTkRPT48TJ05gZGSkdSTC3d2dN998kwsXLvDHH39w7do1ZVfqL774Altb2xf2jEL820kQIIQQ/0u9IUzLli2fuYFY1fm7j3v48CFeXl7Ex8fTuXNnpkyZUu6uscXFxeXmolfPPe/Tp0+Frq+eM65txOPevXtlbkD24MEDHjx4oJFP+88//wQotbZATX28ovPU4f/mtqvnhleEqakpKpVK6Q3/K6hT2mZnZ5Oenl7mSE2nTp347LPPWL58OevXr8fY2PiF7Ox7+vRpgAqnILSwsODevXukpKRoDRy0fQ/Onz8PwJgxY0p93x49elTmHgW6urq4urqybds2Tpw4gbGxMVlZWbi4uJQ51cfGxgYbGxvefvtt8vLy+PXXX9m4cSPffffdU+dtC/EqkyBACCH+l3qB4cWLFxk/fvzfujFZfn4+3t7eREVF4ejoyLRp08rdn6C8xs748eO5d+8eGzduVAKdiggODgbQmIdd3kK8I0eOsGrVKvr161cq7aCFhQVQejMwNfXx8jbieZI6NWBl9kJQZwj6K6eKqNO66ujoPHUdSY8ePcjNzWX16tV8/fXXGBoaPtdFg8eOHePatWtUq1atwikIW7Vqxb179zhz5ozGQl4oWaty69atUueogzltU/HOnj1b7roEFxcXtm/fTmBgoNLwr+juxgYGBgwbNoy9e/eSmppKZmZmhc4T4lUkOwYLIcT/qlWrFv369ePevXssXbpUa29lUlKSkof6RSksLGTp0qWEhYXRqlUrZs6cWal0n5Wxd+9eUlJSNI4VFxdz8OBB9u7di46OToWn55SnU6dOAMpC48ddv36dvXv3AmhM64mPj+f06dOldkYuLi7m1KlT+Pv7o6OjUypF6a5du7SOKERFRfH1118DvJAedm1ycnLYuHEjUJLLXb1OpTyurq64u7tTVFTEl19+SUhIyDPfR3Z2Nj///LOSveijjz6q8NoRdSasvXv3ajT4c3NzWbt2rdYGvXoq2eHDhzXWBMTFxbFp06Zyr1ezZk2cnJyIiYnhypUr2NnZaeRpVzt37lyp3aKhJEtWWloaRkZGr9xmYUJUhowECCHEYyZMmMDdu3cJDg7m0qVLNGzYkDp16vDo0SPi4uK4c+cOnTp1qvAc9Ko4cOAA586dA0qmvHz33Xday40bN+6ZFwHv27ePH374gcaNG2NlZUV+fj63b9/m7t27qFQqJk6cqGRheRZNmjRh6NCh7N69m++++44DBw7QoEEDUlNTiYyMpKioCFdXV9q2bauck5aWxpIlSzAxMaFx48ZYWFiQnZ1NXFwc9+7dQ6VSMX78+FINxI0bN7J161YaN26MpaUlBQUFJCcnKw3YN95444XMtw8KCiI8PFzj/m/cuKFswPbRRx9VuK7Bgwfz8OFDtm3bhq+vL15eXqXSvpY1NWznzp0cOXIEKGmo379/n5s3b1JQUICxsTGTJk2q0N4Oai1atFB+d1OnTqVNmzYYGxtz5coV9PX1cXJyKrVXQN++fdmzZw8XL17ko48+omnTpmRlZXHlyhU6derEjRs3ypxOBiWBh/rfwJtvvqm1zJUrV9i3bx+1atWiUaNGGBsbk5qaSkREBEVFRYwcOfJvHc0T4p9O/nUIIcRjqlWrhpeXFydPnuTo0aPcunWLGzduUL16dSwtLenVq5fWBYrP0+O92OqGkDYjR4585iBgyJAhXL58mbi4OOLj4ykoKKBmzZr07NmTQYMGae2Brapx48bRokULDh48SHR0NImJiRgZGdG6dWtcXFzo0aOHRnlbW1tGjRpFeHg4SUlJXLt2DR0dHWrXrk2/fv0YMGCA1gBl0qRJhIWFcevWLWJjYykoKMDc3JxOnTrRp0+fCu9KXFlPbrhmYGCAlZUVffr0YdiwYcqUqIoaPnw4Dx8+ZNeuXSxcuJCFCxfSrFkzZWSkrFGFS5cuASUL4o2MjDAzM1N2Z+3Vq1eV0miOGzeO+vXr8+uvvxIeHo6JiQlt27blgw8+YMuWLaXKV69eneXLl7Np0yauXLnCxYsXsbKyYtSoUQwdOpSJEyeWe71WrVqhp6eHSqUq9b1Q69OnDyqVioiICG7cuEF2djYWFhZ06NCBt956CwcHh5dqnwAhnjed4somDBZCCCFeIYMGDcLS0pINGzb83bcClCy2TUtL48cff3wu6WD/iU6ePMmyZcs0dnStivj4eJYvX87UqVOVRc0ZGRncvXuXmjVral2zIMQ/nbbvdVXISIAQQgjxFBkZGaxYsQKAgQMH0rRp07/lPk6fPk1aWhoNGjR4aQOAgoIC/P39AfjPf/7z3Oq9f/8+BQUFpdaY/FskJSWxe/duIiMjiY2NxcbGhm+++aZUuZkzZyqL5h/37bffVrrBGB4ezqxZs1i+fLnGdz44OJglS5bQs2dPPDw8iIiI0FouPz+fgIAATpw4QUJCAkVFRVhbW9O5c2feeuutcjfsi42NZdOmTURFRVFYWIidnR0jR47UyGp148YNDhw4QGRkJImJibRv3x5PT0+NelJTU9m7dy+XL18mOTkZY2NjWrVqxdixY0slIrh//z5r1qzhjz/+QFdXl86dO+Pu7l5q9CwvL4//+Z//4fjx46SmplKjRg26deumkcK5uLiYnTt3EhAQQEZGBg0bNsTd3Z3mzZtr1BUREcG2bduIiYlBpVLRtGlTxo4dS6NGjSrwG3o2EgQIIYQQT/H4vg9OTk5/eRCwYcMGoqOjuXr1KkCpLD0vgwsXLnD+/HmioqKIi4vD2dn5uU5Hy87O5tGjR8+tvr9aXFwcISEhvP766xQXFyv7mmjTokWLUnuKqFPVPqsLFy6wdOlSunfvjoeHR5n7sOTl5eHp6UlkZCT/+c9/GD16NPr6+sTExLB//36ys7OZMGGC1nPT09OZM2cOVlZWeHh4oKenx/79+/Hy8mL58uXKPi7Xrl3j6tWrvP766+Tl5WmtKzo6mnPnztG3b1+aNWtGRkYGv/zyC59//jmrV69WgumCggIlgPjiiy949OgRP/zwA0uXLtUILIqKivD29iY5OZkRI0ZgZWVFSkoKCQkJGtfduXMnP/30E2PHjqVhw4YcOHCAefPm8dVXXynZyRISEpg3bx5t2rRh2rRp5Ofns2PHDubMmcM333xT6SmElSVBgBBCCFGOZ93v4XkIDg4mPT2dpk2bMmzYMLp06fJ339Jzd/PmTY4cOYKpqSk9evR47pu5/ds3DnNycsLZ2RmAFStWEB0dXWZZExOTUj3Oz0NISAh+fn507dqVTz75pNyNGLdt28bVq1eZP3++xoL/Nm3aMGDAAI31M08KDQ0lLS2NZcuWKcFL69atGTlyJOfPn1eCgIEDByqL/GfOnKm1rpYtW/Ldd99ppFhWB0nHjh1j6NChQEnq2ri4OL799ltsbGyAkvfo6elJVFSUEpAeOXKEqKgovv32W2rWrKn1mnl5eezcuZOhQ4cyZMgQ5T4++ugjdu3axccffwz835qvGTNmKOmD7ezsmDBhApcvX67UAv6qkCBACCGE+If7p6xHeJFGjhzJyJEj/+7b+Meq6M7nL8qlS5fw8fGhc+fOfPbZZ+XuW/Lo0SMOHjxIp06dNAIANQMDAxwcHMo8X51W9vHNBQ0MDNDT09NISVuRd6JtylHt2rUxNzfX2LX6999/x87OTgkAANq1a4eZmZkyAgMlWcC6du1aZgAAJSMUOTk5Gnt86Ovr07lzZ41kD4WFhejr62NgYKAcK2tDxRdB9gkQQgghhHiJRERE4ObmxrBhw5gxY4bWNQKDBg1S1rk8TWhoKIsWLcLJyYnPP/+83AAASqbgPHz4kPbt21fp/p2cnKhRowYbNmwgNTWV9PR0Nm/ejI6ODr169apSnY9LTEwkLS1No8GfkJCg8TOUpOG1sbFRpvoUFBRw8+ZNLC0tWb58OW5ubrz77rv4+flp7CujLv9kfQ0aNCAlJUWZlta9e3cKCwvZunUrGRkZ3L9/n/Xr11O7dm1lb5UXSUYChBBCCCFeEq1bt6Z3795YW1uTmprKrl27mDt3Lr6+vhpThFQq1VMb82qbN2+mQYMGT925XE3dw16nTp0qPYOpqSmLFy9mwYIFjB07FgAzMzO8vLyeebfv4uJi1q5dS82aNTXSz2ZlZWnthTcxMVF2ns7MzFQWrrdq1YpZs2aRkZHBxo0b8fHxYenSpUpdT/bwq5+ruLiYrKwsqlWrhrW1Nd7e3nh7e7Njxw6gZNd0b2/vv2REQIIAIYQQQoiXxKhRozR+7tixI5MnT2b79u14eXkpx9W7dFeEo6Mjly5d4tdff2Xw4MHP61bLlJaWxqJFi6hbty7u7u6oVCoCAwNZuHAhfn5+z5QW86effiI0NJT58+dXaAfvx6kXYxsZGTFr1ixlJ/caNWowd+5cQkNDy53m9KTExER8fX1p164dvXv3Ji8vj927d+Pl5cWSJUtkYbAQQgghxF/hyPpvyEy9/9zrNatZi77uk597vRVhaGhIhw4dCA4OrnIdo0ePplatWmzYsAEzM7OnLlhVz5dPSUmp0vX8/f3Jyspi5cqVSkPbwcFBCWamTZtWpXoDAwPZvn07Hh4epRrrpqam5OTklDonOzub2rVrAyWjAjo6OjRv3ly5LwB7e3tUKhVxcXE4ODhgampKfn4+eXl5GqMBWVlZ6OjoKOsUtmzZgoWFBVOnTtWoa9y4cezfv5/333+/Ss9ZURIECCGEEELA39ZQ/zeYPHkyWVlZfPXVV5iamuLk5FRm2SZNmmBkZMTly5dxdXWt9LXi4+OxsbHRaGjr6upiZ2dHcnJyle7/3LlzfPvtt4waNYp+/fqV+tzGxobY2FiNY8XFxSQkJCiLmw0NDUvtLfA49R4U6rUAiYmJNGzYUPk8ISGBOnXqKJmA4uPjS2VxMjIyol69ety5c6fyD1lJsjBYCCGEEOIllZuby2+//UaTJk2eqR5dXV2mTZtGq1atWLx4MREREWWWrVatGv379+fcuXOEhYWV+jwvL4/Q0NAyz7e0tCQhIUEj939hYSG3b98utxFelvDwcJYuXYqrqyvDhw/XWqZ9+/bcunWLpKQk5VhoaCiZmZl06NBBOdaxY0euXbumcW+hoaEUFRXRuHFjoCQFqbGxMWfOnFHKFBQUEBwcrLFYuk6dOty8eVMj41FOTg5JSUnPbV+H8shIgBBCCCHEP1xubi6///47UDLNJicnh7NnzwIli4HNzc2JiIhg165ddO7cGUtLS1JTU9m9ezcPHjxgxowZGvUNHjyYPn364OHhUeF70NfXZ/bs2cyePZuFCxfi4+NT5s62o0aNIioqivnz5zNgwADatWuHnp4et27d4sCBA3Ts2LHM+fMuLi4EBQXh7e3NwIEDUalUHDp0iKSkJKZMmaKUS09PVzIfpaenk5ubq7yT9u3bY2hoSHx8PIsWLcLa2ppevXpx/fp15Xxzc3Pq1asHQNeuXdmxYwe+vr6MGTNG2SysQ4cOGpvWDRs2jOPHj+Pt7c1bb72lZC5q2bKlspuxgYEBbm5u/Pzzz5ibm/Paa68REBBAZmYmw4YNU+rq378/ixYtYtmyZcqagD179pCfn4+Li0uFfy9VJUGAEEIIIcQ/XHp6On5+fhrH1D/7+Phgb2+PhYUFBQUFbNmyhczMTKpVq0aLFi2YPHlyqd2Xi4qKKCwsrPR9GBsb4+XlxfTp0/H09GTx4sVayxkYGLBgwQICAgI4fvw4Bw8epLi4WGmMqzf50qZJkybMnz+f7du3s3LlSoqKirC1tcXT05PWrVsr5eLi4sp8J+vXr8fQ0JDIyEiys7PJzs7mv//9r0bZ3r1789lnnwGgp6fH/PnzWbNmDcuWLUOlUtGlSxfc3d01zqlTpw4+Pj6sW7cOX19fqlWrhrOzM+PGjUNHR0cp5+bmBsDu3btJT0+nUaNGLFiwQCO7kbOzM9OnT2fXrl0sWbIEPT09GjVqhI+PD9bW1mW+n+dFp/jxMQghhBBCiJdEfHw8y5cvZ+rUqc+UUUaIf5Ln9b2WNQFCCCGEEEK8YiQIEEIIIYQQ4hUjQYAQQgghhBCvGAkChBBCCCGEeMVIECCEEEIIIcQrRoIAIYQQQgghXjESBAghhBBCCPGKkSBACCGEEEKIV4wEAUIIIYQQQrxiJAgQQgghhBDiFaP3d9+AEEIIIYQoX1JSErt37yYyMpLY2FhsbGz45ptvtJbNyspi27ZtBAcHk5mZSa1atRgwYABDhw6t1DXv3r2Lu7s7M2bMoGvXrsrxa9eu4enpSfPmzZkzZw4PHjzQWq64uJhjx44RFBTE7du3ycvLw8rKio4dOzJkyBBq1apV5rXv3bvH5s2bCQ8PJzc3l/r16+Pm5qZRf0XeSU5ODnv27CEkJISkpCT09fVp2rQp77//PnZ2dhpls7Oz2bBhA+fOnaOwsJB27doxadIkatasqVGuqKiIffv2cejQIe7evYupqSkODg588cUXGuWCgoLw9/cnJSWF+vXrM2bMGJycnDTKxMbGsmnTJqKioigsLMTOzo6RI0fSpk2b8n85z4EEAUIIIYQQ/3BxcXGEhITw+uuvU1xcTFFRkdZyubm5zJo1C11dXdzd3alRowaJiYnk5OQ8l/uIjIzEy8uL119/ndmzZ2NgYKC1XHFxMcuWLePMmTP06dOHt99+GyMjI+Lj4zl48CDJycnMnj1b67n5+fl4enoCMGHCBExNTTl+/DiLFy/Gy8sLR0dHoGLvJCUlhUOHDtGvXz9Gjx5Nfn4+u3fv5osvvmDFihU0aNBAKbtkyRLi4uL4+OOPMTAwYOvWrXh5ebFixQp0dXWVct988w0XL15k+PDh2Nra8uDBA65evapx3VOnTrF69Wreffdd2rRpw+nTp/Hx8cHPz4/mzZsDkJ6ezpw5c7CyssLDwwM9PT3279+Pl5cXy5cvLxWkPG8SBAghhBBC/MM5OTnh7OwMwIoVK4iOjtZabufOnTx8+JCvv/4aQ0NDAOzt7Z/LPdy4cQNPT0+aNGnC3LlzqVatWpllAwICOHXqFB4eHvTr1085bm9vj6urK5cvXy7z3Js3b5KQkICPj49y7w4ODkRERHDmzBklCKjIO7GysmLt2rXKuwBo06YN48ePJyAggEmTJgFw/fp1Ll26xPz585X669evz8cff0xwcDDdunUDIDQ0lKNHj7Jy5UqNRnr37t01rvvTTz/RrVs3Ro8erVzz9u3bbN++HS8vL6WutLQ0li1bhpWVFQCtW7dm5MiRnD9//oUHAbImQAghhBDiH06lqliTLSgoiL59+2o0ep+HmzdvMm/ePOzs7J4aAADs2bOHxo0bawQAarq6unTo0KHMcwsLCwEwNjZWjqlUKoyNjSkuLtY49jSGhoal3oWRkRH16tXj/v37yrGQkBBMTExo166dcszGxoaGDRsSEhKiHAsMDMTe3r7cBnpycjKJiYm88cYbGse7detGaGgo+fn5ABQUFABgYmKilDEwMEBPT0/jOV8UCQKEEEIIIV4Cd+/e5cGDB1SvXp2FCxcydOhQRowYwddff83Dhw81yo4fP56ZM2dWqN5bt24xd+5cbG1t8fT0fGqA8eeff5KcnKz0qFdW8+bNsbW1ZevWrSQnJ5OVlcX+/ftJTEzE1dW1SnU+Lisri9jYWI2pQAkJCdjY2KCjo6NRtkGDBiQmJio/R0ZGYmNjw7p16xg+fDhvv/02np6eGmUSEhKAkiDiyboKCgpITk4GSkYyatSowYYNG0hNTSU9PZ3Nmzejo6NDr169nvk5n0amAwkhhBBCvAQePHgAwMaNG+ncuTNeXl4kJSWxefNmcnNzmTZtmlJWV1e3wqMLv/zyC2ZmZnh6emJkZPTU8uoe9jp16lThKUrubdGiRXh7ezNhwgSgpId82rRpynz6Z7Fp0yZ0dHTo37+/ciw7O1ujR17N1NSUzMxM5ecHDx5w9OhRGjRowOeff05BQQFbt25l3rx5fPfddxgYGJCVlaWc+2RdgMbnixcvZsGCBYwdOxYAMzMzvLy8qFu37jM/59NIECCEEEII8RJQTyGxtrbms88+A0rm0qtUKlavXs2YMWOUxuXatWsrXK+joyOXLl1i27ZtSqO8Ip7sVa+oR48e4efnR3FxMbNmzcLY2JizZ8+ybNkyvLy8nmmNw5EjRwgMDOTTTz+ldu3alT6/uLiYwsJC5syZg4WFBVDSwz958mROnjypdfpTWdLS0li0aBF169bF3d0dlUpFYGAgCxcuxM/PT2Ok4kWQIEAIIYQQAniw+waFGXnPvV7d6gZYDG363Ot9krqn+clGsoODA1CSTacqPcwuLi40b96cn376CTMzM4YPH15ueXXqz5SUlEpfC+Dw4cNERUWxceNGzM3NgZJnuHPnDlu2bGHp0qVVqjckJITVq1fz3nvv0adPH43PTExM+PPPP0udk5WVhZmZmfKzqakptWvXVgIAKJn2U6tWLeLi4pQyUDK68Hi5J0cI/P39ycrKYuXKlejr6yvPOXnyZLZv364xcvMiSBAghBBCCAF/SUP9Rapbt67SmNQmL6/qAc6IESPIyMhg27ZtmJuba0yleVLt2rWpV68ely5dYsyYMZW+VlxcHLVq1VICALVGjRpx7NixStcHJdl//Pz86N27t5Kx53E2NjaEhoZSXFysMYKRkJDAa6+9pvxsa2tbZrpV9ftVrwVQrzN4vC49PT0lEIuPj8fGxkbjd6arq4udnZ2ybuBFkoXBQgghhBAvAX19fdq1a0dYWJjG8T/++AOAxo0bP1P9EydOpGfPnnz//fecPn263LKDBw8mOjqao0ePlvqsqKiI33//vcxzLS0t+fPPP0lPT9c4Hh0djaWlZaXvOy4ujgULFtCmTRsmT56stUyHDh3IysoiNDRUOZaYmEhMTIxGJqOOHTsSFxenrL+Aksb8/fv3adKkCVASjNWvX5+zZ89qXOP06dM4ODgojX5LS0sSEhI0grPCwkJu375dpeesLBkJEEIIIYT4h8vNzVUazikpKeTk5CiNzNatWyu95iNGjGDatGksW7aM3r17c+fOHTZv3kzPnj2pV6+eUt/EiROpU6cOixYtqvA96Ojo8Omnn5KVlcXy5csxMTEpMwPQgAEDuHr1Kl999RXXrl2jU6dOGBoakpCQwKFDh7C0tKR9+/Zaz+3Rowc7duzAy8sLNzc3jIyMOHv2LGFhYUydOrVS7yQtLQ1PT08MDAwYPHgwN27cUM43NjbG1tYWKMlI5OjoyKpVqxg/fryyWZidnR1dunRRznFxcWH//v0sWLCA9957j4KCAn788Ufq1q2r7CWg/j18+eWX1K1bV9ksLCoqCj8/P426goKC8Pb2ZuDAgahUKg4dOkRSUhJTpkyp8O+lqnSK/4pEpEIIIYQQf7H4+HiWL1/O1KlTX/giyxft7t27uLu7a/3s8U21oGQTqk2bNhEbG4upqSk9evTg/fff15h2Mn78eCwtLfH19X3qNWfMmEHXrl2V448ePWLu3LncunWLhQsXYmFhobVccXExR48eJSgoiNu3b5Ofn4+VlRVOTk4MHTpUY778k6Kjo/nxxx+5efMmjx49wtramsGDB2ukzqzIOwkPD2fWrFlay7Ru3Vrj+bOzs9mwYQPBwcEUFRXRtm1bJk2apKxxUEtOTmbdunWEhYWho6ODo6Mj7u7upRYaBwUFsXPnTlJSUrCxsWHMmDE4OTlplAkNDWX79u3ExsZSVFSEra0t7733XpkBEjy/77UEAUIIIYR4Kb1MQYAQas/rey1rAoQQQgghhHjFSBAghBBCCCHEK0aCACGEEEIIIV4xEgQIIYQQQgjxipEgQAghhBBCiFeMBAFCCCGEeCmpVCXNHEmEKF4mhYWFwP99v6tKggAhhBBCvJQsLCzQ1dUlKirq774VIZ6bmJgYgHL3WagI2TFYCCGEEC8lY2NjOnbsyIEDB0hOTsbBwYHq1as/cw+qEH+HwsJCYmJi2L9/P87OzhgbGz9TfbJZmBBCCCFeWkVFRVy4cIGAgACysrL+7tsR4pk5OzvzzjvvPHMwK0GAEEIIIV56RUVFZGdnk5GRQVFR0d99O0JUmkqlwsLC4plHANQkCBBCCCGEEOIVI5PihBBCCCGEeMVIECCEEEIIIcQrRoIAIYQQQgghXjESBAghhBBCCPGKkSBACCGEEEKIV4wEAUIIIYQQQrxiJAgQQgghhBDiFfP/AQ47ux2kdxbDAAAAAElFTkSuQmCC","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":417,"width":769}},"output_type":"display_data"}],"source":["search_result = lk.search_lightcurve('Kepler-186', author = 'Kepler', cadence = 'long') # https://www.researchgate.net/publication/375716758_Analyzing_light_curves_to_highlight_phenomena_and_trends_in_planetary_systems_that_house_terrestrial_exoplanets -> Kepler-186f\n","lc_collection = search_result.download_all()\n","lc_collection.plot()"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"dcd52f0288ed4d2ea9a4edd6be3ea811","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":true,"execution_millis":16,"execution_start":1703228654332,"source_hash":"b176a314"},"outputs":[{"data":{"text/html":["SearchResult containing 17 data products.\n","\n","<table id=\"table140489972339536\">\n","<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n","<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n","<tr><td>0</td><td>Kepler Quarter 01</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>1</td><td>Kepler Quarter 02</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>2</td><td>Kepler Quarter 03</td><td>2009</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>3</td><td>Kepler Quarter 04</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>4</td><td>Kepler Quarter 05</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>5</td><td>Kepler Quarter 06</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>6</td><td>Kepler Quarter 07</td><td>2010</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>7</td><td>Kepler Quarter 08</td><td>2011</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>8</td><td>Kepler Quarter 09</td><td>2011</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>9</td><td>Kepler Quarter 10</td><td>2011</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>10</td><td>Kepler Quarter 11</td><td>2012</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>11</td><td>Kepler Quarter 12</td><td>2012</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>12</td><td>Kepler Quarter 13</td><td>2012</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>13</td><td>Kepler Quarter 14</td><td>2012</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>14</td><td>Kepler Quarter 15</td><td>2013</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>15</td><td>Kepler Quarter 16</td><td>2013</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","<tr><td>16</td><td>Kepler Quarter 17</td><td>2013</td><td><a href='https://archive.stsci.edu/kepler/data_products.html'>Kepler</a></td><td>1800</td><td>kplr008120608</td><td>0.0</td></tr>\n","</table>"],"text/plain":["SearchResult containing 17 data products.\n","\n"," #       mission      year author exptime  target_name  distance\n","                                     s                   arcsec \n","--- ----------------- ---- ------ ------- ------------- --------\n","  0 Kepler Quarter 01 2009 Kepler    1800 kplr008120608      0.0\n","  1 Kepler Quarter 02 2009 Kepler    1800 kplr008120608      0.0\n","  2 Kepler Quarter 03 2009 Kepler    1800 kplr008120608      0.0\n","  3 Kepler Quarter 04 2010 Kepler    1800 kplr008120608      0.0\n","  4 Kepler Quarter 05 2010 Kepler    1800 kplr008120608      0.0\n","  5 Kepler Quarter 06 2010 Kepler    1800 kplr008120608      0.0\n","  6 Kepler Quarter 07 2010 Kepler    1800 kplr008120608      0.0\n","  7 Kepler Quarter 08 2011 Kepler    1800 kplr008120608      0.0\n","  8 Kepler Quarter 09 2011 Kepler    1800 kplr008120608      0.0\n","  9 Kepler Quarter 10 2011 Kepler    1800 kplr008120608      0.0\n"," 10 Kepler Quarter 11 2012 Kepler    1800 kplr008120608      0.0\n"," 11 Kepler Quarter 12 2012 Kepler    1800 kplr008120608      0.0\n"," 12 Kepler Quarter 13 2012 Kepler    1800 kplr008120608      0.0\n"," 13 Kepler Quarter 14 2012 Kepler    1800 kplr008120608      0.0\n"," 14 Kepler Quarter 15 2013 Kepler    1800 kplr008120608      0.0\n"," 15 Kepler Quarter 16 2013 Kepler    1800 kplr008120608      0.0\n"," 16 Kepler Quarter 17 2013 Kepler    1800 kplr008120608      0.0"]},"execution_count":36,"metadata":{},"output_type":"execute_result"}],"source":["search_result"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"7118a9c1735a421d8e7267c59c6d4efe","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":true,"execution_millis":2265,"execution_start":1703228654372,"source_hash":"c53f8ce"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":756}},"output_type":"display_data"}],"source":["lc = lc_collection.stitch().flatten(window_length=901).remove_outliers()\n","lc.plot();"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"0291824594644165a495d892ab6a8d46","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":true,"execution_millis":14484,"execution_start":1703228656648,"source_hash":"ad24e365"},"outputs":[{"data":{"text/plain":["<AxesSubplot:xlabel='Period [$\\\\mathrm{d}$]', ylabel='BLS Power'>"]},"execution_count":38,"metadata":{},"output_type":"execute_result"},{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":379,"width":751}},"output_type":"display_data"}],"source":["period = np.linspace(1, 20, 10000)\n","bls = lc.to_periodogram(method = 'bls', period = period, frequency_factor = 500)\n","bls.plot()"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"294792cf2d9b4a239dff6075bce1cdfb","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":true,"execution_millis":18,"execution_start":1703228672131,"source_hash":"1e2dd87f"},"outputs":[{"data":{"text/latex":["$13.343634 \\; \\mathrm{d}$"],"text/plain":["<Quantity 13.34363436 d>"]},"execution_count":39,"metadata":{},"output_type":"execute_result"}],"source":["planet_b_period = bls.period_at_max_power\n","planet_b_t0 = bls.transit_time_at_max_power\n","planet_b_dur = bls.duration_at_max_power\n","\n","# Check the value for period\n","planet_b_period"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"4a4381a57ae44321aba0f94db96ebe39","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":true,"execution_millis":2550,"execution_start":1703228672142,"source_hash":"2f2f18d"},"outputs":[{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAvQAAAF4CAYAAAA7Rm0oAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/NK7nSAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOx9fXicVZn3byaTyRCaIcSajFIQu7uQRjRESyULXpVgklVCcTXKwgoGlXfXcV+IUNPYKH7GbWN147u7WXcVjZUPgaiA9SPJEqhWo4V9Y14xrXWtIkXT0oY6CelkMpl5/8jep/dz5pzna2aSSfr8rqsXZOaZ5znP+bjP/fG77+NLp9NpePDgwYMHDx48ePDgYUXCv9wN8ODBgwcPHjx48ODBg3t4Cr0HDx48ePDgwYMHDysYnkLvwYMHDx48ePDgwcMKhqfQe/DgwYMHDx48ePCwguEp9B48ePDgwYMHDx48rGB4Cr0HDx48ePDgwYMHDysYnkLvwYMHDx48ePDgwcMKhqfQe/DgwYMHDx48ePCwghFY7gasdqRSKUxNTeGss86Cz+db7uZ48ODBgwcPHjx4WCFIp9M4deoUKioq4Pfr/fCeQp9nTE1N4ZZbblnuZnjw4MGDBw8ePHhYofjqV7+KtWvXar/3FPo846yzzgKwOBClpaXL3BoPHjx48ODBgwcPKwWzs7O45ZZbhD6pg6fQ5xlEs/nIRz6SESq55pprcM011yxHszx48ODBgwcPHjysEFjRtj2Ffonw+c9/3vPQe/DgwYMHDx48eMg5vCo3Hjx48ODBgwcPHjysYHgKvQcPHjx48ODBgwcPKxge5aaAMDs7ixdeeAGpVGq5m+JhhcPv9+Pcc8/1aF4ePHjw4MHDGQBPoS8ApFIpPPTQQ/jpT3+63E3xsMpw+eWX4x3veIdp7VoPHjx48ODBw8qGp9AXAEiZv/baa7F+/XoUFRUtd5M8rHAsLCzg8OHD+M53vgMAuP7665e5RR48ePDgwYOHfMFT6JcZs7OzQplvaGhY7uZ4WEW48MILAQDf+c53cO2113r0Gw8ePHjw4GGVwovDLzNeeOEFAMD69euXuSUeViNoXtE88+DBgwcPHjysPngK/TKDEmA9mo2HfIDmlZdo7cGDBw8ePKxeeAq9Bw8ePHjw4MGDBw8rGJ5C78GDBw8ePKwADAwMoKWlBQMDA8vdFA8ePBQYCjYp9tSpU/jWt76FQ4cO4dChQ5iZmcHtt9+ON73pTbZ+Pz8/j3vvvRePP/44ZmZmcOGFF+Jd73oX6urqsrqW44EHHsA999yDCy64AP/6r//q6j1XE+677z58+9vfxkMPPWT4/O6778YjjzyCf/iHf0BTU5P2uj/96U8YGBjA/v378fzzzyMQCGD9+vVoaGjA1VdfbUpL+tnPfoYHH3wQzz77LEKhEGpqatDW1oZIJCKu+dGPfoQf/ehHOHToEE6cOIFbbrkFb3vb2wz3OXToEL7//e/jl7/8JU6cOIGXvOQluOKKK3D99dcjFAoZrj1w4ADuvvtu/Pa3v8U555yDt7zlLXj7298On89nuO7EiRPYvXs3nnrqKcTjcVRWVuL666/HG9/4RnHNiy++iLvvvhujo6NYWFhAXV0d/u7v/g4VFRWGew0NDeE73/kO/vjHP6KsrAyvfe1rcdNNN6G8vFzbNx48eFgd6O/vx+TkJPr7+9Ha2rrczfHgYdVgYGAA/f39aGtrW7Frq2A99LFYDN/4xjfw7LPP4pWvfKXj3/f29uLhhx/G5s2bceutt8Lv9+MTn/gEfvnLX2Z1LeH48eN46KGHMpQ8D0b09/fjkUceQTQaRVNTk/a6P/zhD2hvb8cPf/hDNDc34+Mf/zi2bduGiy++GF/+8pfx5JNPan/7i1/8Ap/5zGdw/vnnY/v27bj11lvxu9/9DnfddRfm5ubEdT/+8Y9x9OhRXHbZZdp7/ehHP8If/vAHvO1tb8PHP/5xXHfddRgcHMSnPvWpjPZ+7GMfQ0VFBe666y5s2bIF9957L7797W8brpuamsLWrVsxNTWFf/iHf8Bdd92FN7/5zZifnzdc19PTg7GxMUSjUdx555147rnn8PGPfxwLCwvimpGREfzzP/8zXvva1+KjH/0o/vZv/xZPPvkkPvOZz2jfx4OHpYDnOV4akJOira1tuZviwcOqAjeWVyoK1kNfUVGB3bt349xzz8Wvf/1r3HHHHbZ/e+jQIfzwhz80eGAbGhrwD//wD+jv78dnP/tZV9dyfOUrX8HFF1+MVCqFWCyWxZuuXnz961/HN7/5Tbz//e/HX/3VX5le+7nPfQ4LCwv4p3/6J7zkJS8Rn7/uda/DNddcg9nZWe1vf/jDH+KlL30pbr/9duEdP+ecc9DV1YX//u//xqte9SoAQEdHhzhg6Qc/+IHyXq2trTjnnHPE369+9atx9tln43Of+xz++7//G3/+538OAPjWt76FsrIyfOhDH0JxcTFqa2sRi8Xw4IMP4tprr0VxcTEA4Ktf/Spe+tKX4uMf/7iIMNTW1hqeefDgQfzf//t/8YlPfAKvfe1rAQDnnXceotEofvKTn+ANb3gDAGDv3r245JJLcMsttxh+/4UvfAHPP/88XvrSl5p1sQcPeYOZ53g1eL4KBa2trV4fevCQB7S1tQk5tVJRsB764uJinHvuua5+++Mf/xh+v9+gRAaDQTQ2NuLgwYN4/vnnXV1LePrpp/HjH/8Yt956q6v2nQm477778OCDD+Lv/u7v8Ja3vMX02l/+8pc4dOgQ3vGOdxiUeUJlZaWoqa7CwsICzjrrLAPVhWqup9Np8Zmd01K5Mk/4sz/7MwCL3nbCf/3Xf+Hyyy8XijsAvOENb8CLL76IgwcPAlg8Y2Dfvn14y1veYkoXeuqpp3D22WcbKF7r1q3DK1/5Sjz11FPis2QyibPPPtvwW9V7evCw1DDzHDvxfHmefg8ePCwHWltbsWfPnhVtMBesQp8NDh8+jPPOOy/jIJ2LLroIAPDb3/7W1bXAovL47//+72hqajJVMmXMzs4q/8XjcaRSKaRSKSwsLOSkvOD+/fvxk5/8JOv7uMUDDzyA+++/H+973/vQ0tJief3TTz8NYNEb7wZXX301nn32WXz3u9/Fiy++iMnJSXz961/H+vXrsWHDBlf35JiYmACwqGQDQDwex/Hjx8XfhHXr1sHn8+HIkSMAgN/85jdIJpMoKipCZ2cn3vrWt+Kmm25Cf38/ksmk+N2RI0fEbznOP/98PPfcc+LvxsZG/Nd//Rd+/OMfY3Z2Fs888wwefPBBbNq0CZWVlVm/pwcPbmG2GTqhiayGsLcHDx48LAcKlnKTDaamppTeffrsxIkTrq4FFqkazz//PD796U87apNMk+AIh8N49tlnkUgkUFFRofRSp9NpzM3NWXL2iYcNLFIxrrjiCkftzBbxeBz33HMPmpqacN1119n6DfWxW8rIq171Kmzfvh27du3CF7/4RQCLBypxmotb/OlPf8J9992H17/+9Xj5y18OYDGBFUCGt7y4uBglJSWYnp4GcPowp3/+539Gc3MzbrzxRhw6dAj33nsvfD4f3v3ud4v7yfcCgDVr1oh7AcAb3/hGzM3NYdeuXcIguPTSS/GhD30oq3f04CGfICWflHQzD9hqCHufCVguGpVH3/KQDVb7/FmVHvpEImGgQhCCwaD43s21sVgM9957L66//nolNcMMX/3qV/HAAw9k/Pv85z+PtWvX4vzzz8f69euVxkU6ncYHPvABvOENb8DDDz9s+hzu5bVSZhOJBH7wgx/gd7/7naN3MUMwGMSrXvUq7N27V3i2840DBw7g85//PJqbm9Hd3Y3Ozk6kUil88pOfNCTFOkUymRQ5FGQkOQFFWy699FK8973vxWte8xq0trbibW97Gx555BHHbfvJT36Cu+++G9dffz0+85nP4IMf/CD+8Ic/YOfOnR7lxkNBw67nfTWEvc8ELFckxYvgeMgGq33+rEqFPhgMZlQRAU4r56SsO732nnvuwZo1a2zRSGSUlpYq/4VCIfj9fvj9fhQVFSl53olEAk899RTS6bQllebSSy/Fl7/8ZXzxi1/E5Zdfbnrtv/3bv+EjH/kIbrrpJsTjccfvpILf78dHP/pRnHfeefjkJz9py1igiIQqX8EO/uM//gOvec1rhNJ8xRVX4GMf+xh+85vf4PHHH3d1z3Q6jS984Qs4dOgQPv7xjxvKR5I3nTz1hPn5eczNzaGsrAzAoocdAF7zmtcYrqutrcX8/Dz++Mc/ivvJ9wKAmZkZca90Oo2+vj40Nzfjb/7mb/DqV78aDQ0NuPPOO/HUU09hbGzM1Xt68LAU8KqzrC4s13h688hDNljt82dVUm4qKioyqDLAaQoEp7TYvfYPf/gDBgcH8b73vc+QHDk/P4+FhQUcPXoUpaWlQgHLJUpKStDV1YWf/OQnthJxL730Ulv3JW++zN3OFmeffTY+8YlPoKOjAx/72Mewc+dOQz14GZdccgmARboQ0Vqc4Pe//z1e//rXGz5bu3YtwuEwJicnHd8PWKxitG/fPnz84x/PKJsaCoWwdu1awZUnPPfcc0in04Jbf8EFF5g+g4zGdevWYXx8HOl02jAWR44cwSte8QoAi9SfP/3pTxltWb9+PQC4fk8PHpYCXnWW1YXlGk9vHnnIBqt9/qxKD/0rX/lKPPfccxmlDn/1q1+J751ee+LECaRSKfzHf/wH3ve+94l/v/rVr/Dcc8/hfe97H77xjW/k7Z2uu+467Ny5U5RNzAXe//73Y8eOHbjnnntyXk+/vLxc1G6/6667hIGkwqte9SpcdNFFePDBBw3GEuH555839fRXVlbiN7/5jeGzY8eOIRaLuUoWfeihh/DII4+gvb09o8Qk4XWvex1+9rOfGZJbf/SjH+Hss89GdXW1aNeFF16In//854bf/vznP0cwGBQK/8aNGzEzM4Px8XFxzXPPPYfDhw9j48aNABar75SUlGS8J/3tJcV68ODBgwcPZy5WvIc+Ho/j+eefRzgcFrz2K664At/+9rfxgx/8QNSWn5+fx3/+53/i4osvNiRf2r32ggsuwPbt2zOef8899+DUqVO49dZb8bKXvSzfr5tTFBcX2z551w2qqqrwyU9+Ep2dnfjYxz6Gf/zHf1QmfwLAnXfeie3bt+ODH/wg3vrWt+LP//zPMT8/j6effhrf/e538cEPflBbVejNb34zvvSlL+E//uM/sGnTJkxPT+OBBx7AOeecgyuvvFJc9/vf/x7PPvus+PuZZ57Bj3/8Y5SUlAjF+YknnsDu3bvxxje+EVVVVaIEJQC87GUvE3PsbW97G/bu3YvPfvazeMtb3oJnnnkG3/rWt3DTTTcZcjJuuukmfPrTn8aXvvQlbNy4Eb/+9a/x7W9/G29729uEEVVdXY3Xvva1+MIXvoD3vve9CAaD+PrXv44LL7wQf/mXfwlgMYrS3NyM733veygtLcUll1yC559/Hvfddx8uuOACreHhwYMHD7nEak8s9OBhpaKgFfo9e/bgxRdfFJSY/fv3i/9vaWnB2WefjV//+tfYvn07brjhBtx4440AgIsvvhhXXHEFdu/ejT/96U942ctehpGRERw7dgy33Xab4Rl2rz3nnHNQX1+f0cZHH30UAJTfeQBe8YpX4GMf+xg+8pGP4JOf/CQ++clPKq97+ctfjt7eXnzzm9/E97//fTz//PMoLi7G+vXrceutt5qe7koHOX3ve9/D8PAwzjrrLFRXV2Pbtm0Ih8Piun379uH+++8Xf4+MjGBkZASVlZW4++67AUBw0Z944gk88cQThufcfvvtwgB6+ctfjk9+8pO4++678YlPfALnnHMObrzxRvz1X/+14TebNm3Chz70IXzjG9/A9773PVRUVODGG2/M2Ag7Ojpw991341/+5V+QSqVw6aWX4u/+7u8Mic1tbW0455xz8Pjjj+Nb3/oWwuEwXvOa12QYER48ePCQL5gdIubBg4flgy9dwOUx3vve9+LYsWPK77785S+jqqoKv/jFLzIUemCRn3zPPffgiSeewMzMDC688EK8613vEidxcji5VsaHP/xhxGIx/Ou//qvy+9nZWVx//fV44IEHMmrdA8Czzz6Lz3/+87jjjjtw/vnnWz7Pgwcn8OaXBw8ecgnPQ+/Bw9LCSo8kFLSHnrymZnj1q1+N73znOxmfB4NBvOc978F73vMey3s4uVbGP/7jPzr+jQcPHjx4MMJTFFcGVntioQcPKxWrMinWgwcPHjysLKz2GtEePHjwYIaBgQG0tLRgYGDA1e89hd6DBw8ePOQdVptVodeIznaz9eDBgwdAL0uydWp4Cr0HDx48eMg7rDarQj8l9kyLIHgGjAcP9mC1VuTvdbJE59R4+OGHbbXDU+iXGXQy7MLCwjK3xMNqBM0r1QnEHjwsJQrdA2+Fld5+pzjTDBgPHtzCaq3I3+tkic6pcd9999lqh7fLLzPOPfdcAMDhw4eXuSUeViNoXtE88+BhuUCbFYAV6fkt9AhCrnGmGTAePLiF1VqRv3cqS3gFRzMUdJWbMwGlpaW4/PLLRaWe9evXG2qPe/DgBgsLCzh8+DC+853v4PLLLzctdeXBw1LCq2O+MuBVs/HgwR6s1gp9Rx56p+vqrW99q+EMHR08hb4A8I53vAMAlOU3PXjIBpdffrmYXx48FALa2tpEeUoPKwe6sqKqz70SpB48GLEUjoyCPlhqNcDugQB07QsvvIBUKrVErfOwWuH3+3Huued6nnkPBQFPwVv5aGlpweTkJCKRCPbs2SPGdHZ2FrFYTHyuutaDh5WKXMkuJ/eRr7WrR3oKfZ5BA3HeeedlJCZec801uOaaa5apZR48ePCwNPAUvJUPWcmgMQ2HwygtLfU89B5WJZZDdsnPXBUnxa4mfP7zn/e8pR48eDgj4dFsVj5knjAfU1lp9/j3HlYLlkN2uX2m56HPM5xQbjx48ODBgwcPHjx4INjVI72ylR48ePDgYcngHVi0uqEbX2/cPaxmyPPb7XzPZp14Cr0HDx48eFgyeAcWrW7oxtcbdw/LiXwblPL8pr97enocPTObdeIp9B48ePDgYcmwlAcWeV7hpQHvZ934egdVeVhO5MugpLlfW1trmN9tbW3w+/1IpVKmz5RlVDbrxFPoPXjw4KEAUOjKZ67aZ+eUxFw9y/MKLw3kGtuq8T3TTtr1oMdyyDqdopwtVYbm/vj4uJjfVOWpsbHRUjmXZVQ268RT6D148OChAFDoyudSti9Xz8qnV7jQDbClhJ1+9vrLA2E5ZJ2sKNN87OvrU1Jl7LZNNfdVSr6T37uFp9B78ODBQwGgkCkJAwMDmJ2dRTgcXpL25aov8ukVLnQDbClh1s86xcnDmYtCkHW0fgFkUGXC4TBmZ2dtGZ+que/k/XIpo7yylXlGrspWegd1ePDgYbmw3AdDFaL8K8Q2FSLMDqDy4GG5YLZ+cynvspUT9Hufz+eVrVwt8LxBHjyc2VhOysJSe9Tkdy1E+edxwu2B5k40GvX6y4Nt5Fvema1flbxzy7XPVnb19/fj6NGjtq71FPoVgkIIUXnw4GF5MDAwgJ6enmVTavnmZ2cjy3YzljdBT/6tXHiGjwc3WE4jXjVndWUprdqXrexqa2tDVVWVrWs9hX6FwBOKHjycuejv70cqlYLf7192pdbORmbnGjOlX94EPfm38uAlwZ7ZyHb8C82Il9tjl2ufrexqbW3Fgw8+aOtaT6H34MGDhwIHbSYdHR3LrtTa2WjtXGOm9OsqUnjK4cqBbny9sTwzkK2HnWQAgGWZL/I8lWVSa2srSktLEYvFDO+4nPPbU+g9ePDgocBRSAquHY+TnWu40m/1PoXIofdgDp1R543lmYFcediXYr6o5I+d55qVrFyO+e0p9B48ePDgAHaV6Xwq3StJKdL1A1f6rby58imMZxK6urqwadMmdHV1LXdTHEFn1BUalSLfOFMjEnLeTUNDAxoaGhzn3izFfFHJHzvPzbZkpRWoPx5++GFb13tlK/OMXJWt9ODBQ2HAbkmzfJZ6XEklE+30A38fAOL/aaNV/TZXfVDofblp0yaRP7F///7lbo4Hh3ArBwp9XjoB9QEA037Ih8wcGBhAX18fACAajQJARr8Wal/z/vDKVhYQ7rjjDkSjUcO/7373u8vdLA8FjjPVu1PIsEsVkT01TsfS7PqlSBLN1dxz6uni3jKz3+YqSuH0Pku9JhsbG+H3+9HY2Lgkz/OQW7j12K6kKJwVKIHU6mC6fHjj+/v7EYvFBNdd1a+FmnRP/XHjjTfa+0HaQ17x4osvpltaWtIvvvjicjfFwwrENddck37d616Xvuaaa5a7KR4UcDI+TsfS7dg/9NBD6WuuuSb90EMPOfpdrp6fLey0/6GHHkpfddVV6auuuirr99Q9T/e53C+56u8zHV4/GrHS+qNQ2yvLikJtpxns6pGeh96DhwLGmcY3XWlwMj5Ox3K5PXtLNfesqkmoDnTp6elBLBZDaWmp7dr4Oui8c7p+lPtlNXlSlxNePxpRqF5jHQpt/EgmAMDIyAhGRkbQ2tpaMP2al0jfEhkYZywK0UO/Ei1UDx5WC2j9bd++PS/rcKWtb6tIgPw9/X3ZZZeJd7S6h5s+sfubldbfhQqvH1c2Cm38Cj267aR9nofegxaFZkl78HAmgdbf8PBwXtZhoXig7MIqEqA60EWuyW91Dzcyz24d7JXW34UKrx9XNpyeJp0LOMlhKjTko32eQn8GotAnugcPqxm0/hobG7XrMBelMQsxoVrVJitFTnWgi3x9a2urqIrjZHO300eeA8SDB2fIVaK5/Dkv4UrUO/4cur6rq6sgq9Zw5MOA9cpW5hle2UoPHjw4hZvSmKTQ0ia2VOXy5LJwZr9xWsLSyWZH9/b7/bZP1M2mpGahKgoePCwXaK3U1tZifHzc9jrRrUP5c17CtbKyEpOTk/D5fCgrK0M0GhWGhN/vRyqVQjgcRmlpaUY7CrVMpQ529UjPQ1+AKIRw1ZkErx882MFSzhO7UTR+newVW4qkWp6gKh+BbtVeJ8+30/dtbW1iI7frGcympKYH+/Bk7JkBWh/j4+OOvM+6dcg/HxgYQDAYhM/nQ2Njo/iurKxMyB45+glAuV4LbR3nbH3kht7vQQdKZrj33nttJ4wsVTKHKrnsTMRSJ88sRfLQciUoFVpiVC6Rj3mSy/7K1b2c3If65HWve11648aN6e3bt2f1bN3z7fa92z7wEmDzi0JPUPSQG+RzfejmkNkznZakXS5YrQ+7SbGeQp9n0EA4EWhLNdkeeuih9GWXXXbGC9qlXtxmc2Gl1xBfzRt3PuaJ0/5y2gZ+fT6MB6rUc9VVV2W8RyEaK7r7reZ5WwgoNAXKQyasxmi5x9CN4m71XaHAqo2eQl8gcOOhX0qshMm+2mDW5yrFIp8l93INbz7poeobp55hleJsBj6fcqm02jlcqZAPYCrktnnwsBywitjnQn7ka52Ztc2OZ7/Q17+n0BcIzAai0CfRasJK6ets6AYelhZO55TVhmmm8JMif9VVVzkyAHit+6X2mOfTC+7kXVQbt+4MgJUiJ1YTvD4vDFhF7HMxTvlgKjz0kPmp0br75MvZkQ94Cn2BwGwgCn0SrSas5L7ONy94uVEI7XTTBqfUKasNU3U/+kylyDuN9Cw3sqELyX87eT8nG3ch9ttqh9fnhYN8U9uceMX5vMiVLNC1rRD2IBm8TZ5CXyBYiR56pzSAQmu/CiuprbnCStkordpp5YHJZxvccjN1m5HZu6jut3379vRll11mSDa1Q7/JxXxf7jUjGzM8SqHqQ1177fa/2T0KESuprWZYLe/hIRNuqDAEM6XdTNlX/d7ss0KFLP88hb4AYNeyKiTYVQRXisJ4pmKlCC+7nhqruZZNJEOn5Mlz3I2xa7YZWcGO115HH3EDVbudVsHK1byTDRdZsZf7z257cym3lnONrWT5u1Jk05mIXI6NE4dIttfKn5nJzmzWzFLNXS7/Nm7c6Cn0hQBe5WalCK/V6KFXYaW3PxdYauFkR3irfmvHQ+9WWJv9Tn62rEzbbT+/VuV11/3uqquuSl9xxRWGd9dtXLkoPyt7vpxWwbL7G6fjb2czp40vX4af6vfLqVQXkvxy2paVbIysJLiZI8s1Nna87nZ+T3Iwlx765Vzz9Ew7Cr13UmyeQSd8zc/PIxAI4IILLhDfXXPNNbjmmmuWpV0r7aS0fMDtSZq5hN1xyOV48XvRARu57gO5vXJf56Pv3ZxwaudUw4aGBsRiMYTDYXEa4ezsLGKxmKv2m727amzosCTds+hwJ/lkRMB4qqnuxFPd/8u/cXLio3xaq9V8yBZ0P93JkLkEfxbB6oTc1Q6n4+ntP0sDN+tMHpulGqts9yUuB3O9n8kncts9GTtX8E6KLTAkEgnMzs6ioaEBDQ0N+P3vf49Tp07Z+m0+TtnL1UlpK/kEQLcnaeYSdsfB6XiZjQvdq6enB7W1tXnpA6tTS/PR9/xETydtVJ1qqOs/ekY0GnXdfrN35/0mn3qoe1Zrays6OjoyTkbk96LNTvUd/f+OHTswNjZm6AunfUpt5sq8/F4AUFtbC7/fj9raWtP7yeOgGxd6bjQaNbQ3H/KJngUAsVgMpaWlZ7xS6nQ9O51XHtzBjZyVx2apTlXlz3XbbpKDud7PeHtaW1tRWlpq62TsJYebEMD09LTtaw8dOuTmEasGqoOlnIZs8hHiyUXoKV9tO5NgNyyYy5B2PmgRut/mkt9t53nZcL11YdVc00PsfO623/h9zfjw8nWUo3DZZZc5ep6dd1J9Z1du2Mk/MHtuPuVTIVFePHiwQq72/HwjG3m7VFjq5+a1ys273/3u9M9//nPTa1KpVPob3/hG+q1vfaubR6waqA6WcjoZCmnjkDfIQmrbakE+EndkRVGlMObDWFsqg8/pc1Tzlt9Dx3O3mu92FFA77c11v1kZifL7ujEqnbTZrSGr+pt481dddZWt59hBLvm3HjJh1/B1ez8PmVgpzje77bTjmFot8yKvCv2WLVvSW7ZsSX/5y19Oz8/PZ3x/9OjR9LZt29LXXntt+m//9m/dPGLVIJ9VbpZjsq6WBVLIyIW3WQZVBjFLGsy1sfbQQ/kvN8mflW0Ew07ik+5znWfdqYfe7fs4fRbfDFXVclTvabXR2m2z7jo3Cgf9hiv02TpMdIrCSlGIVgLsGr5u7+chE7k2UvOlC9i9rxx1NLtmpc+LvCr0Tz/9dPo973lPesuWLen//b//d/p3v/ud+G5kZCR9/fXXp6+99tr0XXfdlZ6amnLziFUDPhC5XgC8nNuZiKUMIeZi7GSaQy7ngpXgorlyxRVXaJ+71G1aTrhVqHWKe66U3WzgxAjhmyHNDa7EmtW/t9tnThV3nQFodl/Vb5zOO51yKSsKnjPDGcz6S15HVhSzfBjAHrKT0Ust3+1E65waLCtl3uT9YKkXX3wx/dnPfjZ97bXXpt/2trelv/nNb6Z7enrE348++qjbW68q8IGw8go6hUqhVymN27dvV5a/cwo7AnopF4ZbgZKNJ9Dps3Re31zcj/+t2xh1CuhSYCkNLjdwYmDJ38trzyoasRQKvxOaEG+vau7YmZ/yfek3cr34jRs3in5x00/8M5X3XG6HWVlQO5u+k7FYKQqBXeTyfezMIbtysJCdA4WCpXZULfXct/LIy/LHTruW2yixC7sKvesqN6Wlpdi6dSvuuOMOFBUV4Wtf+xr27duHP/uzP0Nvby+uvfbaXOburgqoMrfNMsitKjRQpY1oNKq8H/3/8PAwYrEY4vF4VpnZZm1dqkx44HS/uK3Q4iaD3m1VFlXVkra2NvH/tbW1jqpwyP3Mx7itrQ3j4+PK71WVXPINt5Us+vr6MDk5KUqDqaBaG/RZV1eXrT5VrRXd/LX63qrygW7+UJt7e3sN7+ymOsv4+DhSqRTGx8cz2iaPA28vzZ3u7m5HVSbkKjqzs7MIhUKYnp7G5OQkAMDv9yOdTiMWi6Gnpwd9fX2mlWFUz+Wf9ff3I5VKwe/3G8psUtWmgYEB0Q/Dw8MYGBgw9KVqHOX+MZu38rgspdxbCuTyfezMIbtyVb5uJVdXyxfcjF021YayrVTkdAzb2tpECV/VO1ZUVAAATp06ZdkP2eoQbpFveZFV2cqFhQX87ne/w9zcHNKL3n4kk0mkUqlctW9VQbUA7JSw6+vrMy2hp7sfL3sXDocRCoUQDoddT16zti5lCchslVQ3gsit8JLLXdE96P9lBZygE3ZyuT9ZyDkpD2mnJKDdsoFLDVkw8rKMw8PDtoSmaq3o5q9sgNXX1wtjemBgAA0NDTh58qR2fenmD73H3Nyc6fvZgVMjsa2tDT6fD6lUKsN44u01KxUZDocxOzsrFPVEIoF0Og2/349oNIqOjg6Ew2HxHACm87H/f84FICNBbgu9Iy+LqVoD/G+dUe0GsvGQa7lntr6WYu05kRdWsCMzddfIz1quUoorCUu5BxOymZNuxnDNmjVaGXvw4EEAQDKZNHWecMN+qR1deR8jt6GDI0eOpNvb29NbtmxJt7W1pX/2s58ZKDgPP/yw21uvKvAqN05B4RndUednKpYi1JfrZ1hxss14xjraTjZtVVEXrOgOumucIBe8R9U1PByroxflIrysWov07GwoVLzN27dvT2/cuDF9xRVXuGqrkzFSUYfkPpLvp5qPRKvJpu/5GDqd42bzKpe0AtW6ySXMxm65aSdL+fyloKh5yB7ZzAmnVDerZ1mdwK3bU522czmQVw799773vXRra2v62muvTe/YscNQl/6JJ55IX3/99ektW7akP/rRj6ZPnDjh5hGrBrwOvR24VXByjUKYxMuJXGxeOkXciVJLQor/NheVY1R8RKu5Z/Vsp0qbXa62HdjpUze8cPm3Kn6mWb+4MWBovJ3UhLerwFq1x47BKM9ls7KRdtorf3bTTTdlbMxuFTynhoD8mRsDOpcGRDb3zYUMz5Vh5ORZlPO1FNWxVioKZX9WOSTc/N7OXpDLZznBchrS1OZ77703fwr9tddem37nO9+Zfuyxx5TfP//88+kPf/jD6WuvvTZ94403unnEqoGVh97OhmqFfCzuQmnHciEXG6tOiZf71o5Xjiveuuvdeh3cvI8KdpK0r7rqKkPpzHwpDHYVMbvrL1ebgcowkPvNTk14O+/L204KklW0z47BKLfHjpffiZxzo0TzNujWmuoeqjmbrScvHxFVN/MvF4qIk3tku365rPMi0ubIxdjaGa9c7Q12fmfH+ZHNs9zOz6U0amXwd81bUmx1dTW+8IUvoKGhQfn92rVr0d3djXe/+904deqUKyrQqVOncO+99+JjH/sYbrjhBlx77bX4z//8T9u/n5+fR39/P9797nfj7W9/O+68806MjY1lde2hQ4fwxS9+EdFoFK2trbjllluwY8cOPPfcc5btue+++5Q8M1VimR2eu1WilxOoeHBWXC/Vb1YTr9GM20lcbSccbbofgIwxVvW1zMuWOcMyV9pJu2TIvGA77+P03sRljsViKCsrU+YVyGshG76wqq2qMZXnrO4dc5FDwf8GIPo8kUgYftPd3Y39+/eju7tb2UY7z+H9R/z2WCwGQM9hp/eUk3ut+Mxycr6qvXI+kFkymt2x423jfcjnc21trYHn73bd2hl3ei5g3sdukE1ORTZ8eCdrPtv1SzkZwWAwq1wvM9jJE1pu2GmPblycvIudOaXKVdLl01B7nLRBt9bM9jO7czJXCey6PcrqebkAveuNN95o7wdurIaFhQXb1x4+fNjNI9KTk5PplpaW9C233JL+8Ic/nG5paUkPDw/b/n1PT0/6uuuuS999993p73//++mtW7emr7vuuvTTTz/t+trPfOYz6Ztuuin9xS9+Mf2DH/wg/Y1vfCP9rne9K93a2mqoxc9BHvqNGzdqvWd2Q04csmWbTYjSznPdhOaXGnY8g27uwaHymDuB3TGm68yu5fdy2i55/siHDLnx2lj1vxOqgps56fR7u9fkA3b6PJsQM58PV1xxheC52x0HLk+czi3VmNM7yN7rbOaMrg/55/yZqjMY3Iy/k/mfK+T63vmQ3273Mqt25RKq++f7mU6RTXtyHVHR7ftm+4RVtNCJx9/tPqtqRy72A7Pvs51HZvfOex36fCORSIhDqQ4dOuRIof/Vr36VbmlpSX/zm98Un83NzaVvvfXW9NatW11fOzExkU4kEobPnnvuufRf//Vfp3ft2qVsCw2E1WEpus900G26Tiavk+dmc383z3ODbIU1VwR0giSXm57VdU6oD06FlXw90TxI+TMTxktBKbAjWK1C8/nYqLNZo07vZbf9OlmiMxh099UpZHb6WgcruWG1ZrkCoTtASrVW+XNyfQBfoSmAbqCaM/J7WSUZOr1/Pn+Xzf2Xy6jXYan3Vje6gmoPsOOAyEamOYWbsc5mbWfbZrNnr3iFnsOpQv+Vr3wlvWXLloyXf/DBB9MtLS3pY8eOubpWh9tvvz19++23K7/TJcXmYlPQ8Uad3N+Jgmm1WO3ez6n17bSNboQ1V1qsPOPZtpWuUSX/ubmnU6+H6r2ceF6cHNxht52qttm53mwO6X6fjeB1sm7pWqfJnFZrze5a1532qjMyZCXeiYGlgxujRmV4kqyz61SwMnaXWmkqFJiNh/xeZsnZS6kYr+T+XipYzXcz2DHwzZ5ndR/+m1wccGkHurbbaWM2cy1fciWvB0tdd911jv4tNQ4fPozzzjsPpaWlhs8vuugiAMBvf/tbV9eqkE6nBc/ZDO94xzswOzsr/t14442CG8U/n5+ft/WOAwMDmJ6eFn/LXE+7PDO7vDJV3XS3PHq5TrQVnLYRgGiXXQ5sPzuwprm52TUHVuYKm+VNTExMiANw7NxTx2PUceDl68zmBH0XjUYz+lB3jVM+udk4qtqmut4st8BpO1T91dDQgIaGBi0PUpfvoKrVT/ztUCiE2dlZ5dioeN1WNZLt8v7pgKXR0VFDvg0d7AQYx5ifceDksCUV6P0AaA/covYQf5ZA9ebp+j179iAajSIcDhu41WZt4n2kus7s8DIrLqydvtAdcrbcdeZp/FXjIb9XY2Mj/H4/GhsblffRzVunHGU7bV4tuVlmyFVNd6c8b538MLuP0zN16H50VoVZjo4KdmQzv5cuX8Ys10j3XlbIVT5jtgd1AS4Pllq7dq3y30te8hJxMmA6nRafLzWmpqZw7rnnZnxOn504ccLVtSo88cQTOHHiBN7whjeYXjcwMIDrr79e/Lv//vvh8/lw//33Gz5/6KGHLN8PWFwc6XQaPp9P3J9PLJVyS9fRRmN2GI6d5BfV5LWTrNPa2oqOjg7biS12E4V539hJ8lQ9o6Ojw3Biph3wd5OTHvv6+jIEERk0BNWGySH3qUqhUxlI8nVmAsPs4BaunPFrnG5AZgLf7gZBm0I8HteeNiq/vzwPVP1FSVhc2VG9n1libU9PD7q6ukQy19DQEAAgGAxmbGB0TSKRMBwUZtVPwGnFu6KiQjku8n0AKA9WkpVa3UmzbsDnjxuFQTV3R0ZGMDIyYmtd0jMpcZwr1rIzBHC2KduZ93QP+ZAzJ++cryQ72TDSQU7Olu9jdqKvjGzexa5zyi2WKyk2V0mb8h5p1l+qZ6hkmpt91wrUrsbGRtP9TAWdIdrV1YVNmzahq6vLcC9AnZiejwPK7Mi6JYPjuIAFFhYW0mNjY+n3v//96Z07d6ZTqVTW93RKuXnf+96X/tjHPpbx+R//+Md0S0uL4dArJ9fK+P3vf59+5zvfmd66dWs6mUwqr6FQyWWXXZbetGlTeuPGjeLfNddck37xxRcN/2SOvg4qLptVCTb+N6eXqGgOdnjSdmk4qna4eT+74PQZJ9QI1bVOKERm/eiETuKGYqMKuWZTz5nfT0fFyJY25jQ86TRky+eBTBPS0VbogCQn78efI9O2zBI2L7vsMsOatdsX8hqW55U85jr6DOVLyOUmnSbhqspsUhvMaENWVBzV927pBLyvZLqWLC+snmFnXuj60sm6z3Z95QNuKQVmFLnlptQsVz/Lz822b+3sL3af4YaaonofO/uPnTbp7iXTwuy+n1tZ57b92SKvlBsz+P1+XHrppbjrrrvw1FNPLUspqGAwqKSuUGmzYDDo6lqOF154AZ/85CdRWlqKzs5OFBUVmbZpzZo1eNOb3gSfzyc8621tbSgtLTX8Ky4uNr0PhZ76+vrQ1tYmSsbpLELZYiTvXnV1NUKhEHw+n/AOdnV1YceOHbZLr9ml4ajaQe+iupZ7MO20Q9UuuxEAXdsIVuFLXZSD+qa+vh4+nw+hUAhtrKQXoPaqAuZ0ALo3RUhUoUJq8/j4uJbuYAV+P11Uxq03wiosqvsNedDLy8tteWr5PABgGq2gd9m2bZu4t93348+prq6G3+/PWMe1tbXo7+9HX1+foHZ1dHSgvr4efr8fiUTCVl+Q5ywUCinL+6k8WTqvVDAYFBQqTn/h69msHbR2h4eHDdQxakNpaan2Xvwa1TiOjY0pPXJW61FHJ+BeQfqM6Fr9/0O38/l8mJ2dBXB6bTqhKHBQn8vRPidRsmX39v0PeB9YySbd73RRMTdygEc8c+Fdz0c/uyk9mavSuIC+hKgucm/nnhyqdSj/hpfLNRtb+b11kVFVhE6mhTmh2JrRGp3A7JlO52fW8zlvJkU6nf7IRz6S/l//639lfR+nHvqPfOQj6fe///0Zn//85z9Pt7S0pH/2s5+5upYwMzOTvu2229I33HBD+plnnjFti2xZZWvN8UQ72dvh1Jsse/S5d9FJ+/hznVSU0HkBzLw5Vs93873be/Ox0HkydBESM2+KnT60G1XIJhKggt3ogNnzdF5pO32tOtnWjpfFScWObLxb1E56N3pXOVIgl3E089CroiK6CJQTDz3/24mHOp0+PUc3btyYvummm9IbN25MX3HFFemHHnrI0Ndu+1Ini+zMEaeeVnle2jnELR+w66lcam+22Z7hZDzkNSivFSfRKTnaUkhRjHQ6P9VcnMg7lczgbcmm3+xE4NJpo4xwoqdk23fZrCO7UQW7cNrPuqiN3ZNic+6h5ygpKcHx48fz+QglXvnKV+K5554T3hbCr371K/G9m2uBRc/9pz71KTz33HO46667cMEFF2TdXm6V6Sw04opVVFQgHA7D5/MhlUqJ5Muuri709/ejoqJCcHllvnxDQ4PpgS5k7TY3NzuyWN1aqDovgOxBs4IVD46+VyWqurWIuafUjGfI31HHS6T2Edeboi719fWO+w4wJgeT11XlbXTDH7Q6nEl3z4GBAezcuVPwxlXJtapx4gmm8pzQ8ZRVY2qHH06/6+3tVXohVd5JVU5KKBQCAEMEjTzE9M7kuQZgmWjM5wf1g8xD5eMje7LsrA+KGtBcseu1SqfTmJqaQlVVFeLxOPr7+w19rYomUTvNnsFlEWAvyb3tf/jhcgKyFeie0WhUeJFpLcrr1633zAnv3mw90hzs7e1dsgOSeB/YOUSM/46PB82L4eFhQ99Go1HlHNG1hecAFEoUQ4bdeWNXBvOotSzvVNBFWFXts3quqvCFVQQOOH3g3LZt25T7hSq/TG6b6vlWkR1Vn8r30ckRVYRT/q0cJTKD0/kprxl6l/vuu8/W733pdDpt60qHOHbsGG677TacffbZuPvuu7O6169//WvccccduP322/GmN73J8F08Hsfzzz+PcDiMc845B8CiMr5161bccssteNvb3gZg8TTYD3zgAwiHw9i1a5f4vZNrFxYW8I//+I946qmn8JGPfAQbN260bPvs7Cyuv/56PPDAA/je976Hnp4epFIpA4Xh5MmTiMfjCIfDKC0txeTkJCKRiFDKAGDTpk1i092/fz+6urowNDQEGj7aiAh+vx+VlZVCaSDw+/Iwu5wQI3/u9rOWlhbl++QSXV1dGB4eRmNjozKBi9o0OzuLWCxm6Hv+mdw+EqI0Xvx7N++l+w1/DlEx7PSdbvx0z5P/tjumVqBQPADU19djfHw84/f0bAAIh8MYGRnR3gOAGBMAos21tbUYHh5GdXU1pqamUFtbi/HxcfFfszln5714G1XtbGhoQCwWM3xOv+Hrj/7fbG5YtYd/DwA7d+5EOp1GOBxGNBo1fKe6D18TdXV1pmvS6ZjTWCUSCQSDQYNyp2qTnbVi1gYn45ntmpHXPMkJ+q9bWZartUdzkKibTuRFPuBEBrW1teVUnq4UcBkhO6nk/rOa1z6fDyUlJWLduaGKWO2Xqrbr1h6Q6TSymsPyfgxAO+6q59MaCIVCKC8vN8h/AGIf4f1D9+HVCFV71cDAAHp7ezE3N4empiZ0d3dr91EAQmdzsl9aQV4z/f39uPHGG3H//ffjgQceyKjIyOHKQ08eINW/7373u/jSl76E9vZ2nDp1Cps3b3b9Ynv27MEDDzwguJn79+/HAw88gAceeAAvvvgigEVlPxqN4rvf/a743cUXX4wrrrgCu3fvxle/+lX84Ac/QFdXF44dO5ZhKTm59itf+Qp+9rOf4XWvex2mp6fx+OOPG/5ZgTxhxNUkC3Nubk5co7PoyGNVXV2NlpYW7N2716DMNzY2IhwOIxAIwOfzobGx0VA5A4CW5y17b1UWrtVnOm64bHHKsOtV4p5Q7r1taGjA0NAQUqkUhoaGDFaz3Caeb0BtB/QcfXm8rHi0qjbyz3XREeJg67yDVKlD7iPZYyz3pfx7+fkq7qLuuG0ztLa2Cq7+0NAQTp48ib6+PkM/0DwghVTV17FYDDMzM6ivrxft5hEN4mpPTEwY+I8yT1keG9WmqcvzoOpDfr/f0E66Vm4/vVcwGBTRGp33XO4zM542zc/e3l709PQYcnT4utNxmjmv3YybTX1DHH8zjy/3jMm5DPwZ8vPkqjzyMxoaGkT0Rvaq6XJUVPJIfjcVdL/j48Lzb/j1VvfW9ZuqXap22ImMUPnOkpISEaWle5jJpFx77e22mct/ANrcJrt9q0K+3zFbkFxRlWm2W3WF+qesrMy0wpdZX9B3tF+alUvmjAB5XMzG3Gp98d9Ho9GMPD4ZvJSujGAwaIh29vb2YseOHcrcHLoPlcyMxWIYHBzMiAi3traivLwc6XRaRHPluVlbWyvy4gBk6EDZzkP+POqrt771rbZ+68pDv2XLFlEuUQW65VVXXYXbbrvNMmFUh/e+9704duyY8rsvf/nLqKqqwi9+8Qts374dN9xwA2688UbxfSKRwD333IMnnngCMzMzuPDCC/Gud70Lr33tazPuZffaD3/4w3j66ae17f3Od76T8ZnsoeeWKVl3soeRQ/a0kYeDJ9c2NTVhfHzc4OkfGRkxWJJ0nc4yV1mFVt4j/pmZ98rM+8ItZzNLV/aEcu+tDLqXlffdqSfBynuk8vBatUN+nsqDpfOScK8tH2+5L+16v3gfNzY2YnR0FMBpT4dKMeaeeVIiCSpPtVlUSH53ud20FshDb9crovOwqOaclYeM+oZHBrKdZ7L3iCfkT09Pi3VeVVVlUAjb2tqEck3eKnqOygun+ky1rnTzzu5a1b2f2TMAZHgwyRMHZEYWVV44O+DjMTY2ZumpdBOxMltvdL+KigocPHjQlpdUd38742CnLU7ezQ6WOkqb7f3z1Q/8/nbnq5PInSw/+/r6hLww22tDoRDm5uZQUlKC9vZ2peyjvcXn8+HJJ5/UtleOPgDqiKHV75146OX+pGcePXpU6J7Nzc2GyCTpJxThmJubExGuNWvWGOS306iTHR3ICVTP53qkmYfelUJ/3333aRX6QCCAc889F5dccolQus5k0EDccMMNuO+++zI2ZCuqC6faEIWGKxXyZOUKnhw+4gpXZ2en8tly+EpW4HQT3e13pGQEg0HE43HLULkuvFZfXy8UUAAGgylbQW1X4HMlG4BhPOy2w8xw4u/Ox7ysrMwg2GQF00n7ZdoLAK2CzZUxEm6cisHHhDYyvqkkEgmDQmM3/GxnrtmZx04UcZkWxf9LY6AK4eqMEvm9+WZM4DQjneJnd/0Ap2UJsLj+AZhSpeS+NHM8mEE1JvwZOmWH00s4D9cNhUf1944dOwDAYCw5WZ+AcV5xg/PIkSPKdzIzbuw80y6tQfdbDjMqiFuoDHO3NL5cvKOda/NlcDh1CGUDM8PYbP9QGdd+vx9+vx/JZBKhUAj79u0zfUcdjYq+NzNm7BowdmiVXV1dGBwcBLDoTJuZmUEqlRKOEm7scEUcgHgG7VeyPDRb97p3cWsoqt4trwq9B/uggUin05ZCQ8XR5QoAAMPmbrXhyhOKT3g7FjEApQLnVDCZbehuuYFuDQi30C1WWXHkng3OcQXU3D4nUHkGOA+xubnZMC/cCBYV19COh173TnKb6XoSrpQTYgYnHj8+n7hxa3VfwMgBl3MagEzlt6KiAhMTEwAWHRlr16615HrLuTB0DT2P7lVaWmroU90YynxSszGWNzxdvo7cRzpOuZ016nTOm22cZnJE/q2ssJgZo6FQSGkMqYwvLqOp/+j/yUPInS+qfBm77yDLyGwVbzMjVddOs3HOZ1tzrWSbKdf58tCrIilA9vuACmZrzU4OiuxUsHJC2VFw+bMBvc6huqfuPjojUV5XNM7cAy+/k/wOXAaTwU2/kdkPVmOhmmtOHGvydZ5CXyBQeehVoTJgMdQej8fF5gwsKtTFxcW48847tZuULtlGJaydhPQAo/CxE6JWwcwrpfJ8uqWm5BOycOYCgxY+eQTkCApXQgFzwebUUOGeRp1yzJUQnlDpJKSru87Ka6ua3+FwWFB0ZOPUTJjrKGqqOUtGDvcw2fEGc0WNEIlEDDQ5OSGW0NnZqRwf2aiWaUO0rglm80dHS5G92DpwGksgEMDCwoJI/lKNnWzYqDx7OlglQpv9RiWzrDydOuNRTtq163FTGV98ntAcpugIjzoByEhK1kUorIzVXMm7XCYXO72fU+RayXZLF8sGZgYPgAxFj3uIdU6UXLVD/k6mAeucQU6jDk6Mejf0MF17zIoCyM8Lh8OG6CitbW4YkIPIjuNEF4XOZg7aVejzWrbSw2ncd999GYlnJKgpSYMOegkGg5icnBQLf35+Hr29vRnJZfQ3T6Qk9PcbS9HZRWvr6TJzhFgshr6+PtPSfwMD+vJSFRUV8Pl88Pv9CIVChgTT1tbTSWh2kgmzeTddO62u7erqEsmZdAAQlV6kNgPQKvPA6eQwq6O0SWHi/U9obc1MRmptbUVzczN8Ph+CwSAGBswPW6Ekyp07d2Yk7/JnAFAm+MrtpMQiKpXa0NCAK6+8UiQnt7aeTpjlyd/ysfKq96b3qK2tRTgcRiwWw+TkJEZHR7WJZHQgEYEfDNffry9JRrz1RCIhxrq5uVnQXuiedB0AwzgGAoGMvqPNhr8XvffU1JToN0pWbm5uFutZLk3X1mZMrKN208FU6XRaXCsfh85BpRkBIJlMGpK/5HnD1xkZEW1t5smL/B5tbW2Cmjk9PZ0xh1TzVHV/bvDIyc6qJHBad/xQtdbWVtTW1op5Kss5VZJfdXU1AKCoqEg8g5eUJQojHfAVDAbR0dGB7u5ug6yk9g8NDWUkMMvzQ/X+XEa2tbVp17fV56qkfN4PVuMg31NVglclo+S22ZHBuvu4Bb2Prjysk31Bhu63qr5V7QM0B4aHhzPkk9l+4KQdVkmsAERUlusp8vN1a1GH1lb1gVAqmM053Tvo2iOXzlX9lsaCK/OhUAgjIyOi0AKt96amJgNrwexgNbrv3NycoUwrT8y1O6ZOYctDr9oYnMBp0s9qAllWk5OTYtKowr7A4mRqb28HAPT29iIejxvuFYlEMjzdbW3qUmC58LyQVcrbpuKsk9dXx8nj9yFkE5LlVj9Z0nb5uVbeXlU/8P5XeWrpWdTfvC/ob7vWuI5jbXUPlYeZe4BkLzlgXl5RLo+nCsnzfAEAGeOs8kA54SXysaLoB5Dp7aX34+9G18m0FdlrS2vHjGfJaU1m4w4gIzGN7sGTIOvq6rQJbGaRD95+4HRpT3mO6Wg98trlybfyGm6TPNx216m8vjgtSZ5DdmkVVrJMZ0Sb0Z06Ojq0XG/qewqzy203i1yo5AqwOLdVYXsrz6O8NgA4Lv3oJvHQbt/bzQHgbQbg6LdmMiJXsCoKIbeFzzGz6ImTfA/y0NstB2sV3bHjHef7zejoaIbMl/siH/SkbO6pkulySV2zyLGctwRk5hdyyLRoq/VB4PPeSTEGQk4pN1u2bLG6RP8Anw+PPPKI69+vdNBAHDt2DAsLC6ZJjMDpjeOyyy4zTDRSqOXNHlBz8mTF0I5SpRJSBArp08bF627rhCDdm2+MHHaUah1kGo9VBQ1ZSQFgoMyolAJOZwEyM+etKCY6Q4dfK4+JmWFkJ/8CWJwrsjBTceN1NeP5/cxCjFdeeaVhXInCUVRUlMEBl99Z966qfuSKOlfSVfci6Kg23BCl+6rmNlfSeH6HKtGXYJaYpkpul7m1OkWew07Y1oz7DUA7t6gfKRFX9s5bQWVw8PWly0Vwqxw4pevdfPPNmJiYQE1NjYiQqOq4y2d6AMZ5x8eZ7uWk4pEdecfbwqtwADClWapkE51ZUlJSgs2bN5saPoC9MwScUPNU+Sh2FTiznC630O15OrlkRkuRZYZdOpfddzYzzKx45XZonlxBBaCV+WYGZrYKvip3kMNqrqnmCGBO85NlNdHmAGTIQjN9SbdPymtdRafi72aW20H38Pl8uVHodaUj7aKysjKr369kkEJPdfMBKAdOtjJJkaRkOzuTmd9PruDAuWBkUFgJbLJ0qcSTPNF1io2Od0deSqoCwRMjVZsx34B3795teG8zrwZfLLzKD9WrlT2n5EFUtcNOIjHvLzmpyE4EQI64mG02OqEpG2Hy5mmHv6vrV4LcvyTMSJGXI1Aq2PGEydfpoiJcmAKLh8wFAgEEAgFDm4HTFXt4FEHmRcpzemxsLGPsnXJgCVacTjvJvHY8bjrouPaqjZo7GPh7WkHlMddVpwCgVYLsRrKGhoaE8agyDrgiS9FFs1wSPo7coFGVtVNVPLJab3I/mSnJgDF6ZNfwU/Wj3Odmhk+2ZQit7mel/FvJIyD7ZFKnCqRsRPNIiyoXyEmiscrIA3JTRUUVyZavtcqvUimcADIUaFXirxwBpPeS566uDXS9VUKqvG7kcs6qfpJlA7V5dnZWOKWSyaRptALIdGrpDHmrqJrKQcPXDrXBS4pdZnDKTVlZGQAYyvqZnappxwtjVluag7isPPGDFE4zy5EvUPkaHXTtV1nSOs+4TDl66qmnlM9SeYB0oWHZGOHGiqyE8D4BrDc1FX2KhBBBp+Sp6qo78YDxceL9JpfuMhMYKi8l91oQVIYoD1vKBqPcTpXHQ55b3JgkcGOC7nX8+HEkk0lD+2R6Do0FjTMAg9IfDAYNybqcrgSc9vbwCkI6GpdsCHIF3mr9yNEs2tx00R6VBwnQz1M73mE5iiNvyFbr3op+QP3CT7jWeRutwEtwApn0KvkabhjaSWyz8rKqlH8+LmZKiFWY3k7yN58LfD3Kygzvc52HXm6b6h5m7TaDHUqRrBzJ0TWdB9MJ+PO4YWcnUVveY1VebQAix4pH/axoSrqCEVwGOj0VVqX462i5Ormki0ro9kY+PrJDAEDGnq8ra8rHhmSxnYplZu9vdsK3vNZ4LXsCN9xkPcMski3LdJUzhRyOGzZsMET6VMZ7zjz0HtyDl62UK6MQdJa8WZlH+o2K06WqJQ4YBQ7/jBQgs1C8E56+2cZi5qWUhQiBPPRW3iezvjT7jdmBNqp+VQlXWVGRvTmq58jZ8JWVlTh27JgwLHS0DDNBrSrHpyvdBWTycfk95RwKlRHKPctlZWWG+cXpCDoKB/dwyDx2/nw+rnx8OPgGK/P5a2pqRCSG2ipvyvyQNl3/0Jwyq6ACqCk29B4qTw9BFRlT/Y4UOlWVJTO6h5lixBW/YDBo6Ee3m6kM3UZqZmjoPGwUPSHI78S9+DxqwyOOdpRDO55QWSEh6LyO3ACnCCLJRJ0xoItu0T25rOFRJ25w2HlfO/X/zeawHaiUW6KZ8sOMclWdxqwCkhPaj04BJajOgrFrGOoiWYCznDMdNcdudJ7fQ+53XXRDxcUHjPRPen+z6BIv+0yy2O35FwSzcuBFRUWYn583RGvn5uZQVFQkos6yMxTIpPCq9gGrqKvK8crvL+tZdhR6W1VuvvCFL5geE+zBGuvWrcPLX/5yRCIRXHDBBVi7dq0YGFrsXV1duOyyy0RFG7nSBV1Lk6mrqytDsenvX6zkkUgkMD09jVAohObmZqG48KofBFI8amtrDRUqIpGIqAwhV5Uhxc9Jtvbo6ChSqRT27t2r3AxISZmenkYgEIDP50Nzc7Og29D3O3fuFJVUqHJDTU0NfD4fTp48iYGBzKot/DltbYtZ6KFQCOFwWISWr7zySlx22WXimHJVv8oVUhoaGtDQ0IDR0VGxaCORxWoKtbW1BuMplUqht7fXUDmHlO5UKoXJyUmRFU/9D5w+Wpoq1JAQ6e/vF4YhvXdbW5uoYkJVkzo6OkS2Pr8fAHFtRUWFaGcwGITP58OGDRsQiSxWXykvL0c0GhWGBv2e2rlt2zZEo1FDJZuJiQlMTi5WwqF2plIpw1Hb/HpgUbEmwckFKJ9309PTACCODQdOG15U9aWpqUkcngQABw8eFNScdDqtrFqTTqcxNDRkmJdr1qzJqOQhzwU+xwYGFitNEM2wurraMN9OnjyJnTt3GvqQfjMwcLoqUDweF5sJPZ8/hyomVFdXi0oNZpWfaO0A+uoU4+PjSKfTBi5pSUkJAPtValpbW8VGR5WO+HU0X6jaCM2n8fHxjD6k+1LbeSWv7u5udHZ2GtYxnyMtLS2oq6vDtm3bkEqlEI/HEY/HkUgkRERO1Qcq8HUnt01W2Ghe0eE89fX1ov07duxAb2+veJe+vj4xzoODgxgbGzNtB5fJpBhxuUBriSpeTU5OGgxpu+9LlZDS6bRhrba1tSEUCuHo0aPiPezKfo6BAXWFnA0bNhj+y99ZVZ1GNf904Psm3YOqtzn5LWDcU6LRqJBBpIRSewFjlRp5LyLjfXZ2FnV1dQZnWm1trZBXAAzVrWjPkdeWrr30NzkxZNlNugSvjGXW7yrwqjK013R2dmLfvn2iwg29P1WQke/Z399vkP0kE3TXUx/y/qDPeJ9Qe2hMeHspwltSUiIqVZWVlSGZTKKsrEysA2pXTU2NwaCNxWKYmZnJGGsAQkbTPsqfT33MI/gEea329y+egmsHtpNir776atx+++0Z31133XW4+uqrcdttt9l64JkGXXay6lRBTl0wSyaT+b3A6cxs2mD4ISf79+83WIvEDwuFQoYQLE1Ibn1ynrvKu2xGc5EPiyJvhlnlFKtT5+RkXaLK8FNwnRz+oPKIkCeD+lqmhpCXmnvEAoEAUqmUgfrEQ/6kuPMDpzgHF1hUoMhDL58iCgCnTp3C/Py8GDceEaDfyzV4eYUpOYwLGBWQ/fv3K6MTdj1zOs85gQ5M4vfnFJe2traMg7nk8bTi+MpeJzkqJOcZUOSCw4oGYhat0YXQ+XcEUgDIo8VpNma0PHmdAPpESd5mKy+zKsRvRmnT9Y+cgEvts0p+NqtERXNd9nxaRTHp2bSm161bZ6g2ZOY9ld9HVUFKV4mJe+UAaL24/HP5MBsdHVKeY2aVdZyc8muWT0Hvy2WaiuZkB26r8Zjdh+SSXQoap/fIxSacRIusaCtmkQAuD1SyFsjkp8uGOV1jJftVbedQRUdU0NFEzXIB7M5BO7RAs33b6qwMVT4Gr5JHOoQqH0BXkYwzESgSR/dX/UbVf6QX8aiaimqXMw+9Gbj14sE+uru70dHRgYMHDwpvX0lJCXw+H0KhEBobGxEOh7FmzRoApw/LicVi2LlzJ4aGhsS9yJLnE5Y8a1SbnDy36XQaa9euRTgcRjwex+DgIGprawFAeIxnZ2fR29srvKUqRYGsz8bGxoxFR9Z9SUkJ4vG48ArINV1lj1Frq7re8s033ywiF9QvFEInj7ZclYKDW+zkiSAPE3mguEekpKQE9fX1hoXT2nq6ni55Fbl3eWFhAalUCqOjo+JZjY2N8Pv9aG5uRnt7u+HdqX49/bezsxNtbW3Cs0v13GlDiMViBr744OCggbceCoVEf+rOC6A5NDc3J6I4hMbGRoP3m4PGura2VhnxUIE8pxyBQEB4M4BF7zgl3NN/y8rKEA6H0dTUJOo1k2eDPHuhUEisC2oP9dnJkyeF529gYACjo6MIBoNCgHd0dIj7dnR0oL6+XrSHe8N1XkR6ZjQaVQpWmvuqMxXIw8lDuDzyOT09LcYoGAyitLQUo6OjGZ5QisyQJ4ee2dHRgbGxMWUNeqtxI29TeXm5oWY0rUleA19+Vx7Zk1FbW2t6HUUkVJ5DAMJ7T/KM5ixt2nJtd3nc6F7btm3DyMgIpqamRJRwx44dBm85lwfc+1lfX49IJIJ169bh6NGjCIVC4l34GQlc0eV1q3X0sPr6ekOEgWQb9cH4+LgyKkjvJ19fV1eXMd7d3d1oa2tTRntVc0D2JpPMpnlMh2YBQGlpqSsKhG4+cI+xHe87v57aTu/Z19eXEUHm9ySHRjAYFL+lMzXoHhQR4r+TvbCccsMN7paWFvEdyQmKzJJsP3nypOk7yV5y4PQeLc9vGh/aC0muUFu6uroMUR25X2l90X91oL3l4MGDhn6g+ULyqq+vL2NMVOcwcFB0z0yZp+gm3aPtf7zcPp9PyCe5Twi8PTQutGaIPeD3+zOiEqWlpUqdpbW1VTj+pqenRYRt7969Bt2J/4bGh6LXO3bswLp16xCJRLB582bRFrlvb7zxRtNxIWTtoTf7zoORQy9bXLrKMwRVpQ8O8oAT35I8ROQBkr1ElMHNvYIADDxfmXtMPErA3BOq8u7wZBDOTdadOGtmfRNoI+DRCfL86rxvPNGG9xGv/iN73OQIiSphSLb0uVUunxInQ+UtkWu/E8hjQFWCeLJqcXEx5ufnbSU7yQk8csKTaj4CmTxyVZJdbW0t9u7da8gXqK6uFlWNpqamMsqXksKvqkJkVoZNFb3inndVPgH1oxy5kT3+NDepj3U5IzovkNUY87yJubk50Yck6GlNE8/bzPuq2vRUNejN2ubUe6b6XiUL+JyhNag7Vl4V/ZK90zy6x+XRiRMnMD8/D2AxcVmeQ7r3kOUKrVdg0UlAETfqy+rqakM1LJKXsmyWPZxyJJZ77fh6I666FdfbLIdKjh7I42NVZIH6VN6n5DFXyT8zT73uPmbVZnTf6Z5NbZfLh5Is40mNPOmbomAUAaK9il/Lc1No7dO7qHLYaO7zNU45KTKcVDDi8psMEpm7/eijj4rKcFu2bFFWY7JTgcdsj6P/t1s1h/Ytv98vmAGUQCrrAmbzn69bXbUuO959VZloXY6G1dqRWQyy/iUnRqtyf4DTp4zr2tLS0rI0HnoP9nD06FFhcfGJyb1HALQei2g0akjsAoCqqips3rxZnD5GC5auKyoqMniJ6GRIWpTEny4qKhJcdP4MPiFlzwQ/tbahocHAC6ZrSXkrKSkxWJ2yF4Gge0YkEjF4oeXfJZNJlJaW4siRI0ilUhgcHMTnPvc54WWRPdHEsSYhyr2wnJtMC5R77QCj94s8tXV1dSgtLRULm06JGxoaUnqa5HflKCoqgs/nQyAQEIJxz549wrsYDAYNY0fec4LK60nPD4fDwhNAHsLp6WmRuxAOhw3zUZU/MTw8LLjW5H0ZHBzMyBc4cOCA+C/PS6D8COI1l5WVCU8i94JQH+3cuVPkSxDPkZ5BniAeoaF8gLb/8YgTVDxwOdJEc5MMUd6vfMzseBNVY0y/a29vR1VVFeLxOMbHx9HR0SE2Al55Seaa79ixA2NjY2Kz49xR4PT8Jk/qwMCAyA25+eabMzyN5DXbu3cvZmdnBU+cQO9GbefePeKvnjx5UkT2yBNI64c8guSxougE94C2trYikUggFosJL+nQ0JDB88l53f3/40Gura0VyjzNS+pfXdSA1i7Ni0AggEhk8XRuUuCBRZnC8z5ImQdO50XQ+HP5UlJSYvDqkufv4MGDiEaj2LZtW4anj5/ySx5HWi8UFQQyI1DA6YhFLBYTMry2thYNDQ24/PLLcdlll6GiokJEcFS8ZR3HWzV/uVJEY8TlDJ8zcg6ELOv46cw6yGuW7iWfqip7dymyUFJSIuYVyTHqL4oeDw8PC880ySKK5FFuis/nE2PC+0jmZ3NZRPkR9BwZPp/P4A3m70ZeaJkfTvfl7877l+i7ExMThuIGFDHk65KPlfxeqn7mnm3Oa+c8dopmkYHH963S0lKx1uj9aFxoT+fRYJIbsVgMvb29BnlO+R0yZO82bxsAwxwZGxsTelh9fb0yR2N2dlZ4/3fs2GGIfFL7ysrKDH1LnHlyPPC1wHN/uK5FuRQUueOymNphB55Cv0TgygEpHOvWrdMKUNlibm1tNfAzaVOgEBh9HgwGDeX5SPCHQiERqgOMYeD5+Xns3bsXx44dM3iGS0pKRFtkZYuH3ngi48mTJ8WiJMTjcczOzgoDgJIuq6urxWKjJFHarMiSTaVSmJ2dRVVVlagXy+/t8/ng9/sxOTlpoHPQRp9KpTA3NycU4+7ubuzfvx/d3d1iQfLQMb3X1NSUoP8AMCiWqg2GK3mNjY1ig0in0xmUgIaGBhw/flz0l5y8Q4bB2rVrDfQHun99fb3oQ3rH4eFhdHV1ZSQfcuWY3pUnItKzqK28L3p7e8XcamxsFHOhsbHRQA2jdgBGqk1JSYlQwmgDlWvWEwYGFkt4HT16FI8++qigM/DfU3tJ2QYWN3w5gezgwYMAFpW38vJy8TlXnGgchoaGDFSp6upqw/Vk/AKZ1CNScDl9i99bVr7kNU3K28mTJ9HX12cIe8sKGFcAh4eHDZsdvZOKP8sTLynMyzcPeibRsGTljOY3p6VwxwSNK1eOJicncfDgQUH7amtrE+NFkR9O4RkYGMio5SyH/lV0PNnTVV1dLZRNrhTJij1RLsLhMK6++mrMzs4ikUggHA6jpqYGfr8fNTU1BjpMTU2N+P3U1JQh+ZfaTkYqV7LoczI+5YRKon/R+HJjnBS6K6+8Ejt37hR9TeNKSgqBkgiJqkMOnIMHDxpoaaTod3V1Gea0DFmG8PlARj29n+oabqSoKBCc9iKDkk3T6TR27twpxk9OBidDkhupvb296OnpQW1treHe5GWl+UcgJwlXzGkcyLCWE0ppjff19Rm82qQA6sAdNbL3lu8f3BEXi8XQ09MjEv7pPvTuFRUVYgy5cUSymztMyMmyd+9eQQtS0ZLIOCRaVzgcNhgDnMrT09NjUPplLzfJOfp/mvdcByFqMBnAQ0NDhjkZj8cz5DkHX29kEN98883YsWOH0vghY4IwNDSk3NtJYSdwZyLNxXXr1gGAcChOTU1lGGmyMTszM4NkMimKaNBY0/4st1lFhVXBU+iXCJS1PTAwILw9pHjIi6i2tjaDK0abEIUEacKQEKBnxONxwbWem5sToery8nKRcR6NRhEKhURomfj0lPXND+qhNnCusmrBE+LxOIaGhhAMBg1KFnHMDxw4ILyyU1NTYuIODg4aPHI8R4A8yKRU0PtROJV70uQIAymEpKhy75Fqo+GfcR4pVyy5Z0DFLx8fHzconRwkJOgd4vG42LBoPIHTUQOZA0lGHClpNCdICMrCY2xszDBebRLvkoQt52XSZsWVLM7B7e7uxpNPPol9+/ahu7tbCDwKO1O+QHt7e4bCT0oGHyMKp8qKJ3mu+cZNXvqioiIx54eHhw35DJznS+/a3Nxs8NzSuqANG1g02qampgzVcfgGScbe8PCwQYGQK/XQvcmQ7enpEeMne6bJQOH0t/Xr1xs8NLRpRiIR4X2ncePKII980RjyTZMqNJA3HIAht0O+H/UfKd8UwaHva2trDWNLDgXid/N1tG3bNoOcoEgCeeIIzc3N2LNnj2iXXBmCIG+QkUgER44cEdEikgmxWAyTk5PYtWuXyC3gxi1RD2mu7969G/v378fu3bvF2ACLSjwp+6RocP40Rf34ugoEAoL2oQLl5dD8J3718ePH4fP5xDjRugBOU4NIbs7NzWVU+aG5QZGw6upqw5ynNTg8PGyoPEbGAyk2Y2NjOHbsmKH6Dlc6ab7oFFNupKi8n4lEAj6fD/X19Rlefc5P5oY4rcEDBw4AgOiLnp4eYaRSdHRwcFBEISlnhpxjZBySXFBVc6F+DAaDwkNKDhie00ZjR8ojN0b52IdCIaTTaSSTSeF84u/NI7+073B+OJeHVIklFothYmJCfM8NmEgkYlhDfX19Yh7Nzc2JqKzKKCJDnKrW8PyT8fFxcR2tNZ/PZ+Cxy5iZmRF7p/w9GcI9PT04deqUGPPh4WEUFxeLviODieQ1KdJ8ztG7Ur8QwuEwamtrxRyRwfd2XoWOHIHNzc2GyCd3ONJ+Rc+hSKW879J479y5U/QZzTty5lEb5TyJqqqqjDarYJtDz727HM8//7wo+aN8gM+HL33pS7YasxrBT4qVeWA8w15VOQFQZ7+rKkVQtjVB5s/z6hUADCfJkveBIFvPnMeo4zaqKpxwHhw9n+qUEw9Q/g3dVz6BjUC/kw+F4hxHOlyJDhDiVTtUNXmBzKOsiWfHT7c9cOBARj1ZVX+QYOQHH/EqRHLtYkCdod/W1mYImxI3n95frh7EuYl0H7NDPFTc/aampozqOaoxaG9vz+Avck+VfBYCKSLEp+fcbTrkSx5vfpiTqqqL3Caes2DF25X5+/K5CLrzHTgHWp7bNMdUa4E2A37yLP89tUV1qAm/F80jDnpXPlfJQ87nljzedH/Oh+UcXDr7Qcd/pzkmn0Gg4kQDxtrWZrxk+b1oXfK1QLxk3nbVutKB5rDqN8XFxbjzzjsz8inktcTXzYYNGzLyd/gc5caNVW4IbyPVxCY5ooqw6iqhyXkbci7Vhg0bhEyTEYksVtzi+UZ2DiGU+cK6iit8j+NrWrUudFWXVCCFivrLiivOP+OyiJ4pjyPdk+dNNDc3Z1RZi8ViYs1z3jnPM+LrgO5jlW8FQPn+cg6QXCmtv994TgGXK/JpqLLslitEVVZWGg5gkiuOyXk5/PwdWks8D4DnMMhQ7Wn8nffv358xprQu5QpyfL7x9+S5AfI+pJs/8gFUsgxUVfKT565ZTpf8XF21RBm2FXq38Pl8eOSRR1z/fqVDHgg5IVa1oamSGukzVTk71abEN15+eqjqkASO5uZmQ8Is3YsUX2440Oe8hCYlafKSfColSHV4ED+8iBYYCRE6AIKeC5wWNvQ+uuRh3heksBDkzYQnU8l9RIoEKbPckJIVPy6oVQuXjyc/6IboAvxwKappzavc8PwG3XzhwlVWHrjA4AqeKimaEla5ENMZlnxu0+9VCd90vSzg+NipDNyamhocPnxYa7ARrEoqykmEqjXI+091YiL/nD9HPmSM2n3kyBFDEiQ33mgO8n4nD6W8FgEolQ5Vf9H4cSOHl2gDYFBUeRs6OzvF/KaNVT7JlhtavI/Mjmi3KgagmhtU9lUGtUNejxykcPN1T8mrOgObruG0EjrNkRQrrhDw8D31YyAQQDKZRHFxMRoaGjLkNc0DUsIocVYuKxuJRES/y2UW+aFRfN3pkrlVxi0HlXIlua46fEe+v26tmZVC5In17e3tBkWU5B61R3WSuHxCtUr2q0rbqk6JNStGICubPCmbz30ut8mgIwOb+i8cNh7sqNpj6H1lZVyW39S+6elp0Ye8TdyI54n4qjUkl1zmBqB8CrhVe/l8ILnCnS26Er2qdtE7kowDYHAIkHNIlsGqfYiDO0V0xgCBEu3lUpSyg0qlN3DZxPtFLuetc2LIbbSTFGtLoaeScm5BpfjOROgsK11Wuc5zwJUHDlmQ8UgJTRYSrFbgG4zMT5W9Cfxz3ia+SXOLmn/ONzReUcAM8vPlyiwkwOTNWRcJ4N/zSi3yaa9kUPA8BdqcVCcqqiILROFQnSone714nxHNR65KxPtEV5/drOKErPzzzHvyCvIsfdpsqWY7bfpypQMuDPl9uEHFlRe5X5uamjLOVqB+4xsLwSz6MDY2ZqjEo6rOwMeAK0ZcuafxkCsP6E5f5Iqo7InmCi+tA3k+kBLAIw0UTaMxl40e7m3iiphcqYfPEYo48f5JJBIiuZ5O+ZUjhfKcp3bz/pT/XxdR0BlDvO0EHtKXIf+ezyFZ4ae+DIVC2Ldvn/I3OvDfqOqFE6hihcrZonM60Hd87gGnk+W4h15X9YXLLho/Vf8TLr/8coOTAIDwxqsieNQHsiKiMxjkU6D52uMRRB6ZJCNIPtCH+sfstGbZc02KG685T3sBX4O6vYEb/bxizfr16w2eaq5Q837gNfup73RGqXwGDVWoUlWQojnM9zyCai+mfufzjhwM/Heys0KeU4FAAGvXrs2otibLIOozcrZRJT6dbCWoKqPJzgd6ryeffDKjapsqwkcnMVdVVRnGSlayef/y05vJuJSNGdn7T5QsXk3JbL7KThgZfE1RRCASieRGoffgHjoPPVduZG+sbFnzA0Rki5k2VdVkoQUKZHr/+CINBAIGJQ5ARhkm+ozD5/MZwsEE2fqWqTb8WTplVUYoFML69euFEsK95LJg5woQLzGng+w54Z/T5kmbXyAQwE9/+lMA6jJiKoMLgEGYqg404h5+3n7evrm5OUOYXKb5qA7lUnnq5fnBy4uqlDS5Par+4/cBjJsX/b9qk6b+oPlNAlE+CEo26ORSqAC0tBzZs0gbFc0jnXLBw/dUBo7mdDKZNChZpOzryivKSq4s0GUll8uBm2++GRMTE2Lj4M+XaXu8n1Q0JPngLuoP2cNMbTIz/uS2q+aYGdVL9RkpQaRYcgOnrq7O4IHnET35cBj5XQhW8oIijPLcpHlExrxMg+BKgKpkLoEcCFal62jsZMNGRbkC9MfI83kkt1le1+Q55EagHMHQGRSqyJYs12VqpMrDLSvkKo+zPAfb2toyIjNcyeLRQoqMqZ7HQesKMJZg1oHLdHnfpe94W+R5xWmv9GxySpAhqyrPzKMZsn7A+0K3noFMI1olEwiygawzJuS+1B2YpGMdUL+rjF8yLOT9RmVocuoWj4zQ3mG3XC8vj6uDGe1JVY7TzntzIyhnHnoP7iEr9DzkrwtncS44WZd0gijf1GTLlAtTztXjUIXKZVoOcDqUxsNMPPypEnAkpGjB8Q1dF9ZUhfHk+8l/67ylut+ZQafMA6cFB9+Y5Rq6MrWCPEzEQebhS/4cuo63gxR6ngNAi5eH0mWPrEpBAjLPAuC0J9UmRf3G+dMqCgOH7Hkm8LnNlUz5veWxIINU5cUDIPqG8/i5McPnLfUZVdYhbzTfqLhCLK8jeTORveME3rdmtBNdBEFWyDlfnefP8D4HThssfExVfFVuXKgoczLtSY68qKg6XMGSo1K8PWanJqrAedcAxFhxgwpQc8RV4yIbffJmKY+xPD95XklRURFKS0u1/SPLI3JeAEZniErmkPffjAJEzgmVEkL9pjr5mNYEP22XvKgcKuoZj0TZcSLI1+vGQu432UNPeQw0ZvxdecSZnz0gvzPNaVkmm80Z3hd8nqoirySfaW7zts/Pz2d4cXVyl1f+4rKEchhkyGPA14Rq79BFRmgvV1HguEyQcwS4gcB1EVUOEG+v1Ynjqrkj35cbnSpHI5fnukiYapx1USbqY3kf1OkY3LBTOdYqKioM51noGA9ytOTGG2/E/fff7yn0yw0zhV7nFVbRVWSPNoFPHL5g5KQNujf3ZsmLnIMSdLjg40k7uqRV/nt5ExwdHRUJWTx8rlPyZAWKPL1cYDY2NiqNF53Xp6amxsClbW5u1obbqd91howqhMp/I/M3qZ/lzY6Ery4Ux8OAGzZsyDigRlaeCNyAIp4k8XSBzAQgDu4dMwPvTx7GXbduHQ4cOCDGnxQI2QMq/463m592rMqlUFFJuIedNiiZsiCHpVVHndNGKf9W5QEjcPoWVyBVPHyZ/8s3OJnnK3vWSQbokgZV3mGVEqfzKHEjVI7g8LmtUrBoTciRAwJPdDbbQHWJ4ypaFLVflVDKPc4ADO8lUwpk8PwDVZ6JTBmUw/bcI8g9sCTj+ZjySjFWyiZ/R13CILC4rojWxpUHvsfI0TmVJ58UETk6qqL5qQoCyFxiPs7yc/iY8IgdUTBk55OK507vTvkIXCGU5x9FgCorK3Hs2LGMPAaSY3JUiHtXSebyvDBKIt67d6+I3NDeKc8linLLnuPHHntMuy/qoiRcdshjrDLg6Z2IaifvxbRuuCIqO6voHgAM+wm9Gx1mySNXfJ/j+5eKXsMVeDIeVMm9BO5YJPqWbh+jiJcs8zjtSBfJ4XOMv7uOAgQYZaVK75EPDaN+KioqQmVlpafQLzdIoS8vL8cLL7yQceKjvLhU4TGZasAtYi5guXdLVnJlb4IshGWesir5R8WDB9SKrWqh6TiEOnBBI8PMs6/iw/GNXaa/qO7Pq6BwrxZX6Kk/aHxkZdXKQ0jPB07XDJaFBKd2yO3VJU4CxtNl+YZkJtxIwOi8Q0SZoYoequ9lT6/KWFKFR1UVUOgdVeMs083kKk7cc8iNW94vclUSlZHLeZ10LSn6CwsLqKqqUlYzkb3lPLIkJw3LZf/42icDnCdFymFmHomQjWdZqVJtnLqqRXKiF9+oqN+B04nr/DRVeiZgnJsq54NMiTEzJOVqQfQcmdrBqV3UDk5VkJ0VKvC2cQcGHwOds4XLUl5RR56ncmSIX7Nu3TpDf+rAI2N87XCnBldUgdNGIEWKioqKRMlfTolU5UOR4cpzVEj5JM+6bEwSVN5iQO1AUuVtyXNK5rnLsplfy+8hV6RS5SPJ0OWB0X7K5YSsvKvWjuwc4BFhlYHGlX+VE4jGnAwTWUZTFIgofLw/zCrNyODcfZlSy9sqe7TJ2cKNcB5N5cYScHoeygmofA8mx6HsUOAyQJYZ1Daaq9wQVTkvyCBWUXd5wjrvZ564zqNSsiNU1om4ks+dED6fz+PQFwJIoZ+cnFSGnHXVSDhkq27t2rUGJUW2Mrkg5x5NGSoqg/y9vElTG7hxoIoIqEquWVXY4b8jJZqHETnsKPTy5gAgQ1HWWcn8+7Vr1xo8TgTyVMhcelWYT36+rtKB7M3j4BEJbqSoPMcqD6mKjkLXqjL2deBKK/fc0SZPY6dKoqbnyVQxriSrKpJQn3BurKqsnFmCLEULZJqSXBqUPGyqCNm2bdsMYe1UKmUwPngilWxU6Tj7QCatQJU/IxsD1Jd2jGSZey3nasgKqeqYd53XSrXeVB47wGh0qOSdnGzMk8yonTTvCXzTlWti0/NUifKqaCG9D59jsuKnq87BDQuuEASDQSSTSUH7IoVDTl6X5ZUcUaEKZLLXmT8fOB3hkispqSogyX2pgsow45AdGVxBpGoecr+QDJETvqm0I3m1ARg89DT/+f5Cla5ozppF0fizeJI39a8qER0wGol8zfH9g1eLIcNf5T2WizfIThZ5jgGnDTBVroCK765y3NCewN9NF0kzQ01NjSGPS3bc8PZz+iCPYJA8lz+na4HTlbwAIxNBrkTD138wGBRzgYxMM/oS5/fzfZEcbTwypKOfyns43ZPLby7POFOB5jjtT1zHkA1UT6EvAKg89CSUSchTOE4u5QWcPkCFC3pZyVV59YHTmeuyYqXK0LbimpmBTlFUeZO4ZVtTU4Pzzz9fS3GhzZc2Ms7lpvdVKfJcAeNl1wBjsrCTOtUcvHwfBy1cnjCjUrBURgMZCqQkkcGgMwp4kpYcMbGq48vLYu7ZsyejqofsjVCFHXnEhzY+eb7KCZwqI4hDtxmpDD9OHeIGYklJieE8Al2FH1UyJ2BUnOUERF2bZeOV8yZ5+3ReR7ksmqpduoQxHvqmPuBeO5mLS9ds27bNNMGV3kMuZUl9zDdWeZPSldblEQIZOtqAXOVHl3tjFzyxmfeZvAHr8oFUtD6SU2aUNfk+HFxxoXUmR1SoXbzqEHceqMAjAQAylGOdsqqDvL5kjrgOXKHRKe4ULVEVByD5rzJ46f9VuQ9kXFsZIPRuqopuTvKv6F1Vc8DsPnL7VBRM8tSbGeHA4t6k2tfkErS69lo59VS/51FzWb/QRQ5kqE4MJ8VbplXynDFSiK1KXXJjWJZlTlgC9M46eaZykpk5IlUJ4Tpjg8NT6AsEpNCn02ltKI0WlVydRZXgxMFDmfLBSXKYkyez8XC0zCknyN5H+Tu+GK0qyXBFkRa/TjGXFSX5MB558qt406rkLSthZSWAzZQTud12k0Bpcat4q7t27TL8TsVb1D3fDXSZ/4B6A1W988jISEapNhX4hsXpFdzzQ88g76mdDRJQJwnLSjBPjtNVK6FEdAAZmxWnmBCNgYxzuU/IQ0/PJ2WGDm/iYXHaCABjSJ4bOLqKV83NzcIrSP2gCmsD+vJ/fLOUqV40HtzLxPvbqvazKtlUxRuXefKcZy570nk/z8zMKA0yOSSva4vZ+rGzvlTrgRwqukRqmRusgmxkWxnJspdeph0B+twZuR1y6VJS5Elhl9cVbwOvViXnIBQXF4uTw1VtkPMSABgUfLMD+qjdR44cETKbUywaGhrEve1EjK1AuXC6hFDdb7jCR3uy7KHlnm6CbPyovPZAJu3MDLKSSZA9xCplWJcLSDoCj246MZTomTLtl8sHnaxRUcJ4NFBXptkKqrUssyO4k0MeF/kwO3o/+WwcXV/YUej9lm/hISdIJpP46le/inQ6jcrKSlRWVmLNmjXw+XxobGwUnnhCKpWy9DAkEglMT08jFouJ37e1nT5ynP7RkdGRSAQdHR1oamqCz+dDIBDQTqTS0lJxzDQJPnpuIBAwTNQ1a9bg5MmT2rZWV1cLBYQW5YYNGwzX0LHYHOl02uA9OXHiBKqrq8XfgUAAa9aswdjYmDimmRIpY7EYLrvsMrS0tGDHjh2WVrkuY53updpE/X6/8l1isZi4H20oKkxOTqK3txebNm1Cf3+/OGa9tbU1oz0TExO48sorBVeUKA3UT9QfALTPk8HvAQDPPvssjh49isHBQUxOTmLnzp3o6+szeJd1m2AsFkNXV5eoTiIjHA4LpSKZTApKQ2NjI3w+H0KhELZs2WI4Nn3Dhg2iH/gGzOHzLR6fTbQKOrqbNvzJycmMOT4xMYGuri4AxmPpW1tbUV5eLt5t//79hnGgo9aPHDmCyspKnH/++ZiZmUE8HkcymVRuCvLzo9EotmzZgkgkgvPPP1/MMb/fL9rf39+PWCwm7kcbM8mKSCSC+vp6w3OGhobQ09MjZEZ/fz/q6uqwf/9+w6EvPp9PGC/0/iMjI4hGo+KYd6KIyEin05iengZgPMq9paUFvb29mJyczJBZPp8P4XAYW7duRWdnp5hD6XRayKyBgQGxfun9yCsn9wEhFAqJ+TAzMyO8jD6fT/QpAIyPj4uwNh9Hfo0cCXKK5uZmFBUVib+Li4tFP+hkeDqdxtzcnEFmqVBdXY1QKIRYLIbJyUlTZZ6eNz09jXA4bGgT7ROxWEwZjeCcc8LExATa2tpEn5DXNBgMYs+ePdi9ezeam5sz+iwajWJ0dBSpVMpA2yJQQQNdv4yOjoq9Z3Z2FrW1tUKR6+npwcDAAFpbWxGNRjNkGAAcOHBAyGxupCSTSYyOjiIYDIrP3Sjzfr9fRKVjsRgSiYSt+9TU1CASiWDdunXo6ekRn6dSKaTTaZSWliISiYi+mZmZwY4dO8S4AYvKd3Nzs5Clu3btynCAUD9azeVQKCSipDt37jRE53w+n2Gu0XyVQfOJPxuAkIepVAolJSWOox6RSESpzDc2NiIcDgt9gxuqtP8Fg0GMjo4inU4jGAyiu7tbOFMHBgbQ3d2Nzs5ORCIRtLe3G+a9al4GAgFhPMm6ELDojKitrUUkEkFJSQlisRh27txpWH/AabqtDF4QQgUnMsnz0OcZ3EPPs83Je0yJrPwgBdmjRF4LCvvKtAzuIVeF2sgTyBMAzTxpnOPKr7M6pAnQ8y15skpHR0dGqTxVGTUdyHOkq1Ere0pl2A2r2vV854K2xME5/AQe5qb5oKLZ2A3h6fj0qrYQX58OINJdTx4HVUi/s7MzI7wt88JlOovO68nfQa6uwZOayKNE0SY5isRPmuU8ca6EqLipcuSMnkWQkx75M5966ilTGokq0ZXmgepgI/47uZSbXEFCV31HrjohJ+262SLkpERVCTfymMkVJuQEMpkSRuByTVW6EDCeZm2W9EeeYLmKig7UFjsy0awPdR5O/r2Kh20VvXUybmby8KmnnhLjQOtFzh+RKTg8f0IuWWinvRQBoLWsqrxixmnm9+ReZTv5JipKCh0gxfn6duhWBF4dDjCetaBa/7r7UhTObP+2A35+gyrnwM7+SHqGbp45LYDBQaVI5eIEZLTLuT8UNSR6Gc9/omiwfNI3l4MATOcmLynLZQMvmarKjVCtbXnu2qEE0mc5o9yojvF2goaGhqx+v5JBCv0NN9yAvr4+oZDTxswpCrrwD68pSyFu4ipTGFHHS5fvycvKkdIoZ2rrFFTaHGlBudnsie4gZ9oDmclV9AxdkqhZ4qVbqN6puLgYf/EXf6GNZlCIT64s5JSPqWuLrOBzjqrc3ubmZjz77LMZbVW9l0oIyd/rci/sggwHmUvON1suZFWnFNP13KjVJVfKHGO5Xr1OWVPRwuT3JYUGgIG3L9dzlssqUkhVziFRJWzqKBr0nYqbyZPgee35srIysaFwJ4LcR3IFHKLdcEPH6mAdFWT+q1xlhqCqqmOH68qNBB5Gl5P2AaPBo5JZfv/i6Zz8PmZ0GZ1BTfODb9CdnZ343Oc+Z3kwjQxdKUAqAagynHXvZ0VRUFXVIUWU5osZfVBW4GTjTEd/k41hwFhlR/Uucjt4qT/AWPaW+N5W4+8UTu5Da0+WP7r+1CnDfJ92y/WnPVY+y4JDpgISqL3kuHGSSKuD/B7yvkDULTKq7MwHFXRFBZy00+/3I5lMZtB5yTlJuhbNDV4ggb+rXA3OTpGDnCr0W7ZscRWKpEX5yCOPOP7tagH30Ktq8+oUGB1oE7PDVeYKoRV/nIcfdV4jWsh2PFhm4CcimsEsEYwWu65Wb65hVq8eOD0uZklrbhAKhbCwsJDhAeMKviwU5fFubm4GAGUirHxyndm4kvcfUFOUdL+RN3XZWyJXeNKNN3Da2yuXVOTvIXs8yJOiUkopokOceVKIVcmQHGY1wHmUTK7oI69bniDY2NioNMYIRHfjkZqqqqqMNqi8xlzp0Z1/IefakKHCvVl2FHteNYmfmcChOvFUVbKS3lElKzo7O5Xt0jlGrEq2kvfZLVTRRyfyWgYfR+7YsPJQq7jwPNdDV9tcLudKRhdFkXXGfXFxcQblTJenIq8VrjzKfHmaf1andKoimrmIwvp86pPQfT6foRKXyoDksBul4O9DIKNaJ4fM7sGTV+VcDF4+U5VQK3uR5WilrooVIVeGkxmskrM5KPorj6fcTrNS2QQe8aUSoTzXhF8nO2xU97Kjv+RUob/vvvsyFPo//vGPeOKJJ1BSUoK6ujpUVlYCAI4dO4af//zniMfjeOMb34iXvexluOGGGywbvFrBq9wcOHDA8B1P+tBVHlDRDuwaAmbePo7m5maMjIxklB6jjZ8LR6uFbBcqISyDhLouVK4S2nbfOVvQJknPIhqQ2WE1y9VeFaWJqiPo6t1Te8krwWGWME3RDH4IlK5MpVzDmNaD1RkHfA7yU2DpM7uQ6/xyg1auZ6/7/bFjx0wTwnmbE4mEkipBXqlgMGhQCqyUEt3BJnRPTl2Sj5ZPJBIZ7ZZlDU9oo0Qv+Th6t9CVF5VlGo9GybCiqywH5ORdVcED+XqzLZiMUV4q1CoyKR8oxZOFzaruAEZvsk4Jp+vM5JaOghCNRjMS/qkN3OsrVwAyo/k5SWiUaX12FSr5mfJ62rdvn6j6RdxpqlrGI4R2KwwBRkqhbBDKlDYr0P6kKsLADUOKNo+Pj2s94m6ginbKp6A7gXxOjFuo5jE/kMpunkVnZ2fWjk4z5FShl/GHP/wBd9xxBzZt2oRbb701I5lmZmYGX/rSl7B//37s2rUL5513nvM3WCUghf7YsWNYWFjI+J44XnYsd1oUOk6wHcgbpC4U6yS8SnBjlVtFD5zckzaFXCkdZiBjQ3WKnFnf8e9kowDIjnsog+4le1ho/pidUUDw+/3K6+SKNASunHJFnRRDuQSi6nmk9Fpxha3Kv1mBNkyVIFa9n93SlnZgt7SerrKEqlSpzrsk113X0VlU9Dy5RJ0u18WJcs2jNpw/r8vpufrqqy2dFyoj047TgIOvPbvr0EohzIXBzrm6dp+vey6v+qPqH5m/7rQPecRMlctDRrTK8WElN+XcKLkGvJ1xyJUDRa5Fv3bt2ozoFXnyydGjO3HUDLmIHAHGs0N4W+QohBsjmWSlbr/VjY1ZvpdbuqruXJn169eLs0CA0/kd2ZSzXgpQFCKvVW6+9rWvYc2aNbj99tszlHlgserJbbfdhrPPPhtf+9rX3Dxi1aG4uFiZQZ1MJjE5OSm4l2bglVNSqZQr/lo8Hjf8TlWZgp6hgpz9zmGlTMkVc6g9VAnD7j119K+ysjK0traiu7sbTz75JPbv34/Ozk5lJQSre1khlUrhscceUwods42FG3VUjYHaEQ6HsX79esP1RJfRQfduJMSAxYpFQ0NDhvalUilb4UrddRMTExmbK3k04vE4YrEYgsEgIpEImpqaMr6jaim8vbQhUJ+kUiltZQBCNBpFOBxGKBTKqCqgA1VxaGxsRGtrq/IZ8vtRe1QbXU1NjajiQ/OYV8JQPT8ajYoogOp7AKYb+fj4eEb7ysvLASBjLSUSCVH1g3v/gdM0Hp/Ph82bNxvkeTAYFFWIgEXj4/jx4+K3xcXFqKmpgd/vR319veVY0XOPHj2KsbExAItJqKTkEbgsXFhYwPj4uOV9FxYW0NjYKNaDU0WU9zkAZUUPFexUneGwI28ikYhhXQ8ODqKiosLR83Vc+b179yKdPl1TXqYfLCwsYHJyUsw7quDE22YGml+Tk5NK2Tg5OYnJyUkMDg5mzF+zvkwmk8pqRcDi2K1du9Yg6+V+tqo6JIO/J8kXWiuAMRpGe7g8Z9LpNCYmJsT7ulFQk8lkVso8rc+Kigr09PRktCWdThv6XVUFCcjcu7kuc/jwYVHRRvcOKszOzhqq1vEKVWvWrHHwlsYqajLKy8uxZcsWVFVVob29He3t7aJSWH9/P2ZmZhw9aylB54vYhSuF/he/+AUuvvhi0w20qKgIF198MZ5++mk3j1h1mJubEyWXVEKdwnPLCV0pMQ5ZABB4wqAOvBSffE87ygBBTqKixVxaWoqNGzeipaUFV155JTZu3Ije3l7Te7kN14XDYUehWtWY88/S6TRisVgGf5oiDTpw4RsKhURfbN68WdyLTinOBqo28PmaSqWwZs0aUVKTvMgAUFdXh46ODmWpTdV72PkcOL05j4yMoLy8PGM8iouLASzOa75BV1ZWYtu2bRgfH0dXV5choU4Fuo8K4XAYu3fvRjQaFYozPfPIkSNKg4xKe/LSdRzUNzqDixRrGaREyUqLvNEGg0FRxnbDhg1C0edecCq9ODw8bFCkyBik/z9y5AhSqRT27t0r5IdKjtGcoBJ9ZGBS2dBoNIpIJILOzk6sXbtW/K6qqgpHjx7NuKc8H9P/U+6wvb0dfr8/QxHVGVe8j/hvdJU73DoAAGSU+6XPZLlLeSocBw8edP1cYHE+zs3NifWkMnbS6bSlke/UiUTGcy5A1adkkHOLik4A2dWWB4zvWV9fj/Lycmzbtg1bt27NeB8yiHMBu/exs1cDi06jVCol/usWMzMzIqrj8/lE6U/AHf3W5/OJ/Y76r6mpScil+vp6W2WYqaQklfCW8yh8Ph9OnjyJz33uc6JMNACcPHlSlGfOVxTfClbGMbDopHSkZ7ih3LS2tuKiiy7CZz7zGdPrurq6cOjQITz00ENOH7FqQJQbUqqyrXyymqAqQ2d2wAItAE4RosohZiXp7MAJ1UV1WqgZnCTvZAOefa9LwCJqAlFZ5AOKVND1jeq3qjaYVRjINnmKVxwxo1jxuWY1z1R5K6o+skMhUiXWycl/Mo1HVTrPjOrjhOvJf2NV+pAn0umuc7Ju5HA4r4DEQUmYcv6M/CxeolPVHlX4nbjHZgfF6aA7fdMMbmg8Mvx+P6qrqy0PnylkmK1zq/Vo5x65/I1T5JImydur0xXc8P6zBbWF72VEycsFDVFOwuc0GLMxtFtgg6BLdF4OyPLETE/IK+XmwgsvxC9/+Uv8/Oc/114zPj6Op59+GhdeeKGbR6xa6E7HU4FCfSrU1NTA51s8kMfK+8Rh17JfCshtOXTokGmUgg6TqK+vF7+dmJjICN+6iXTY5csCzj3edJAK/bOCPB/C4bCgcJhRbIDFihIDAwMGLx995/f7hULPQ9BW76Lrm1gspjw8Y2BgAC0tLaioqIDf78epU6cwOTmJ2dnZjHdramrShko5dGuEPMtmIV/AuO5UyoPuoCFA/Z4ABBedDn5RtVHVt7W1tWhra0M4HMaaNWsyaFZyfweDQWzevFnzZqcPplG9j26+WB1cByyGve2MDYccpeN/y5toKpXC8PAwAIg5MzAwgPHxcXEoEX8vStAnqIwYmQohgzyDchUkGjszb6BTZZ5oTNRmKhvoFI2NjZiamjLcNxdYyoiwTJcBTtMM+cE6Pp9P7G2BQAChUEjMITeKuVMj1w1ymQjJ26uKHKqKFCwFSH4Sn5vq8VdXVyur4bm5P3nMe3t7DbJJTtSn+/v9fvT19WXQ0Wi/VKGpqclW/2UbjbMDWZ6YzVWzw+c4XHnof/azn6G7uxuBQACbN2/GG97wBrz0pS8FADz//PPYt28fnnjiCSwsLGD79u14/etf7/QRqwayh94J3HiEzJCv6ECu72tV9x3If3UYszq9buHWW0RJV3J5R1Ut/2y8gHbGkKogOCm1anav9vZ2R5UfrMA9PbxMbD6gK4+YD3AvvZPnmiXVOZmPuvmRrXeSap1TNIeXH+VREUqgq66uxqFDh5Sed84Nt4tcJR2qkCv5TZQCOuDNbVuXwlvN4SQqpvudLjGcw8m9VVjqfrELVY123k46f4LL4ubmZtslLlVrRZV8bFUZyU7b+eGXblFcXIyioiLTd9OdCUNYqip4uQRVBDr77LPzU+UGAL7//e/jy1/+srDYONLpNIqLi/Ge97wH11xzjZvbrxpko9DnEsshtFYyvchOPdpskE3Y1M4m5xR2NlHaQLKlN7ltl93rl8qL5aaEa67XoRWdi56n6kd+toKqlrgdqKpi6N5R3kx9Ph+efPJJABClTAFkHHDEoTJmKAE8F5QUN0q42zHVUffs0ODcYCn3gEgkknGIlF04Ubr4YT4rda8huKnSBcARbdXufVXllQG4oqotJVQ0PBkrUS/JK+UGAN785jfj3/7t33D99dfjkksuwctf/nK8/OUvxyWXXILrr78efX19Z7wyX0hYKkFOIVKVgHVCDVpuxONx5aJvbm7OSag6mUy67g+qFpMrhEIhkaipu7/f78fx48eV1SnswG0426ngTaVSrjccJ9UEKIJjdrCKCnZDp3Zx1llnZfQtD0lXVVUByAzfFxcXG5IMFxYWsGHDBgCL72ZnvDiVhD+b7iNDrmxUVFQkqDYAxCEsZgpJPB7PoD8tLCzkjF9+7NgxwzwIh8MGmoyqX1RjbYeqpHPyJBIJ2xWbzNolt42SGrNBZ2enpdwKh8Noa2tzPSZOPKjxeNySbgcs7j1O1rdd5HJPczrma9asyXjvXKwDVV+uW7cug6q2XAiHw9qEUhUNT6ZuFYoy74Z+ZwXXHnoP9pBvD/1yhQvNPDBuknmWIxRmpxa4jHwlJOXaa0A17u14+qjONaCmGBXiAT75gGoM6DPZG0/CWD7B16qPcrleKcFTN8Y6ag6vyU3jykPtqkiME2qN3I88isCfyQ/oIaqNncNZVCfh5gMyvcwpxSrXlEkz6BKjVfONxpofjkTXlpSUaMt90gFKViee5ju6WUjIlnKWK3ng5j5EY2tsbDQ9vCtXyNUe5+YcHPnAN46ljMpx8MqAVusl7x56D4UBp5MqV0mxs7OzhmQmDqf1aOl+OuQrkZeSGZ3ATWUMglmSjVtBp/MQTUxMYN26dWhqalIm2cp1rqk+tAq62sTZwqnHTJ4H2SQuqX6nGgP6jJf8AxYVea7ME8fdCrlU5gF9wi5w+owHGbFYDKFQCNFoFPv27UMkEhF0G7/fj7a2NpGQSn2+sLAg5rJVn/OE3ObmZpx11lniN6WlpSLBl8rVkjJPbVZB9niPjIyIZFZ5XuSqVGIwGDTwk8kbbBe0nqgf8uEhJqgSowH1fKOxlmUfReZ0Mi6ZTOLKK6/EyZMnRXlalWzWRTftYLlLNztFtnIxV/LAzX2oZOPIyEiGkmi15xYXFzteY/lU5gHzPjCL4sj73lIVDqEzBubm5mztHXaQVct///vf40tf+hI6Ojrw93//9/jqV78qvjtw4AAeffTRjDCrh9WBWCzmqHa8FVSbiIojuJLg9/tFZR4g97SncDiMgwcPasOPExMTGB4eNjy3pqYGIyMjplVTAOfKtl3wutulpaXK+uJmlVn4dVbvYIaSkhJHgttq7OxUjQGsayrL4FWseJUk8hD5fD6xGatoHrq1E4/H0dPTg40bN+L48eOGcHR/f7/hcC9g0YA5evQoOjs7sW3bNtN3pLUcj8cxODgojA5S3PlBUcFgEHv27AEA7Ny50/DeHNzgj8fj6OrqwujoKEpKSpTvSAdk+f1+x5V6gEWFRXfwl1PE43Hs3bu3IOgKHE77hRSQeDyOYDCIffv2GRQRXi3ILZwqyGZyaqUZB9mAyzKnCun8/HyGUmu1587Pzwv5AyxNVRggtxWFdLCjb+TyXdPpNObm5nIyX11Tbh5++GF87WtfEydf+nw+NDQ04PbbbwewqNB3dnbi7//+7/HmN78564auVBDlRpW4Njs7a+qZtkKhZud7WHpQreojR45YKpZLSQWQQVUYzCp22Ek2tRPq1oV4CzkpStU2OvVUrj5B3wWDQWFc57sCClUR0lU5Mqu7/tRTTwEwJsBGo1G0trZa0jjsINfj6oZqVshzSwYZWHKVKbu0QlWSs505RHkWBw8ezKqvlqMee66RzXwppPdXVdxx+vvl2pNyhWzG0uq3eaXcPPnkk/jKV76CtWvX4sMf/jC+/vWvZyzkDRs2IBwO42c/+5mbR6w6nDhxAsePHzf8y0aZB5Yu0bWQsdK9MHZOi7NzfSqVwsTEhDid1QzLJTjD4TCGhoYEdYEUJdmjRF5AFZycTsir9qg+zzfceHH4UegEokHo1nssFsugBDlFSUmJci1RTXAeLTPbtHkb5DByV1cXgMWDCaPRqNiYBgYGDJEst3A6rvL7yn+7oZo5rci0nJicnMSuXbsMnxG/3g5isZjp+Q06FBUVZX1yKeCc/liISKVSyz4PskUoFBKUObc4evToknj484ls5nOu9iRXcfWHH34YoVAIn/rUp0wVkvXr1+O5555z3TgPKwvLETFYSYmaKi+EU+XaygjMRX14M2STvKz7nRNhVlVVpTxx1gxuT2jOdj7LSYd24LRKRSKRULYzFAqhvLwck5OTlvWbfT4f5ubmsGHDhoznT0xMIBwOY3Z21nH/kcJHvxscHMyYn/39/QDM13E+5Qpfk6oDctw+1473VNefdHCPnXKk2UJuo1Ml2Y0ishoUcTMQDYi/p9l4VVdXu4pWqO7v1GvvVJ6rSqrG43Htaa1256nnnMwNXJmGv/nNb3DxxRdbehfD4TBeeOEFVw3zoIZTK5Y2h6WAtyjNkQvP+PT0dM7G06lnKBKJLPuhHJOTk67a4EbxcJNwTl7epYoc6ZIhE4kE2tra4PP5MD8/b7rJU3UUnTGRTbm6VCqlna8+nw9tbW1oa2sz9Jt8fb7kytzcnOmatEtBUiEbpTWdTlv+fiXJWqdRyJUEVR6CqkqQ2XhNTExk7aGl+zudd07zfmKxmCiFy6FbRytpnq4GuFLo5+fncdZZZ1led/LkSce1VT2Yw+kCsbM5eFg5SKfTuOiii3JyL7NNRKWErXSOYy5gp1KR3+9HPB5f1oIA1dXV6O3ttdzocxHmtqrFrXt2UVER+vr60NfXJ+g5FHGwQi5oCk5kqa5mdL7oW6tJEcr1aeeFBDfOhUI/j0V1UChHLsaTKlHxpP+VBFV1rUKAqxZVVVXht7/9rek18/Pz+N3vfoeXv/zlrhrmwQNBLrN4piNXh+iYCSTPCFTDStHiJfuWUyk7cOCALTqaytvmBKFQCFNTU65+m0wmRelYSupNpVKmVBMAy3IqaC7H0ufzrUglZrkRCoVWTMKxGQ4dOrRkUXM3WAq5lUqlUFZWhmAwmLP9LF9QjZWdw8x0yOfad6XQv/71r8exY8fw8MMPa6/51re+hVgshr/8y7902zYPHgAsekGyKVFYyMJzObGSNkfy6OQ7fL9a5ordTTlbb1s8Hnd9D+71dmJA5kvhMHMa5NrAPXToUE7vdybAab6U05M4lyopU3dw15kGN+fALAfsJonbxZEjR/I211ztXm9/+9vxxBNP4Ktf/Sp+9atficoaJ0+exOjoKEZHR7F3715UVVXhmmuuyWmDPbiHWam/QiqBpUI2yZ6F8l5emVH3IOMj37Sf0tLSFbHJrCToZAv3xOd603SDpUqw92iQSwOrSI+MQpPN3n5RGMj1GFCxgHyMres69M899xx27NiBZ555xnDICbDYAeeffz66urrOeMoN1aGfnJw8YxYnHZFeVFTkbVw24AnuwoDP5zOds3QarF3Fz4mRnMs5EAqFLI8SLzQUukPBDvK1js3uW2h17+2cD3EmgutGqx3efpZ72K1D7zq+fN555+ELX/gC9u/fj7GxMRw7dgypVApr167FpZdeir/8y7/0EmLPUJBAX+kb9FLBE36FASvPaSqVMlVWslGurOaAk01ypSlUq0GZDwQCeYvumI27EwMz11CVPCz0ubdcBtBKMchygXQ6vWoMu5U2PlkRRv1+Py6//HJcfvnluWqPhyWCZ0WfeVhpwmmlQe7bbJVUruiuxrXq8/nQ1NSEoaGh5W5K1kgmkyKxdymxnErT7OyskCkrRbYUWhsLrT25wmpQ5oGVNz6ukmKffvppW5nJzz33HJ5++mk3j/CQZ6xGBcGDOQqxzNZKR76qL6nqsa82pNNpDA4OCrpmIc5PJ+O7WpQYu0gmk0LhKUTFpxDnk1NQMQAPHuzA1Y6xfft2+Hw+XHbZZdi6datW6D300EN4/PHH8cgjjzh+xqlTp/Ctb30Lhw4dwqFDhzAzM4Pbb78db3rTm2z9fn5+Hvfeey8ef/xxzMzM4MILL8S73vUu1NXVLdm1HjzkG3bpCn6/f8XTGgoR+VLiClE5zKcX1ufzLSt9RIdCa48H+yhEI8MplvIdVgtN5kyGaxPW5/Nh//79+NCHPoRjx47lsk0AFjOBv/GNb+DZZ5/FK1/5Sse/7+3txcMPP4zNmzfj1ltvhd/vxyc+8Qn88pe/XLJrPXjIN6yUdL/fj3A4XPCbm+eFKnzkag75/f6M8qNW+QkrDYXsHfb7/ejs7FzuZniwCdVptPmA5/BZ+XAtdTZv3oxrr70WzzzzDO68886cU2sqKiqwe/dufOUrX8Ett9zi6LeHDh3CD3/4Q9x88814z3veg7/6q79Cd3c3Kisr0d/fvyTXnknwlLHCRSqVWhFlGD0K2JmDVCqVUX50qZSWpUIhG9CpVAo7duxY7mbYAs2LfMyPlUJrWyr57Sn0Kx+uFXq/349bb70VH/jABzAzM4OPfvSj+MEPfpCzhhUXF+Pcc8919dsf//jH8Pv9+Ku/+ivxWTAYRGNjIw4ePIjnn38+79eeSfCUMQ+rGd4pxfnHSjA6z0Qst8JL8yIf8yMej3tK7ApHIUfClgNZ90ZzczM+/elP4+yzz8a//du/4d///d+X3Ttx+PBhnHfeeRn1Oi+66CIAwG9/+9u8XyvD5/PZ+ufBg4fCwmqigiw1nJ7Wmc9j0T04h6fweihk5FLXXA2Om5yY36961avw+c9/Hp/61Kfwve99D0eOHMG2bdtycWtXmJqaUnr36bMTJ07k/VoZVVVVtto+PT2NmZkZW9fmCpFIJO8ncBYyVkrJNQ8eVhqcntZpp3qaBw9O4JVo9mAHq8Fxk7N4WmVlJT772c/i85//PH7605/ijjvuQEVFRa5u7wiJRELpGQoGg+L7fF8r4+jRo7aESq4EjxMldaUq8xRuc6uMk6Bfs2bNsob8VQe0ePDgBJ7SsjxYDYdirXZ468LDmYKcEpBCoRC2b9+Od77znZicnMSBAwdyeXvbCAaDSs8QKdykgOfzWhnpdNrWv1yhUD3OueRkplKprN6T+nu5lWmz5y83h9XDyoAT2VGIvNNAILDiQt5mpWBV9cM9SqWHlYbVlqxuB4UoH+3ClbbQ0NBgynV817vehVe84hXYvXv3sljHFRUVSvrLCy+8AAB4yUtekvdrzzT4/X5bnu4zyZuVC6/pmdRfS4kzmWZVSO9N5SsnJyfzOtfzEcHg/SjX8Fb1secpXj54ESxnKC4uxvz8/LI7u5YDqVRqxc4XVwp9e3u75TVveMMb8IY3vMHN7bPGK1/5Svy///f/MDs7a0hg/dWvfiW+z/e1ZxpWSnnEpcRKFAhnCpabZuVhESdPnsTmzZtx7NixvBoa+V6Lq4F/u5rhyWL7ONNz6oCVO19WbmzhfxCPx/Hss8/iT3/6k/jsiiuuQCqVMpTRnJ+fx3/+53/i4osvxktf+tK8X+vBg4fChUqZX8mh1pWKeDyOwcHB5W6GbXi0GQ+rHatJmXdaZWulw5aHng6NuuiiixAMBh0fInXJJZc4bxmAPXv24MUXXxQ0l/3794v/b2lpwdlnn41f//rX2L59O2644QbceOONAICLL74YV1xxBXbv3o0//elPeNnLXoaRkREcO3YMt912m+EZ+bpWxkoN4XjwcKagkKgoucBKkjkrpe9XSn968ODBeZUtu3AjW5eC5mlLod++fTt8Ph/6+vpw3nnnib/t4pFHHnHVuG9/+9s4duyY+Ht0dBSjo6MAgDe+8Y04++yztb+94447cM899+Dxxx/HzMwMLrzwQtx1111K4yJf13J4G4EHDx6WEitB5pzJuQweCgsryQD2sLyoqqpyHMlYCjnnS9uYwf/0T/8En8+Hd7/73Tj33HPF33Zhh3O/WjE7O4vrr78ek5OTnrAoULhVKs60DcAr0efBg4elgGfo6XGm7TseFsc8EonggQceyDjYlMOWh/6DH/yg6d8esocnwJYPqVTKlrLKrynU8ZKrbeQSS63MF2ofn+nwFAoP+Ya37vWws/Z8Ph+Kioo8B4wDrAa55mWBFQjsCrDVmpSVi4TEbOpY2xF8/Bo74+X3+0VZPo58juFqqrax0oVroSMcDruai/kaFy8p2YOH3CCdTjtW5gOBwBlZd56Qa7nm5AyZXOkEngRdYXA66VaKAZALj0w8HnelFBQXFysV72yRSqUyeHarwQugQ67n2mrtp0LB9PR0XvvY6aFoVP85n/CMhqWFqr+9MShMJJNJ1NfXnxHjsxR6kRODKldy2JbEHRkZyeohDQ0NWf3eg3vQRPH5fPD5fEsSylxOqoSb587Pz2sTXMLhcE7rla9mJbVQ3s3j+ttDvsfLzRjku00elWNpcSYesLWSnTaFXEI2l3J9pY6PFWwp9L29va5Dsz6fz1PoCwA0FkuB1bRpFvrhQyt588gX8qnM5zNHwYMHK5D3VJaxK0kOyO3UKWqFaJjbWf8rZRzMYDafnDjs6MTZXKDQ5kIhwpZC/zd/8zcrhrrhQY/VpGjbQa6964WIdDp9RrxnoSAej3tKfQGiEJW/fCCVSikpEel0Oi+R0aXoV939S0tLPbnGUFNTg4mJiSV5FlfmA4EALrroIvFsJ3MsX3XgPahhS6GnA5s8eMg3nG5KPp8PJSUlSgVrNW4GKs9JIb9nLj00ZnDroXSjnHvKfOEhEAhgYWHBMAfM5sRKNgB08jEfDpvl7KNClGv5XPtWe9/U1JSl88bpvLaz3yaTSRw6dMj2PXOFUCiERCKxIhyRheLkWf3ZDx4KDmbRHjcJOcFgMJvm5Az5SKyVsZLCueFwGHfeeeeSPMttvyyXED4TEs90cJosawfxeDxjDpjNCbNaziqEw+G8tNuDB0J1dbXp98eOHbM0cpLJZMb+aiZr7CrLZkZCcXGxrXs4RTweXxHKvM/nKwhlHvAU+iXDS17yEqxdu9bwT95Umpubsyq9uFJAfH6VYu/UI5ROpwvGk+P05DgrFEIJsWyodrFYDDt37sxha1YPVsJGlS/k2+trx1hyIjNIkV+pHn0PKwNWdBozmcHnvGzI6n4XCoWy1jfC4TDOOusscb9CRT7bpnIc6HQ5J/upG6dPVi6HY8eO4cknn8Qf/vAHnDp1SvliPp8Pt912WzaPWRU4ceKEZTh4dHR0qZuV19CzLoELWFme5uXC7Ozssj07V3zcfIzzUuUMrKREQyeIRCKYnZ113Icr5aCvXLcxmUwiFou5fv+VTO/JFyKRSM4dIIWOcDict1KxbuZlLubkqVOn0NDQgL179y67l7q4uBgNDQ3aSj1LSYupq6vD6Oio4XmdnZ2OHFyuTq9Pu5xd999/Px544AHD5OQlEulvn8+HRx55xM0jVgVmZ2dx/fXXY3Jy0tZCDoVCmJubU17rZkPR/SaXm7PVvVarYuQUK6kfmpubMTw8nPUckd8523kXCoWwefNmR+XVdII8EAgglUqtCCU1lzA7RXI55uhyK3d23zkcDmPdunVLlpjoBitJxhQ6fD4fqqqqcOzYMVRWVmY9R+l+QO6jucuJQuGPNzc3A7BfejMUCiGZTObF2Kboeq4MOJ/Ph0gkggceeMCULuiKcvOjH/0I999/P9auXYsPfOADuPTSSwEAn/jEJ/D+978fl1xyCdLpNK677jp8+tOfdvUCqw12eWbxeFwblrFSPGpqahz/RgcnfFGr0FCuNpilrLREwsEurEJ6NTU1tvqhpqZGOY5LjcHBQVRXV2fV536/H2VlZYbPslWeE4kE9u7d6+g35eXlys9LS0uxZs2arNqzEmF2iuRSKIOyvDh27FjenwnoKWx23zkWi+HAgQPi73xTDArpFN8zDX6/Hz6fDydPnhQyK5scCrrf5OQkjh8/XnA5NKFQyDXFsxCUeQAYGhrC8PCw6TU0DjU1NSgvL1eusWzHJhQKYXp6GrFYbMnXo6uWf/e730UgEMBnPvMZNDU14dxzzwWwGGZ485vfjO7ubrznPe/Bd77znYKbuMsFJ8JfVWPYDpx4jmii6cbHruKVbTjZyabldHEEAgH4fD7HgioQCGBoaMjRbzZv3mw61+2OzcTEhKNxdNJ/TjekiYmJrARSKpWypHVw48Xv9yMSiZiulVQqpd1AVJuS3+/XesNisVjW1B2vnK9zyLJFJWvy0a+5oGnJ6yGf+1s6nV4xibjL1c589H84HBaRu3g8jnA4jNnZWdfvGAgEUFlZKeZ5Mpl0XMkt35ibm9OuD1keF6pO5/P5LBOLU6kU0uk0JiYmMDk5qazAVlRUZPt5Mvx+vzJBf6ngamR+97vfYcOGDaisrARgpNgQ3vrWt+K8887Dgw8+mINmrnxs2rRJqajYWRx2J5gT0FhlUwLN5/NlHa7asGFDhhKWK89XMpkU72m3Ak1xcTG2bt3quM8fe+wxR97eXFUGUAmOpUxOCgQC2jkcCAQQCoVMv+fGSyqVQkVFhWuPTzweRzQaRWdnp+GebhAIBGxt4EshuAOBwIqvsuJUCdDlYxUSgsEgOjo6TNcbrXO3azIfdIBc92MkEsHWrVtt3dfJPLAjs3NNl2tubkY0GhV/U+nEWCyGZDLpyDlE8i+ZTLqi2Kj0KqfzSO5v3RiZyTFZHhcqRTGVSuWEDme3zLKqz9z2jd/vR2dnZ9Yy3pVCPz8/bwhjk9B68cUXDde98pWvxK9//Wv3rVtFGBkZwebNmzM+t+Ke+/1+S6FuJUj5opYVSb/fj3A47EhQkaBVnfjnFBMTE0gkEobPFhYWHN8H0Au7WCxmEKhm/VVUVITe3l7TPldtSpQ4Z3Udwa7QcFMKU6cQy+/U2dmJzs5Oy03WTLk18zbR86y+51AJZCdKQF9fX9aVdZqbm7F161bX89AMxcXFjtcJzS2zOZlLI47fKxKJwOfzKdvsZFwKNcE6G9TX16O1tRXt7e3avpifn0cgEEAwGCyYKiC57sfZ2Vn09vbauq+TebAcPPPR0VH09/cDOL1PkDxVyXgzJJPJrOgoJSUlGZ85vZ/c33bGKBKJFESFtWxRKA4Qu4bprl27sjbgXSn0FRUV+NOf/iT+fslLXgIAeOaZZwzXHT9+vGCtuaVGOp3G0NCQdpLJVAOfz4empiZb/Wd2eAqFDwlFRUUGhTaVSiGRSKC+vt7WBt3c3Cyqr/h8PkN5JtmDYaY48+/m5uYM755MJh179EKhENrb220JIrnaEEc8HrcUmnbndC7m/vHjx/PimWxubsbY2Jip8hsKhUQURiVowuFwhpLC57dVfV67Y6zqR120K5FIZK2wDA4OYseOHXlRIOfn5y0pJm4Uv7m5uazaxcENGUrmV41/ocn2mpqanJ0FEQqFLHNZRkdH0dDQgJ07d5r2BSmCueQah8Nhy/bJciNfuTmqd7O7tnOtdGW7jgCgtrYWfr9fe2Ch1XPdGO0quJ0v5Ah0i8nJSYPhQpEGOUpI75zrOvRmUV+7sOMIdQIzuWLWVp/Ph7a2NnR2dlrOx1y011WvveIVr8Bzzz0n/n71q1+NdDqN++67T0zCH/3oR5iYmMAFF1yQdSNXC2hj9Pv9GYM7OTlp2JQ3bNhgm8etEh5EHZEzooPBYIaiEo/HMTo6qt2UaOEGAgF0d3cLj3o6ncbevXsNBztxQWCmEMnVkRKJBGpqauD3+7FhwwZDW+ws7kQigR07diCRSDgSpm6UtlxxCM3aSUKS04Z0bXHjTRkaGsLg4CDS6bR23HXVlgjyRh4KhXD11VeLua36bSQSgd/vF9Vu3PalSoHt6OgomEPGzGBVxtVsI+drMRwOo7m5GeFw2PY8luecapORo0dOx4hfvxR8W1K+JyYmcOLECbH52l0bPM+Ge2UpWqTqI7p+ORLf6LlW9AK5Xeeff35Onk0VN8ygkykyfSwbJaampiZjbEpKShCJRNDZ2Yl9+/Y5NvBisRhGRkZMc3VU4H09Pz+f9zKlPp9PqyCWlZXldN0lk0kkEglEo1GD/KB3np+ft7XmKafNClyhr6mpMazhbJxAHKFQyJGeYBYtMntWOp1GT08PduzYoZxPvD9UFFWnhqGrUd+0aRNOnDiB8fFxAIud/upXvxq/+MUvcMMNN+DGG2/Erl274PP5cP3117t5xKoGTQB5s+GDe/DgQdv3SyaTGZbzWWedhb6+PsNEDIVCiEajyk1OFUqUOXwLCwvo6uoyKFPxeBwzMzOW1qduIdfU1MDn8wn+WzAYxOHDhw3XOAnlxuNx28KUqCSU9W4XTpKWzb7TCYKamhqcddZZtjxM6XQa69atc+yNstOnVsJE9szE43EMDQ2ZKtXHjx/HmjVrxLu79fKq2j82Nua6dn8uDlmx8wyfz5eVR4vem7y+jz32mGMaAMFsboZCITQ3NyMSiaCjo8P2+pDLJqZSqbyE7/lYceV7fn5eyDxyFFiBrtMpf3LlsVAohPr6ekxPT2dd+WQp4aTUqxnS6bRrOszCwoIlfUwFuepYc3MzDh48mKEkBYNB7NmzB62tra7aBxgNWrsywQ5tUaayZBN5LSsrE3JWvo9V//Lr7a7NVCqF/v5+rWzn61x3zUUXXWTrWXwPn5iYMMi3NWvWmK45O+/j9/uxefPmrBxKcp+bRUWsFH76/dVXX204HdfN/HD1NldddRX6+vqwfv168VlXVxeam5uxZs0anDp1Cueffz4++MEP4nWve52bR6xKkGcSWJy09fX1hu/5wFM2tl2QUu/z+VBSUiIWQSQSEbSYeDyOXbt2YXp6WvxOtwACgYDyKHXy6srtbm9vN52AuneRK6lwygv1Fa/2UFxcLIwAJ1C958LCApLJJKqqqrB79240NzcLvjD3flrBKhKhy4ZXGQbhcBiHDx9WhrFVSidl7G/evNng+cpFyNfsveiEQPk5dHIv9aHcXqc8VCcYGhpy7RkjL1Q+QNS0ffv24cknn8Sdd96JcDjsuEKRLnfDLXilK9kTFo/HMT4+jtraWvT39+PIkSO27ynPm1yPt92j1tPptG0vazwex+TkpO2kQZKD2fR/rihLtNaceKNV3m26Vz7hJpoRCASE85AwODio7L9EIoGBgQEAwMDAAE6ePCm+c2NILywsoLm52bJfrN6rtLQUe/bsQTQaVSa7EsiQNpMNgUBAVOgKh8PYsGGDjTdRt1W3Nv1+vzDo5XmlK3RA8lNH/8u2ahq1N5lMCiccl1mBQMC0RjuN/5o1a8T8USn1vO9160SlGzlZz3LeIulW8j2d5nG5UuiLi4uxbt06Q43p0tJSfOADH8DXv/51fPvb38a//Mu/4I1vfKOb269aNDY2GgbdrseEGwJmICOAc9Lb2toMNBmZwqFa0JSZL39mJtR27tyZMclVQsnn86Gzs9NUUeaKvIz5+XlMTU1h27Zttr0n5F2U20/h2ba2NvEZbdKzs7MYHBzEqVOnbD3DDPQePLlUXvx+v18owzolZPPmzdow8uDgoMEzk0wmlRuYk3rDZsoKbSi6a5LJJOrr69He3q4dJyvuISmadhVfPl+sKuyo2muXq8/bCJgrCn6/H9u2bUNdXR0aGhrQ0NCAsbExAIvzj7z2TtuXi7yKUCiEYDCIVCqFqakpQ3UPYDHMPDg4mMGpBexXAcoH8kVxoUih2fc+n09r+Jl57eyOl6rsKhnydA/ZG5hMJjEzM+PIaz4xMYH29vaMz+0aKHbWlTw/3M7ZZDJp+6yCeDyOnp4edHV1oaenxyBLi4qKHFMU5+fnMTg4aNkvdpTqrq4uy+TheDyOxx57DGVlZRmyJxwOGyp4AYsJyTrqldv1SXsRsJhPQPOK5IAuTykYDCISiWDDhg1KWnEukU6nceDAAYPMSiaTBgOOIxAIoKioSNmmxsZGw9zklfGmpqbQ3t5uiwPvBPX19ZiZmcn4nK8rn8/n2FhzfVKsB3ugk2JfeOEFlJeXmwpdOkmOPEU0NDSRzOpvJxIJVFdX48CBA8IrnE6nEQ6HhdVq9mzuMVZ5j1X15p3WoPf5fCgrK0M0GsXY2BiGhoa0myhN5oMHD2Z839zcjKGhIfGeTU1N2qOnOddV/mx2dhYLCwvYsGEDpqamcPTo0YKrpBEIBLCwsIB0Oo1IJII9e/agq6vLdficlDhg0Qjncy3bMwVqampw/vnnG9rW3NysbavZqZaBQABbt25VGop2EQ6HHXmH7Z4caHaaM4GvIVqDhXA6JB9jn8+Hbdu2oa+vD8Cih80Jb9jv96OxsRGjo6OYmZmx9FBlO7+c3C8SiThez7LcI16+XdTU1ODgwYOorq7G1NSUcBT09/ejoqJCyGY3yPUpteTIyGZ95Qt2TpPmcw8A1q1bZ+hfLlvofsXFxZifn8/6NN2amhpMTU3h+PHjIjJOMhrQn5yazXNprfb29mrXaHNzM5599lkxR+T1Ibcrm/aYnb5Nz3Rzgix52XXyxIkMUV0rz61QKCT0Mt29I5EIKioqLNeeXZnT3NyM8fFxsffyU7t1Y1JUVITKysr8nBTrwTmCwSDa2toMFBgVjh49CiAzSU63MAKBAObm5oSXjaIm6XQafr8f09PTmJycNPVwkFJNHk3V4QyqiS57AMibqvLekDIfi8XQ39+P8fFx8Y4qjwlRSeRyb6FQCMPDw+K36XQajz32mLZ/EomEwaPGLXGKVtAhE4WysXG+cmlpKbZt2yY24IGBAcvT8MwQj8eFkktzgvOys+E7T01Noa6uzvCZmeFRUlIiQo9yWDuZTCqVDbsRBisPospbaJZ/QXQ2u8o8/z6RSBiiQIA9bi6FvZ3WoDfju/P3S6fTQpnXRYbIK61CKpXC+Pg4SktLMzZfKnfJUVpa6rhErhnMNrbJyUlxxoVqzqjeSX4HeQOXf8MpcKFQCFNTU0ilUjh8+DCOHj2K3t5ePProozh27JgtuoFZ5RqrJFg33u/+/n5tm/JZttBq7tvNmdq7dy/q6+uRSCQM/cvnbCAQEOM6Pz9vSCB3S3kjY43oEHLUe/369cp7685WsEOVampqQl9fX8YaJblQU1OD7u5uTE1Nie/MlHldewB7spO88TL4M3WlWs1kGeVYqJR57pw0A42VLMu585AqYrW3t6OtrU3JSiAqW1tbmy1D2q4OMTg4iNnZWTEXZZms6jO75+K4VuifeeYZ9Pb24n3vex/e/va347rrrtP+83Aae/bsAbC4ycuLXse3NgN5Bqg8Eg9BEQXHqowVbXzcMLASMn6/35D8EgqFsGXLFlRVVWVM6nA4jG3btonSmLW1tWhraxPWciKREKeEypCNGRU1wsxip9/yyitOOb2hUCijbbra3Co4GVPi0BMoyXN2dhZ9fX3o7e019V6phAEZkbwdiUQCjY2NGdfGYjHthmvG7aQTWXfs2KFtG0c4HMb69esFdWfv3r0ZfEY+j/jn9fX1SiWXU2yqq6uxbt065Ts89dRTBrqgHVx99dWoqqpCPB7XClei+axZsyYjVNrX12fIb7DyXFHt8tHRUUSjUaxdu1Z5HRlD9N5+vx9btmzJCN3KY0rjSCF03Qm9Kk48PQcATp48idraWuV4bNu2LUOhpvF2o4DKz4hGo6bKISXUBYNBjIyMGBIriRbgBNwDG4lEsHnzZgSDQYTDYWzevFls0mTwUbKuXW7tunXrcOTIEVtyRU5sdDqfKyoqMDs7q+2/kZERw9/FxcU5K0Upz31Sav1+P4qLi8WeRVXP6DvZ2InH4xgcHFQqqryQA38H+Tq7IMOA9lkyhlTz+ODBg5YGP6GkpCQjcicb0aFQCHV1dUqqVzKZRCQSwZYtW9DQ0IDjx49nPKuzs9OU+ii3yazCnN/vR1FREWKxGE6ePKk9x8Tn82HdunUZY9PZ2YmtW7cqf2OVD7Bu3bqMPtDlFVlVEpuYmMDx48exc+dOjI2NKeck5Xv19vaK8SCHBBnzTnNXCLFYTEvnVe0Nds+tcaXQ/+IXv8Add9yBkZERPP/88wiFQli7dq32nwdgenpaeMOGh4eFss0TB81CYDphyj3VY2NjaG1tFYKPNlGr5K2pqSmUlpaKe1VUVIjv5I2D/jU2NhoqisTjcezYsUNppZaWlqK1tVWUxhwcHMTY2JiIBFBm98mTJ/NSq3Vubi4j8z6RSGj5y3Ib1q9fn1E9payszFBdiLiZdjwScsUG/txoNGpIKkomk+jp6RGKkJUiSPkTpOhFIhHU1tYaohqE7u7ujPaS10LmaoZCIezduzfjHsXFxejs7LTcHOUoy8jICA4cOCA+ozlAkSIZvIrR+Pg4RkZGMmQLrxAwMTGh9KrIyXV2MTo6KhQ2nZeotLQUwWAQsVgMBw8eFP1Pn/H8BivQoTS0oaiq99B8qaurE6cUp1KpDJ5uU1OTIWmdDGz6e25uDrW1tQgGg7aNVD4eVGmHv9fk5CR6e3sRjUaxb9++DH6+02iYz+dDLBYTChq1XXVYnwoDAwMYHx8XMnFqagodHR2mnmjdYVrt7e3Ys2cPxsfHEYvFUFpaitHRUeEoqKqqsmyPSp6TAWInUib3n9y/Migxm/rtwIEDplGZlpYWw2eq8xPIgJVB7bfr5aeqOalUSiguZWVlIuJx9OhR26eAUpso+scVxKKiIkNBCIKTaB7tsyQL+OFPJHcbGxu1ewFgVJhV/S87xSgvQE42pYRVMjD4GiRFs7GxEf39/RgbGzNN+tfl53AveygUQmNjo3hGPB7XOpgo8s1BBlVfX5/WyDWr7qeqapQNKLKiKg8u9z/9PTMzI6iJJJ+JVUHQFcGQYVdJdwJXCn1/fz/m5+fxzne+E/fffz/uvfde3H333dp/HhYxOzuLTZs2obKy0vA5LdSysjI0NTUJjxpX/KgsFBfK8sQhKsbu3bvx1FNPmYanSMCHw2HMzs6itrZWfDcxMYGKigrB7yJBFY1GMTIygpGREYyPj9tWrmdnZ9HV1WXwjA8ODmYseDuHOnGYbRjcg55OpzMUInpWSUlJxmILBoOGvj948GDGQRvT09MIhULYunVrxuFdMuSF++yzz2ZcQx7Z3t5egwc4FAoJz5CVV5OoHuXl5RgZGUF3dzf27NmjPGOADBxu6BQXF6OtrQ2tra0ZZd82b96srLpD5VFlr7Xf7zdUDFIpXjpPtxyqld+b6CttbW22lIbi4mJx3eTkJLq6ugzVJuhd5NKvtD5UeRjcaKL5Q0YXsLheR0dH0dbWpi2lyRVsM3CaFH9+PB5HX1+f2Mz59XxDGhoaEs4EYNG50N/fL5Qd2tS4wiw/i1OjZONMJwdowx8YGBBGqRV0fUEUwqamJvH3rl27hIFG9CQOMqjq6+uxc+dOTE5OYnZ2Fj6fTyTPjYyMKJP0w+Gw0hlFa/TKK68UDojZ2VkxxolEwjKBs7m5Gfv37xeOF3l+BwIB4XCwQ82iE2vl9+dKJVETCbrQPsFOvoeZ/E8kEkrl2S7WrVtnKD9qB6FQSBjV8XgcpaWlojoT0UTke3V2dmL//v1iHcuVU4DFaA5XpqkAAXBafobDYbS3t6O0tBR1dXUoLS1FPB5HOBzWGgz8cx59UPW9quodzWdgMXmVy1uqoDc6OiqS21UGmcrw4HKZ9slwOIx9+/aJnAWCkwPt5ufnsWPHDq0c0FFtCKp+pKhuNoemOaEz2jmfoKqqytAeXZ5gPg5fc6XQ/+53v8PFF1+Md73rXbY4TR4WT9MtLy9HRUUFkskkLrzwQhGqoc0qGo2iu7sbTz75JPbt24fu7m6DkCZhQRnwVCWD+L3V1dVoaWnBzTffjE2bNqGiokIsVnnylJWVobu7G8DiQhodHTU8ixKMkskkgsGgOLjp8ssvR0NDgzhNTwZ5BngYKhaLmR6SJd+HUxNImVBlmesEQygUEh50ur+u/NPCwgJSqZRh0czOzhp46qScEsiyTyQSruodqzxN/DRJCqM+9dRTaG9vRyQSQVNTk/AG8bZS30UiEaxZswbhcBi1tbVoaWnBwMAABgYGlBsrCXxeOnV+fl4oflT6jbB3717lu+iq3aRSKVRVVYkSa3z85+bmMDAwYBhneRPlIeKSkhJDuLy3txddXV2irTrFhMaMeJkE4vUTTSEcDqO8vDyjRvvQ0JA4RZkocrOzs+JepaWlePbZZ7WbUCwWw86dOw335dUfqOLTyMhIxsFGKtA1NTU1BkNMtxYJRDPjjoDJyUnhDeORQaoEQhz4UCgkFBWSE9zTpzLy+PyMx+Po7++3XfPZTOlvbGwUMguAqEZFVCt+Enc4HBYGLc/XobVL7QKA1tbWjDGIRqNKg5EUHPo3NzeXMf9VVDbeP93d3RgYGBByQFbUSGngDg4zg350dBQDAwMYHR3N2Pz5PJG53rLHluStmQKtor3I4MqzHUeEjEAgoJSRVhWnyPClOcSrM6XTmed10B5F0YjKykocOnRI/IYMWB2FJhaLob6+XhiNPT09mJycRH9/v5g7iUQCwWBQm7NBdEhOczVbJ3KeRSwWQ19fnygSQfOQFHn6jYzi4mJcffXVKC0tFSWP6Z/KUKNyoPJe0tTUpLy/VelNK6gcLKp2EZ1YNV+IqmWF+fl5rXEDGB1CBNUBW4Ta2lpDe+TvdW0impncb05KV7pS6MvKyjK8zB7MceLECRw/flz8i8fjoi4tHd6iUg5JqSfueW9vr1D86B9N9AMHDmByclLwNg8cOCCECVc6iouLRYiWhDpt1tyjw7mvJLhJ8ZQtdcLMzIzwoPKJWVJSYppcR+ALORAIYN++fcLDZtd7Pzc3Z/CKNjY2Cs8eYFxQ5D3nwkLm4CWTSeXpe0QZojGsr6935LGgDVTOcSCvHymts7OzGB0dNYwBIZVKCXoMhf8pg76npwd9fX3KzWjv3r1oaWnJGMdYLCZKvnGo3kuX9ETgpx9TCJyUR35ISWlpqcExQJtGeXk5gMW5x6Mc8Xgcw8PDhs1bB5r7sqKzc+dO1NfXIxQKYXp6WkSkCOQRo8OyyOtNfT83NyfWmhnkPADKGaFn9PX1oaWlRSgGug0SgChzdvDgQZFHAEDkH3CojGS6hiomEU1HNlaJ5rBt2zbs27cPwCJX3udbLNmoM2AoaiAn41HSGUWa3GJ4eBgDAwNCofH7/YjFYpibmxPKKj07FothYGAALS0tBgohB09UJgOWnAHAoqIvnxUi587IUSY6dVvm1fIkPADCmJBBtAaOSCSCbdu2GWhSMjjlgvN6zdZHZWVlRh1vLmNJ2eTvOzU1ZfiNzEunMq319fXw+RbPRKGoswzqSy7zycuuQnt7e8bzSAnl1BcdDhw4YHi/Y8eOob+/31Celc9dkqXcCyyXkKazGsgD7vf7RZSTvPRyxIxQU1MjDE5euEKutMRlbCwWw+HDhzM+4/ePxWIigqyLlCSTSYP3nvYOeb5zyEUK/H4/6urqEI1GM06KHR0dNawNchDY9TbTmiYdRDe+VnRiotWZUaCAxT6PRqMiJ4ZfOz8/nzEnA4EAOjs7EYlEMoxc7vyS5yvJQXom7f/Nzc3Ytm0bjhw5YuhjctzalZuuFPqNGzfiV7/6leOi9x4WQZnTwOKmwU+2o02IH44xNDSEVColFAsVeCIQWaZ0wJQsTLhyxD04svAnZYwUHw7yPBAoSuD3+0V4myai3+/PaLdZiIyupf+S98EKJGzlRT46Ooq6ujqxeIjjaBcUwlyzZo1hYR05ckR4d0ioU7RFx5PnoPBwOn36UIpwOCw41yRoKXFRfldCf3+/8NLW1tYK+hQvQwoYFTc6SEeVnE05HhxU1lI+uEp3WiH/HXl5o9GoEMwnT540eLe4AUYKv1wZRgZREszWBLDYp1u3bjWMSTqdxvj4uNhseZWMUCiUETLl8Pv9IqlSVc1FlySlOh2X6ocPDw+jra0NdXV1GfWJSenhxjlVl1HxoMPhsFDW5WcDixSCPXv2GOhBqgT9HTt2CKOS+knnbSQPKYESR9evX2+oB55NJSk6rXL37t2GvA2amxyBQEAoazpvb2trq5C3fX19wjggrycAQ2SJcg9kKo68qcdisQzaxIEDB0Ri+8DAgPDg8uS6zs5OEZnl70OHewEwOCaoTTyaQH/v2bNHqZxxucHbKBc5ACDmI9/na2trDQrcWWedZUh8JsfU6OioMIhHR0czjBGS02vXrjVEx8rLyzPocIS+vj7xPPp+ZmZGKM5Oq+c0Njaira3NELniClhbW5uQq42NjYLTz6vkkNwnUA7LwMCAgcYKGD3lVESioaFBULdUnltetYagyglTrV+VMcFpqPx39C4036lSDOkSqtrz5JBobW1FR0eH4XOZvkflHFXn21CyO3moI5GIQYGfmZlxxZ2vqKhAf3+/oAq3t7eLuapyzhEdSGUEy+uZInxtbW3YvXu3YWxJbwoEAhl0Wz5upBel02ns3bs3gzpJ81k+qdoMrhT6m266CT6fD//n//wfvPjii25ucUaDkkRVyjsP29HffOOSoRICs7Oz2L9/v5jAqnJo3DPIBSFXHClUPzo6Ku5FAoGEBSnRVAWEPGWUPPbkk08aPIOEI0eOaAUwT8IBYMv7QveXD4kg9Pf3i8UzODiIdevW2QrH0TWU9FZWVmbgVdNYcYpOY2MjxsfHTU+apYRGAglQ1SZMypz8rgBE1QXyJI2PjxsSP+l8AuIfU3t45R5VSFDVh7xGOwltAMKzrAMJYxoD+oyiA9S3fDxqa2sFL1hVpYnmlIo2IFfKSSQS6O/vR11dnYFWoTMY4vE4Dh8+LPpA9kp1dHTgyJEjBk+2XO2B+tZKEJNXjzbHHTt2ZBhTpaWlKC8vF31HDgEqgytz2uVToik5jtp38OBBDAwMiDbKGyhXJoeHhw19HI1GheeNvFTkQePKKeVMHDhwICM6aIcXDmQmj4dCIUEnkxN/165dK9oSDodx9dVXC748cPoUZuqP9vZ2dHV1iUR+VT8MDAwYnhGNRtHa2mqYN7QerE7SJedKLBZDT08PxsbGMvjePEIrjwHJGb62yZs9NjYmFJdoNIr+/n50dXUpy9uqoisUISavOoHyM3gfjI+PCwWO1hJPfKZ9i2N2dhY9PT2GBFUyIskBQfQuMl5IVvE5lUgkxNxuamoSijYp3Zs3bxZe087OTnR2dirzzUhxpL7kFYL+4i/+QjhkWltbhVzlSfHUtrKyMmWkmpQ9OQGfOy2CwaBQ4OLxOBKJhKEWOb2zSkaVlJRkVPDatm2bpRNJjoTIew0vehAIBFBZWYnjx4+LYgUqTE9PY2BgwFCMQ9XnZob8yMiIMJQmJiZw8uRJcRoskFl1x+ywQb5uqBz1zp07RRupehO/J1GeOFQGBDl6/H4/AoEAJicnhYFOMjIUCqGpqQmRSCTD4U1tpnvIuQrcuKTPqB12K2W5PlgqFovhwx/+ME6cOIG/+Iu/QEVFhbZ80W233ebmEasCdLDUq171Kuzfvx/A6Y2hpaUFk5OT4sAg+puUBvIaAacPXKivrxceVLru0UcfxcTEhFAMwuGwmLgDAwPo7+8X3F8Kw9FGQpu6WRJUKBSyPBSL34faRRvUxo0btfeVa3qTN5esXzJ8yAtN3np6V3o235Tb2trQ19cn3pMUZ96fFA62qilOoOomJGD5/evr6/HYY4+J01nPOussxGIxMa7y+9PBJPzgGRofqkrDvT7kdaNDRUho8UOxamtrMT4+Lu7Jw6PUV7wiAvVtQ0ODmBe8L2jMdQdqcKWMcizMvCjyuAAQz5ONHjrSnPqbrxUr+HyLB7Coymf6fIuHkFGYnDZcqwPX+AE2tHap3/gzARgiC/xdaZ5QeJ1QU1ODLVu2GOaADBr/np6eDHoap3Dw+UT9xkEOAu6Rp/6fnp4W/z8yMoKbb74ZExMTqKmpwZEjR8SYRKNRQ992dnYKTzjNd/4cWd6QYmbH48Y9VDQWlZWVGQfv0RjR/JfndXl5ubI/LrvsMnGPzs5OIWto3FQ1vyn0vm7dOhw8eNDwXrOzswZFhNYmnw/Uz1xWE2huARDt9/kWD9ijNUjjQeDzRZbB8jjLoANzDh48KPqP9y05EvgcJlna39+PkydPCu8hHVBGfR4MBsXBffI4cdnm9/uxZs0aIfuo/eFwWBwuJB+CJctDgiwzBgYGDDKTU4r4/KEDwbhxTc/ctWtXRm4N3zdUCfM0T2iOFBUVZXhqa2pqcPjwYRFZ2Lx5s8hPoX6W54LqWfTepBdUV1fjyJEjYi5y8He2WodmkU96R56jJusrKvA9m7ddNZaq55WWlhr65corrxTzz2oPJ9kEGNc9fcf3XFU7CXxNqOQZzY9gMJhxEBwdbKa77759+4T84XofyZRIJJKfg6VmZ2exc+dOMXHGx8fx+OOP47HHHlP+8wA8/fTTWLduHaanp7Fr1y6RWEqTqaWlRfyt4tMvLCwgkUhg7969grtMYXWyLtesWYNIJCKELvf4AxAl9FKplDgYgjx9csiaG2d0KJYKgUBA3Ieek0qlDBQiXtqRoNtoZE80CWUqDUWHLHV0dCiNEfLsAouKAPEHyTqnfISSkhIttxE4TefgFX5IGaYFR541XvFnfn5eCF/qM/JcUInHqakp4XEjyhXx8MnbzpFIJNDX1ydCeeQpT6fTOHjwICYnJzE+Pi6oW62trcLrxClG5CGi67q6ujA9PS0q7HDvZDAYxJ49e8TcIm8veScoIZAS0cxyB7g3vLS0FO3t7SgvLxdJc+R5i8VimJ2dRSQSQSKREB4QAOLcArqfzsu7YcMGg7eIg2g2bW1twuupqkjCx72jo0NUraivrxceSE4LSKfT2Llzp6FvOYeW+oY4q/wwmN27dxu8viqOKXnSZBoNr3LDqxNRG+QIYGtrq+BnE0XP5/MJWh4lgwKnPc5Hjhwx5IjIuRU8AXB2dlYY36Qctbe3o6OjQ3BTqd12ICeFVldXG7yknEJHyujOnTvR0NCQEbl59NFHsWnTJnR1dYnPaL4T/YagC/FT/lAsFsPU1BT279+PzZs3i2RpkgHUt6TM0/kRwOn695WVlWLuAxCeexor6vNt27YZvIcHDx4UlcY49YW42xS1aWxsNHDvqa/kmu4UQRkcHBROuQ0bNhjKrQaDQUGFaW1tFQYcp1HxnACSCVyZBxZpDRQlo/ZQpI9764niQXOotrbWEKmOxWLYsWOHYYyoH+gsjK6uLkNEMJlMag8YpJwzyl/gjg9ZKSYqC7UlkUggGo0aokNEhSMjQaXE8RKM5eXlQsbQ+8nFCUjecT48l4NEy+WlT3l+FhmG/L3NZLaZoh+JRAxyiqhwVpCVZJI3NE6cASB74CkBvqenR6xh0hXsOOQ4/YlHikKhECoqKoQyHw6HRX4o9a+c5M9pjrJRRPODZITMxdeBHDOkp1CkyWnRGVcK/Ve+8hX84he/wAUXXIBbb70VH/3oR9Hd3a389+lPf9rNI1Ydjh49Kni6tDGQEkabEXkBx8bGBB2GJxLyRFhSgnp6eoQhIIfQqN4rLRyuOK5btw7Hjh0TtevliUPeIzIQWltbxeSkjHDiJpMCwUP4BC4UaUGHQiFs27bNoLzzZ9GG0d/fn0GVAU4rTRSq5di7dy82bdoklFe+2VAt6o6ODrERE/j/U4kuUjzljYyuoYoyVAKPg4fQaUOen583KEAnT55EQ0ODCAfSe9GmLNcxVwkuUgxOnjwpqtrwuVNWViY2i1gsZhC8VJue5iMpXWTAADAoa3V1ddi/f7+YK/ykV1KwCBS2JqWC9x/RHCgBkQvEhYUF7NmzxzA3KEmXqENEo+EgZZH6WkWBICOLK5yNjY0Z87q9vR379u3DyMgIWltb0dfXh8nJSQwNDRkMMfLKA6fnGVeiyQgh6hopLrRBTExMoL6+XlA/dN6t0dFRUfZRptcAEIrslVdeKeYTAMM6IpCxqDKKysrKlIn5NDd5giCNLfd8kyLCeccADOcorFu3zlH+CilqVVVVmJqaEsl73d3dwigkI433NXDagcELBXAaClWQos2U+owrHjxvhMANVKqgwxU/cnKQIkoKQCwWE+0gTjGPPpBixCOS9F8aq2AwmGGgUV/zsaurqzMYl9RXALB//37hVOBGPCmgBw8eRNv/HFJI0Rs+j2h8uYOGrucUMLkk8NTUlKCZlJeXG2h6NI40x+bm5oRBTZ+ZobGx0UBhJAOF8/vJsREOh5WyNJFIiMpIra2thmRqXTIn0Wv4GpidnYXf7xfyioP2OV6r/uTJkyLvTFayeREMeQ/YsGGD2BuoOhVHMBg0lHmdmpoSh70lEglB+dDRV1TUGWCRm87nLX2mOwtBR+EsKSkR85v0F24Uy6CEfVrDcjIuIRzOLBVKCfUDAwPi/BOfz4f29nZD7Xs61ZtopOXl5di6dashEV+mxZDhxOHz+Qz9JIMMBUqIBRYjMVx+A6cPUbRLO3ZFubnppptQXFyMvr4+23zIMxVEueEHLtEmQWF4UuRla48UKx66B06H74l+QmFlHrKvqakRpSfpPrR4xsfHxYbi9/uxf/9+A4UAOB3O55sED/3JJwkCELQIn8+HsrIyA9WFvxs9s6urC0NDQygpKTE8izY02jR5OI6qdXCvHG8zp41Q+Gvz5s0YHx830FqA06Hd0tJS1NbWYu/evZibmxOhcgop83EATofGObWAnkeeTlJi6X3k33IKCQ8HclA/VFRU4MCBA2JRy54pnvyqCl9zSkJtba0I7SaTSS1th487tZUUMVVYmFMV5O8IXV1dhnA7sMhf5EnPJNzouubmZgPFrLGxEcPDw4J6QdfU1dWJOTM2NiZ+HwgEsHbtWgMdhfqAj4f8njQn+IFBJOvm5ubQ1NSE7u5uQ/i2ublZzElOMZIVdTlEbBYyJsoKjTGnhsh0AAKnvlCVpIWFBTQ1NRn6iRuoMn1HngvyHKbrZIoL9Z1MmyDQ2qdwuRloXOm5RFmithFdpLq6Wsxfmksko4hLTuuiuLgYd955JwBk3JfmzvDwsKDSyGOkWkt8fElWyLQsGZy+E41GxXOJ3iXfc2RkRCl/dbRNFf1EpgnK71xdXS2Uevl+fI7Ic1reD7hBItNI+LyR5x/RToiWxOcxyUGiMHBqpur9+Vzj+wmtdaKURSIRnDx50rCmac6ojAh5rVK7x8fHxX7BvyOFm34r7wt8/yAjgChQsnyJRCJaWh7JuePHjytlAtFiACj3LEJnZ6dYF+vWrRP7Dn8PXX90dnZmVMIhmoksUxOJhGGv5rJTh0AggIWFBZSUlGD9+vVi7dOcJUNFptFyGhVgjOgTXYl76ElXor4Oh8Pi3Tm9iK8lPl901CJOweFtUs1bklf0/9PT0/mj3MzNzeHiiy/2lHmH8PsXj2H+6U9/ivLycsRiMVF+jxKkZHCPRnt7u7imrq7OoODJC4GiAWQ5kpeRynPR50VFRYJCwEso7du3L0Mhq6+v1yZuAhBJHeQlI8/FyMgI9u3bJygbjY2NonoPVc6gTaehoQF9fX1io+np6RF1cgGjlU7eY0p2Ky8vFyHtUGixnnJ5eblBUHCaEd2TaC4UCaDynzysxg/GIS8aP/EuEAigqKhI8LRl44Qy7elz3va2tjbx7txCpzEjw4zmgJzsSFEcnlNQW1srkgIpWZaoJuTxSSaTqKqqwpYtWwCcpoTI4VPyWAAwUI34/KB5Sp4kqhXP30l1SitVwKBEtu7uboMXlRQNrkiRhxM4XW+cvMgADEYDbSI9PT3o7e0V9CR6l97eXtFG8hQR3YcOWwJO19amzYLayL2Mw8PDgrZQW1ur5ZSSYkgoKSnRegDn5uYMmwP1uUwHICcBURcIMzMzgp41PDycEQkiOUCeQVKQaH2NjY1h06ZNwlNI4y57/8k7S9Q0mi+qA80GBgYsD6ULBAJinCi6JEc0uUeZxpXmEimPNF+octD8/Lwo50pRAznplCiJcnI10X7oej4/qEoNrfGBgQGDISifvFxaWiqoM8BpyoSuHDBHIpFAS0sLurq6BAWJZAj9DUBQ1qgSFzlVeF/yxE9+ei7RpzjVjbzRfIxU+wHNLeqfYDAo3lOOPNC9SU5T4QGS0xwUdYtEImJ/orlWW1uLhoYGwz5IESKaq5zSxGlM7e3tqKqqQl1dnWEsVJA9seXl5UJuJpNJ+P1+USmHKibx31D0vaWlJSMBvqioSCTbj4+PY2BgQFSKszo4KZlMYnJyEqWlpcqqXETjpQiUz+fLUOaLi4sxNjZm6G+KIlE1NC5nmpubDfKvt7c3w5M8Pz9vkAs0v+VDvkjeUMUoqrDD32Hr1q2oqqpCPB4Xka6JiQlBk4pGo9pqPFQ+V648ND09jbq6OkFx4QyB6enpjGhidXW10GnofA754EaVcyYajWL37t1CB6qsrITf70dFRYWgW8v7ODcM7Jw+DbhU6NevX48XXnjBzU/PWFRVVYljmKmkFVnkJLxkTiTfHHn4lpRl2QCIRqPKE++4dUmgSUc0kNbWVrEYhoaGDNxbAq+koqrQ09/fLxY0hZw2bdqEm2++GS0tLYKyUVdXZ+BEEkgpjMUWD+Sh2r7Dw8NCYaDFTiFmfnItbfIdHR2iKs/Jkydx8uRJQzk3UopmZmZEX3IFWz7Om5QqztOUld5UKiUUJ664yooP9RsA0XYStLwKBu/7kpISA71hz549YvOpq6vDyMiIIZRKdetjsZgIe1dUVCiTKmVPmWoj5Tx/6qOKigpcdtlluPLKKw1l+AhyrXieB8FBFWi494xXKiKFjbjsdJAQ57BSvzY0NAguO71fNBoV3hMK4x8/flysCdp0uZJDoOgXUZd4f5Ky0N3dLSrcUFtpjfB2kMFCfbRmzRqxibS3tytPJaU2EPim3iblvaRSKZSWliKdTotNkxucxDXnhiNwusIHUYZ4ydP+/n6h3FACPc0Nkkv0NzcU6P/JAUC8bUq027Fjh6VCTwoKGfeyksmNWaKK8fVBOSJHjx4V3Gi+YcZiMUGx4rxpunc0GjWU4qM+IkVCVoZUBi6B5LScS8QNd7oXUQXl/B3gtNEEwGBQcCNL9pzTtbx0KD2Hni+PJZeLvKIN9TFVwyHnispQ5+9EBggZ1ERdGxoaEvlgdFo59T3PA5HzwKid3PNOxgChublZHOBFlMhUKoVdu3YZ8tW4/CPjR3eCNd2DV2Fra2sTMoj6o6ioCJFIRDiX6L+0t05OTio90cSx5u2Kx+MoKysTRquqzDCBdAZa0yR3aB5zxZGfSg8syof5+XmDzOaJmeTIWFhYEGu3rq4O3d3dhtwYs6gb3+MSiYRhP6+urhbzg9YYGac8X5Ar/QRuBBMFTS4dPDc3h/7+/gyDmeSe7Oig8ZqZmRFyDDhdIYzeh1Nwac2qHDRjY2MYGBgQe9HRo0eFQUIOlGg0anBIUJ5gNBrFjTfeqO1XDleUm5///Of4+Mc/jo9+9KN43ete5/TnZxSIcvPAAw+gpaUlIywt0y1U4UHASGehEFh9fb2BJkIeDLkCA3C6moYqnEZ0Fwo18go4JFg4ZYELQWq/XFVCrtQCnA7N8vASz14HjJUgCCSczcDpHLowFnl4eehWDoPK9yJFjYcsOQWK01ao/zmNg/qUQqhyiJzGXM7yJyOOPNSUYCdXPuDVBnhlAppjFDbk78FpOTykzcPzqjnIsWnTJkNEgN6F06jWr18v5hgPg5IAn5qaMtCg5HXA+0RVwYPeub29PSN0TR4pug+tEVK4CbxqCNEQeNha1Ud8DqjWoVzZhM8JeT7Qu/LreGUOTstQUdKowpVcjYZTNGg+cO8TvVtbW5uyf6gPidYTCATw05/+VDkXOPi7ADDMPRUFRwVe3UaWGXIFLTOKiVyNh8aDOzio8pgONJ9lihQZeJxeaEY/k5/Lw+1yxSReBUe1LojWwGUtpyJxqgAAIU9VFc5kqp+KYiPLAJ1c5XsEr4BDBQgIXGap+oNDnsOcdkUymtrJ5zGtQT7fOWT5y9vMq/SQ153mLCWy69pI77d27VqDbKO20DNUtAze37p1RLKb/waAgeYoyypOH5HlKFFWKisrcezYMVElR96DCbxSC68AZlbdhreT5oFcQUlFk+G0E5IfMm1HrrDGKW//v70zj6+quvb4LwFiiBICMgSxFBEFEYtU9BWx5ZGWwSbEgSC1RT/xVWpL1TqCldZXrTwtvk+1g+nkkDJZJG3VWqtCwbFSoQ8VEFAEpyKCxhBIoJnu+yNdh3X33fvM595zb9b38/HTknvOPnvea6+91tp87qc+qEbvUf2ACG4ORc/Qv3Wmp9TPeF51JtRUHtWkj+qER+Ti7VhbW4u8vLxoTG66d++O8vJy/PCHP8Tdd9+NZ555Bps2bcLmzZu1/wmpqFoRgu8Udc/Pnz/fMtd59dVX8cILL2D9+vWWwxh3vOIdhgRY0grX19dbZhzUechhlMw6+ISo7mL5RUY6+G1purLTjpccMkmjVVRUZMX5pWNsVZhXTweAI7t07rBGmj3SytFRuel2T0qX0qIJi7SBNTU11iRL2gjSyr///vtJGndeDx0dHfjrX/+aohnil9rwiY7qlU5ESDujngpQ/RE0YfGoPKTRGTlyJIqLOy8cIkcb0tKpkVHIQYsvKGodjRw50nKs5BozMnt44YUXkvoYxY2eOnUqXn75ZSxevNh6jzR0vD15negieHDoGJnanzsIkpZr4MCB2LlzZ8oi+v7771sbSjrlofjBZL5CJypURzzKEZlskLlWfX29JShQe/H+TW1KTlpUVloQq6qqkm7QnTt3bsoEzsckmQ7U19cnmb0AyU5jupMoWjjIYVIV5rmzvNtoC6oWjmvQ6XI2p9siW1paMHHixCRzDpoz1Iga1CeA5JMzdazU/tvBngvOI0eOtOaRBQsWpETBATpPYNavX58U0xyAdY/FlClTUsY8mSe1tbVZceIpOokadYqbOwKdZhfFxcWWmdmYMWOS5rva2iNx4SdOnIjqf5u2UFAFHvgAQJIJyzXXXGPdT8Kjq/Fxx+dm1cSGP0N9iJxWab4gbTpFUVODHwBHTiry8vJSTkg4dXV1SfXW2NhomYxyZRGPFsMjf1HACIqewqP88HWL5j/KJ48mxk0giouLU4R5ACkmR3S6BCQLjI8//rjVrydPnowNGzZYwmFeXh4mTpxoneBTXyUNMWna+beKi4ut+yn4CRGfz3UbeH4KR7LC3r17LbOrNWvWGO8V4acXNI9xYZ6cRqlc1JcoIhqVlU5GaR1V/RLmzZtn9WPqHwAsbTY3/VQvx6S489Qn5s+fb9W7CvU5MmGj8cBPphoaGlBTU5OUD/o+cMSMjJ8aHjhwIEVgb2lpsdr+mmuusUycyUSLTKdpzJHJ7Y9+9COMHj1a2x4qvjT0lZWVSUeOpiMg4tFHH/X6iZyBNPR79+7FiBEjUjStftBpUPmOXqehB/RaCUrDTtNld2JAaarafe4gSrG/KQ1V60XP0HGUTlOj7lZVLbedwy7ljbTC5GTKY/JyLaBaB7y8lF912JgchXUxbynPOmdTVdNQqzjFkuMib2u+QdGlT38nLQ3XMKp9gmu6dWXSnTDofqv+t0MooHei5M/rNHQ8DjdFk+HpkRCsc2JSTwxII059jtLk76jOjtRfqa/xPsFPDkhQ5U62AFK0Ofw3VXPMy7JmzRqtdo5/n9cl1YvJGVnnkG1ykNQ5RetOb9T0OFyDzPsZLXJcU8z9T/jGlC/epjmL6oBr64DkWOnUBjpNIj8lpeN1HiTANMeqZmt0csGfVx0D+ekY9TG1r/Kxyk8yVEc+cgwkp1H+m8451a6tTGNZDVbA+5vat6gNeJnUUxTKB7/rgDStdv2NxoUai18HV0Cpp8N0OsPHOx9PGzduxNNPP41u3bolnXbyPkp/Iw0qgBTtL0etAyob75N04qv2F/oWaa11c7p6YqxrY9PYV/swbS4p1OXEiRO1TsG6E4LS0iN3wKjwYAU86ISuvnh6ugARVB4+5qlcVAc8X3ZzT0FBQZLjNQDjOqQLXqGbn03vAEesEHgd81Nl9eSSLBL4yU9hYSH69OnjqKG3V5UYmDRpkqMQLyTDbYFpB+ZWqFcXF/qPo/ubOuGSVpjS4gul6kxFGnlTutwZCziieaSYxVwIJVs7gsIlEkcddVRSJBOu8VWFeP5vrtEhT3NVW8Lt1rj2FEg9KuXpqgtM3759rchAukWJ3yXAj5/55KWWjepQF/mGt2lFRYXlnMS1vqWlpZbGiEc0IQ0DF6r5/+dRE3gdkqZbjVLE0dW97jfSMJWWliaVjWtQyXGXBEueJo/KxBdioFNQUy8S4ptPaovq6uQbdGnTSBp8dYFTbeh5vTQ3N1v555cJmaI9UT3yqAuLFi3CvHnzkjaE1CbcVppr1oqLi63NGH2fnwBQnZGmi8at2oeof9D3qC7J10F39wV/n9cFdw7XvaPe8cAXVCD1eL2oqCjp9z179ljRjnif4Hmh/kSaRYJi88+dO9eyu6W+RMIhfYeE746ODktQJqddPt9wzSeQLICRAMifHzhwoDZaEtB5YkcnaapPAm2y+OVT9DttAtva2lI2dyRY0tzH503atPBy8HGi1jFwJBQnnd7qxi6fkwFoTfc4dI8DH7M8XX6iRtp+0s736tXLOonimzMAKWkCSBK2KE3qV3SqSKdIfHPNN5UFBQVWRB/aLJIGtaamxrpjgv5Oayff3BNUL83NzVZfpZOmMWPGaE1bKE3eztRWah1TndEdEfzvJNDysc/HC0WX4fMB3wzRaUpbW5u1+efmqKowz8fXqlWrLL+nl156yZo3SUbQRYki52ZAvwkFkCJPUJm5MoFCG9Pcqc431E4NDQ1JyoDDhw8nhStV11CeBm0GV61alXTio7aRGjWJ7PlJ3qF5n/L+7LPPoqKiIsksWg3TbML3TbGCO7iG/ktf+pJ1PKnbwXOcNNI6W1yO6XedVoZrt2nxM2lNACTZljlp/IHUXbeqMTdpdrg2QhXg3J4wmGxvdXnWtQHXqHA7PvUdVdvMtRl2Gn91128XEhIwa7t5mqY82mnsnH7Tfc+u/rjQQEIMtwlXbUJNviQme2C7saCeFLjJoy5cJ28TQg35Z+o36iaE4LaVXNtqOhnjG0aulaI5gdtjmk4z1PHIT4R0WkBTeWj82/UTXRg+rlklDaDqX6Nilx+eJ6oXviHQ+SiZ2loXblN3wsTLyRUBZFPN64jPGWSjz32geFhNtX55u5IGlhQKqs8TvUtCKd026dT/7U7Z1PzobHndjC2O6Xum0x9+SZdaD26/RfBwrOpcboJvrnWbF7UP89C4fKzpTl94eE4ASf2WzK7IL4vCaDrBfb74KQKdPKjmLPzSLq7l19nBq6fRqikuQadcZKpD8zGPMKfzNwGS1y2uqVb7Cx+rdDJNYWj5eOA3ClPoWjpxovCbdv48qm+N6STKdJLI3+HzAaU9efLkpJMLOmHUnfKQnNWnTx80NDQ4auh9CfTf+c53MGjQoJRQXEIq3Cm2qKhI62xhJ5yZniGnRFPnU+PMq7/ztEzmKqpgohMe7DYkdse96rO6xVatKz5gdAKxmle+EKiacy+Lg25DYVcG9X4A09Eyrx910+bGMdWUB5OjqR12/c30m26jabexI/gNq+ppgJo2CVpqzHG7seC279kJNnxhIPgEayfw8TTUWOe6xYBjMoFSzTD4QmHaxFJd9+rVK8UsSKetNW1qTN/hz/B+x9tUPd4n220SQHTmayZnTLVudcIglQ9wN8Z1Zjwmwcz0bRUSILp165bk8O9mjrMbe7o+qsYUX79+vStFhV2b2+GkSHJTx6Zxo5srSIOs21yYyqYKdLpyq2ZaPJa42kepXXSmZE5BBqi8qiO2OkbpVMtOSDShc6o2Cay0WVEdq2nDSH1WVTpQujz4A9948fR19x/oFDFqu9P8ygN/cFMhnmedYyufa/kJjtqu6iaHNiMDBw60HIN5YAM7pR5gr1zjwS10Y0bX5ylP3AR09erVGDBgQDQCfVVVFf7jP/4DN954o9dXuxwk0NPA6tOnDwCgoaEBn/vc57Bu3TqtUOQkLKhabnUBoJ24m4nXyV6UTw40sO2EVSdMi6gbAdEuz2q+dXZt6oRJ39UJ/G7LpuZFjfjDL6jiC4xbIdqN5tS0UfDTJlyYBvTe/Lo86+q+rk4fZUYVUNVLcQgqA/ki6IQWfikP9XVTNCHernbtq7tora2tzbKB5BeteNk4mU67gCMLO3Ak1KHdRtpuDKjRotQICmp90KKn1j21t+k0RSfw83qlKDzAEW2rKuRzVI2bCb/CtheCpMX7j13/sDtBdMqDKsi51eiq3zbVoRcFi9dvAkiZQ4AjpxEUeYWfKvGoXV7nRbu/Ezp/G+DIpoKPE76+8svaTCcaZBPP/RJ4XXKhjy5T010CpqYPJPvk0Cko1/iSjwqPKMf9E3QRnNQIMmr0JWoTLhdQuEzdHKFbk9SNLy+nKguYBF/ePjofFNXXU2e/b1KIqPb1Oh+roApNfgrMnYa5srSiogIffvghSkudL5byJdBfffXVKCkpwW233eb11S6HelOs0xGwm0nTzhzHqSO5XaR0zjc8v2o4RC8TrJNwHXQxNgm6dpsIXWg9N3kyCbGqxpI7Y+rypJuonTYVOhMb1cEySP1xkxGT9knXJ0xHqzxt7iRFgojdCQPdLKozK3BjNsDry02fVZ1yqZ9wSLDnCxHVids+zBc1Mr8h3LSrbh6hPKjhWWn+oT6t9k/+HH2fm+ABSNGCq05+6vjm36C+r7sxWP22evuvW3MpO8dsNxreoFD6/NZQ7idjet5tfvjz1Cf47dl8HLlRROjWCp35IPl+uTEX5YKxTtjlmlS7QAg8oABXJPlVVDnNGfx3HsKypKQkRdvqJvQn1whzcw/dXGonwKong3y9AfSnfHzuVkPW6oRT2kTxQBpqOkDyLffcIZXaU53T1frgQj7fiJjMcnmfVhUB6pymOqrqTv/4xkMNHqL6ZzgFc3Da1Lp9jurDyRz26KOPjiZs5eTJk7F582a89957fl7vkvTq1SvJiZQGF7+xj/6uOoeq0LvU0WjioPB6dLNibW1nCCwemoy/awelSxN3VVVnKKyFCxcmhUZTQ7A55RdAUshLnv+wFlrKK0+H/gZ0TkAUioqHm6IJkte/U33ZtReFG6OQjXSJhS5PFL5yz57OMFV0oQ7dQqgLIUl1B+gvuyLq6lJvoTXBFxm6SIqHleR1S3VD4UCBzomZjqN1+aH3+c28dDEN/UZ9i9cnhdoj7RaVnT/D+7quD9A7pjB5HMoD2aTThVackpKSpEvN7rnnHtx5550pbaGOQQ45IHZ0dKTYutIFOwS37SXUNuChA7dt2wYAVnhFnf1raWlp0mVwPA8tLS2oqqqy3gGS5xbq+wCSQoXqQtr26tXLcVzzcJarVq1KGXvUj8855xxrfFDd01zHnfVra4+E0KQ03Mx/du3lBKVPYRsp9rRuLqaFmuYi3ffs5m8an/z2bPUZ/r6aVlVVVVJ7Enyc8FCh6ppggoR0XRtWVSVfBqgLhEB55Bf8kXa4oKDAcmB3aiv6Nl0YxUMG697lcwqfb/gapV5SV11dnZIO7/80vum2VXWtpvGtBpmorj4SGpTPV+p6U11dbc1LdFEazd26kLXUniS0jh07FtXV1dYtwXQhoy4d4IhzLNDpjE0hWhsbG/H0009bc/pLL71k1Yta70Cq43Jzc3NS2Ej1Esva2lpL1qDQzHxO4/2KxoUOCjO7Zs0a61Ze4Mimid/+zOUe3TpCF2cuWLBA2w91a5QJmqso/KiaXlNTk2MaQACn2HvvvRfr1q3DjBkzcNZZZ6F///5WPE3hCKoNPeH3WFB9Bki9OIIGvm7nH4WGyqu2VPe8k0NnWKimFG4ctezqy0kTbBdaTNVI65yC+G8mjbuq9VI1+qbQW2q+deYTuj6kll13yuSmD3v1sXBKL6g5gOmbvPxcE6RqfclvBegMlWfS6Lg55XB76qK2gS4Mp9Mco6ahmoiZTKEAvYO8nekUkBrKlcOd61Ttrnrs7mau86qh99uP3IwFtR+Z/AvsLqJTQ0ryzdmoUaOssLyqyYrJZMrJJt6L6QCVk5vAuTllMc2dOhMHIFljahfQQXdSyk8OncydVExrh8kJVrW9V8eTztRQXfucxqrT/Gy62I6fMAD2p+SqNl2n+Vbhzreqaasa2UY15zGZ/Zn8SHTjzuS7xU+Debuol7+ppo26McB9t2is+V171G/wMgOI1uTmvPPOA3DEqc0JiUOfKtCHhZvIJl4mVBN2Zixe7ejt0vLj0OmlLLrbM71uqJxQb60F9E5OPPIFd1zkNuuA2YRDJyyYovmYop7wPKlxb3W3BXvtJ342RCpuji692CLb1anum27LrwpbfDHQ3RrK487bbdDVTZ2TSUPQ/qumoRMC7HxcdBtVPjeR+ZQafx7oXEgHDhxonGf4+FDj5/vx51ExmRo69V+7eYv3ASDZP4KXe/78+UlCPo+frhNUTBsaUxQX3QbLy9gK+owbdDd+22GKUqQKtrxe+YbPy+ZN9Y3SjTkAKW1tZwOv23hwxQF3JuVtrbuHw02/18kLgL0fGy87Nx/lJygULUv1ddCZa3GfIQBJ6XG7fXV+VCN9qZsyndmruoFQnZL52qvG3teZP5k2w3YbV7eY1hxqHzc3xfoS6L/+9a97ev7+++/3+omcIWqBPsgC7sXxUrdg2TkeuhWcwiqP2wXFKX2vC5MbLZMuugi9q7OHdPttdQLwsjjp8q1udvyclNhpnwidva4XHwynZwB7u0fAuZ69bkxM5VcXQp2A7nYckcDKI1iRZkiNee52U2iHegGcqQ1NmOYOtWxc+0dwbapJyHBazN0oN1SlhJ1Nvp3dtd140WkL1aAC3JaZ/B7sNgfUBgCM/UT1oeC+IF5ObN2MhbBOflXfFS8KBF4XJkGb6s1PvnWCpSm2Phdcva4l3LQHSHZU5THvnS5S9LPhN7WtLoKMXT3anSzQ+9zhlpxV+YVapiASvE7thH3de3Rpkzo3mSLsAOaL+4L2eaeNIP+WWzlS4tBHTBQCvd+O5EdI8XIcyJ/3I6AGwe9pgSkdt+87CWN8ASXNCqA3AQC8CV5+hU7d+4D9jaNu68ZJ+wSk3urotr3cHv/rHCODCrh+N4w6rR59X3VIc3L04xGsKGLGxIkTtU7qBB+HTuHW1LzTkTKAFE2bH3MUk6ClE+gJftO0yZzFFKPftAHQKSVUx0O3Y9IUbUw3ttRY+W4iXjl9386cS9f/wjzFiGJet7vx2wtcWeI2gpDXTTsAR80w4N2kUNUeA0jRjqu3r/M0eLm52RUJs07fN5XXZGJEaXgxoeTmLXyDws1v3Jw02+XTTfnsTBb5fOfmLhk7nBR/ZA6n2wjSu2409L6cYoXMQp2strYWgHsnLvW9qqpUhw+V6upOxw5y0OPP6t6n56urq5P+P2GXV/6b6f+boLxwJzm38PR1ZTJ9v64u9cZctV54HdTWpjrp8WfdtIeal+bmZsuhzs37HN4fKG8lJSWWUKSWV+0/urypkxblae7cuSgsLEReXp7lAL1nzxGncAApDoNqnevqT0d1dbXlqE0Lx+HDhy2HI7f1RHlYsGCBtp2BToHuzDPPxDnnnKNtA3Kuveaaa1LamfoqhfIkBzBTX6e+dM0112DgwIE4fPiwVX+qk3phYSEKCwvR0NCAhoaGlFugdW2p/m3y5MnWzZq0uPK65W3lxemanHYpH5zi4mJMnTo16Tj+pZde0o5tqseFCxcmOXfq5h1ef/zvVJ6CgoIkZ1r6jtqealnJee/111/Hnj2dt3XSOOBprFmzBvPnz7ccDlXnZp43/k2nMcffU+sWONL/CgoKbMebF0z164cFCxZYjoU8v7pbqt2imtiQU686ttS6dbuuUp9RHVb5/Ldw4ULL+dJpnlG/SzeVnnLKKZaTZ2lpcnAFbj/P+9s999yT5KjOHdPJaVotGwVj0AVeoPLy9ta1v2lutpvHAVg3pZIja7du3ZCXl4fJkycDQJIMUFvb6QhuqlO3/ZKPYXqP6pOcgFVHcABJDtZ1dXUp37Obu3V1XF1dnSLA0/ytBlD58MMPbctEhKahP3jwIABY120Lndhp6MPStIdlbpIO7Gz4TDew8f/vZyfsNk9Ox+rqjtmrvb8XLYapXKaLifxoTPntk8OGDbO0xCQ46ZyZTHnni6gb8wTCZMvrVQtkGhNezUR0+bULc8m12H79Ptw4uBFcI0wXvJjKpWoSuZMsoNfQuzlBUm19ufCk06zqTu24OZrpOFt1JrQ7hQtyOqXWuV0/09mwqxeQ6ZxbTd92o8nU5UP3rJ1G2u+a4Ra/awt3LCSNKO9rfu4CofbkjBo1yto4cwdjNTSiXR2Zyqibm3m4Sq+XpOkujVT7vmpOxe/4IFTnVR6Hnvf5jz76yIpTv27dupQ88bawMx+1C4Gq2p7r6kYdW/xUVxd2121fU2UO9bQYgGM7u1nz7caUyXmb6tauLF409IEE+g0bNuCxxx7D1q1bk2x/Ro0ahenTp2PcuHF+k84Z7AR6P0dEOuIgqLvFTjDlwhfFiDU5nDhNrl7qwukdO2FRvUgnqvrn5hb8QhM/GwSdnadqckCXQeXl5SUtEqbjazcRI0yTopMg6cf0KYwxYSdAEqbFSZeOm7yYoo6ox9RA6nG/7rtOtzSqz3OhcPLkyUkXTlEEJl0EJKJ79+7o16+fcawCR4QDStt0b4Gp3sKIiOVk4mJauHV9VWdWZbcxcytMe1kfvEZsCXvN8LtB4P2dKxIAOG6mTd/nSgjyAVFNOQB9hCaO202Qrj/qnHB1aevmlksvvRSvv/46Ro0ahcWLF2vrlysSgCNzAY8uQ6iCvdrn+Q245GehW595Ok7+R26irjmZKd1zzz1Jl0CZzP7crt/cd4mYO3eu9mJCE27Md+x+4xsxt2MVSIMN/W9+8xs8/vjjVgMXFRUhLy/PipeZl5eH6dOn4/LLL/eTfM7gR0PvZ3IMOkGHNcGr6bgRvAHzRU9endHC2iTZvRe1tsuUDy/CmVNaNIHSRSCnnHJKkg2wumBw7BYoN1qHKOovTptaVeizE+5UTHWhhswj+KIQdJOrOm/yi4W4jSdfhChtCnXJNWl2ZTWVx82Np35PyHRpBNks+D0x8KKh16Xv5LcTZf/328fc5M+08fNzWzdtFPLz863bnbkPgWorHURxpvs73+iTn4vuJE63zrlpX7tbVquqqqxNQY8ePdCzZ09jOEYuNPMbsHUn6HyMcxt++l3tn/Q92qwDej8tU2Qp0+VsqtLD7ZrvJHOkY/1R11W3Sq0vf/nL0Qn0zz//PO666y707t0bs2bNwqRJk3D00UcD6BRg165dixUrVmD//v244YYb8PnPf97rJ3IGNzsrt0KwHUGForCEUifTCbu4x047e/VZ3aIexibJ7jje6Xk7rWTQxdakhXOz6TBhckKjdhowYAD27t2bdJuek4OZXw1KHIRxFT+nZap2jmvDnAQB0/fUkKIkJPD+pQsTSb/pot/oThsoZKAbEx2eXzcOvrxs6mmDCo/jb1fXYfcbL2n6nTPjcPrkNR9BN1FRKT1MZSDBicKg2t3zEMWco5sPdY7Xuhj7XgMFOK13NN4AvTkMx65e+Finkw9duFBV+QQkm7bQv/lmRRftzTSP0cmeU2hZu42R6d4eP5tvNf92/dvkRK+L4MPz//DDD0cn0N90001488038dOf/hSDBw/WPvPPf/4TV199NU4++WTccccdXj8BAGhtbcWyZcuwdu1aHDx4EEOHDsXs2bMxduxYx3d37NiBJUuWYOvWrQCAESNG4LLLLsOwYcMCPbt7924sXboUr7/+Og4cOID+/ftj4sSJuOCCC1JukgTcCfSm49+gmmQvhLlImMKq6ewDvQrPTt9zo/3hmybd5BlGe0QR7cfLZsXtAurmYhaaUN1GGFDrLB0nGE747d9e884jVPDwZ7pvOqWt1r9p0TDZiOpMFwg7UxAnG2xAr92qrrYPnWoXfYhC2BFBo5x4xc/Gza8/jNc+pc5Vfk38gpyMBTVzMs23QdcdUxlMWlwvJy9hCNTcvEO9N0HdyPOx43bdCXIiTRp63QmtXXlVnxlTHHxVQUcKhba2NrS3tyedxDkpwHRmooCz6Y8pHa9R++xOcryau5nyqspN/N9uNfS+oty8/fbb+MxnPmMU5gFg8ODB+MxnPoNdu3b5+QSAzquFH3nkEUycOBFz5sxBfn4+br31VmzZssX2vR07dmD+/PnYs2cPLr74YnzlK1/B7t278d3vftdyJPPz7L59+3Dddddh+/btKC8vx5w5czBy5EgsX74c//u//+u7nNXVyZFQuMd7uqiq8hYhRQcNCODIddNVVUeujq+rq7OuEycvdl5eXg9e8s0jXNTV6T3N1fLRd1etWpVS3zwffuuluvpINJAxY8akRAbxgykvunpzW5f8mmzyxKe64G2j1rOuvKY689OuYeNlXPE+5DXv9Pz8+fNRUlJiG5GH9xF+7TnlgSKWLFq0CBs3bsQxxxyDwsLClH5E35w7d66VT4qSQL+NHDkSeXl5SdfDm/KuW5R4/ZnGbG1t8rX0ap02NDRYUY6qqjojv7zwwgtYs2YNrrnmGpSWllpKkcbGRldRc0yY5gHT72r/oN+pXdT2qa1NvqrdC277FOUBQFKUH92c5VRG3p/oPTf5oDTGjBlj9TE/8yHNCWqkoqDrnakMCxcuxMsvv2wJjHyMmPJPZVXnQRO6OgU6beD37NmDHj16AIDVTxYuXGiMxFZTU2OdKLiRA3i76NYWdQ5W+3NdXWdErhdeeAHr16/H4sWLXbUrjfG8vLwkMxjduzTG16xZg1dffdWKotbR0YFEImFF3VEFaZ6e2v9GjhyJ/Px8jBo1yrimquOG50vtB8CRSDq6Oq+uPhKJhv9dt0b4FebVuqqqqvI9v/gS6FtbW7XaaJXCwkK0trb6+QTeeOMNPPfcc7j00kvxX//1X5g2bRoWLlyIAQMGOA60ZcuWoaCgAHfddRcuuOACXHjhhbjrrruQSCQsJxM/z65duxZNTU245ZZbMHPmTEybNg3XXHMNysrK8Pe//92K9OMV3oH9CD+miSXd0IAAkFQGPlBME62d8Oy0OPvZENE7POwYQfkA4DocnwoXgF999VVbYdipfG6+pU5OuklRlz7PJ3Ck3erqUkNy8npW07Tb+PjZFKnCiJp/r3XmZVzxEGNBNrpO3+R1rwpptHACnWH3Vq1ahcbGRrS0tKCxsdEKj0jp8DCHfCGg3+rr65FIJNCvX7+ksG98oTdp9FRhnDYiDQ0NqKmpsd5x2hAcPnzYCrmno7m5Oenfdpshp/Z3mgfU39W2Ujf8avsE2aS67VOmPNKcNWbMGFd1UFNTY2lV8/Ly0NDQYIXsU/Nh2uhQuEs3Gmu3czX/t1NZTLitSzfPmdYvFS740wZ2zJgx1lpBTo+tra2WwoQLnnZ9p1evXq7kAN4uurXF1I5uN4MmuMLCTUhO/h7VAwnlOqWeqZyrVq1CdXU16uvr0dHRgfr6euOayvu906aey026vlhVVYV58+altAXPs9u11gt+5xdfAv2gQYOwefPmpCNSlcOHD2Pz5s0YNGiQn0/gxRdfRH5+PqZNm2b9raCgAJMnT8a2bduwb98+47tbtmyxdq5E3759ceqpp2L9+vU4dOiQr2dpwSkpKUn6Xp8+fZCfn4/u3bv7KivHjwBhpxlLJyYtiF3ndCovH3S6Aaru7t0OBPouaU103yfhyEn771Qf1UxTqsuXk3bQ7fdME6OTcKNrN52GQBUcnRaGIJMbT1/3LfobF2ztCOMEyg2UrzvvvBMbN250/KZpY0l/nzp1atLvdMLV0dGhHQ+mfmb6u91CzwUXLoxTeQ4fPmy8U4FDm8PCwkLt6QCNcbovgGLQk7ZSh9fY2U6/m06VeL3bPe8XuzFiyqOdppfSLCsrS7p/gNaHXr16pbQbz4PTRscJp3lBrTeT5t6El7nR6zw6ZswY5Ofn4/jjjwcAbNy4UfueKvjPmzfP0kBzv5BRo0ZpTzZ1fYdizY8fP96oXeY4rS2mdiRhmsen94KXfs/7Fa+H+vp6o1JPV04+33Elk+49rnxoaWkxrhu0rpDShE4NdX1RV2b6dt++fZPuUXCzLrpB/eYjjzzi6j1fAv0555yD/fv3Y+HChdi9e3fK7x988AHuuOMONDY2+naI3blzJwYPHpxiL3TyyScDgK0pT2trK4466qiUvx911FFoa2vDO++84+vZ0047DQDws5/9DDt37sS+ffvw/PPP4y9/+QsqKipsTy2am5td/efnRMNOM5ZO7I7enCYB0+TLjyIB2A5Qt99yC2kVdBfO6PJuZ+Zjly91YvKqTVGPJd0Kc7p8un3HzUIfZHJzWrD4RB908lRRF1cvJwM8j08//XSKGU1ZWRnOOecc69SHC2nUx/jfyV9o7Nix1nOkMQKQshHkm1sOpbdx48akBci0oQCSBRf1shPCTujm6dBxO2n1+Hjn2uPu3bsjkUigsLDQisbhB6d5wO3vJDzbbfyDYDdGnPJot0njl6lRf543b56lMVYvrqHNkXoq53U+9boB8Pqel7nR6zxKl4Rt27bN9j2dAoTWClqnSktLrRN+N2VThUkn7bLXvsFP6ugSOy/4Uc643Rw6ne7y+Y6UTJQ+n+tIMUDKh4KCAltTVFpDACTVh1N78XmWYv/TXG9ag4OyfPlyV8/5cor917/+hZtuuglvvfUW8vPzceKJJ2LAgAEAOu3Md+zYgY6ODgwfPhx33HGHVmB24tvf/jZKSkpSIiW8++67+Pa3v425c+fi3HPP1b571VVXobW1Fffeey+6desGoFNwv+KKK7Bv3z7cdNNNmDBhgudnAWDFihV4+OGHrbj7AHDRRRfhkksu0eaFnGLdcvHFF+OrX/2q9W83zi1RkO7vqk4v5Oxi57TpNp+qw4nf8pi+5da5jN53cmpz+5yb76t5DtKuXusxqj5EIdlokg+avinykl9nY0qPIgPRs2pUCZ4GLUaqUxyFbtM5iartQQuonXOW7tIaE3b90Klt+e9A6uJL45rHtu7evTva2toAICV/YfZjN2V2m27QfERRDt4vnKKF8efDCInrlK+gZfUyN/qdb4M4H4fVH7xEE/IbwU0dR4A5GpufbwS9n0XNG3eiB5BSPzwgge5eCzf14QZeFxR1R53rw54Xli9fjoceeii6OPSHDh3C4sWLsWrVqiThFjhiGnPppZeiZ8+efpLHnDlzMHjwYPzgBz9I+vuePXswZ84cXH755TjvvPO07/7lL39BTU0NysrKMGPGDCQSCaxYsQIvvfQS2tracN1112HSpEmenwU67eifeeYZnH322ejVqxc2bNiA1atX4xvf+IZ1VMYhgf7BBx+0bQiiR48eljMNEE24L7vO5mdCCTNPYUyqKrqQUGHidvCqm5awQqfZfd8pjKgXvNaj28XCK/zCug0bNqR8y+skbhJydQuTl3LoFk9dHGYgNVICCeck8JqivqiRY5zCp7m5CMvuG2r4N5OQ77S54JcxqRfhAMDUqVMdN1dR4DeqUVgLuR/sNtpuy+M2wpGfzZvXvPghiBDp1L/dXDwUdrvz8tBlS6bNWZBv86gvdHEc78tOG0Pdt71E3rHbYNAcwvOmrp1+52ZTfbtJx1QOv3eP6FDr0O3FUr5MbgCgZ8+euOKKK7B06VLccccduPHGG3HjjTfijjvuwNKlS3HFFVf4FuaBzk2BzvyE30hr4txzz8XMmTPx3HPP4dvf/jauvPJKfPDBB7jwwgsBIMk0xsuzzz33HH7+85/jqquuwtSpU3H22Wfj6quvRllZGWr/fcxpoqioyPrviSeewEUXXYQnnngi6e9FRUVJwjwQzPkK0B+VUWertbGhBJIdJFXTgTAcPzgm+1C3zlh2VCumM0FRy293ZLhgwQLLxIHakuwYdTZ+fvBizuOlP6nlrK6uRmFhoeUc6QTvZ2qf8/JdlVGjRiX9r/ott/m65557cNZZZ2HAgAGWk5Zq96naVLo1QdBN+lVVVZg7dy5KSkpSBC9qFxKm6N9Tpkyx7KCd7Kz58bSpfRcuXIiBAwfi8OHDrvudrs/o6pv+tmjRIsse2WQSNX78eOTl5aGtrQ0FBQUoLCy0bOxvuukmjB07NqXvuem3buYmL3brTqjPe+mHXvNtgtYenYOg2/Ko/U9N362Dsd2zftYyXi92dUTf9eP0SX2Vz2m8HBT3nKKy6HDy6bArl+7fxLPPPmu1rals6pzkZQyQiQiAFD883q9M67CuvU3tbDdn1P7b1FDnpEp5y8vLQ0FBgXVa73du1uFlrdLVNz1LYzCo3Ob7/URM+d73vpf41re+lfL3V155JVFRUZH4+9//7pjGgQMHEps3b07s2rUrkUgkEr/97W8TFRUViXfeecfXs/Pnz0/ceOONKe/+7W9/S1RUVCQ2btyY8ltTU1OioqIi0dTUZP2tvLw8ccYZZyTKy8sdyxAU+takSZMS5eXliZUrVyZWrlxp/X81P+pvuvya8q971y9B0gozHzqo/GeeeWbKN9Rvn3nmmdazxKRJkxJnnHFGYsKECZHmMyi6dvbSd3ldeGkTP+PDS/r07Lhx41LaRvdtP/3JVAY/ZQu7PsIYH7o0Vq5cafV301yiPkf/qWPJ7xzp5r0g869T3fmt2yBtfPPNNycmTZqUmDRpkuex5oabb745ceaZZyZuvvlm23xE8W1eL3Z1xOtC1y/t8uQ05p3Kn0gcmdOpDdS82K25dv+mOWrcuHHasunK56aeKL/0jGk8836lw+u8q6bH3zetq1T/EyZMCGVudiqHmzR5WXjb25UvCDo5UkdsBfr7778/UVlZmVKAFStWJCoqKhJ79+71nOa1116bqK6uTrS3t/t69oorrkhcf/31Kc8+99xziYqKisSGDRtSftM1RNQCp65zqgPY9LxTenbPR7lR8TLgdJuYsPPCBRfd32lSosnokksusfLCJ4A4Y5rkoxAG+d9NC5ef9O3yq1uoo1ggnL7pNS03eQw6Ft0uak6Ci13exo0bl5gwYYIltJgWaj+bNbv3grRxVHNcGJtGmlt09RkkP37LHPZcEdVmKYx5ziSYmjYjTmPay1yornd279CzEyZMcDUPhS2r2K19TnKFm/U8atlKzZOaL6eNmlO+TW0XqkC/fPnyQP/5Ydu2bYmKiorE73//e+tvLS0tiTlz5iQJ1YcOHUq8++67iYaGBtv0SOj+wx/+4Pht07O33npr4vzzz0+8//77SX+//fbbE5WVlYmPPvooJS23DREmThoHTpgDIMrBxAe1TpjW5YMmD50m3S92A48PcjvNth8BLV0TlRuCCt6mSc6NZsmp/6qbrSg3mX4waaH8pKGWyY+WyWnht/sGjS+vAqTX/u+3DaPYOFO57bSWbtPRCZFu0jaNPz7/jBs3LpDGnvfTsMd5uglrQ+y2Hv1udP2irnd29a0+67QJ8DMn26GOybDXvnT1ORqrEyZMsNXIu1Xg6DaBHLdypCun2MrKyqRoBG6g8E0A8Oijj3qzA/o3d955J9atW4fzzjsPgwYNwpo1a/DGG2/g9ttvx+jRowEAmzZtws0335wUHWbz5s343e9+h7Fjx6JXr17Yvn07Vq9ejdNPPx233HKLFc3Gz7MLFixAcXExysvL0atXL6xfvx7/+Mc/MGXKFFx11VUpZXDrzBCEIBEg0uVs5gYvzrpk82xygIoqcoObiDKmqCCq45oXB2TuvBSGIy3Pr9e0VOder1dem75rlx8e7Yg7h5qcfilPgN7BKZPRo/xc8a6moXvHTR/ROZ25iY6kfqO0tNTqt4WFhSgpKfFcl24d0fy2lanPBCWMOdMughJg73RuKhefY4AjUUAAeM6v2k/9lDNTY8wJN+3nxdkzKGFF//EagYyvj2p0OVPeTH3MS7/i6bl1uPdSD27fDaPeTXOu1+AiTk7dbuVIVwK9V0edjz/+2Ip+k5eX51ugb2lpwdKlS/HMM8/g4MGDGDp0KGbPno3Pfvaz1jM6gf6DDz7AL37xC7z11ls4dOgQBg4ciLKyMpx//vkpTqdengU6b7Bdvnw5du7ciQMHDljPz5gxI0n4J9Ih0AeZaLwOgDDCP5pw4x0PHFn47QQStwJwOsPUmYRPNwIYDfQwog8FjWTE80QOY24iGgTBSYihyDG6aAy6RelHP/qRbfSYKHErVPtN165d1ag4dm3kFM3BTUhEO3heADiG3PRKmH3QafPhdZPqJlKGKc9uNiphRJiKq0AeFDfRVty+FwZO67eb7/qRAbjyw045xvNAcwsAK0KVXfQfJ5w2TnZzlN1mQzd+wo5Ew/OgzrlhKeAo/a9+9auuwlaGakNfX1+f+NWvfpW48MILE9OnT0/MmjUrsWzZsjA/kXWkw+QmE3ZjURxpmY6n3Bz/q7itk3QeC6vl83P0G0Zbc/OloOYDTnaPYdWrG/MQ0/dMdo2qE1tU48fORlc96vaSFz9mdF7MD/yYRnmBj4eVK1dapjuZ9i3R1YlTmaOuK6f8RfleVyCT5kFhmJz5aVs/pix8zfBi4uM3X3Zlt5vX7Z53ctp3k3eneTSsscbLmDan2IaGhsR9992XmDFjRqKysjJx0UUXJZYsWZI4cOBAGMlnNZmwoXeD34EWhv2oCT+Ce1CC2oN7wc+iEUXZeZnJZo/b3Ib5jbDtjE3P2fVL3WTLn/faLl4dW3XphyEAhiGE+LGRdbt4OT2nftuPfW0U6DbRfqN9xEmIDtpfopyLvPalsIlaIA5CHPqQ0xxqwmuf8yIYm/JEdu06ZYkX+cXLZiIqqIzLli2LXqDfv39/4oEHHkjMnDkzMX369MTMmTMTv/3tbxONjY1Bks0pwhDow9DaqbjtkOmcTOw0mVF/P0ph28+mIapy67Qf/D9TJIFMLLRBFwO3z3gtgy4Uqdd8hVGffsvLfwsjLJ3bzYlOUHYr8GdyHop68ebfM/1/U968lCNoHYZdDytXpkYLC2Oj6/bbQepCl/c45Ctd34hKfnCTrlOalEbQ9vGymfCTT6/5iEygP3DgQOK3v/1tkiD/4IMPJvbv3+8rw7lMGAJ9FFo7OyFTJ/RFvRM1ke6dsJfB5zZvfsoQVbl1QhKPY206Rk3XQssJczGgtNwcEztx8803WyEX46B5tSOolinIAhtE26b+LZPzUBQKFQ4vm+n/6571km4YhC1scsHLqY9E9W3T5tJP3lWiWlPisDGLakwEUSCoafg5dfdbt7r3whp/5eWdd6aELtAfPHgwsWTJksSsWbMS06dPT1RVVSXuv/9+x5CRXZmgAr2TFi2oFsZp0UinZkxH2LvcMMvhNk0/345Kg+v0vtfvRtU/gubdpGX1ejeB6Ztu04vz+EmnlskJpxCT6a5Hv9/z089M/VYnmES9uQgzPb9zTTowzQ9OQqKXddarQOe01vtNV/eddNZ7mBtLt3XkFy95dVI4hC27hCbQNzU1JZYtW2YJ8jNmzEjcd999iU8++SRQRrsCQQV6pwUi6I7ej+CUTsLKSyY0fEHzHnTX72dBiUu7h62dDCqgqd+k9JzuOshEv4uClStXWpdAebkUyy1xu2zNb7up/SKMdnejDXbKTxhj2quwE4VJSlQ41ZOf/uBXuebUznaKizgSZR+MctPqpU9E3Q6hXiw1a9asRGVlZWLGjBmJX//614n6+vpQMtkVoIZYtmxZoKMc0wIRhaYgToSV93ROfGEt6kF3/X4XlDj0k6AbzbBOJ9y8Yye4pPMEI0qob3jxHXDCSTMdRHiNYjOdzvfVtPwKx341jn5+1303zEv9Mkk6xpufdo5awI0qTb/pBz1Z8YJT3fo5tfFLqAL99OnTE5WVlYnKysrE+eef7/m/rgw1hNfdXJidJRt28SYo72FFoYlSICacTlX85jXqyTqb+4kbnCb/oFrZdNZbujdfUWjoTWXwWzb+Xpw2p24IS5jWzRluTRTCrDM/YyKX5x+37cv9mdzM+14FXD95i3osBUk/yrw71W3Qunda33k0NbdRblzfFBuExx57LND72QxdLHXxxRdj+fLlxst41ItAgt7Sl2uEdUufl3TUCy7cXqgT5wtI0pFmXHG6idjPpWmZvHE229vFz43BbtIbM2YMXnrpJQDRXIAXBeoNx0FvrtTdQOv2tsoo+lRUlyNlC043jPP1ni4poovDvNRLNq4BTrekhpF2WJfL2V1M5fVbThdNfvjhh9YtvgMGDEBeXl56L5YSUiEN/RVXXJH41re+lSgvL09MnTo1MW3atMQPJMbPDgAAI9NJREFUf/hD6zmddilXjivDICztjV8NvWpykG7tqJtTimzUzsQFv6cquVI/YWtHvWgVw/52NraJW3MLP5r8OGi+3bRJuvIZ9qmvl2/qvqWu99yfxMsJSxR5Cys9N9+IetyGUU61baI4gadvTJgwwdLQz58/P30XSwlmuMmNnVmDemtipifgroaTAGJ3YUXU6I76dJN8GMf26bQLTHce3AiZXv0ecmWshr2Y2qWn/hb2tzPZJkG+HVToiXNfjFPeuACdyY2faWOhUySlW3kUpJ10eY7Dhs5LXZrywoXtqPKqW9/Ly9N4U6xghgT6cePG2XYkJ/ssIZmwbTS9CCBB8hNGvvlpgRfB080CFgftZlQCny6dsDYPmR6vQQXJsLWAmdTQ674XtZaTyKSWMaxvZ7ov+8XrHJxuxYxKOoVct+mE0YfSeUrkJV0384CTYsev4scrajuk5aZYwRlVQ2/CJLSZOky2TrphYaofvwueFwHES368PudWi+5VQOFaKS/90Eu+wiKdGvooNwtO3w6TIOVI5yYujHrwmgbfAAd1VA87b3H8tt/+EGbZ/aQVB2WEF9LZV9zWTbbJFV7L5SSIU3rqPOF2TYpqrQo1yo3gH1ND8Abzs6PNtsnLC26Ea5N2xa/Q7uWZIO85TQxRTbxBtZSZ6m9+Jk4vGriwJuZMj9egGnqv7/rtT7oF06+AbnfSYspr1Jo1HXETkpzy4ze/YfZxP2nFrZ7jRK7WjVtFnElQt3tH975bhV2YigP6vgj0McAk0PMO4qazeNVaZvMAtqsPJ8180GPUdC8k6vfcpuUnn17fsdt0pqt/mfJs55zETyP8as3DFsCzeTwmEu7MvrxsmLlgHaRfEnHWQMatLwVVekSVr6jSEromvJ8HPfHxqrDj81sY43XcuHEi0McBrxp6U+N7XRSyWYPvdtfNCau8QQd+Or7n9F5YWmc/G6uwMeWZC/SmTRFt7qI6zfGa52xGV8dqXHovfcLNnJeONNIBD3jgFbvNi98oaHbKD79tKHRdMj0Ow1rvwkzXSbvvJW+ioY8Rbm2fCFPjez3eDmNgZdOEncnyZrKeoljw7dJ281s68LKIOJ3quNW6hLERylbcaMXtBMUo+ku21HMQTaFpPQjjduKggkaY9Z/p+cQP2ZjnKOD9IBNjMh3fdBLQ7d7RRTHyGmFJbOhjgleB3s3C6fR+WBEdsmXBDIu4ltdu4fCz4MeBdC6G6reiFtCzdaH3mm/TpkpXX2GPrTDnuajby48w4JQ3uw2tV4EjbA2mH+I699pBeY7a0Tru6Pqinelr2OMtHfOtn025qU/7UbiJQB8T3Ea5scOP1iRbwpeFuTCHkZc4Hh1y8xLTO3axjNOdXzdkcgHvKgK6V4K0idOCF3Ydhtl/wkjL7abRTT14qSvd5j3OJ2umfMQlX16gPGfC0ToumNrNbj7Ixs2bn/5p6uN+/PxEoI8Jpjj0YU1guk4TFwHZDWFuQMIknZOO08JgJ9AT2XbUmcl+mo3CQzoIUi9BtPt+ng+zDcNISx0LQTaNdu+ahCO32r64CFNxyUcYdOX5xNSOdv25K9aXbuPtBRHoYwI1hO7mr0zFv47TgIrrBiSddeR0dBu2Vi8sgn4zlxb1bCOIBjkMvLZ93PtK0A2H2yP9oMJRXMwd4jqnCd6Iqh1zre39mNlwRKCPCdzkJopdqlM6uoUw7otjV8PvpivIM3GYMOOQh66KaQ7woh0OQqYF0bjhtnz8uTjUSZRriaxTuYsfuSVImpleB/3kjSMCfUyghli2bFlGJt+4a+idiItGKd24mdCCPCOLZdfGzwLn5ng97Px0JYJo9TNFlO0mfSJ7CLvv+ml7uzRNGnIvYyiq/ugmDyLQxwSvUW4Sia47kenKHfaiFYdF0A1haOjtzJm6ah8T/GPqM2GMqWwZl35xY1rotQ5kDAtxIV1916+me+VKvQ27l3xEsQlx+54I9DHBqSHCEmJzYXLXlTts06SgN8lmE7kuJAnxIIyFLBfmLztoLEYhEHRVpL7iQ7raIsiaFjSPUZgJuUUE+pjg1BBehdiwtGRxnAz95MntO9kq3AZppzi2cVC8lCmK8udinaYbqkO34f5yoc7ltCx8snVOjztx7o9u8+bm9Dqb1ga3An1eIpFIQIiM5uZmzJo1C4MHD0Z+fn7Sb+Xl5Th06BBqa2tRXV2Nqqoqx/QqKiqwZ88elJaW4vHHH7f+XldXF0o62Ybbcnitn7jgtZ2ytZxu8VIfUfTxXBk36UTtk1SHhYWFaGlpweTJk7Fw4ULj+7lW56b6yJXypYtcn+s46SxrLvRHpzI4/R63vkVy5IoVK1BUVGR+MPSthJCEHxt6O8I2QYnbLtxrvuJUjjjs+nNdayUa+uxD7ZNdUUPPUe+VyLXyCeGTznk9F/pjUA193NZRMbmJCWEL9EHJxFGUF8IaSJkoRxwmgUy3nyComPpkV+2rbi6KEwROVx0rmSJupq5ichMTXB+VpImgR1FRE9ZRVybKEbdjOkEQ4offeULmFyFdSF/zTxSyh1s5Mt/4i5CTVFdXo7S0FNXV1b5+r6urQ0VFBerq6iLJX1VVFR5//PHAk4hTOaIgrLwHIer2EQQhGH7nidraWuzZswe1tbXRZEwQ/o30Nfeoa24mZA9CBPqY40ZA8yLEOS0mdr/X1dVh0aJFWTHQ4yBcZwKZiAUhN3EjKMiGXgiDTAqlmcLv2FHX3EzKHiLQxwC7juRGQNM946Vz2j1bV1eHsrIylJWVoaamBh0dHcjPz0d1dXXSb34XkKgXoK62wHXFiVgQugJuBAXZ0AthEAeFmCpfOMkput+8rP9+x06c1lwR6NOIqXPZdSRdZ3FzxKOm6WbTsGjRIm3eGhsb0djYCAAoLS3FvHnzUFVVlfSb3wUk6gXILv1cE/bF7lEQsp8gipI4CReCEARVvrBby02/eZEv/I6dOGx+CBHo04hJk97c3Izi4mJtR1I7i87sRdeheOd0MpWprq5Gfn4+Ojo6Un6vrq5GcXExiouLMXfu3KTv8N+8DAIuSEe9ANmln2varFwrjyBwcm0DbiKIoiROwoWQ+0Q5JlX5wm4tN/3mRb7IhbEjUW4ihnsnP/HEEykaVPKILi4uRlFRkaN2lZ7Pz8+3NOVOuHknTO0upTVmzBi8+uqrKWlmOpKOms9s1mjzMgDI+vIIgom4zBtRU1dXh5qaGrS0tKCgoADjx4/XzqOCkGmCjMlcWH/ThUS5iSF2mnQArrSr9LxbYd7tO2HsTmm3XlNTgz179mDVqlXaMsXlWDgXduRcK58L5REEE3GZN7zgR4NZVVWFNWvWoKSkBI2NjcZ5VBD8EKZW3euY5N8OcqLcVU7rvCIa+ohxu7PKhd2qetpg0tAL9njpC7nQbwQhl+BjkoSWIBpMmUeFMMnkSRf/No0PP/3aq2VDtiMa+iwjm7WrtFseM2YMSktLLVv7hQsXWoPWi2d6OvMcxx2+F81FNvcbQchF+Pi102A6Ob/S2F64cKGMcSE0MnnSxb8dZO0yWTbEeV1PByLQx4xs7JC0gL366qspA9SPZ3o6iLMDaTaaFgiC0IkboYUCFQSNEiYIbiHZAkAkG0RVdtHJMmEpoCiduXPnJq2VUazr2SSTiUAfM+IsaJrw431u91s6BlCchWbRugtdiWxaMN3gNl58R0cH8vLyPEcJEwQ/mGSLsMafmn46ZBl1rEWxrmeVTJYQIqWpqSlRUVGRaGpqcvX8ypUrE+Xl5YmVK1dGnLN4snLlysSZZ56ZOOOMMxLl5eWZzo4gCBFTXl6ek+Pdbi7v6vO8kH5MfS6s8aemn019PO5j1a0cKU6xEUPODIMHD0Z+fvKBSHl5OcrLyzOUM/9E4YhJaTY3N6OxsdFTWE5BELKXXHXsDssBUBCiRB1/QUMhm8azm3Geqbkg7iFx3TrFikAfMW4bIpuIovN3Na91QRByB50gEla0G0FIJ3x9B+Cp35JvSEdHR8o7buSGTAnWcVcqSJQbITL8xp5dsGCB0VaP0lRvo+2K5JpNsSDkOtzOVud8GGefHUHg8L7qtd+Sb0h+fn7KO27SytQ4yRW/NdHQR0xUGvq47yg5/KZaGuxiTmMm7sd/giAkI9p4QfAvl2STPJMJREOf42ST5zXtuidPnmwJ9dmQ70wh2jxByC64hk/Gr9BV8avpziZ5Js6IQJ+lZNOiwS9ImTdvXtbkO1PkyvGfIHRFZPwKmcSLyWZczDud5Jm45DPuiMlNxOSiU6wgCIKQTNDoIIIQBl5MNr2ad0oUmswgJjeCIAiCkCa42YCYEAicKDXMatpeTu/VZ53ymal+nU0WCZlEBHpBEARBCEiQ6CBCbhOlIKymTSZfABw3Eap5mFM+w+7Xbjc6OjO2oJukXDTjEYFeyDi5OLC8InUgCNkNFzrEjl7gRLnBM6XtZxPhlE9y+qbwrEEJstEJuknKxVM0EeiFjGMaWF1JyM3FyUUQugJdaZ4S/BHlBs+kkfeziXCTzzDXqiAbnaCbpFw8RROBXsg4YWoYspVcnFwEoSvQleYpIRhRbv7cmN6E8X2vdvd2BNnoBN0k5eIpWqyj3LS2tmLZsmVYu3YtDh48iKFDh2L27NkYO3as47s7duzAkiVLsHXrVgDAiBEjcNlll2HYsGGBnqXnH3roIbz++utoaWlBaWkppk6disrKypRnJcqNf+SyCUEQ4o7MU4Jb/EZrcdPHTM/wbwIILVoMfa+5uRmNjY1dNgJNOsiJKDf33HMPHnnkEUycOBFz5sxBfn4+br31VmzZssX2vR07dmD+/PnYs2cPLr74YnzlK1/B7t278d3vfhfvv/++72cB4P/+7/9w4403Yv/+/Zg1axa+8Y1v4Mwzz8THH38catmF3NxBC4KQW8g8JbjF70msm1Mgk317VM7alCcAcrocFxIxZfv27YmKiorE73//e+tv//rXvxJz5sxJ3HDDDbbv/uAHP0h85StfSezfv9/628cff5yYOXNmYuHChb6fbWpqSsyePTuxcOHCRHt7u6tyNDU1JSoqKhJNTU2unhe6NitXrkyUl5cnVq5cmemsCIIgCDHA7bpQXl6eOOOMMxLl5eWxyZMQHLdyZGw19C+++CLy8/Mxbdo0628FBQWYPHkytm3bhn379hnf3bJlC8aMGYPi4mLrb3379sWpp56K9evX49ChQ76effbZZ9HQ0IBLLrkE+fn5OHz4MDo6OsIqsiCIPa4gZAHiCCukA+pnAFydAqXTFyvIyZSMn2iIrUC/c+dODB48OMVe6OSTTwYA7Nq1y/hua2srjjrqqJS/H3XUUWhra8M777zj69lXXnkFRUVF+Pjjj/HNb34TM2fOxKxZs1BTU4OWlhbb8jQ3N7v6r7W11TYdIbcR51hBiD+y8RbSgdd+li3mX7pyiZAfnO6ZzoCJ+vp69OnTJ+Xv9Dc7m/Xjjz8e27dvR3t7O7p16wagU3B/4403Ut718uzu3bvR3t6O22+/HZMnT8all16KTZs24fHHH0dTUxNuvPFGY54uu+wyV+W++OKL8dWvftXVs0LuQTGsBUGIJ3V1dWhubkZxcbFsvIVIIZv4XOtnunJxIV/WQH/EVqBvaWlBjx49Uv5eUFBg/W7iy1/+MmpqavDTn/4UM2bMQCKRwIoVK/DJJ5+kvOvl2cOHD+Nf//oXzj33XFxxxRUAgLPPPhttbW148skn8bWvfQ3HHXecNk8PPvigqyg3ujILgiAImYNHEKmtrbWieojgIURJrip4dOXK1c1LOomtQF9QUKA1PyEBmwR7Heeeey727duHP/7xj1izZg0AYPjw4bjwwgvx8MMPo7Cw0Nez9M0vfOELSd+bOHEinnzySWzbts0o0BcVFUnYSkEQhCyEaw9F8BC6AukOx5qrm5d0EluBvm/fvlqzGtKcH3vssbbvX3rppbjwwgvxzjvv4Oijj8bQoUOxePFiAMDgwYN9Pdu3b1+8++67KCkpSXq/d+/eAICDBw96K6QgCIIQe6qrq1FTU4Pm5mYAkHjbQkZJh7AtJjDZR2ydYk844QT885//tCZQYvv27dbvThxzzDE49dRTMXToUACdTq39+vXD8ccf7+vZ4cOHA0i136+vrweApEg5giAIQm5QVVWFoqIiNDY2iiOsEBl1dXUoKytDWVmZrXNoOpyyJUBD9hFbgX7ChAno6OjAk08+af2ttbUVq1evxogRI9C/f38AnXbt7733Hvbv32+b3vPPP48333wTlZWVyM+3L7bp2XPOOQcAsGrVqqTnn376aXTr1g2nnXaapzIKgiAI2YEIOELUkH+G08YxHX1RjZgjUWjiT2xNbkaMGIEJEyZg8eLF2L9/PwYNGoQ1a9Zg7969uPrqq63n3nzzTdx8881J0WE2b96M3/3udxg7dix69eqF7du3Y/Xq1fjsZz+LysrKpO94efbEE0/E5MmTsWrVKrS3t2P06NHYtGkTXnzxRcycOdPRDEgQBEHITsTGVwgDO3MZMu2i/28iE31RTHDiT2wFegC47rrrsHTpUqxduxYHDx7E0KFDccstt2D06NG27x177LHIz8/HH/7wBxw6dAgDBw7E7Nmzcf7551uhKf08CwBz585F//79sXr1aqxbtw79+/fH5ZdfjvPOOy/UsguCIAiCkFvYCcZx3jSKM3j8yUskEolMZyKXaW5uxqxZs7BixQqJciMIgiAIXZh0R48Rsh+3cmSsNfSCIAiCIAi5Qpy18EJ2E1unWCG3aG1txfLly7V3CwhdC+kLAkf6g0BIXxA40h+8IQK9kBZaW1vx0EMPycAUpC8ISUh/EAjpCwJH+oM3RKAXBEEQBEEQhCxGBHpBEARBEARByGJEoBcEQRAEQRCELEYE+i7Cn//850xnIRbEoR4ynYdMfz8uxKEeJA/xIQ71kOk8ZPr7cSEO9SB5iA/ZUg8i0HcRsqVDRk0c6iHTecj09+NCHOpB8hAf4lAPmc5Dpr8fF+JQD5KH+JAt9SBx6NPEddddh/z85P1TeXk5ysvLM5QjQRAEQRAEIRcQgT5N/PjHP5abYgVBEARBEITQEZMbQRAEQRAEQchiREMfMYlEAgDQ3Nyc0Xx0dHRkNA/07a5eD3HIQ6a/L31B8sCR/hCfPGT6+9IXJA8c6Q+d0LdJnjSRl3B6QgjERx99hMsuuyzT2RAEQRAEQRCylAcffBD9+vUz/i4CfcR0dHSgvr4ePXv2RF5eXqazIwiCIAiCIGQJiUQChw4dQt++fVOCq3BEoBcEQRAEQRCELEacYgVBEARBEAQhixGBXhAEQRAEQRCyGBHoBUEQBEEQBCGLkbCVQsZZsWIFli5diiFDhuDee+/NdHaENPPGG29gzZo1eO2117B371706tULI0aMwCWXXILBgwdnOntCRLS2tmLZsmVYu3YtDh48iKFDh2L27NkYO3ZsprMmpBmZAwQTIh+4RzT0Qkb56KOPsHLlShQWFmY6K0KG+P3vf4+//e1vGDNmDObMmYNp06Zhy5YtuOaaa/DOO+9kOntCRNxzzz145JFHMHHiRMyZMwf5+fm49dZbsWXLlkxnTUgzMgcIOkQ+8IZEuREyyqJFi7B//350dHSgsbFRduBdkK1bt2L48OHo0aOH9bfdu3fjyiuvxIQJE3D99ddnMHdCFLzxxhu4/vrrcdlll+HCCy8EALS0tODKK69E7969cdddd2U4h0I6kTlA0CHygTdEQy9kjM2bN+PFF1/EnDlzMp0VIYOccsopSQs5ABx33HEYMmQI3nvvvQzlSoiSF198Efn5+Zg2bZr1t4KCAkyePBnbtm3Dvn37Mpg7Id3IHCCoiHzgHRHohYzQ3t6OX/3qV5gyZQqGDh2a6ewIMSORSKChoQHFxcWZzooQATt37sTgwYNRVFSU9PeTTz4ZALBr165MZEuIETIHdF1EPvCHCPRCRnjyySexb98+zJ49O9NZEWLIM888g48//hif//znM50VIQLq6+vRp0+flL/T3z7++ON0Z0mIGTIHdF1EPvCHRLkRAtHR0YG2tjZXz/bo0QN5eXlobGzEsmXLMGvWLPTu3TviHArpxE9/UHnvvffwy1/+EiNHjkRZWVnYWRRiQEtLS4qJBdBpdkO/C10XmQO6LiIf+EcEeiEQW7Zswc033+zq2ZqaGnzqU5/C0qVLccwxx6CioiLi3Anpxk9/4HzyySe47bbbUFRUhJtuugndunWLIptChikoKEBra2vK30mQJ8Fe6HrIHNC1EfnAPyLQC4E4/vjj8Z3vfMfVs3379sXu3bvx1FNP4fLLL0d9fb31W2trK9rb2/Hhhx+iqKgIvXr1iirLQoR47Q+cpqYm/OAHP0BTUxPuvPNOHHvssVFkUYgBffv21ZrVfPLJJwAgbd9FkTmgayPyQTAkbKWQVjZt2uSowa2srBTP9i5GS0sLbrnlFuzYsQO33347Ro4cmeksCRHywAMP4NFHH8VDDz2U5Bj78MMPY8mSJXjggQfQv3//DOZQSDcyBwgiHwRDNPRCWhkyZIh2wC5duhSHDh3CnDlzMGjQoAzkTMgU7e3tWLRoEbZt24bvfe97spB3ASZMmIA//vGPePLJJ6049K2trVi9ejVGjBghwnwXQ+YAARD5ICgi0AtppXfv3hg/fnzK3x977DEA0P4m5DYPPPAA/v73v+Oss87CgQMHsHbt2qTfJ02alKGcCVExYsQITJgwAYsXL8b+/fsxaNAgrFmzBnv37sXVV1+d6ewJaUbmAAEQ+SAoItALgpBRdu7cCQB4+eWX8fLLL6f8Lot5bnLddddh6dKlWLt2LQ4ePIihQ4filltuwejRozOdNSHNyBwgCMERG3pBEARBEARByGLkYilBEARBEARByGJEoBcEQRAEQRCELEYEekEQBEEQBEHIYkSgFwRBEARBEIQsRgR6QRAEQRAEQchiRKAXBEEQBEEQhCxGBHpBEARBEARByGJEoBcEQRAEQRCELEZuihUEQcgypk+fnvTvvLw8FBUV4dOf/jTKysowZcoU5OXlWb/ffffdWLNmDf7nf/4Hp512WrqzGznLly/HQw89ZP17yJAhuPfee61/f/jhh7j88ssxYMAA3H///Sl/53Tv3h1HH300+vXrh+HDh2PChAk4/fTTk+qTOHjwIC6++OKkv+VqHQuCEG9EoBcEQchSysrKAAAdHR3Ys2cPtm7ditdffx2vvfYabrzxxgznLv2ccsopGDRoEPr16+fpvcLCQpx99tkAOuuyqakJ77zzDp566ik89dRTGD58OG644QYMHjw46b3u3btbbbB161Z88MEH4RREEATBIyLQC4IgZCnXXntt0r83btyIW2+9Fc899xwmTpyIs846K0M5ywxTpkzBl770Jc/vFRcXp9QlAOzatQv33XcfXnvtNdx000348Y9/jP79+1u/FxYWWu/dfffdItALgpAxxIZeEAQhRxg7diwmTZoEAFi3bl2Gc5P9nHDCCbjtttswduxYNDQ04De/+U2msyQIgqBFNPSCIAg5xLBhwwAAH330kfb3zZs346GHHsKbb74JADj11FNx2WWXYciQIUnPHTx4EGvXrsX69evx/vvv45NPPkHPnj1x0kkn4fzzz8fYsWNT0j506BAef/xxPPfcc9i7dy86OjpQUlKCE088EVOmTMFnP/vZpOcPHz6MP/3pT3jhhRewe/duAMCnP/1pnHvuufjiF78YuC7CoFu3bvjmN7+Jb37zm1i3bh327t2LAQMGZDpbgiAISYhALwiCkEMcOnQIANCjR4+U315++WU89thjOOmkk3DGGWdg165d2LBhA7Zv3457770Xffr0sZ7dvn07fv3rX2PAgAEYPHgwRo4ciX379mHjxo3YuHEjrrrqKkyePNl6vr29Hd///vexfft2FBcX47TTTkOPHj3w8ccfY8OGDTjqqKOSBPqGhgZ8//vfx9tvv40+ffpg9OjRSCQS2LZtG+655x7s2LEDV1xxRYQ15Z7jjjsOJ554Inbs2IHNmzdbdvOCIAhxQQR6QRCEHCGRSGD9+vUAgKFDh6b8/thjj+Gmm27C+PHjAXQK4YsWLcLf/vY3/PnPf8bs2bOtZwcPHoy77roLI0eOTErjrbfewoIFC3DffffhnHPOQc+ePQEAW7Zswfbt23HSSSfhzjvvREFBgfVOc3OzpYEnfvKTn+Dtt99GZWUlqqurrQ3IJ598gttuuw2PP/44xo0bhzPOOCN4xYTAsGHDsGPHDrz//vuZzoogCEIKYkMvCIKQ5bS3t2P37t34yU9+gm3btqFHjx5a59AvfOELljAPdJqTzJw5E0CnQM4pLS1NEeYB4MQTT0R5eTmam5uxadMm6+/79+8H0BlphgvzAFBUVIThw4db/965cyc2bNiAk046CV//+teTThP69OmDK6+8EgDwl7/8xXUdRE1xcTGATlMkQRCEuCEaekEQhCxFjUcPAD179sS1116LQYMGpfyms3s/7rjjAHRqxlXa29vx6quvYtu2baivr0draysAWNFcuNZ92LBhyM/Px1//+lcMGTIE48ePt4RglY0bNwIAPve5zyE/P1WvdOKJJ6Jnz5544403tO9ngkQikeksCIIgGBGBXhAEIUshW+78/HzrYqmzzz4bxxxzjPb5Y489NuVvRUVFAGAJ68RHH32E2267Dbt27TJ+n+z1gU4TnerqaixevBg///nPUVNTgyFDhmDMmDH44he/iBNOOMF69sMPPwQALFmyBEuWLDGm39LSYvwt3TQ2NgIAevXqleGcCIIgpCICvSAIQpaii51uh04bbuJnP/sZdu3ahbPPPhszZszA4MGD0bNnT+Tn5+PJJ5/Evffem6K1vuCCC3DOOedg3bp1eOWVV7BlyxY8+uijeOyxx3D55ZejsrISwBFt96hRo1BaWuqpDJli586dAIBPfepTGc6JIAhCKiLQC4IgCEkcPnwYr7zyCkpKSjBv3jx069Yt6fc9e/YY3+3fvz+mT5+O6dOno729Hc899xx+8pOf4MEHH0RZWRmOOeYY6ybXz33uc7jgggsiLUsY7N69Gzt37kR+fj5Gjx6d6ewIgiCkIE6xgiAIQhJNTU3o6OhA3759U4T5trY215dWdevWDZMmTcJJJ52EtrY2y+b+9NNPBwC89NJLoeY7Ctrb2/HLX/4SiUQC48ePtzYjgiAIcUIEekEQBCGJkpISHH300XjnnXfw+uuvW39vb29HbW0t/vnPf6a889prr+GVV15BR0dH0t/37NmD9957D3l5eZYN/4gRI3D66adj69at+MUvfoHm5uaU9Hbt2oV//OMfIZfMG7t27cItt9yCjRs3om/fvpgzZ05G8yMIgmBCTG4EQRCEJLp164YLL7wQS5YswXe/+1185jOfQa9evbB9+3Y0NDSgvLwcf/7zn5Pe2bVrF+677z707t0bJ554IoqLi7F//35s3rwZra2tqKioSHLKvf766/Hf//3feOKJJ/Dss89i2LBh6Nu3L5qamvD222/jo48+QmVlZahx6PPy8rR/b2xsxN133w0A6OjoQHNzM959913LtOikk07CDTfcoHUqFgRBiAMi0AuCIAgpXHTRRejXrx8effRRbN26FQUFBRg1ahS+9rWv4a233kp5/swzz8SBAwfw2muv4e2330ZjYyN69+6NUaNG4ctf/nJS/Hug8xTgrrvuwlNPPYXnn38eO3fuxNatW1FSUoLS0lJMnz4dX/jCF0IpC0XLKSws1P5++PBhrFmzBgDQvXt3FBUVoX///pg6dSomTJiA008/3bgZEARBiAMi0AuCIGQZf/rTnzw9f+2119pGxDGlV1ZWZoXG5JxwwgkpF1cdd9xxSTfNuqGgoMByoI0SCpPZv3//pL8PHDjQc10KgiDEERHoBUEQhJzg6aefxqZNm9CvXz9ccsklADqdeOnG2dNOOy3U7x0+fBi/+MUvAABbt24NNW1BEAQviEAvCIIg5ARbt27F1q1bMWTIEPznf/4nfve73+HNN9/EBx98gGOPPRZTpkwJ9XttbW2WqY4gCEImyUvIfdaCIAhCjrFp0yYsWLAAxcXFOP3003HJJZdg4MCBmc6WIAhCJIhALwiCIAiCIAhZjMShFwRBEARBEIQsRgR6QRAEQRAEQchiRKAXBEEQBEEQhCxGBHpBEARBEARByGJEoBcEQRAEQRCELEYEekEQBEEQBEHIYkSgFwRBEARBEIQsRgR6QRAEQRAEQchiRKAXBEEQBEEQhCzm/wGZpkacQBIfDwAAAABJRU5ErkJggg==","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":756}},"output_type":"display_data"}],"source":["ax = lc.fold(period=planet_b_period, epoch_time=planet_b_t0).scatter()\n","ax.set_xlim(-5, 5);"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"88f2978d3f13443f9838d7ecdbac2c17","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":true,"execution_millis":31927,"execution_start":1703228674701,"source_hash":"7018591c"},"outputs":[{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAu8AAAF7CAYAAABinGWZAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/NK7nSAAAACXBIWXMAAA9hAAAPYQGoP6dpAADiu0lEQVR4nOydd5gUxdbG35mNLDlHkSSLgAKKoCBBJClB1AtIVFBEEQHXcDGhICiKgateAxcBEUwooEhQCQISRESSCAsuIjktLGxgw8x8f+xXTXVNVXd1T89O2Po9Dw873dXVp/Nbp06dcvl8Ph8UCoVCoVAoFApF2OMOtQEKhUKhUCgUCoVCDiXeFQqFQqFQKBSKCEGJd4VCoVAoFAqFIkJQ4l2hUCgUCoVCoYgQlHhXKBQKhUKhUCgiBCXeFQqFQqFQKBSKCEGJd4VCoVAoFAqFIkJQ4l2hUCgUCoVCoYgQYkNtQDTh9XqRnp6OEiVKwOVyhdochUKhUCgUCkUE4PP5kJOTgwoVKsDtNvatK/HuIOnp6Rg2bFiozVAoFAqFQqFQRCCzZ89GpUqVDMso8e4gJUqUAFB44pOSkkJsjUKhUCgUCoUiEsjOzsawYcM0LWlE2Ir3nJwcLFy4EKmpqUhNTUVmZibGjh2Lzp07c8sfOHAAn332Gfbs2YO8vDxUq1YN3bp1Q+/evXXl8vPzMX/+fKxZswaZmZmoU6cOBg8ejBYtWtgqR0NCZZKSkpR4VygUCoVCoVBYQibsOmwHrF64cAGff/45Dh8+jLp16xqW3bZtG5588klkZGSgf//+ePDBB3HDDTfg7NmzfmWnT5+OxYsXo0OHDhgxYgTcbjcmTpyIP/74w1Y5hUKhUCgUCoWiqAhbz3uFChUwd+5clC9fHvv370dKSgq3XHZ2Nt566y3ccMMNGD9+vGGQf2pqKtatW4dhw4bhrrvuAgB06tQJo0ePxpw5czBt2jRL5RQKhUKhUCgUiqIkbD3vcXFxKF++vGm5tWvX4vz58xgyZAjcbjcuXboEr9fLLbthwwa43W50795dWxYfH48uXbpg7969OH36tKVyCoVCoVAoFApFURK2nndZtm/fjqSkJJw9exZTpkzB0aNHkZiYiFtuuQUPPPAA4uPjtbJpaWmoWbOmXzx6w4YNAQAHDx5E5cqVpcspFAqFQqFQKBRFScSL92PHjsHj8WDy5Mno0qULhg4dil27duG7775DVlYWnnzySa1seno615tPlpEYedlyIrKzs6Vsj4uLQ1xcnFRZhUKhUCgUCoUi4sX7pUuXkJubi9tuuw0jR44EALRp0wYFBQVYsWIFBg0ahBo1agAA8vLyuGKZeOfz8vIslRMhm+t9wIABGDhwoFRZhUKhUCgUCoUi4sU7EdTt27fXLe/QoQNWrFiBvXv3auI9Pj4e+fn5fnUQMU7qki0nQjbPu/K6KxQKhUKhUCisEPHivUKFCvjnn39Qrlw53fKyZcsCADIzM3VleSEv586dAwBUrFjRUjkRKs+7QqFQKBQKhSIYhG22GVkaNGgAwD8OPT09HQBQpkwZbVndunVx9OhRv5j0ffv2aeutlFMoFAqFQqFQKIqSiBfvN998MwDgxx9/1C3/4YcfEBMTg2uuuUZb1rZtW3i9XqxYsUJblp+fj5UrVyI5OVnLICNbTqFQKBQKhUKhKErCOmyGZIwhXvUtW7Zof/fs2RMlS5ZE/fr10aVLF/z444/weDxo2rQpdu3ahQ0bNqBv3766EJfk5GS0bdsWc+fORUZGBqpXr47Vq1fj1KlTGDNmjOVyCoVCoVAoFOHMqFGj8N5774XaDIWDhLV4X7RoEU6dOqX93rRpEzZt2gQA6NixI0qWLAmg8MasXLkyVq5cic2bN6Ny5cp44IEHcMcdd/jVmZKSgnnz5mHNmjXIzMxEnTp1MGHCBDRt2tRWOYVCoVAoFIpwZcuWLaE2QeEwLp/P5wu1EdFCdnY2+vfvjy+++EINWFUoFAqFQhFSfD4fbrjhBmzdujXUpihMsKIhIz7mXaFQKBSKYLN+/XqsWrUq1GYoFJZQ/tnoJKzDZiKVlJQUuN36dlGPHj3Qo0ePEFmkUCgUikDIycnhzv+hUIQzSrxHJ0q8B4E333xThc0oFApFFOHz+ZQQUkQc6p6NTlTYjEKhUCgUJigRpIhE1H0bnSjxrlAoFAqFQhGFKPEenSjxrlAoFAqFBEoIKSINdc9GJ0q8KxQKhUJhghJBikhE3bfRiRLvCoVCoVCYoAasKhSKcEGJd4VCoVAoTFDiXRGJeL3eUJugCAJKvCsUCoVCYYIS7opIRN230YnK8x4E1CRNCoVCEX0oIaSINNQ9G50o8R4E1CRNCoVCEV0oEaRQKMIFFTajUCgUCoVCEYWoRmd0osS7QqFQKBQmqAGrikhE3bPRiRLviqji+PHj+Oqrr0JthkKhiDKUCFJEIuq+jU6UeFdEFdu3b8fUqVNDbYZCoYgylOddEYmoezY6UeJdEVWoF5VCoVAoFIWob2J0osS7QqFQKBQmKM+7IhJR92x0osS7QqFQKBQmKPGuiETUPRudqDzvQUBN0qRQKBQKhSLUKPEenSjxHgTUJE0KhUIRXSgRpFAowgUVNqNQKBQKhQlKvCsiEXXfRidh63nPycnBwoULkZqaitTUVGRmZmLs2LHo3Lmz4XZffPEF5s2bh9q1a+O///2v3/r8/HzMnz8fa9asQWZmJurUqYPBgwejRYsWtsopFAqFonighJAi0vB6vaE2QREEwtbzfuHCBXz++ec4fPgw6tatK7XNmTNnsGDBAiQmJgrLTJ8+HYsXL0aHDh0wYsQIuN1uTJw4EX/88YetcgqFQqGIftSAVUUkou7Z6CRsxXuFChUwd+5czJo1C8OGDZPaZtasWUhOTkaDBg2461NTU7Fu3ToMHToUw4cPR/fu3TFlyhRUqVIFc+bMsVxOoVAoFMUDJYIUCkW4ELbiPS4uDuXLl5cuv3v3bmzYsAEjRowQltmwYQPcbje6d++uLYuPj0eXLl2wd+9enD592lI5hUKhUBQPlOddEYmoezY6CVvxbgWPx4MPP/wQXbt2RZ06dYTl0tLSULNmTb9MMA0bNgQAHDx40FI5hUKhUCgUinBFiffoJGwHrFphxYoVOH36NCZPnmxYLj09nevNJ8vOnj1rqZyI7OxsKbvj4uIQFxcnVVahUCgUoUOJIEUkogasRicRL94vXLiA+fPno3///ihbtqxh2by8PK5Yjo+P19ZbKSdCNkZ/wIABGDhwoFRZhUKhUCgUCoUi4sX7vHnzUKpUKfTs2dO0bHx8PPLz8/2WEzFOxLlsORGzZ8+WmqRJed0VCoUiMvD5fHC5XKE2Q6GwhOoxik4iWrwfO3YM33//PR544AGkp6dry/Pz8+HxeHDy5EkkJSWhdOnSAAoz2PBCXs6dOwcAqFixoqVyIpKSktQMqwqFQhFFKBGkiERU2Ex0EtHi/ezZs/B6vZgxYwZmzJjht/6BBx5A7969tQw0devWxc6dO5Gdna0T1/v27dPWWymnUCgUiuKB8rwrIhHV6IxOIlq8165dG88884zf8nnz5iEnJwcjRoxA9erVteVt27bFokWLsGLFCtx1110ACr30K1euRHJyMipXrmypnEKhUCiKBypVpEKhCBfCWrx/9913yMrK0kJYtmzZov3ds2dPlC1bFjfddJPfdt9++y0A+K1LTk5G27ZtMXfuXGRkZKB69epYvXo1Tp06hTFjxlgup1AorPPUU0/h6aeftjSPg0IRDijxLse+ffvQsGFD1VMRBqiwmegkrMX7okWLcOrUKe33pk2bsGnTJgBAx44dUbJkSct1pqSkYN68eVizZg0yMzNRp04dTJgwAU2bNrVVTqFQWGP16tUYOXKkEu8KRZQyaNAgrFy5EuXKlQu1KcUeowbnypUrcfPNNyMxMbEILVI4QViL948++sjWdq+88opwXXx8PIYPH47hw4cb1iFbTqFQKBTRj/K6W+PTTz/FqFGjQm1Gscfovh0/fjzmz5+P5OTkIrRI4QRRMcOqQqFQKBTBRIl3axw7dizUJigkcLuVDIxEwtrzHqmkpKT4PRA9evRAjx49QmSRQhFeqFhYRaShxLs16JBXRegwi3lX7+LIRIn3IPDmm2+qPO8KhUIRRahsM9ZQcdThAblnRalOlec9MlFXTaFQKBQKhaOoLCfhAS3eeSjxHpmoq6ZQKBQKhQTK8y6PEu/hgZl4X7ZsWVGao3AIJd4VUYX6uCoUimCg3i3WUOcrPDAT77NmzSpKcxQOocS7QqEoctQgKUWkoWLerdG8efNQm6CAuXhXRCZKvCsUCoWCi8qQdRkl3q3RoEGDUJuggBLvubm56Nq1a6jNcBwl3hUKRZGjPO+RwcmTJ0NtQthQXMWPXdT5Cg+Ku3jPz89Henp6qM1wHJUqMgioPO8KhTHF9UOiUBQX1DMeHhR38U5Yu3YtOnToEGozHEOJ9yCg8rwrFApFdFHcxY9VVLaZ8KC437fk+Ldu3RpV4l2FzSgUiiJHhc0oIpHiLoSsoM5VeECuQ3FtTJHjLygoCLElzqLEu0KhUCgUJqgBq9ZQ5yo8KO5hM6TRcuLEiRBb4ixKvCsUCoVCYUJxFT9W8Xg8ANT5CheKu3gn9+P69etDbImzKPGuUCgUCoUExVUAWSE/Px9A8Q3TCDeK+3WI1mdWiXeFQqFQKEyIVhGgKB4U1/uXeN6jDSXeFQqFQqEwQcW8y1HcB0iGG8U9bCZaj1uJd4VCoVAoTIhWEeA04SAWO3bsGLJ9hxukEVVcG1PR6nlXed6DgJqkSaEwRqWKVCiiEyISQyXePR4PMjMzQ7LvcMToOpQvXx7JyclFaE3RE62NFiXeg4CapEmhUCiiCxU2I0eoPe9kwKxCD+96XH311YiPjw+BNUVHXl5eqE0ICipsRqFQKBQKhSMU9zCNcMOoMRUTExO1YSWE3NzcUJsQFJR4V0QVyjOmUDiDepb0KM+7HKH2vCv0hDqMKdSQxsm1114bYkucJWzDZnJycrBw4UKkpqYiNTUVmZmZGDt2LDp37qwrl5qaitWrV2Pnzp04deoUSpcujeTkZAwZMgQ1a9b0qzc/Px/z58/HmjVrkJmZiTp16mDw4MFo0aKFrXIKhcI6KuY9/CmuH3sRSrzLUdzFYrhR3BtTRLxHW3hQ2HreL1y4gM8//xyHDx9G3bp1heW+/vprbNy4Ec2aNcOIESPQvXt3/PHHHxg3bhwOHTrkV3769OlYvHgxOnTogBEjRsDtdmPixIn4448/bJVTKBTWKa4fkkhC9hpt3boVzz//fJCtCT3qnpUj1OJdXSc+xfW8EPEeExMTYkucJWzFe4UKFTB37lzMmjULw4YNE5br06cPPvroI4wcORLdunVD//798eqrr8Lj8eCrr77SlU1NTcW6deswdOhQDB8+HN27d8eUKVNQpUoVzJkzx3I5hSKSOX/+PJYtWxaSfWdnZ4dkvwp5ZD/2hw8fxvLly4NsTegpruLHKirPe3jh9XrhdruL7f1L7kMl3ouIuLg4lC9f3rTc1Vdfjbi4ON2yGjVqoHbt2jh8+LBu+YYNG+B2u9G9e3dtWXx8PLp06YK9e/fi9OnTlsopFJHM7t27MWHChJDsu7h+SKIR9v2rKN4o0R5e+Hw+uFyuYvvOVZ73CMLn8+H8+fMoU6aMbnlaWhpq1qzpl8axYcOGAICDBw9aKiciOztb6p9KaaUIJbyX+XfffReyfSvCC9lrVJzGL6j71pxQe97VNdLj8/mU5z0KCdsBq4Hw008/4ezZsxg0aJBueXp6OtebT5adPXvWUjkRRmE+NAMGDMDAgQOlyioURcGLL76Inj17htoMRRhQXD/2ItSAVTmK+wDJcISdNLI4Ea2pMKNOvB8+fBgffPABGjVqhE6dOunW5eXlcbt4yShkksxftpyI2bNnS03SpLqbFcUV9WEPf9Q10qPOhxxqwGp44fV6ERMTE7UeaDOUeI8Azp07h0mTJiEpKQnjx4/3i3GKj4/nhqoQMU7EuWw5EUlJSWqGVYVCEdGosBk9yvMuh/K8hxfFPeadNFqi7T0VNX0pWVlZePHFF5GVlYWJEyeiYsWKfmUqVKiAc+fO+S0ny8g2suUU4cOiRYuidia1YFFcX+YKZyku91FxOc5AUTOshhcq5j065x2ICvGel5eHl156CUePHsWECRNQu3Ztbrm6devi6NGjfmnq9u3bp623Uk4RPkyZMgVnzpwJtRkRRbS9zBTOou4Pf9Q5MSfUYkldIz1EvBdXxo8fH2oTgkLEX1GPx4PXXnsNe/fuxfjx49GoUSNh2bZt28Lr9WLFihXasvz8fKxcuRLJycmoXLmypXIKhcIe6gMb/qiwGYUdIjlsJi8vL+qcQMXd8x6thHXM+3fffYesrCwtu8uWLVu0v3v27ImSJUti1qxZ+OWXX9CqVStcvHgRa9as0dVxyy23aH8nJyejbdu2mDt3LjIyMlC9enWsXr0ap06dwpgxYyyXU4QX6uXkDCRGUlG8Uc+THnU+5PB6vWjQoIHlsJkTJ06gcuXKIc3HvWzZMkybNg0bNmwImQ1OQ8R7uIYxdejQAWvXrg21GRFHWIv3RYsW4dSpU9rvTZs2YdOmTQCAjh07omTJkkhLSwNQKOy3bNniVwct3gEgJSUF8+bNw5o1a5CZmYk6depgwoQJaNq0qa1yCkW0URTiXQmh8Ef2GhWXa6kGrMrh8/lQsWJFy+eqZ8+e+OCDD9CyZcsgWSZHuI2duu+++wKa2d3n8yEmJiZs792srKxQmxCRhLV4/+ijj0zLvPLKK5bqjI+Px/DhwzF8+HBHyikU0Ua4vuQVilCings5SGrCSDxfsbHhJYl8Ph92794dcB08Z0xxyEJDju2NN97A4sWLQ2uMw4TXnRolpKSk+A0Q6dGjB3r06BEiixQKeYriZR7NH4xoQcW861GedzlCLd6j6Ro5kaNcFPPu9XrhdrujNg86cPn8hTIUK1go8R4E3nzzTZXnXRH2iD5y0fTxU9hH3QcKO6gBks5RUFAQcB3FWbyT8xeN4j3is80oFApnUZ53BaCuEYvyvMsRiOfdiV4cdY30mIn3SOfixYuYNWsWdx0R79FwnCzRd0QKhSIg1MdPAaj7gIc6J+aQAZLhkN0kMzMz1CYEhBP3W7SL96NHj+K9997jrqM979EW3x/5V06hUDhKNL3gFAqnUM+FHF6vF7GxsbbEu9PjJzp27GipPH2NZ8+e7agtdlDi3Ryje4b2vEdbiFDkXzmFQuEoSqQoAHUfsKjzIQcR76ESSux1snPdfD4f/vvf/zplkm2cEu88r3NxEO/p6ekALh9rOPQGOUXkXzmFQmGLUA5YVUIo/JG5Rr/99ptuLo5oxso96/V6i+097vP5QireWexch3AReSLbFy5cyJ3XRlRHNHvejcjJyQFQmEs+XEK5nCK6r5xCobBMtImOgoICfPHFF6E2Iyp56qmnsHz58lCbUWTIPhv33HMPOnfuHGRrwhOv14u4uLiI9ryHu8j7/PPPsX79eunyPPEeLTNpGx0DOebdu3fjxx9/xPTp04vIquCjxLtCodARbZ737OxsTJs2rcj2Fy2oGVb1WMk2k5aWhoyMDADAiRMngmlW2BHIgNVgiEkr9ycpGy7i3Qk7RNl/PB5PVKRQlBHvrVu3BgDs2LGjSGwqClSe9yCgJmlSKBSRTnER5bLYPR89e/bEr7/+GhVeThmIWHQiR7kTRLLnPZgx79HieTeCXMdKlSoBAPLy8kJpjqMo8R4E1CRNinDm1KlTqFy5snB9UXy4ilIYKhEaPKL9489i917yeDyIjS0en1sSSx2qPO8sSrzzY96jxfNuBDlmcl9F0/gcFTajUBQzbr/9dhw4cEDNsKowROY+iLbcyUYEcpzhMnizKCBhM3azvDiNHSEebfd0NMe8G+Hz+XDttdeievXqAC4PYI0GbIn3sWPHYurUqU7bolAERLS9cIOJ0bmKtph3hT3UNdITyAyr4RJCUhQE4nl34jwFct+G2z3vZNgMS3HwvHu9XnTt2hXx8fGhNsVxbIn3o0ePRv1FVyiiGbsf10ikuByn0yjPu3NE8jlq2bKlpfKiMA0ZHn74YcvbyNhTFNsEAyfsEA1YLS6e92g9RlvivUaNGrh48aLTtigUEc1PP/2EBx98MNRmSGH0QguXeE+n+OOPP0JtQkQiK96LC4EIqWh7powgYTPhQiSHzTgZ886eh3DyvAfrfLPiPVyO1wlsifcuXbpg9+7dOHz4sNP2KBQRy8mTJ7Fr165QmyGFTHqtaOHcuXOhNiGqibb7RYSVsJnOnTujRYsW2u/iJN5DPZulE3newwWnbA/XmHdik5PX6IEHHsDff/8NwH8iqlAfr5PYEu+9evXCrbfeimeeeQaLFy/GsWPHkJ+f77RtCkXEESkvB6OZ9VTMuwJQed5ZrBxnTEyMLrtMcRLvgYTNhJpgiMlQIxLpJJwmlATjPG/fvh1nzpzR6qePPZpmlLWVu+qOO+4AUHhiZs+ejdmzZxuW/+abb+zsRqFQBJFo+kAZESkNqnBDhc34Y7dBU5zEuyjGuqhw4tyHy7sxmKkivV5vyJ9fJxpLZskXojVsxpZ4JwnvFXzUJE2KcKc4ed5D/YGKVMJFwIQLgWSbifRzaSXEgg1VCDWBjlUI5bEEQ7xnZmYiKSkpaj3vNPT1mz59OsaNGxcW4UJOYEu8f/TRR07bEVWoSZpCQ6R/IIsSow9StHkJq1WrFmoTIhL1PDlHpOd5tyJ4AsnzHgwCzc8fLeKdvNe7deuGV155BVWqVAm5iC1Kz/vNN98MIDzChZwgfJrHCkWEEy4fq0CJNs97mTJlimxfxY1Qf/yLkuLueZcl3MJmAkkVGepGl5PinZCbm4u8vLywELFOHR8LeS898cQT+P3333XrosU55Yh4z8/PR3p6ukofqQgp4SAkwsEGGSLFTkXoiJaPnFMU51SRVo493AasRrJ4F2FlfoVwjnl34rkwEu8A8N133zm+z3DAVtgMYcWKFVi+fLmWlqdTp04YO3YsAGDjxo346aefcN9996FGjRqW687JycHChQuRmpqK1NRUZGZmYuzYsejcubNf2fz8fMyfPx9r1qxBZmYm6tSpg8GDB+tSdVkta6XO4syOHTvw66+/4oEHHgi1KWHzsYh0os3zru4Le6jzpieaZu4MJqH2vLNYbXjQ/+/atQs33nhjUOyyYk+gdbBi3+VyhTyenyaYzxZ7/aJFvNu6ch6PB1OmTMH777+Pw4cP44orrvA7gXXr1sXmzZuxfv16W4ZduHABn3/+OQ4fPoy6desalp0+fToWL16MDh06YMSIEXC73Zg4cSJ3chbZslbqLM7s2LEDn332WajNUFjELE4wmoi24ykqVLYZPVbCZlixVJzmRCGi0Opz16JFC9x2222O2xOI533Tpk1Om2MJkdC06nnnNabCQbyT43NKvH///fd+69nxh+Ham2IVW1du6dKl+OWXX3Ddddfho48+wrvvvutXpnr16qhevTp+++03W4ZVqFABc+fOxaxZszBs2DBhudTUVKxbtw5Dhw7F8OHD0b17d0yZMgVVqlTBnDlzbJW1UqdCEamIXpjR4pkgKPFuD9n7QJ1ff9hz8vHHH4fIEmcoirAZ3jZZWVlazm67RHKPiWj/gYbNuFwu/PLLL9izZ48jdtrFifNLv6eeffZZ3bpWrVrhxRdf1H43bdo05NfUKWyJ91WrVqFcuXL497//jfLlywvLXXHFFTh9+rQtw+Li4gzrJmzYsAFutxvdu3fXlsXHx6NLly7Yu3evbv+yZa3UWdyJlgdBoVDoUc+2P1bOCd0rEekN4qIYsMqblXXmzJkYN26cX9lt27bhq6++krI1ksW7CCfE+//+9z+sWrUqWCZK4US2GR7k2UtISNB53uvUqVO8Pe9HjhxBw4YNkZiYaFguMTERGRkZtgyTJS0tDTVr1vTrGmnYsCEA4ODBg5bLWqmTR3Z2ttQ/NSut84TryzbcCHXYjIp5D3+iPWxm6dKllr5PasCqfFmnPO8+nw+XLl3yK/vzzz9j3rx5UvVaOfdsfHjNmjWltw0GwYp5DxeClSpS9F4Kp4HUgWJrwGpsbKyU8Dx9+jRKlChhZxfSpKencz30ZNnZs2ctl7VSJw+jMB+aAQMGYODAgVJlFQonMYrfjZaXmyIwov0+eOGFF/Duu+9KD0gMJFVkcRLvdlMQ8jzvIoLdaCTHe8UVVwR1P7J2BFoHz/MeDgQr24yImJiYqPG82xLvtWvXxoEDB5CdnS2cjOj8+fM4ePAgkpOTAzLQjLy8PMTFxfktj4+P19ZbLWulTh6zZ8+WmqSJtw9F5EJPCBHJKM+7AigeMe9WPcrFVbxb4eWXX8bIkSMtnyuSAUUWWeeD3WtmpTERLJx6tsLV4+x0zLsZVu+xcMZW2Mwtt9yCixcv4r333uN64D0eDz744APk5uaiU6dOARtpRHx8PNcGIrCJ4LZS1kqdPJKSkqT+KfHuLOH4cgpXQh02owh/isN94IRYdHo/4YjVY09PT3ck5l2EFSeJWU85r27irQ71dQvkPT1+/HhcvHiRm1WmVKlSjtgXKMGKeRcRExMT8mvqFLbEe7du3XDNNddg3bp1eOihh/Df//4XQGEs+IwZM/DQQw9h48aNaN68OTp27OikvX5UqFAB586d81tOllWsWNFyWSt1KhSRSKjFu/K8hz9W0iJGKkVle0FBQZHsJ1ywM2BVFJfNWzZnzhwcPXqUWw9bfsKECdI20PHh4Sz0ZGLYV65ciYyMDG5DZNu2bcE2UQpyDO3atQu4DhqjmPdwvaZWsSXeY2Ji8MILL+C2225Denq6llszLS0N3333HU6fPo2uXbvi2WefDfrLsW7dujh69Ciys7N1y/ft26ett1rWSp0KBSHSwmaKS8x7tB1PUREtHznCoUOH/JZZyXNdnO8js2NfunSp7rdTkzQ58T61EuNM2xwOQs8oVaQV2LCZhQsXBmSXUxR12Ew4XFOnsJ2hPz4+Hg8//DDmzJmDp556Cvfddx+GDh2KlJQUfPTRRxg9erRpeIkTtG3bFl6vFytWrNCW5efnY+XKlUhOTkblypUtl7VSp0IhIj09PdQm2EJ53hWA/HmLlPN79913+y2zKoKKa8y72XG/8MILut+xsbGO3ReB1mOl14N4qYHwiBN3Ks87W/7ixYsAgFGjRgVuZAA4NSBXlmgS77YGrNKULVsWN998sxO2+PHdd98hKytLi1nbsmWL9nfPnj1RsmRJJCcno23btpg7dy4yMjJQvXp1rF69GqdOncKYMWN09cmWtVKnQiGia9eu2Lp1a6jN4BLqsJlwYebMmcjNzcUjjzwSalPCjuJwH1gR74EMWL322mttbRcuWD3u+Ph4W+cqGGKOjqs2u95er1cXNhPqzCSBvqfpY6EhArZRo0bYtWtXYEYGQFG/Y4q9eN+4cSOaNm2KMmXKOG2PjkWLFuHUqVPa702bNmnTFXfs2BElS5YEAKSkpGDevHlYs2YNMjMzUadOHUyYMAFNmzb1q1O2rJU6izPh9IEPJ1vCHZUqspB9+/Zx80grIt9bLIPVbDN2KUrxvnHjRrRp06bI9sejatWqWphpqCH38Q033GDqTKG91OHueZeBHAvreSfnJNRhnvQ7Zv/+/ahevbrlwbS895TovBV78T516lS4XC7Url0bTZs21f6VLVvWUeM++ugjqXLx8fEYPnw4hg8f7lhZK3UqFJFGcfK8Gx1PqD9e4Uy03Qc8rGabiYRzMmbMGMd7/GSOm4jEbt26oXPnzli3bp3l/cg+j1dccYW0I81qAy2cPO9OwBt8S44r1O8/+toMGDAAEyZMQO/evW3XYbQMKJx76PDhw6hXr541Q8MQW+L9jjvuwO7du5GWloZDhw5h2bJlAIBatWrhmmuuwTXXXBMUMR8ppKSk+A2E6tGjB3r06BEii4KL1+vFDz/8gK5du4bUjnB4EYXaBidQMe8KwFq3fKQSTC8cfV4i+RzJ4vF4EBsba3uSJiuULl3adIZ3gpVUkXTMu1ODbgNBFPIj+9yJPO8NGzZEamqq8wZbxImc/LxtRM/1smXLsHnzZnTo0MHyfsINW+L9/vvvBwBkZ2dj9+7d2LVrF3bt2oWDBw/i8OHDWL58OYDCqYWvvfZaPPTQQ85ZHAG8+eabUpM0RQtZWVl45plnQi7eQ/2ijSSU511+fXElXM5Lbm4uXC5XUBIgWPXK2j0n4XIu7SJjPxFMJK+4E0LMicbhlVdeKV2WjnkPhxALo3h92d4QukFCqFu3LlJTUy1lWwoG7DGkpaUFXIdoGSEaelOAAAesJiUloVWrVmjVqhWAy2J+69atWLVqFY4cOYKjR48WO/GuUEQy0eZ5NyIaekqCRaiFC2Hq1KnweDyYNGmS43UX1SRN4XK/20VGDNHiPdiedyNYW62ESNATGgWS572goAB79uwJeKwD2b/dRo3X69XCZsI95h0A5s+fj8cee8xSHVafrWgR7440u/Ly8rBjxw4sXLgQCxcuxKpVq7QZSitVquTELhQKKUL5kYzUsJk+ffrofkebeI904RQqZLvlg82lS5dw5syZoNRdVA2USL8HjezPzc3VlfF4PCH36BIqV66Mq666Sro83WsQiOf90KFDjo6XC6RHgjf4lqTPjMTvFYuVsJlowpbnPS8vD3/++Sd27dqF3bt3Y//+/SgoKIDP50PlypXRrl07Lfa9SpUqTtusUCgChH7hHTlyRLiuOFDcjlcWK+LAiP79++OLL76wbUcws34Ec8BqMIXR3Xffja+//jpo9VuBHCfxaPLCNKzWRf+2eu3p8lYFuMfj0XoNAvG8JyQk2NqOJdBsM8Tzzj5D4SJunbCDPUdmcwxEQ4MFsCneBwwYoLXcKlWqpMS6QhFhhDpVZFEJ5t27d+PRRx8Vro+WF3kwcOoD/9dffwW0fTAHxQZLxDgxEM+IQ4cO4fz58yhXrpyj9YqQGSPD8w6HGqsZY5zyvMfGBjyFDgDjcytjm5l4D/U1Yo+rdu3aAdcxduxYw/u1KCYPLQps3WEkJObKK6/ELbfcgmuuuQYNGjQI+Y2gUCjkKC7e5hMnTiAnJ8ewTHE5F8Ei2OdPVqgYceLECe7yYA5YJd/DYDU+wuW+pWPdA8XpYyICXLZeEq/PS69oBaeOQyTeeb1Rv/76K0qXLo1GjRrptudlmwnHVJFVqlRBx44dA6oDMO6pe/3113HgwAHL+whHbIn3Bx54ADt37sSePXswZ84cuFwulChRAo0bN9Y88PXr1w/5jaFQhJpwjoMXTRseLl2qThDKgXORjux9EC4i0oi///6bu7wo8rwHS7xnZWWhfPnyjtfLQzaziROMHDkSjz76KJo2bRpQ2Mzx48cti3cSrx+o592pd6iR551d9p///AeNGzfGM888o7OD1xDZuHGjVg+pPxTfKfoY6Ak5rcCea6PrVq5cOcd6RUKNraPo3bs3evfuDZ/Ph4MHD2Lnzp3YvXs39uzZg61bt8LlciEpKUkT8+yAOIUiWBSFkGjZsqX0JCiheCleunQJsbGxhi8pn88n/PBHghiTxSz2NlwbVuGAk+I9kOcgmGEzVj3vVsoG2/Oel5fneJ0ijOw38rz7fD789ddfaNCggfS+fvvtN4wfPx733nuvLXsIDz74IBITE+HxeKTvZaeyzTh9vWXEO8mzDxRO1EVvJ/JGu1wuXS74osbp89SuXTvD5y0cZs11ioCaIC6XC/Xq1UO9evXQp08fTcyvWrUKK1aswNatW7F169ZiJ96L2yRNCjGheFGMGjUK7dq1w7BhwwzLiV7W0RTzrggush/8kydPolq1arb3Eaz7xUo8tBXPOy0Cg0W4ZGwSiXefz4fMzEzcc8890s4Ocj+dOHEC+/fvR5kyZUzLimx1u92aF1Z0nTMzM1GqVCntt1MDVp0Om2HhhZLRth86dEjb3uheJOI9VAQj1IruTWAJh9z9TuFI/8GpU6d0kzWdPn1aO3HR0kVhheI2SVMg+Hw+nD9/vsi6f4uaUIjUs2fPIjs7u8j3G6mohgQfmY/csWPHpOoyG3dgRLh43q3WW1xi3kWhHYHURQhEWLrdbm3Aqki8d+zYUdewcGrAarDDZmQ9yPSAVZ5NRkI3lEybNg1PPvmkVFnRYN78/HxkZWX5rQu3Y7WLLWXNE+tA4UmMjY3F1VdfjaZNm+Kaa67RDZ5QKFj+/vtv9O3bV9ozE87wuh7prsxwwqibtDh53lXYjBgnr1EgYw+c+OCKsr8EywtHZuoEokMwBBI2E8x9G+FyuUw97yy0eGcnNrJCsAesmu2DFuVGg2/psJlQIHr+vvjiC2nxzot59/l82LBhA7Zt26ZbZzX7UDhje8AqueBxcXG4+uqrtYGqjRo1ippUPIrg4/SDFG4fyXB9Uch8jGXqeOSRR/Dee+85ZVZIMLtn9u/fj3r16hW7wa9OPkuh7qp2QrzbDZspLp539lwG2jAO9PhkwmZY6NATt9sNj8eDn3/+GTfccIOl3O2h9ryTe4/YIWqIhDpsJpg9X6LGSrg8N4FiS7w3adJEJ9bj4uKctkuhsEw4PpS7du1C69ati3SfMoOPjM6VlfO4ZcsW6bJ29xFMZF7mAwYMwBdffIH69esXkVViTp48iapVqxbJvkItuAnB8rxbHbwWiAc40sV7UXnenRSSbrdbC6G4dOmS1DY8z/u4cePw6aefomHDhtL7dvrZEYWGiGA972b3YKjex8EKtRIlZIimmHdbI2peeeUVDBw4ENdcc40S7oqwIRxDIPbt2xfU+kVdi+y5+Omnn/zKOC2IeCxfvjygfQSKmY3heM8YUZSD3p38oAdSVzDEO2C9C92K570oCDfxzisTitzv9IBVEi7y7bffSm1LPO9sqInV90Sww2bM7LEaNhMqnGhQiMJm4uLi8PDDD+vWRZPn3bHh8JmZmcjMzHSqOoXCFqF8MHn73rFjR1D3uWbNGik7nnjiCdMyMuuslnv++ecD2kdREE62hBPhEjbjxAeXzigC2PO8O53qcu/evfjuu+9s1QmEj3g3CkGyet2tiFSz60F73kkojNk5Y8OdwmXA6pgxY7B27VruOprz588D0IfN0L0JLEeOHBHWdfbsWS0daWpqKj744AP7ByLA6DzJNqxFvRJ0CBQhkAxC4UZA4n3r1q2YMGEC+vbti0GDBmHQoEHo27cvXnjhhagYgKgwJxy9US6XC4MHDw5JvDn7QWFfuEWBKGxGFPdrVi6aiTTPeyCcPXsWixcvli4vcx9cddVVjtUlwgnxzkuVZ+dDbscOkf0///wz3n33Xcv1hRuhGrAqUze5xk2aNJHaRpTnvSjuE6N6du3ahZMnT2rLRWKc7emkY955x1BQUCC8P/v166e9L/744w/MnDnT9nGIYPc7d+5c7W+7Itto4iknZmsOF2yL9//973946aWXsH37duTm5qJEiRJISkpCbm4ufv/9d7z00ktBudiK8OLSpUuOir3nn38e27dvt7XtG2+8of29d+/eYiVCaUTinW7MODVgNdxhexxYoqkb1Yzdu3dj8uTJ0uXJffDdd98JJwSyMogvlPBykFu99nbvFXq7U6dO4dlnn7VcB49w87zLOgdkIRl7RAMtZUQ9K9bMbBKFzVg9Fqc974C+AWomQklZOmyG1NWqVSutXEJCgvBcer1e5ObmBnwMdrEysRaNkeedjXkfMWIEfvnll8CNDQG2xPv69euxZMkSlClTBg8++CA+++wzfP7559r/I0eORNmyZbFkyRKsX7/eaZvDnpSUFIwaNUr3b+nSpaE2KyikpaU5Wt/y5cuFU5mbsWnTJqnBmsWV4iJSrVJczovd2OEXX3xR615nkX3WQh028/HHH/sti42NtdQ750TYTHp6Or7//nttXSDHxds2FPeyUdhMoANWRedc5p5wuVyaACfXWdbzzop3q/O2BEO80+dCJmSIbM82VOkG94033iisKyYmBgUFBVL7s4vReXr99del6uCFzTzzzDPcyalY8f7777/rejQiCVvZZpYuXYq4uDhMnToVNWvW1K1LSkpCjx490Lx5c4wZMwbLli1Du3btHDE2UihOkzSFs+etqD9k4dRwEHneyQDzUGceCBfBvGzZMjRu3DjUZoQl9DUKVIyEOmzmn3/+8bMnFFOl03M+BCOVotPHI/Kq04i803auG13eaFtZzzsRazLHAeg977TQC3XYDADdmEKXyyXV8CTHLgqbMZqDhPd8OP2NMzpPixcvxnPPPWe5DmLfrl27cPjwYb91bPlIDaOx5Xn/+++/ce211/oJd5qaNWvi2muvxcGDB20bpwh/wkWsEuiXS7gIxKJGNmwm0Jj3aDm/Mp6XcLvPiwIrH7VAUpPK1B3ovda3b18/e4g4a9mypTAsyAyZsV1FmSrS6n727duHV199Fenp6dyMLDKi10nPO7utnbAZugy5xrLhLyLP+8qVKy3ZHgzPe4MGDbS/ZfO8k/c8KZ+Tk6PTZEbfSt45fvnll3W/X3/9dUydOtXCEemh67/66qsDrgO4fEwzZszwGxDONmIiOWzSlnjPz89HYmKiabnExETk5+fb2YVCETCR+lAGiui4L168KFWuKDwR4XRtZOI6w8leuwTiBS3qfdM48YGtWLGinz12BiSydjz00EOm2xSlQLC6nwMHDmDBggXYvXs3Jk2aJKxPxvPutHg3y2MeTPEO6AWy1UwrVo+7X79+pvWwXnKjMQZEwLKe95UrV+pC4EhGHllHzqJFi3S/T58+jT///FN0WKbQ9dudBI+1kVy/5ORk1K5dW7eOPdZIzvtuK2ymevXq2L17Ny5duiQU8ZcuXcLu3btRvXr1gAyU4dixY5g3bx727NmDixcvonLlyujQoQPuvPNOnX35+fmYP38+1qxZg8zMTNSpUweDBw9GixYt/Oq0UrY4E84eyVAIrnA4HzJdm06cm2gQtED0HMcjjzyCV1991S8tIiEY4p3cZ0VxvwUCLUKJrVY/3E4MWHWiPkK4hLcFS7wbNRysDliVFe+8GVbtYFUQsmPHsrKyDENvzTzvbJ53Up4ndAO5D2NjY6UcuSLo8xQfH2+rDpHnvXXr1mjWrJluHe+ahvrdZBdbnvebb74ZGRkZmDJlCo4dO+a3/vjx43jllVdw4cKFoMe7nz59GikpKdi3bx969OiBESNGoFGjRvj000/9BjxMnz4dixcvRocOHTBixAi43W5MnDgRf/zxh1+9VspGM0OHDg21CZYIZdx5uLwEZL0ooQybCZdzJUs4NMrM+OWXXwzn2ghW/DEQ/mEzPIEZSDYRK0SDeLcSNkPfC1ZtZLcVnSOeeJ04cSI3THf9+vXc62wksIm32u45DtSb26lTJ/zyyy/CZ9DqDKt2xDu9XPR88waFWoHeLwnDDnR8AbFn9uzZfr0Vxd7zfuedd+KXX37Bjh07MGrUKNSvXx9VqlQBUCimDxw4AK/XiwYNGqBPnz5O2uvHmjVrkJWVhVdffRVXXnklAKB79+7w+XxYvXo1MjMzUapUKaSmpmLdunUYNmwY7rrrLgCFD8jo0aMxZ84cTJs2TavTStloZ8+ePYbrw1nURJpADDayKdPUefMnUs6Jk9fVSoo9Ukb0Pgi1eGdFKBFnxAsn8wEPxI5g3D+8Ou3ux+y6mYXNiDzBgTYYjbLNsNdsyZIlaNeuHerVq6eVoW1k6yeZVER2BOJ55/X0WMHj8eDSpUs6bzQvLEYEPUkTGyJG43K5kJCQgNzcXL8eO5n7/eLFiwFpALr+ChUqoF27dpbPOWsjHX7DOjN4Me+Riq0mU0JCAl5++WX06NEDsbGx2L9/PzZs2IANGzYgNTUVsbGx6NGjB6ZMmRL0bCTZ2dkAgHLlyumWly9fHm63W2t5bdiwAW63G927d9fKxMfHo0uXLti7dy9Onz6tLbdSVhFehNLzHk4UxSRN4e41LI5YPa9nzpxxpC6zbvxwEe+0iLMa8+5Eqkg23d+5c+ds1Qk4K96t7INXhuel5nl6rWCnV6SgoIBbntfAoEUib8CyE553J7M02fW8A/5Zd+ge9fj4eO7YRBnP++bNm23HqtP2ERsB+ZlV6Tpo+2h72LTTLpcL33zzjdCGSMKW5x0ASpQogZEjR+Lee+/FX3/9hfT0dACFraf69esHFAdlhWuuuQZff/013nnnHQwcOBClS5fG3r17sXz5cvTs2VOzIy0tDTVr1vSLI2vYsCEA4ODBg6hcubLlsjxIg8KMuLg4LXWfwhnoBzlSH8pAETVgjMIgzp8/rzWAi9t5kxUokYBVO7t37y7MmEKHLYjqZePHRV3ooRbvxDZaENpJBWjVjlOnTuH8+fPc7Y4fP26pLhmCJd5lPO+8yXIC3bfVPO8FBQWaHXv27NHCds3Ee5s2bXTPAWmQ2J2kiOzn+PHjqFWrlu066GfQTvYnEu9PGiK7d+8GAIwZM0abzZTugeLVISIjIwMAf/ZiGUaPHo1BgwZpv/ft26fLLS8LubabN2/G+vXrdZmlrrvuOl3ZQEJ8wg1L4j0jIwO///47zpw5g7i4ONSpUwfXXnutNvVwKLj++usxePBgfPnll7qZsvr164chQ4Zov9PT01G+fHm/7cmys2fP2irLY9iwYVK2DxgwAAMHDpQqG66Es5c7UgRXMOBdF6MwiMmTJ2tjRIrbeZM53h9//FGXqi1ccTpsxky8E8xETjjEldKeVNbzLnNu7Lzrjh49Kqzf6jlp2bIlVq1ahTJlygjrDNaza3ZfibzUweqdE8UqG3neWRvNYt4DiYcm2506dcq2eCd1kPAd1vnCPnO8sBribScNl8WLF/vtx+g4ja7BoUOHABRGKthh8+bN6N+/v/b70qVLKFmypO1QJaLLaM97nTp1dGVY8R7JqSKlxfvy5csxa9Ysv+6lmjVr4rnnnkONGjUcN06WKlWqoGnTpmjTpg1Kly6NrVu3YsGCBShfvjx69uwJoLBbjOflJjFl9HFZKctj9uzZUpM0Ka+78+Jfed7lPO+832bL7ZYLd2Q+0KtWrcLDDz9cBNYED9nrtWTJEm0Mk5XnM1j3g1Oedzbe1U6qSKvIzhgqi8fjKZJBtoRAwmZktzfbN68O0T1Bh4aY2Wh2zUVx4jL4fD4kJCSgbNmylrclnud///vfGD9+vE6I0/Xv2rVLWActUmnxzsPI827WwLHLqVOnAOjHHZB90ct8Ph/efvttjB071tAOXthM6dKl/cKpw9nZaBWpPoRdu3bhgw8+QG5uLqpWrYobb7wRzZo1Q4kSJXDkyBFMmjTJdmspUNatW4d3330Xjz76KLp164Y2bdpgzJgx6NSpE+bMmYMLFy4AEMd1ESFODwyxUpZHUlKS1D8l3vlEiygMFaLzR7yARmXM1jlFOF1jmZ7Dv//+W/vghDNOXNcvvvgCq1ev1oXByGwbrA+9k+KdrsfqgFXA/nHYFbYXLlxATk6O9pvtPQjUPtksQUb1zps3DxcvXgxKqkj62GUQeZHpmVMJZtc8EM+7z+dDiRIlbOki2jl49uxZTYzywh7N8s8T+3kNEeLYFB3niRMntDGL69ev91tfokQJ02MRcfvttwMAV2d5PB7ceeed6NixIzweDz755BNcunQJ58+f59ZFxDsdwgcAzZs39/O0y96PY8eO5c57EE5IifdvvvkGPp8PAwcOxIcffoinn34akyZNwgcffICGDRvi+PHj+PXXX4NtK5dly5ahfv36qFSpkm5569atkZubq+VPrVChAndwEFlGT+JhpWxxJxxbsqH0vIfD+RAd97x584TljOLhre4nkqhXrx6Sk5Olyv74449BtiZwnBDv9MQ2PK8fjWxawFCLd8A/NSTtjQwkbCaYYyYef/xxvP3229pvNm4/0P2Q8qJjI9k6jOr9/fffHbOHFlu7du3Cxx9/zK1DJDh590rDhg1thc0E6nmPjY21Jd7ZZ4rXgCZ/09ng2MGZAJCTk6PVQdJct23bFgDw4osvAuCfS/K7ZMmSAAqz+rGwnv9ly5Zh+PDh5gdIQYt3cpxHjhzBjh07dPn5Z82aJZwQjR1rYzSAVnYs5oYNG7gzDocTUuI9NTUVtWrVwj333KO7scqVK4cRI0bA5/Nh3759QTPSiPPnzwtj34DLg1Lq1q2Lo0eP+g0mJXbXrVtXW2alrCK8sCNCndy3yDtQ1FgdsCoqZ0Sw4lmLEivCMNCGmVFmF6dwIvyDFrVWGsJGZQKxy+VyafG1djh69CgmT56MCxcu6IQvLa4C8bwbHXegjoTc3Fy/AXzB6uHgYRYiClz+1jp17xGMsrqJwkB4oR41atRAQUGBLfEeSE+LXfHOvqfptI+8MrztyTYvvPCC1nDZvHkzgMJU3zQ88U7i6Xlil3znXnnlFW1Z3759kZ6ejr/++kvqGAms593r9eLrr79GWloafD6fdv7y8/NN70XyrBmJ99jY2KDPPVRUSIn3CxcuCAUryanKTr1eVNSoUQN//fWXLiQAKAyncbvd2oCFtm3bwuv1YsWKFVqZ/Px8rFy5EsnJybrsMVbKKpzHKe91uAjEYODz+fDGG28I11mNeQ9kYpVIxkrXeKD3JZ16Nlg4JaBIbLWZ550mXO8bOtczbaOZF5tF1NCTEe887OyzqJ0TMmFTot4Ln896qki3261pCoLVHg92udvtRkFBgZ/glxmwGsgMq3bFOyvSrTYA6eeWbEc3im6++WZdeSPPO73Ppk2basvoZ6pdu3Y4ePCgrfcj3TDdtm0bNmzYoBPp9Pkzug+cSOMaaUgNWPV6vcI4bxK3HaqY97vuugu//fYbxo8fjx49eqB06dL49ddf8dtvv6Fr165aiEtycjLatm2LuXPnIiMjA9WrV8fq1atx6tQpjBkzRlenlbKK4JORkYG8vDypRpOdl10k4vV68dlnn1naxujDX9RhMzLbPvLII3jqqae0ydeCQXZ2dpF53osCJ72yIq+fnfoDDZtxikBTRfKw4nmnj0VmDhSeuHAybMbs3Fpp3Ph8hakI161bZ9keUo7M+Glmo5Ho4ol3kq3F4/Fg7dq16NChg1TMeyD3bWxsrKX7ipfO0ixshgdPi9HinT2fvAGrvOtO7lf6G/vQQw9pcfd2xgjwYt7pWVFl0kayYTNWUk1GwjtdRMQnvWzatCmmTZuG+vXrY9myZZg5cyZOnDiBIUOGYNSoUbqyKSkp6N27N9asWYMZM2agoKAAEyZM0FqUdssqnIV9Mb377rt4/PHHpbcN1QNZlI0FM4+ezEA02l66izpcGj2//PJL0AeJHj16NGyOlwcvjpVl4sSJWLJkCQDnxXs4hM0ECk/0kLAG8juQGVbths3Iplhm7Xcy24xZzLvMPkiYgtfr1Y0Vs+LVJPcaPfDQCJGwFuWb93g8OHPmDGbNmqV9S0i5f/75h2uPKAuLDF6vF6dPn9biymW3of+n7WeXG103OiMRKUuHkrCDOHnnjBdORt/LZP/0gGI7Xmze+W3VqhVeeeUVrF+/Xltv5hig7xteg8CIcH7/GyGdKnLbtm149tlnba2fMmWKdcss0LBhQ6mHJD4+HsOHD5caVGGlrMI+Mi9qu4I8Uh9KGdgPOttNajXmnR74VBQUhXdfFllhyU61XRT861//Ek6iRNi1a5eW+9sJ8U6LhXAYsOrz+bSBc4FCC6SYmBhtXFNRed5564zghc2IwlTMbLGDTEPh3nvvxapVq3QNC6v2EA+zrOddVDcv5p2EzQCF4/cIpNzy5cu59QcSUuHz+ZCVlYWsrCypskChx5huUNL20+Xov2XFu5HnnRcexBPNJPqCTsdJZ5wxSy3Jgy3foUMH5Obmonr16jo7WO86D3JcMuM0aCJVJ0iL93PnzhlO5SxaH8ndEnZJSUnxu9F69OiBHj16hMiiyIaN4TPCqbCZp59+Gi1atEC/fv1s1xEqRCLTSsykDCdPnpS2KZwxOy/kI2515r+iIjY2VvM2GXkKjcIM2OeLiESnUkUGilMZvljx/v333+uW28Ho3LDnz4mwFid7V5xIFZmYmIgKFSr49eZZscXI8x5IzHtMTIxOnJYuXVpbR84jHabBs8cOVo6d2CEaPG0nbIbY3aJFC1PhK+t5r1mzprZv8i5k011bPV+8Y3399de1CQNlxDtZR3oX6tevL73/SNanUuI92J7zaOPNN9+UmqRJIQfrObCynV327duHqlWr2t4+2Bh53kVs375dNwuxbMyoCBKqEUyC7RUhosMI8vEP1xe91ZSHLEY9NU4NWLUqjmnPoozXTYZrr71Wd57oUIJAewZE8BpFgdZflJ532XApUbyz0XXfuHEjFi1ahGnTpuGnn37CmjVr0LNnT+lzJhMLTwR4QUEBevbsiQ4dOuDnn3/W2WaUncQuVq4D8RSLxLuVZxAonKehbNmyWLlyJSZOnAiXy2VZvJNwGHIczZo1w5NPPolTp07B57ucBYb16Fu9/2iHyIABA7TwzRMnTgC4fE5Inn6g0Dv/zTffaBMwkfcUsaVatWoBZ5SJiYlBhw4dAqoj2EiJ92uuuSbYdigilGCIK9HHym49X375JX7//XddaiszImkUupUueZIuzIkQh2B89FiCfQ1q1qwJr9eL3Nxc4QDCQLJOFDV2s1vQH+E///wTNWrUsCzejbB6Hd966y3k5+fj3//+t1/j4rHHHsNbb71l2YaSJUv6ed4JwfK88ybYsYKoR0RU5+LFix3ZD0EmbIY0hB5//HE88cQTujqNtjt8+DB+/vln+Hw+zRFgpafh5MmT+OGHH9C1a1fdPunyxCNbUFCAuLg43ToZz7ssLVu21IW3Wbne06ZNA8APVTHr/eItO3HiBLxeL8qUKYM///wTcXFxhuKdl8+eZNojy8uUKQO3242EhASd551NImH1Pqf3W6FCBaSnpwO4HKLD87xnZWVpqSzJPl0ul19cv8y7UHSP1q9fP+zn84n4AauK0FIUAteK55330j169Kgu1lGGSI+xF33w6LkLArU3EG9ouJwr8vImE5fwcMLr6yTsuUtNTcWlS5cA6ON3H3zwQcPtCOy9Urt2bZQrV04XrmZ2vcqUKeNoOMfx48e19L/sM82b7VEGdnZSGc/7M888o/t99uxZy86Fpk2bBhQ2w4o5o7reeecdS/XT++EhYzd9fdjQWbNeCZ/PhxtuuAFnz54FAC3unUZ0X+3bt8/v+rADWd1uN5YtW4Z169b5xZMbed7JMa1btw4NGjRA+/bthcfBO0a2cWgEOWc88W427kS0b7LdmTNncPz4ccPvGc/z3qxZMyQkJHB7Abxerybe6fS3Mvf2uXPn8PXXX+tspesm156cb3oOAdF7mCferQw2Fo0bCLf3Pkt4W6cIe4IhwtiHyUrMO02gtlndPlSClLdf0YtLRowVVd5zGYJ9TmV6WMhxhkvYDO/6kI8cnZ1n27ZtptsZLbcSv9yoUSPHJw+ihaNsKMWxY8eE9fBmWCWIbP/hhx90v/fs2eM3YZSZsK1atWpAnncZ8X7hwgVdCAK7vxMnTmD//v2m+zty5IhuJkvZcCnivZYdwAzovaNkO96AVTuDIEePHo1rr71W28ehQ4f8UjeSv80G95cpU8ZwwLToOMk5MTsPxA7eZFe0aJW9h9hzyv7Nwnqp27Zti4SEBLRq1cpvn6RxVFBQgEGDBgEAGjRoIG3f/v37dT3gXq8X7dq1w+TJk9G9e3dNgJNj3rJli3ZMop6yQMW7iHB534tQ4l0RERT1gFU7YTNWxE6wMcsOQosAFlnbzcqRFGyBxOYuXLhQqpxdZHITW/14BhujxlqnTp2E28mIdHa5bB50s49lIB5nXs+byJ7evXsb2ljUYTO83N2EBQsWmNYtyvPOvg8HDBigC5lht5k3bx6ee+45w/0AhbMA0+EfsmEz5PpYjfEn68nEQbyMJVauDXmvJSYmIjY2VmcPGx4ik4YQMH9HiDzipH6zWUfJ/sl5p+2hPcBm71EyoJRnj5WY99zcXOTm5mqNnV9++QUHDhzQ7TMzM1MLK6F7BszOJRui5PV6cdttt6F79+6oVq2a37GSSTZZzztPvNPXOjY2VjrBAM9mO5lzihol3hVhh8zHyko9drZ1wtNfokQJDBw40HI9Vvcl6jqV3d7KOivcddddAddHZ4f46quvAraJhRZHMukQwwErPS00oq5n0ba8vNIieHGzNEbb//33337PCXtdnBj4aSdsRgYZ8ccru2vXLlv74l3HkydPaqFTMjaJ4J1nM0cGLd7ZMAizsBlC9erVMW3aNO59lJmZacmhQOw5e/asLkyQ9ryTSZuAwlhrI/vsOHKOHj2qiUejLH00JN01LTrpay07IJi3zOgdRje8yXHu3r1bCzN65513cPz4cQCXPe/jxo3TMjVZcZax9y2bCIAeKNu+fXsttp31vLPfP1IHGXNBxjnYJRLGvCnxrggIp29wURembPzZ22+/zX2ZFMWDSPYxc+ZM+Hw+lC1b1nLWIadSU5JZ71hkurXXr18v9cEJlreSpnXr1trfU6dOtb2/Nm3acJfTL+mNGzdyy5B7r27durb37wRGjQwZD7lIvMuEUAXT856RkeE3JsXs42nVGwvoxZvX69V5Aa10sVtpSJB3Fy/UhSDKS00ybrDbiAQ1fQ7tvu94PRxm7176/UxPkGPUuwfozyNpoImuOxnIaMb777+Pbdu2we1249ChQ7rZXunrX1BQoF1zo5h3YqdVZwf9/n344YcNbWbv5TvvvFO3zk7MuxXo+5Ns63a7tQG+e/fu1crSHumLFy/q6snPz7d837EN8x9//BFAYWrY+Ph4rUHKagD6eWWvFRB42Ey4OWx4KPGuCHvoh1MGpx48Oy8iANi0aZNlmwlpaWmWbbNip0wjaO3atfj1118BFHqDRN2+gYTXFGVjChBnxqE/Rh9++CG3DDlnJANCqDASgGwZHiIhZhQLb7ZPOlaZ97GUsZl3bVhhx9pt5f4hZWnPOxs2Y6U+q+LdTPwNGTLEbxlJbSjKvkIfi6wdRtCih91OFPbDlgH8Z7eUFe/EAysKUZF9lx45cgQ7duzglqe9+gUFBXj33Xe1v1lbyXVr06aNrbAZAKhXr56UzUbnyM7ASd5zKBvzTm/LjhFg62E92yLnh5Edol51ci8Qz3tBQYGwB4tcK7ouJ8S7CpsphqSkpGDUqFG6f0uXLg21WWGJzEfTbthMIFjtNvvxxx+1jAl0uI4dkWp1GzvCw0yMEb777jvu9OFW9hsO4h0o7Ao+cuSIbhnP68TixBgKJ5DxvNsR7yIRSIt3sw8Z70MvaxcvVR/98eT1vNkNm6HrLIqYdxnPu9EgW9GAVZ6gvv7666VsMoK9FjLiHbgs+hMSEnSpG2UhIlX0zrTy/mfvFzKgkvW8N2rUSCsP8POrk0merDSMyO+GDRtK20sgGaJIem6zsBmeE6d27dp+5WRj3sn/ubm5iIuL8zs2UrZTp06YPHkygMs9PjJhKmx9Ro2TmJgYTbzn5+cbDlgl14jUZRbGZ4TX68W+fftC/r43Q3qGVYU8apImZ7ESNsNuBxRNzPvTTz+NWrVq6fYdiHg323+gL5aMjAyhx5Ot2yyNnFV4niyv14vDhw/jyiuvtFUnD3YfL774Itq2bYvHHntMW8YOjORBzlOoPTFGdsqKd5fLhblz52Lo0KHactl4+cWLFyMhIQG33Xab3/rY2FhDz7vRuROJd5njtQK5786cOWPJ884+j1YaEjLvARLnS0NnQqHDT4zEe9myZYU2WRnwz9ohEzZD6vd4PLjxxht1tsvsi3jeRR5TI/tzcnJQokQJnc10+ZEjR2LKlCm6VJFerxcNGzbU7c9ojIfRcWRkZOh+G2WxMYNkiCL35tatW7X5J8zi28nfzZo1w8GDB3XlZFNFknNx6dIloefd6y3MIc82EmSeSZ54F9kWGxuLnJwcLX6dLvfwww9rMfei94Td75PsQOZQI6WIPB4Pzp8/j6ysLO76jIwMvPvuu7jvvvtw1113YcSIEZgzZw73paSILgK9wWW2txs247Rt2dnZUh+jQBoNvP06WZ58iMngKBarHi475XjifdGiRbj77rul920HYseWLVt018jso0POCR37CRTmIu/Zs2cQLDVGdN7p88oLv/J6vfB4PHj77bcBFM64a1QfGzbz448/Yu3atdyyIk+XzD3Ca0Sy3upA0geSeoh46969uyXPO5tyU1S/aJ1MI2H//v3YsWOHnz088c42PAi88SwrV67UBhvKHAN7HmTDZog9dHgDbTf77ND7BC6LODsOD1Zn8BpbxHNLCzOPx+M3DoJnm1nYDNszSd9vMvDqJufzyJEj0tlmzJwQIngNmPnz52P//v3amAHiZSfnNT8/XwsjJIkEZLLNsA0zo171EiVK4OLFi4iPj0dBQYHunie93IC+gUzqIpNy2SGqxPuqVatw7733cmdvy87OxlNPPYUff/wR6enpKCgowMmTJ7Fo0SJMmDAhYmYmVIQvVsU7vZ1deB+R9u3bm3o26f2SOkjWFVmC+dIwG7AaDPHO4na7kZ6erk1TDkCXKcOuPSy8zBculwujRo3SPvhmIQ2kDADMnj1bt/z8+fPaoMKiwMiLzXp4ycDnzZs3a3HI7Idyw4YN3PpYoUhvK/LoisS7TI8Az7PLet6dyjZD28PG1Ytgs8Kw94tZlh0ZQTp//nzdBEuia0L+5glq3rN94MABpKenm+6fPA+8HjFefD1rG7mGbBiErHhfu3atNkETbcMVV1zBtUtUDylL20BiulnPOzk2+h6n63K5XFi/fr02C6yIMmXKcO2he0KM4OWQZ2cL5R0ny5VXXokbb7zR8nudvpdovXbw4EHtvmjcuLFWj9frRV5eniaOSYpKmbAZ9jqynvfx48drf5csWRLnzp3jine2TjZsxqzHyOhcejwebo77cENKvO/evRsA0KVLF791X331FY4fP474+HiMGDEC77zzDp5++mlUqVIFqampWLlypbMWK8KKorjBrca8O+F5D6SxQDxOpA5RzLgIO92PsoiOi83ZK7Mvu553l8uFjRs3Yty4cVLb24XnSSPHRzJ8yAgr0TlzOoxGNOBLRiyKROLo0aO1OH+jgamiuny+wqxJogaO2QAxWYHLQh8L70Ns59yzQk00AI6F5y0024aulye0eWENIs+vyPNuJN5pW2XsJI1nnni363mnj+PLL7803P/vv/+uDVIk28TFxRlmWmH3Qf9mPe8FBQU6Lzt9HskxskLSzNFBIB5okqed7EPW89usWTO/ZbTXXjbmnYw3sCreRaFD9LWgJ0/y+XzIz8/Xjo/8L3Of8Z4l+n7JzMzU/o6Pj0dOTg4SEhKQn59vKMbZAatGiHpS1qxZo9kkGsMTTkiJ97/++gs1a9ZElSpV/NatXLkSLpcL99xzD3r16oUrr7wSN910E1544QUA0HnXFJHDn3/+KdVrEqh4N+sKJL8DHbDqVCPDqJ7Tp0/ryrjdbj9vbaD7cKI8b7u2bdsC4L/kibC3u18Zr2GwGoGiwXO0mDeLUSUfDbax4aTNBQUFGDNmDHcdK5x5+zUa7Ed/mHnH+NZbb+Hvv//W7Y8+L+RDZuZ5t5tthge7r0A877QAobvEZT3v7HGxDRIZrzR7HugQGcA/Ww87S+Zbb72ls9VsbArrYabXHT16FC1btvQTagAwbNgwP/tFHk/2GIndZF9G4wQAf4+zy+VCQUGB1lPUv39/AECtWrVMrzc9EJ22h+ybeG7pa0Yvi42N1Q2KtHJ/kWt15swZ3bb0HBVGkDA2GvqcE0cDzyb2vhU1tIy+n/SzTt8rsbGxWqOO2EPuu59++knXwLj22ms1D7wR7LPE/k5OTtbZRRoJRgNbSWOCTTcrQnSOnnzySc0mO2PsihopC8+fP88dwXz48GGcP38eANC5c2fdulq1auGqq67SfRQUkcOQIUN0U62LcDoLjMjzGw4x72Z1inLPOrFfp8qLvI2ki1fkvQtkvzwv4p49e3RlZLuYrUB7ddjjIpO0yHgm6QwGNDLPB4toX7wuZzYW18yLLfIo8bxq9O9Vq1b5zaBIPtK0d5J3b9AfelHYjMyAR169tOANRLwTu1gPo6znnT6uLl26+F0P3gBeul7e4FvWK+tyuXReR7px6fP5sHz5cm05EdQy4t3j8fjd4yRemD4uUQ+5qKHAHiMvXIHuMWjXrp3fdmwGNrfbjU8++UR7rsi5u+mmm0w973RPBnuvEnvY+HbawxoTE6Pz7rL3nNG7nDy7RMx6vV60a9dOm3jsuuuu88uJzsLGx9O/SapeM887/d2T6ZUh0M9FQUGB1pPQtm1brSFF7BHdC127duVmp2HhNYRp20h4DgAtVWRCQoJfjw5bx6lTpzBjxgwp0S1Ka0vXFzWe9+zsbO7FJy/82rVrcz++VapU0b2QFJGFbLewHXbs2IHDhw8HxePKivf09HQcPnzY8f2IIC9Pu+Ld6kvDyjkU2USLBVl77Fw71itGcDLLDIH9iLONiK1bt1rKTcy+8J966inLNtkRnTK9FDIfLfY6imJUacFJPmRmdsfExCAjI0PzPtJ1mQ34MxPvvIaD1+vV0siZQeqJjY3VZtxk6zT6mNPratWqxR3gaLRv3rXhZaw5dOiQJvLYAas0VhpEtHBnzyF9/UnIAK8eGc+7KGyGHEfVqlX9ttu8ebPuN6+BJjOIlWQPovdJ10VsY+9jumFKMpoQ299//33873//09kigpxH2mtfsmRJTfBu27ZNi0QQwTbmRBNHmUGOm414MPoWxcbG4ocffgCgP3cdOnTQnLO0E4Q0Tlh7CwoKTG3kxbzT9wsbLpSfn6+FzRjFvLPHeeHCBWGCFbMwMDKba7B6g51CSryXKlWKOzDrzz//BABcddVV3O28Xq8uhZMi+rB7g7/00ktYsGCBdH2BxKDv3LnT8raBYHeQNj01tBl2z7vZeQy2eAfkhKZTsA05WojTU6cbITtgTAYrDTMiClgRLxLvoo8SPYEO/QFkJ9RhIeI9Ly8PEydO5IqoQ4cOASj8eD/++ON+MwTLDnjk2SwaXEqWkVAvM+iwGZI9gxXVMuIMKLx/Tpw4gYkTJ3IHYfL2LTMomm1IseKd9arKDlilw2bIMiLIZO5F2Zh3sm+jyXTMcLlcfqKQxMEb2TpkyBBt8DXZJ20Db1D1ihUrtEGs5H/6+UhNTZWe1ZWdqZV3v5oN5mTfibxMNWY9wWS/vHNF7OF9cxMSErSMSl6vVwuV4cXsi+4F2UmR2DKHDh3SnStWvP/666/Iz8839LzTkLrWrFnjN66ErldkK2mARI14r1+/PtLS0rBv3z5t2aVLl7Bp0ya4XC7ugAugMLauQoUKzlgaQRSnSZrKlStnazunQluMMAszMELk7ZGxl7wArIpUEvto9ZyIyv/zzz9YsWKFpTqsiHdZ2A+MmSdPti4zeB5Kerpt2a5lowFjVuFl7BLVLQqX4ZVt3bq19uEWHVdOTo7ug8xOZU//zRMBvGfi5MmTAC4LlwsXLujWi4QmW4aFDTUJZMAqHTZD/mY9frI9A9nZ2Rg3bhyWLFmiCzUy2pZtiAD8mSbp5UYNZtIbwgoQuk6S0pOEhxEKCgqQkpKirZO1X6bnhdTJe454PVx9+/bVheO63W5u6lWRIKVZuHCh9jf73NOed1LPu+++q/OwEvEuemfLhM3IZjrhwY534b0j2XMwevRo1K9fX7fMrAHPi0unbaXvifj4eM0OWsctXLgQ69ev97NX5plkGzGpqalC8f77779r9vHi0HkNYtkBq6L7+cMPP5RyOIQDUncYGcH84osvYv78+ViyZAmefvppZGRkoHTp0tqkDDTp6en4559/tFRPxYk333wT7733nu5fjx49Qm1WULjhhhtsbyv6aAeKU3XYfXjJjIlW7SCeAqdi7TZu3IiXXnpJt8zMK0ZsnjlzprbMyZh3eh9my3h1WBXv9OA5n8+nZb3weDxS4gtwVrxPnTqVu5x3XGysuugckMGq5BjZZ5Kcg4sXL+quf6VKlYS20Pc/O1iNhyintYz444VWmsW8W7kW9HGQwX/sTLterxcbN27kzn9QrVo17W+yPSCXGg+wltHIzOHg8/kwY8YM5OfncxtXBBKm4fPpx3XQdsiKdysx72xKP7Ld6tWrudvSg1ZdLpc2IdGqVau0bWUaDzQkRpyuF/Afl0FEGhHxtO1dunTRDXY3C7Mg9bdp0waHDh3yc9aZ2c86QGXCZjp37qxFNmzevFm7H30+n18PRmJiIgB+r6dovoPY2FjEx8drs76S7dnUqaQO2cneAP29ygtxAi5naROlivz+++9x5swZXZphUtfw4cNRvXp1rg1GnvcLFy7A6/UiKSkJgwcPNj2eUCIl3tu0aYPOnTsjKysLX375JWbOnIm//voLLpcLI0eO1B44mh9//BE+nw/XXXed40YrioZgtjzD3fNuVqcR5GViVbyTVGNOhc3wupvNYt4J9CQ/ovMne14D8bzLihqz7Xl2fPDBB7qydKYDXh1O3Ue8EEQZ8U4QXVORyCLiZ9myZbpQAF4SAmILqcvj8ZiG1wD6jy79YZTxYn3++ecAoMsW4eSAVVoEkgYLL7wjLS3NL/Y7KSkJBQUFWuIFer+i80LbK+uFZe8xo/t9/fr1SE9PN/S8E8iAVbKe3kYmRlmmB5Euw3rezUQv3ehzuVzaYEl6AL1Z2AwPM8872T+bbYZs17x5c2mHGx02k5eXpxuMf9999wEwv1/ZdyJvgkteo50cz+jRo3H8+HG4XC5dDnaz/QCXhf2lS5f8PO8ej0f3XnS73X4zygLiGZZZSBlRnDuPSpUqcXtF0tPTMXDgQG2SKLZe0Tnn3U/0u8br9SIuLg6NGjUyPZ5QIt23M2bMGIwfPx7t27dHs2bN0LlzZ0ydOpU7ihwo7E5t3bo1rr/+eseMVShkCFTw2YFNC8YTHLI4FTZjZaAgLXBYnM42Y+e82LmGbOYLGvZDU7VqVW4qXMDZmHcAOHfunN8ymSwxRr0PZh5u3ofV6GNLhyrQgl9UPy0K6MwlMjHTpPzrr7+uLZOJeZeF1EM8iUDhIEJe2Axbb0xMDA4dOoR//etfunKA/vx5PB7tPNE9Pux1EYXNsPcYO8sjW54IKxrW9kuXLmled3oAMm2zz+dDqVKlIELW806HzVgZS8DGOPO89nZ6QYkNzz33nC5jCn3Ozpw5o8s2Qxp0LpfLz9MrEzZDx/0TRo8erTsWM3sJvN4o9h3Bvt+J7fn5+dp5ZVMV846jQYMGAIDnn39eV19cXBw31pwdlA7Ied6//fZbbhlWvJNIDmJrlSpVtIYWeyx0Txi7zuhdxT5fdK+FnbCnUCA3f+//06ZNG7Rp00aqrChncbA4cOAAPvvsM+zZswd5eXmoVq0aunXrht69e2tl8vPzMX/+fKxZswaZmZmoU6cOBg8ejBYtWvjVZ6VscSYQQRPsmLJA6rca824nFESEbBYLGZs8Ho/uhWnmFQtGzDtNbm5uQBmorMY6u1wu3HrrrX4veSMvFoso24xdeOc4kLAZul5ROjleiIeoHqP9iO5p+gPMeg1Zz/vp06dx5swZXH311bpydPaYBQsWaIkQeN5fu2EzRMgtW7ZM51EUidTY2FjduWPDLggbN27EY489hq1bt2r2ssJZhosXL6JcuXK6a0CLbvI/EVa84yQcOHDAL1UkfQ+THiCeN3bcuHGYPn260PP+/PPPayF5rOddVrx7PB6dh9jlcvmJd7ued3KfVqpUSZfKkT5nixYtQpMmTXSe95iYGK54NzuOMmXK+AlBml9++QWZmZl+DSWR04SOMS9ZsiSaNGniZwN7X5FzRYv3Jk2acAep8sjOzobX60XJkiWRlZWFuLg4PyHrdrvRrVs3tG7dWrctT7zv3btX572eNGkSnnjiCa0eUp7tJXj33Xd1v7dv346MjAzufci+j+heSBGsreR6A5d7qiJBvAfVwg8++ADPPvtsMHcBoNCL8uSTTyIjIwP9+/fHgw8+iBtuuEHLZ0uYPn06Fi9ejA4dOmDEiBFwu92YOHEi/vjjD786rZRVWIfnCSIEKupZz/vtt99uuw4WK95mM/E+YcIELVTGzj5ky9PTrov47LPPAFgT72T5W2+9pW1vxuzZs3UxigSzY7CSno/G5XLh1Vdf9TsuXsiBUQ+GjI2BwKtbJNplQ6HounmCQtQYsSo4AfGgN57n/d1338WQIUO4+6XZv38/gMsTARqVNYIWSHSoC+t5551H1lvLeq4J9Plln3268cIT0bQtZJCe6D4n2XxkPO+scKcbdzExMbj//vuFWTzoVIO8e4HknSf7FXnejeCFzfAwGrDKTvRE4DUgeAKTFzZDxJzscRQUFKBmzZq6wdA8eB5rsg27Lzr1tsvl0oQ0e4z0MrrxQM6r2+1G3bp1pY6DHDed0521jZRhswiy59br9epixl977TUAhQ0EkhmLYBY2Q8LpZK4HeX6qVq3qN5iX3h97jZR4Zzhw4AB2794dzF0gOzsbb731Fm644Qa89tpr6NOnD7p164b77rtPN1tcamoq1q1bh6FDh2L48OHo3r07pkyZgipVqmDOnDm6Oq2UjWYmTZoUtLqteqWtfKzZusuUKSN8yQcLGfH+/fffcycxkzlWM68pDduItbIfwFjkAcCuXbsMZ7ej9yPq5pQV71bDJYxi3ulyRnHZTg5YFcE7x6JUkSLxLvJQisS71+tFnTp1dHWT+nJycvzOh9E9LfK2knNLx8k6kXnLTrYZt9vtl/aRLsMTqTxRQhD1aJGP/59//ilsCLFZusj2JB866YVgY8hJ4+P48eOYNm2arg52H6VLl4bX6+X2FhDbJ0+e7BfGRYsp2bAZYiMbjuTz+YTijPVu87KJEG+y1YYzsYd+rnmijYTNmHnejSgoKNCJ66SkJG450bNJ7KRhz4VoUi722prFvBtB3h/kehGbWPHOq599Ttj3DUkUQGZMpTET7zQ+nw/t27fX2UPToUMHAMCdd97JnbmWZys9FqSgoABjx46Vmv8j1IR/88KEtWvX4vz58xgyZAjcbrcW58eyYcMGuN1udO/eXVsWHx+PLl26YO/evdrU9lbLRjO//fabaZlAw2ZkuuaLKnacJi0tDYsWLZIub9dGHlZFomwIDfm/fPnyftOgs+VE9dOQOH+Zj7tZXbLXyqpoE4lKVpAZzajn9IBVHmTODBqyP5L2jyDqrTK6Djt27ODWz0so4PP58Nlnn1k6XiNPVUxMjF9XOA+je0CUJk4G2vNs5nnnhc3Q24jEO7s/l8ulTR7EuwdjY2O586OQfX3yySdaebvvMSLG6EaszDVlhZdMqk9RfLjPJ46pN/O8lyxZUvPS2g2bSUpK0o15EHne6Zj3bdu2YceOHdIx7yT8h+ynoKAADz/8sF85+hhGjRqF/Px87gBOYiuZofV///sfBg4cKBXqx8a8W8Xr9eKuu+5C48aNuQ0LIt55M8KSe7dNmzbapE8subm5hrPJssdC4/P5x6OzvQNkTIsRvB4Y2vN+7NgxYY74cCLixfv27duRlJSEs2fP4qGHHkLfvn3Rv39/vPfeezovX1paGmrWrOnXKm7YsCEA6C6WlbI8srOzpf7JZHGIVpwUuyLoj7ZVeKEddJ08ypcvL1XODKe3ZT2miYmJwhcmT4SJRArplrTzcbWKHc87IBf+RESEqG7y8XLqGHk2kXzpNOS8k2wKxD7SNUxjJN59Ph83bRoRLSxklk+e513028jz7sSzTuogoTR2Yt7NwmZ4eL1eXZpDGfHODlhlM+eQ/++44w7utoB/Jhv2HLZq1Qr33nuvbhl7fQoKCrSwGVGvjRkyPYizZ8/mZnfh2cTax4p3el/3338/3nvvPaxduxabNm2yZDexh/aqxsTE4IsvvtCVY1NFkmwqmzZtsnQc8fHxWpnp06f7DRRl69iyZQsyMjJ09yYZOErsIplqrrrqKlSsWJEbNmMW824Vj8eDpKQkzJ07V5eliN4nr35y/oDC3lV6dloaXtYYka2sh57cx2xYLLGL2GEGO/YB0It3+v9wxt4VDiOOHTsGj8eDyZMno0uXLhg6dCh27dqF7777DllZWXjyyScBFGZMoMUVgSyjQwuslOUh8mqyDBgwQGtdF0foj4rooQy0/qJEptUvQzDEO4G84EVY8bzTjSNZz7vdMnbEh5Fw5HnefT4fnn32WbRv3x7dunXT1jt9X/Js4k0fz35IyLH//vvvuOuuu/zqsxqnTneR09uRAcVsXRs2bMCtt96q254gEsKiBgIPGduJkLZ6nMRGWhSzHmL2/LHCdf369ejSpYv228jzzg7yM2sIsYOizTzl9KQ4Rg0POlUk8VxaQSZshrWBd15FsMKQ3k9iYiISExORmpqK/Px8TczyKFu2LF599VU89NBDunrdbjeuueYaAPzQEyLk4uPj/WYgthK7T3ve+/XrJ4y3psnJydFix2NiYvz2x3qYzTzvxKkYiHjPycnR9ksa/KznnRf6Qot3oHCCTh7nzp3zm9BJZOvUqVN177n9+/djxYoVmn0LFy7UwvHYPP1G8DzvJEQ4EkQ7IeLF+6VLl5Cbm4vbbrsNI0eOBFDYbVNQUIAVK1Zg0KBBqFGjhjAOjAgu2ktvpSyP2bNnC+PeaOzEpUULrCA6dOgQ6tSp46iXLhgYhaXYGUjII5CwGd7+6Q8o8W5Z6Y43i3k3ssFsnVkZ9j6x6nEVeYR5cdlerxe//fYbrrzySl09dCYNJ+DdF7y6WXFGbC5fvjw8Hg+OHz+OWrVqaeuMYt55y2nxDhQOqKtYsSLatGmDkydPcrdh46EJRuf58OHDAPQZSngYTXrE3gdG99TNN9+MJUuWaM4WUdgML+adhpeezkrYDCnPSxXJilqynNTZtWtXba4UngCmxdz58+d1ddD2eb1eHDlyROtJ5F1TszR/LpdLODcB715mY+ibN2+ONWvWID093W/GdXp7o/elqLFD/2YbAgQy+JN3jET0xcXF+XmFZQbTAsD777+PevXqaee2evXqUoNE6dlveWkyrYp3Ui4/P1/L3W6VcePG4fHHH9fqJ3Wy9fM87zKRBCtWrEDFihV1xyIS3Oy9sm3bNuzevVuLa6fHi/Hi80Xw7vctW7YAKJq00k4R8WEzRFDTgxiAywMX9u7dq5Xj3VxEiNNeUytleSQlJUn9K87iHRDHIAeK055SGtk6gx02YyREzeozyt7A+0iJytIfHrrMkSNH/AbTmWG2DzsvVSOv35QpU3T7Jl453keSdz+JwqrswuYdpv9mn422bdti9+7d6NOnD9dOFlFDjfW8d+/eHYcOHUJMTAxq1KjBrYv+aNPXhHZo0PvKzc3VytEZSnicOXMGd999NzcrB4GcC6MB0pcuXeLaww5Y5TU42PPPiiD6mL///nu/7UkZNnUiWU+eC1acsfWTb4PoXUCeuUuXLmkzgfLEu8fjwTvvvINvvvkGPp9Pm7Xylltu0coZeSt9Ph/27t2LyZMnc2194403AOjvvePHj2s2ejwe3HTTTQCAnTt3+tUhK97Nnn/Wc007Kwh0KlJ6OzPP+6233mr4Tj537hyOHj2qlWHDgUTQaXxjYmIQExOju9/Y3hueUOe9q0Se9wEDBhjaQ84VmSGcwJ6T3Nxc0wGrRrA9IKJzJcrrzrtPSFlZz7vIUVAU4bxOIeV5t5sxJjs729Z2VqhQoQL++ecfv9H7pLVNuoArVKjADXchXoKKFSvq6pQtW9wp6tCUcEbmXPz3v/9Fw4YN0aVLF92LIisry1I9MjbQAobOq2vkeSc2Va5cWVtmJqzZF97ff/+tiy2V9dAbIeNxZTHKNnPgwAEAwEsvvYQFCxYgLi5OKKh42WZIXLgRK1as0Aa9s6FLLHRoDPkAkW3++ecfHD9+XCe06W5pcj1FjTLW8048WqznnbWTzp5B3uW//vqr33pALGRlG3EDBgxAbm4uFi5cKJwHwOfzabHE3333nWF9vDAeM887EdmTJk1Cr169cPXVV6N27dq6hgJ9zLzJqwoKCnDx4kWdeKf3c+TIEa0ennBlQ6WMPO/stRZ53ml4ItxMvIvYtWuXliKWLkeEHX1fyiDymo4fPx5ZWVnweDzYv3+/Lnc43TDjnU96mVXPO8k807p1a6xfv97QdvoZ4/XY8CDjEYj9dApFu5530kDlnUviUTdj165dut/s9TOLeadp2bKlXzpkNmxGdN3Z5fHx8cjNzeWWtyLed+7ciT///JP7biKzTkdCqkgp8f7MM8/YapFYeXDt0qBBA2zfvh1nz57VupCByy/WMmXKAADq1q2LnTt3Ijs7WxfSsm/fPm09wUpZRfhB7jleurtAEaWQMouXJaxevRp5eXno0qWLrjydgtSpbDP0h5X+mBnlLSfrRowYYWoP+cDk5OToGs+yMc4A0LlzZ6xcuVJ4nXjhBrKIxDhNYmIiPB4PEhMThTHEPPEuc42WLVvGFe9Gg4JF1/Lbb7/FnXfeqS3n5dV3uVz46KOP/JZ//fXXusnq6OMxulbkGOvUqYOEhAT8/vvvOHXqFNe+2rVraxlt6HPDm0qdsHv3bkydOhVAYQNlw4YN3HL16tWzHM/Pa7TJDFj1+XxYunQpmjRpgkaNGvldK7OG7OLFi/H222/j1ltvRefOnTUhRdZXrVrVMOEBfR+QwZYiT6PZPUiHZZA62Zh6UpcdeGlugcueVNZ+3n1Pe5pFWqFWrVr4+++/cfjwYQwePFibCCshIUErI4oXp5c3btwYNWrU0HmWScw7bzbRmJgYXHXVVahQoYKpjilZsqR2PbZu3SqceZ6G9ryzYTPs2CQZz3urVq0A+KfglIWIbF6aStoOq2EzbC8lmxxAdG7ZY6hSpQoOHz5s6HmXEd2//vqr1gvDvlNIPZHggZdqXjRp0sTWv6ZNm6JJkyZBPYCbb74ZAPDjjz/qlv/www+IiYnRBqu0bdsWXq8XK1as0Mrk5+dj5cqVSE5O1nkarZRV2IMNRXDyYSF1jRgxQirdpRW2bdsm3KeMh1mmQWskUi5duuTnNaf/Js8DANSsWdNvPfkoiF5aBPrjZxbbu3v3bl22FPYlbnQ8onhddlvZbDNHjx7V9i9zrtu1a6cbsMo7N7zBgzJCkp24h8DrJiZlL168iO3bt/vtj66D55UDxB+uRYsW6eqiJ9Th2cKeM1EsPb1MFGNrdJ7OnDmjhTWKntOPPvoIaWlplsU7rwfBbMAqDfFsy6aoJMtJJjHiRSVhM8TjPnToUK08HVNMtn/xxRcBXPbeigZd83rPWNvIgFV6PS81YePGjbW/rcyH8fLLL3P3Td477HLecaSkpGiDgInYZ2FTPJJzSTf26GwvQOHxvfPOOzpHm9vt9osGIOEe8fHxfqI3JiYGn376KTp27Gh473Xt2hV33nmnTrzznitezwjdsDQS7zKedzpHvZ0Bq0TQXnHFFbrlbI8GL1WkUSjK559/rvvNbks3wmhEDWejcDOZRovRN4GkAbc74LcokbLwlVdeCbYdtqlfvz66dOmCH3/8ER6PB02bNsWuXbuwYcMG9O3bVwtxSU5ORtu2bTF37lxkZGSgevXqWL16NU6dOoUxY8bo6rRStrgTaIiH7PZ290Omai+K8B6R6GMJRLz37NkTzz33HFq0aGFqDwkdY0Us78Pfpk0bnW30R8VMsAB6wW40bbuoLjOPppnn/eLFi4iNjcUdd9yBV199Fbfeeqth2AyBCAMi3o8fP879SLI2yor3hQsXonnz5lp3rGhbkrFi48aNeOGFFzTvIr0NHRpjtVuXJ6J8Pp9fiA4N/bEkf9PiTnRdjc6T6LyxQqVVq1bYsmWLliKQFS+8Z8jMBiJsePsk5ek0cjzhbObtJhPDEDFG6iChp3TvDqm7WrVq3NlS6e1FDSqjZ4ukiqTX885/r169tAF7tPhhPfevvPIKnn76ae65oMvdcMMNmo20550Xc56UlKT12oneNUQYknVff/21nw2lS5f2O4ck1p6GOAsIsbGxyMnJ0fKU0+PZZJ6xn3/+GXFxcVrYHW0zC69xRe41t9uN6tWr48SJE1oDw6p4J/eJXc87gQ1BtpNtRrQ9oBfG69atM01bHB8fj7y8PN03ieU///kPhg4dalm8u1wuLF68WPtNjsEos1G4EP6BPRKMGjUKAwcORGpqKmbOnIm0tDQ88MADmpeDkJKSgt69e2PNmjWYMWMGCgoKMGHCBDRt2tSvTitlFdYpqm4pp0W7UX1kXaVKlaQEL2BtgChQ+PEh3ncRbJ102ffee89QkPPEu0xKPCObnbgGZnU8/fTTePPNN4X2GdVBCyVeOZ7nXSZsxuPx4I033sCWLVtMGzBEvBs1Nnw+n66HgNgh45WW9bzTAo93D1x77bXcOqtVq8a1Oy0tDQC0yaC8Xi9atGiB1q1b6/bLChXijSNd7jI9W2bi3Sxshh1cyoYV3XHHHVKZlwiHDh3CmjVruPnC6QY1L36dXBtiE4vb7cbXX39t2/POxvsTXC4XbrzxRq08XSctmll4x8/GvI8fP567LZnl1+Vy4YorrsCQIUN069kQoapVq/o9k+XLlxc2zAAI88SzqSLZsBn6WFh8Ph/GjRuHtWvXSqU/5Hne8/LyUKZMGcTExODZZ5/FU089xT0GmbAZ0tsTqHjnNRTpdbwBq7zc6QSjGVVlsvKR9zo9poDNo096C2SOmz0e8o4CLjuhevXqZVpPqAn/vgEJYmNjMWDAANPR1PHx8Rg+fDiGDx9uWqeVsgp70B8HIzEfSLyr0xiJXrKOzuTA254VyLL7EJUReaVlbOWto7c1Evq099DM62SGrPg0soUd6MgKJNG2+/fvx/79+3Ux5TQxMTH4/PPPMX/+fD97jKC9hWbHR8Q7e0zsbyISyAeoVatWKFGihCXxTo95IB9SUSpAoPD49+zZA0CcbWbgwIHwer147733tO3ojzmZZdPr9aJUqVJ+zyg9KyO9joTVsNePvh/MGleiAas0Xq9Xd16JoKZtKV++vF8mDt7+yPbknLVt21ZYDig8v0uXLtUtIw1K9ro2b94c27dvN32HAPwBq7z90zNJ0w0J1rNvlZUrV6JFixamAq1///6YNm0aXC4XqlatirFjx+rWsw4E+v5p27Yt1qxZg4kTJ+oGWrLHKcrsRse85+bm+oXNGEF6EjIzM/3Etax4z83Nxd133w2Xy4XY2Fid55++90SDU9mGF2A/5l1kO33uRDHvRr0UdDIGXv1msPf6smXLcM8993DLyPSWtGrVShj+SnrqoybmneDxeHDw4EEcOHDAL3bs2LFjmDlzJiZNmoRp06ZhzZo1jhoaSaSkpGDUqFG6f+zLOVqw+3InDwcJQzJKDxcoVsU/DzJjnIznnd6vyB6jZU6Jd/qlR7/UUlNT/cquX78e+fn5XK+LyNuYnZ3NFU5szKQMZg0ZMxHM8/zQ4kvmHjBaX7lyZd16mVSRrNeT/ZtO9SjygrO/6ZSWBJnQMNZDR/ZJPvIXLlwAwPfIilLjsmEsbONn7dq1ftvQ54Te1yOPPKJNbGMU400gg+tEsfKisBmRePf5fDh37pxuMB3reXe5XLoehri4OC2MyOjZp589ekAqWU6yQj322GO6cryQJpLliCdSeOKQPQ90mAZBJPBlxXubNm3QrFkz7joyXkEGo6wjtKOHHlhK4u4TExN1z79shjw6DIQ3YNUI+rydPXtWG68A6AWqqHfS6/UiNzdXOPDW5XLpEgfwbGefa5fLhaysrIDEOzvugRbvZFyC0aBWlvfff19Ynwz0+0q0P3KPyRz3yJEjdZM/EUqVKqU1NKIm2wxQGJs0Y8YM7eURExOD22+/HQ888AB+++03TJ48Wfew//zzz9i4cSOeffbZ4Fgexrz55ptS3UGKy63yhx9+GN9++22R7Xfbtm148MEH/dJY0dCT9ZAB0TICie1utoqMV5dXv1HcOC+UhtQxZ84c3HfffThz5gzX8y6q97333tMGKtqJc5a1nfc/S0ZGhl8KV1ogscdftmxZLRNK+fLl0b17d80hwQptMniM/njI5DQWDVglkIF3pKxR2Ay5XjzxDpjfM16vF0888QRef/11XYOLzgzC2yegH4Ao2ic9wI5sxztHZMImFpfLhb/++svPBno9bzktxkWed/peJl5JVth6vV7MnTvX7/jY+NgJEyZg27ZtOHr0KEqWLCl1H9Ae0VdffdWvbvYaEJvp1KBkHTlHZp73a6+9liveefc4qWvUqFH49NNPuZmPjGjatKlwwLLMu4y1g4WN76efK1q00ctlZrvu3LmzFiPOG7BqJuDoa09y2xNo8f7JJ59g0KBBmv2ksU0877R4Z7OdkIkn6fcwL18+KeNyubBz506uOJWFvQ4yk1Wxorl8+fJ+k3Xx6jPjxRdf5GZHM0qwYAY9AJo+nttuu01zBkSCeJeycO/evXjjjTdw4cIFuN1ulCpVCgUFBViyZAmWLl2K6dOnIz4+Hn369MFDDz2EPn36IDExEVu2bMGqVauCfQyKImTnzp3aRB9OI3rYzbhw4YIuNZeMF1vmGKxkXqDFRaDeeavi3Wy/vIF3tHi/+uqrufaMHj3aNCUdKU/np2Z7UQJpyPh8PmRmZpoe4x9//MEdKMu7F8qWLYvOnTtry+lwFN7+iTDds2ePMAc5D94HQnQMRECQdWlpaX5eNxLWIbqeRh5OuiFDe5Z54p2kfCTl2Bhkuk5aJLD18+y5//77uXWxYxPYvNoi8e5yuXDkyBFdtg9ybOzfxMtKvLVGYxhcrsKsGmwYg8vl0paRGGMePM87K6RJGZKzn96G9m7yQp7Y547USYiNjdVCgXjreT0x5Pg6dOigex6eeeYZbcwCD6Pz4Ha7ER8fL5U60agOWrxPnTrVT6yxjWsZ7y4RuyQ3/6FDh3Q2mIlMo4YbvS35jpDzOWvWLG17kXjn2Uq2F4XyulyugDzuPNt5+xC9JwlbtmxBcnKyYf3VqlXDww8/bGpLz549ueKdtdGK552+V8h2N998M5588knuYOFwRcrCRYsWwefz4V//+hcWLFiA+fPnY8aMGahfvz4++eQTXLx4EVOnTsWwYcNw++23Y/jw4doLcvXq1UE9AEXRMnnyZCxYsED7TT9QtCdRhkBDWQidOnXS/WYFm1GYCm3DHXfcYbovGZu3bNmixeryMAubMUMkBlnRJDuIlA4toc/L5s2btZd1Xl4e92PFioj169fjkUceEe7LLDyGpEmkl3fs2FE7Fjp9KwtrHyty6ewpbFlRbD8RzG63G4cOHdJEpcx9QBoTbE+MSLzTGSt4k8QZed5F+cDZ46D37/V6NS8gvY6E0BBEHzI2RlxGvIsm7itfvryuXhajsKfz58/7efSNBqySHjX6OHl1v/TSS/jmm290NgD6SYhkYs/p1KXsMYmgPe+8WGoiUozSkdJ5xFn+9a9/aX+TwXnkvho8eDC6du2q3bclS5bUBOjx48e13Pw0vHvk/vvvR0xMDOLj46Xeb2aed/pYSNhaIOKdTq34448/Ytu2bXC73doEYFY876ztvMGu7Lgdkm2GtrVSpUqmdovw+Xza80x6aOzQrVs33W8yXgUQvyfpSAO3263LSsQSGxuL6tWrCxvyLLzvmUiky9xnMTExmD9/Pnbs2KGrm/TMydYTaqQ979WrV8fQoUO1l0e1atVw//33Izs7Gw0bNvSbuKh+/fpITk4WTuSgiD4+/PBD6bLBfDistJrpSWToWStFiAQxLS4OHz7sN4nO5s2bAYgbE/QLMdCwGd7Ljh00RNdhZA/xwI0cOVLXaCPQIQH0/2a2isqIGoBk/S+//CKsgx10SZ9r+qNDPvRkgLuM551u4MgiElYy4p33cSKecq/X6+fZMvO887z1vMFuvNA1Ub3smAJR2knefcNCex9510EUvpWVlaWldWM96eT6suKdfMPocUi8urdu3aob28B690hjit4HWxa4fM+yzzh7XtmGJrknMzMzcebMGTzyyCN+PSV02BBPvIs879dff732N8nzznteyDISl9+nTx989dVXQrtvv/12nQ3Z2dlISEiQeidbEe90hhCybYsWLbQwXZIxxwja8/7YY4/hhhtuQExMjDauwcyLayTeeQO76fsQAP7880/s2rVLt59q1aqhatWqXFvpa0m/W9555x3tb3LcRuGgZtDz2CxdutRvIi3e+4vtpa5ZsyY3VSfgP0mTGaRBYiTeReGRPMi2999/P7fnmFd/OCKlci5cuMCdVZQMMKpSpQp3uypVqnBFgyI6sSrIA/W8Hzt2jNs4NLPjwIEDeOmll0zr59knspntTmRF7Jdffim9LzPxLnqBmnm1aUT7YL2nbrcbn3zyCfbt26eNd2FtAfwnZpKBHvwXaMw74P/CpUNF2K7SJUuW6MIS6MwevJ4bOy9z2otjdq+TsBkCT+zQgq5Bgwa6dVY87/SARFZ8fvrpp8I62G5u+vy6XC5djDYALfyGzHLNYhTmJQsRlWx9Xq8X+/fv1/6eNGkSzp49i0uXLnEFt8/nw4033qgNvDSavIoXiy5jMyukjQQt3VAjYWj33HOPX7iImXgXhdXQx8OzfenSpdi3b592jKQBwvPk08cyadIkbXlcXByysrK4nveCggK/3iWzsBle+BBNjRo1tEHTMh5s2vFAcomz6RmNoM8FO3EjLz0o/dwBwIwZMzB79my/e+3tt99Gv379dMvIOSAebfr78vHHH2t/k7qshn38+uuv3OVsQ0IUNkOgUzh6vV7Uq1dPmziQPFsyswPTHDp0CIDcgFUZjHLwi0IdwxGpK+zxeFCiRAm/5aRFZpSGyanQCEV4kJaWJsznWlTinXiE3n//fd0sf0b10st4afGs2vfTTz8Zli8oKDD1sAfybPDqYesjLyJeA/qLL77wE6u0h3natGkACj8CWVlZyMvLMwz3Ed0TLLTXjrcN+1JnP3w+n0+Y6YWUzc3NxU8//STMNsNOpW0kpIjolb23V65cqYXW0JPcWPW8E3vI5Flku2PHjuG5557j2mkEORetWrVC2bJlcfz4cfz555/auaBnQWTjk1mP8/Lly7F582a/sBlWFJPeJ7PngIV3X5DrxzqRDhw4wK2T7fUoU6aMNqiQtvO2224DcDlVJ+t5Y7N/ANCFs9A581lIOApPJPOOn3aC0XXT9zBJT8gLm2HDa4xi3oHL323WM0wgGVtk7n3e8xMbG4usrCwkJCT41bFu3TotlSbBiufd6H0jyukOAO3bt9ftj3je4+LikJ+fL8ztzrtetD1Dhw7VPTf0+SDZt1iBSGDFZP369VGhQgXdMnL/k8QJZs4SMrO8LLLvN6MEBmw958+fR0JCAn7++WcAQJMmTQCIZ1Q1q9PI825XvJOed1I3bwbicCX8LVSEHfQsdfQU1U6JdzPx/dprr/lNyGO0D6N4RNHIfZEd5CF/4okndMtPnTolJcyPHz9uep6set7J33/88YeuHFl+6tQpw/rYuml44oW3vnnz5sI6RYM8eV5DMw/8b7/9JhybQD7oBw8exBNPPOEXBiDyqhARKrrv6Hhu4rAQXd9vv/1Wi5O2GjZDCxSyP+JB9Pl8pmMYzGKo3W433nvvPVSoUAGffvopdu7cqe2HdE3zYMX7iy++iNGjR/vtU+TJtfpeEMW8ezwePw8n7XWkzyt9PMRONl7c5/Ph8ccf121LrhkpQzuteGEzRt7rQYMG6X7T9tFpWYmYadWqlSYA2d4gQunSpQFczh0vyrZTrVo17gyrgP909bzwKbJcNuSNd41J2AzP8y66xjx44l3UmwMYx7uTCaFIveS+IuKdPA8yYScej0cLDYmNjfUbZE1gx0Wwxy47K6iocUog67t166ab0bkooa/hvn378OeffwIA7rrrLjz22GP49ddfLXveyfnhjf2g9/vyyy9LJZngnW/Sq8xLpRquhL+FirCDfnEsX75c+9sJ8W7k3SUcO3bMLzUXDR1+8OSTT/qtpx9M4smQtU/WW25UzgnxzoON2beavYdXLz3AULTfsmXL6mbeZBENmqPHG5g15Oj1dHe7z+dDy5YtAfh/0GiP+ooVKzSPPc/zzhNKZB0t3llvZbNmzXT3UFxcHPLy8jSxQc4ZSRFI6uT1kvz+++9YsmQJAH72BKN7ihdDza7nNcSsfKTYfMtsnfS+aER2iXrAyPa3UJOdkcaXUSYMer+vvfaabrnb7fYT7+XKldOEM+t5IwKXHqzHet7pXOxGg7l59rEhGmx5OmyGDpVJT08H4C/e69Spo90ft99+O9q0acOdpKlhw4ZauCuxWSR2ZdJgVq1aVXjv0eKd5pVXXvEbFE2OjwcvbMaJsAa6pzEmJsZvhlWaP//80+/++vnnn3WZh8wg25PeEwLtDBNhFPNOINd/ypQpfmE3TiFychDo63LDDTdojSUyOJj8syLeCUYz6LpcLnTt2lWqIcQrs2/fPgCX73mrE0mFAmkLV69ezc0c43K5hOuKKykpKX43V48ePdCjR48QWeQssiESZgQaNrJ8+XJuCrNKlSohNTVV+/3GG2/Y3g9vvyLoFxKbNYVGxltpxQ7Wa0igJyrhdXfyjoW9b2mBbdSwMjovZtf5wIEDumnBadg4UaO6zbLNEEgjh44BN8s2I4JkVujSpYv2++DBg8jIyNCJdDpLDs+LTq4dm/2FboCxAzJZO+vXry9MEMCGBvEaB0bHSJdNSEhAbm6u8Pyy9yGvzPr164WeSuIFo72kgD61JQ/6+tEDGomdZNvY2FjUqlULjRs3RokSJfD555/j+++/B3D5Htq5cyfatWuHYcOGaan5WPFOL5N5lkSed1553iBqujwpS8716NGjdSKQbMveJ1WrVvUbpHfVVVdh3bp1mD9/vl8DYseOHYaDP/Py8oSiNzY2FmlpaUhISNC9o77++mvu5ENG43BYzzv9frcCew6JR5uId9HzcObMGaSnpyMjIwPvvfce1q5di169eknlkyeQc8CGMdrxvNsZY+QEVoR3+fLl/bICkTrsQB8/W0egMe+EqBTvdoVWJAT+O01xnaTJyrUWvQRk7jP6RWbnvpSJF5fZVmZdvXr1uJkRjLaVeTlaPYamTZv6hQjJ9nwYrbMq3m+++WY8+OCDGDp0qLbMyPNkNmGMUVeyWSgJ3XAy87yL9sv7iBw/fhzffPONnzdXZDdwOfUdWb5w4UIA+nPDE+9169bFwYMH4fV6ueOS6PJOed7pax6I513Eo48+CgC4++67tQFwJLxBVrzzbKc97//5z3+0EBS6YUvfQ4mJibqBj2wjhj6nRuKdHSgMXB5o++STT+I///mPdowE+p6kY97Lly+PZs2aacuIiGMbn2QiKqMBqwC0TD1JSUl+93pBQQEWLVqE1q1b+21HOHfuHObMmaNl9qEh55uev4Dc51buCZ54dwKXy6XdX2aed6DwmvTv31/7ffz4cWHqU9H2gP97SuYZFHneeT0YwcRKr7HP59N6deg4d6ued5INySxsRhb6fN94441aJjhiM29MUTgiJd6LcuZLRfgj+kg6FfNuB5l4c7qbW8YWmWU5OTlajLPP58NNN91kOGBKBE+8Dx8+XJvQQ8Y20cfN5/NxRQ9bB92NLMu5c+dQokQJ03hsQo0aNXQ5vVnY+PhAxbvRh5EVoaLGJK+nRCTeaTFHypBj6NWrF6pVqwafz+d3rYgIIMvJ5HY33XQTtm/fzg2zocN5ZMJmeMdhJYUfK95FvRK8HPp2YKeYJ+J90aJFWlYRmtdff91v2VdffaUdOxESMTExutmT6Wvv8Xhw5ZVX4tChQ8jOzuaGlLA9NgA/Bps9brKPO+64Qwub6d+/vybe3W431q9fjxMnTmi9DOz9R4doDRs2TCfeSf3kvmBj3nn3N5u1iG1AAHI9rUbjYeiB2KKYYqMYc7fbja+//lrYODWaEMjITtoGM8874H9fW0nHeMcddwjPpx3PO/mbZHQC9Ok/7WA0KypthxHsd4w8P6IZeGVo0KAB+vXrp8vYVqJECSxfvlwbcG4F+pnmZdlZu3Yt+vTpY8vWokTFvBdjJkyYYGs7J8Q7+zKyU4fIFpF9vMlSjLzWdGyiyMN84sQJTTT4fD707dtXt17Ww8ArJxpMyzt306dPx7JlywD4f2To2Rpp2DrMGlMiEZaXl2e47dChQ7X4Zp7gI3G8QOFxEGgPjcx5ZD+KtGC95557/MqzIoy3D9ZedtCZqPuWhMbk5+f75YOmhT0Jc2EzfvBCNFivltvt5gpJHqKGTK1atQAALVq00JaZzV44cOBAna0sTnhIu3fv7pf5gxyj6B1BQl9otmzZot0HpD5epgpaXJKPe05Oju5DT84fmZGYPqfsvbNgwQKdnTVr1tT2kZCQYBg2Q4t3ozjv2NhYYTpSUbYZXh30ehqyLZ2OU4TRvRcfH6/VJcoUJVO3aLb2+fPnS9clEu9ut5s7DoEmkPu6SZMm2vllhazMN4+9vqwttWvX1p5Lu9D54kWYNcTZxiJ51tjwIivf+fj4eIwaNQoA8Mgjj2iTaNmNbnC73drAd941JVlxwh0l3osxROzRPPbYY1p+ZBFOed7tDFoR7UfG884T4Ebi/Z9//jGtk62Ltc2sgUImsLEaNsPuY+PGjX6p1+j1MiFKsmEmLDIpYclHe/Xq1bqJUIDC6ddF+zPzvNOwL2L6eHieFPp4aKHE5uTneSMJokGHtECnBRY7xoGe6RKAliWCbEs3IOl9kwaZmXgn2RdEeeCJeGePiZS97rrrNI8nEbLkt6znXdRQN4LuVSA2sr0NMpBzxnpZadiGG1mflZXFjW8nMfD08ZPt6bzY9H7q1aunlSGDmtn3Ed1r4/V6sXHjRpw+fdpv/4TY2Fjk5+fj9ttv98umRH6zudTZ6yAKQ2rYsKEWTsAOsORhFFJHvx9IXVaEMDkvdJICJ8JxyXgVElKVlZUlfPcOHjzY9veK7Iucg+bNm+syZtkJm5GZUNCOjWZY8bzT5WVmvJWhQYMG0pNoGcHefx06dND+ZsfahCtKvCt0rF+/3jCTi5MEEjZjJLqtiHcC78XMy5VrFtstI95pyMArK+Kd14Vq9FKtVq0aypYtq4vX5NkmG2bCQn9YRCF2ZF/p6enweDya98QIl8uleeKthM3Q94bZYFPeMdBpBtlwE9ZDzrOZrGfDZoh4FzWmxo8fr4VzkG1FkxCRYxPN8El46aWXcPvtt/udCzYUhp0AhdQ3Y8YMTayzkzBt27aN25jhLbMjtsixPfzww1pDjm6wyEAyrtANJ57n/dNPP8Wvv/6qGxTLet55zzYb887G9pL/jx49qt1X8fHxOs87T7zz3gci8V6yZEm/sBkyYLVs2bKG54cW7/Xq1dNSH/br109z4rBCp2bNmn71GIl3+n6y473mXW+7oVg09Hki9f32229CG9ixS+3atcNjjz0mvS+6F5F3n5htb/QtcaoxY4bZ9aNtfPbZZzFx4kQA0E3wF8h3nxf6Zwf2OHr37g2gMBSqc+fOtustSpR4V/jhZCy6lf3Y2a+ZmLJaDw1vwg4zm9kXCqk3KyvL7+VvVI9Ve10uly6tHc3OnTtx7NgxdOrUCQAwZMgQ4T6tvhDJ1Oekro0bN3LLyfSMGCFq0NDilvXS08Lb7MMkm22GbTSy9bIZQwD/OF+ReKdFDvm/XLly2nHSGSaIkCXHJwqNqlixorY/o2wzBQUFfgMyWejJiYDCGPMtW7boyvzwww+Oed5JrwE9JsFqQ4DEfdPiXRSucunSJV1XP+t5Z+F53nlhNkT4LV68GEDheeR53gmbNm3ixqqzdsfExOjuLbYBVlBQoEvhyt5zbdq00QnxLl26aIP16HuFDUejp72vWbMmatasadrov++++9C0aVNtbIeVbB5s3Q0bNnTkG8UOYubtixATE6PN7UEGUObm5nJjuStWrMitgzTe2LFXVt+5ZcuW1WYttVsHDxlPtpljib4u5cqV095fZMI2glV7SXk6mxaxd8qUKZbqAuyNOwg3lHhXWEb04ly0aJF0HUYfdCvedCsZa3jeeqsfATPxzr78yfrffvtNE808zAaW0fA8726323AgKMlja2S7GbwXLpkJ0KwuckyNGzf2m3Kbh+g8szbw7jn6OhuJdzaUgswEyELvk415J3XwBsuSskR0k1zH9PY0JEMIvR/yUZk/fz7mzp2rjakgwpGsz8nJ8TvGsWPH4sorr0RGRga2b9/OFe+0+CcedtpOGtbzTttH/16yZAlWrlzpt70ViEhPSEhAbGwsXC4X7r33XqmwGfo5oCe9Yid4ovdFQ47z7NmziImJ0QbH8p5tI887W540NNkJgdjGzuzZs+Hz+bRxGqJni8S8k4YJG/rD1ssORnz77bf9ZqwlHDx4UPubvrdnzZqlNao6deqE9u3bc2dQZWnevDmuu+46bXC/nbAZoHDgZ79+/QIKuaxRowZq167NHQdx1VVXcbej73Ny/Pn5+ahevbpfWd7Yix9//BHPP/88AH0sOAA/IS6CpFb1er1+8d5F6Xk3ErqiOgIZsApcPj46zSZZ1q1bN8v1sfcPPYA9UlDiXeGH1bg2u7APkJ1Y+kBtIdkbZBsBZvuTCZvhLRPl85aBiFSz3L8izyNbj9n2NKIBeyxkfcWKFXX1iGIh2TAPUZgUvV/yEZw7d65W1uiYeWKWZzdZR2YVpSE9DaRbmMxmS5djBz6LPO+8kBParv379+u83zExMdoxfPfdd8LQhY0bN2LJkiWGnnc6DaPb7UZOTo5fGjzeTIe8YwD0s/3SXm/C1KlThXXQ9i1dulSbrIkMKDR7P7FeY3INb7jhBtPydNgMgddw/N///qfb1uv14q233tINzCPr6AYScNnzzh4rjdfr1WJ7ReebhM2QBg0r3gOJ0aYzqdBC+9prr4XP50Pt2rXx2muvoXv37hg5ciRXtPF6CshxWwl7ocvedNNNAQlV8vyxYWfkf9I7aWQD2X9ubi5iYmLwyy+/mO6XTunI9oLJzApKc/HiRfzwww+6ZUXpeRftq3379rqxTDT//ve/tb/tfLPp8ROEQEKn2MbjFVdcYbuuUKHEexBISUnBqFGjdP+WLl0aarOkkXm4Bg8ebDqwlWXx4sVa1zHP8y7qHgaADRs2cOs8cOCA3zIrnnfym+z72LFjukFisnUTrMa8A4W5vOkUcKKMDGfOnNH2wQvXkfVm0R8f1lajj8CSJUvw119/6ZYRL63ZcR47doy7XPQCZsW7SIjQZXiT+tChCzSsoBR9uOg6KlWqJAzTYj3m9HoyKPmrr74yFO88wUXXQzzBxC7WC80KAna9UVwyLd5jYmLw66+/+sX/Go0ZoY+B3Rctkgii2VVZypUrp2ukyHje6X3T4l0EXd+5c+d0Yx4A/nuJZOehxbvL5dLEe+3atf3uPdGAVTKrLlD4XgUKzzHxVooGJxLvOjkn7IDVnTt36u4nulfADPpdwvYqde7cGQ899BCAwswct956q+G9RSCNDaBw5tpHHnlEyhb6+pBeGLvQPWf0fUn2IQrnoe9fEiq2Z88exMTESIle+hyaea9l6NixY0Db24XtNaB58803heK9Ro0aut92ryGdDjOQ+4BuPNMNi0gi/KeRikAidZImmawCQOELcO/evYYil8fatWsBXM78Iet5N4I8hHSstVk9PPFOlp07d86SJ8QsbEbG+8WKblY8AMCRI0d0sxKy+927d68WX0jTtWtXzUvDxmmzsyKbDfDcv38/1q1bp02vTuqSEe8zZ87kfnBE95zP59N9JGTuDfZcHzp0SJuIh33RE3FLkBmoS8ddPvzww7oy5ONs9lGmPX8sdNy96HjpUIuMjAydR89MQNHHSCanIeTm5upmIBXZDvifZ9oxwYsd5tlFz9zLg9fYIv/LjF8g8GZ4ZGHt27Vrl+539+7d8e233xqeX/LstG/fHlu2bMFdd92l7XPAgAFYunSpzvNOh83QgocOTTILNXC5XFrYDOt5j42Nxc6dO4VhMWbQA13Z91Pjxo21uG/aFp59NHSMPrFbBraBGojHtaCgALGxsTh8+DBOnDiBpk2barax+2Jt5yEbu08fq5EAloVkpQIKU5c6Meu57DvWqmj+5ptv/MS7VYht7H3nBGx650hBed4VGm3btpUqZyYwZFm3bp2tegMN6+F5/OmucdbDuG3bNs3jHKhtgP+HgK2TJ2iPHj2qayzx4vZ5L3CSH5cux4ZMiOyQgYh32bAZGYhnmhdrzmJUZv369cKYd7ahIvpos4NevV6v30RS9L7Nsr+QdSLPO5sxh1cGuBz7STf0rHikWS5evIjRo0cb1iMS7/QYBtGgV/p41q9fr/0eNmyYlK30NeAdBx2uQj8/ubm5wpSWrM0iWrVqxbWJ3pbsgw67IOvIoFCR552GnLdLly4ZzpgLFI6jIdmYTp8+jQ8//NCvHrPwHBEPPPCA9reMMOSdw7p166JXr17abzovvRWxKfOcylK/fn20adMGQGFvrij3v5ENwOV7gt5O1jbR4HIr0NeyW7duGDlyZED1yWL2LPGoWbNmwGE95H3B5osvzkSdeP/iiy/Qq1cvbpdcfn4+5syZg3vvvRd33303Hn/8cfz+++/ceqyULa7Yiancu3evcEpps7ANtqxVZMJmAH9BSM/c+NNPP1myg3eOWG8NrwfCbGCsrHinj4XuVifbsbHHZuefXZ+WloYLFy6YngcrA9TI8Qfqed+2bZswbIa914zGAdAhG7yYaKAwLOjcuXOmceE8AUxSs9KhD2bn65NPPvE7Ll5DRnRc7ACtvLw8NGrUCHXr1hUKGV7YDFs/73y73W7s3r2bW1f37t0N98U7HrrupKQkzJw5UydSaa9+Tk6OIw1ugC/OyLvshx9+8AvFYntsyMzLdKw6geRUJ/fW559/bireiUPB5XLh5MmTuv0SW+mQGysCij5Wci/SE6ix8Opu0KABXnjhBe0363mX9T7TdcfGxgYkfHv06IEnn3wSgD7bjFmdrK0tW7bU7BGVoaHvQTsCmIZN1dm8eXNHwmhk3rFWvtGB7IfFiZj+aCOqxPuZM2ewYMECYXfj9OnTsXjxYnTo0AEjRoyA2+3GxIkTdYOr7JSNNmQ911bF+9mzZ3H69Gm0b9+eu172hWb2IG/bts2SXaxYJnbs3LkT27dv13Kx24F3Lkkoh6hMTk6O7mPMIjp+8mGkw354gz7pOGc6rZnMi3n9+vXcmHyzeyY7O1uX69cIr9eLoUOH+nU1E+jzJyrDrmePi/2AGsXes3XxPtJPPfUUPvzwQ60eo0lJ2MYi8U7S4ka2scObRIiGPq69e/dqf1epUkVXjgy+M4rH5TU8ROEtbKOCjNcwslUG2vPetm1bxMbGonnz5tyynTt3xi233BKw592oDMnitGPHDr9eAdarSyZMYlNFkmXsfmRDL3mhJPQ1JONprJxz+r6/5ppr8O677xpmRXG5XKYx9TExMdq32UrYDBv65ZSQ4w1YFcGb2Itd3qJFC/Ts2ZO7PT1YWuQAkGXw4MFa74GTyA5YDbTXALD+/CclJfn11AfCXXfd5VhdoSKqxPusWbOQnJyMBg0a+K1LTU3FunXrMHToUAwfPhzdu3fHlClTUKVKFcyZM8d22UhHNJDQCKst523btvnNWslDlKfcKUR2e71eYUOE9bTL1mm03mxQ6+LFi/1eLqyIdMLzToeEtGnTRkq879ixgztQ2awhd/z4cTz++OOGZW677TYAhcfz119/cRsegNjbTAaG0ojEu9lYBQI76NUo5pNuBNIhDKw9op4Vnnhny7EffVEDhHfcZj0NRuL95ZdfRuPGjbF//34tmw9tJ68uo32xmVgIZjMxsoMMjZ6/pk2bIjEx0XQsB28dO+7FrA5AHOojGrhp1tgqXbq0ocigx7DQ27GDKEnqzNzcXO54Gh50fZ07d8aNN95oWD4mJkaYVIAuU6FCBTRu3Bi5ubm2RGC4iHdeQ/7VV1/F+PHjuds/9thjaNeuHQB9WlYrkMZR3759HRu4SVOzZk3TFK+5ubkBh67YDbflNWbprEhWEF2nSCJqxPvu3buxYcMG3aA+mg0bNsDtduu6aePj49GlSxe/wZdWykY6gaQTk30IN2zYgPnz5+uWGb1wZLvv7GI0YBXQf7jsvhwIvNR/L7/8MoDCGQ3vvvtuvzJkVkgA3PSPeXl5XPFO74PA6/6mPe+EunXrcsX7F1984bf/devWYebMmbplMtdDlEWHwIacsOKdCDuZcBeCKGyGFX6yYTNmsexG0LGfrOgljQQzj3u1atWEQspK179V8d61a1eUKVNGyxLTrFkzAMCECRNs2cLLj71u3TqMHTvWcDuX63Ju7oSEBGHudmIj+6yI6iR0794dr7/+upaPnCBq2NI9GKywFN17cXFxSE1NNRXvCQkJeOaZZ1C2bFmup/axxx5D1apVddl4gMLGAe8aejwe6fcZub5OEhMTg9WrVyMpKQmXLl2yJd4DzTbD2mM15p2M7+CJ99KlS0vlM/d6vWjZsiXWrFljyV5RT4yTISW8pAc0Xbt2xYsvvhjQPpwIvQkUJ3oPQk3kHwEKX0offvghunbt6pcujpCWloaaNWv6PQANGzYEoJ+UwkrZ4ojRx/DSpUvcTBJHjx7Fnj17HNm/1+sVepBEeXoB41zhRvHwRlhZz/Oi8ryHx48f15aR2QzpMuPHjzfcr8gzTafDBPQCkghTuvxLL72kyyxDmD17tt+MeTLifc+ePX6DPeneFmI37VGkbScTQll58Yq8n+wgW1Gdx44dw5EjR7RtAhHvdGYe3n3mdrtNB/KtWrVK5502a4DwGjqXLl3S5aaeNm0agML7UXYwXa1atVCxYkXh+9asDtLLQh9LUlKSMBUn+Z2YmKgJpn79+vn1hNIhVZUrV9ZSRRrZQwuwyZMno2PHjlzvIu/8km8CwG8g8pbzGqE8W8h2vXv35mbrqFOnDipXroyYmBhdg042faERwRBXsbGxSE9PR1JSErKzs23tI9BsM2xdZllmCKzINwqhM4NkmyldurRpzy7Nu+++y11elEK4Tp06uhl27RJq8R4NRIV4X7FiBU6fPq3lyOWRnp7OnYGSLCPxiFbL8sjOzpb6ZzapTlEQaMYYlg8//BCPPvqobpnVQaii7udz585h+/btWL9+vTCunZ4OXFS/0YBVVqAF0jPB7osXqkE3HIz2adSoIDMxEkSeaSIMSSOK5Iimy8l6tdmPneg8jRkzRvebHfRNx8mmpaUBgNZ1y3reye/09HRt+bx584Q2AvwY7AYNGgjvMcJ///tfAMA777yjecjIvUEfK8nQYjZAlLaBl22GhM2wnnf2um/cuFE4HoIXQsN6ZAH9LIXA5UZcTEwMTp8+LSVIYmNjDZ+NmJgYwzSFxK4rrrhC54Fk05ey0IMx4+Pj/Rws/fr109IckvNJ3ztfffUVt06e/TKwz4uM591okCTvGoruqbi4OC38pFKlSrr6w3G6d7rHJDs7O+RhM9dff7107Dkr8okNVkM9vV6vroFsZXtRL5OVZADhgFNx84Hy3//+19bsrOFCxOd5v3DhAubPn4/+/fvrctOy5OXlceMpiYeFzlZgpSwPUfozlgEDBmDgwIFSZcMJI8Gfl5fHnfwn0HqBQq/jG2+8YVhG5sVu5nkPlnhnId5feh8tWrTA77//brkHgKVu3bo4ePAgN2yGLOMJRdkPIzvVusg+ekAsD9rDSewhIQsi8U7bajbZD08AkW2Nzuns2bP9MlaRxhZ9vYg3jNw31113nTaNOU25cuXw4YcfalOn9+vXT7eefNDMPO9VqlTR9fzl5eVpufzpY/zss89Qrlw5wwGUBJIiVjaEACgUjmbivXPnztpMpLz1BNpbbiamVq5c6Zdjn63X4/Fg/fr1yMnJ0cQ7OQ+8ngKekOCdA7OeDVpY0jMJi+L6zcJm6H3w7tW4uDjs378ft956q+68BZqRJViQcxobG4sLFy7YEuGxsbFo166d1BgqI+rWrYsyZcpI28C+R8j/ZcqUsbTf4cOH459//vF7/gMh0G9UURMu4r1169Zo3bp1qM2wTcSL93nz5qFUqVLCUd6E+Ph4YfwwWW+nLI/Zs2dLZQowG5xVFNh5gTrhrbcb8+5U2jca8oEn9TvZG2H0YnW5XLhw4YKuTLNmzaRSksqeB17YDC3eyfq8vDy/DBgyL9iaNWvi6NGjQntEaUEJ9DNA9s3zTLIDRekZQY3ged6ff/55jBkzxvJHTxTyQuwzGszapk0bVKpUSSjESFe6meed9jwDhZN3DRo0SBPvN998M37++WfuTIfkfJEGAvFCk8FzvAwaIkiIjQizxpHoPLGhUyz333+/X1meXSVKlEBeXp42fsTovSDreeft7/7779eyYNCedxIWxKvf6L6lG29mYy3oGXFp2/r06SN8dp944gnhvoMNOaclSpTAqVOnbIfNJCQkoF69egHZQsZOnD9/Xqo8Gy7TpEkT3XJZDh48iKysLEd7RiJNvDsxw6wiwsNmjh07hu+//x69evVCeno6Tp48iZMnTyI/Px8ejwcnT57U0tNVqFDBz1sIXPYg0h5CK2V5JCUlSf0LB/FuBzsfZdl6A+0SlRGcrP30AFGrnncjD7lZNoyCggKsWrVK+z1o0CBt2nV6u1tvvdV0vyJYwQtc/uDQXbZffPEFZs6caWkwKF2X6DyZvaT/+ecf7W82zIB+BlnPu2zIGSvef/rpJzRt2tRUXNL7JRw+fBjLly/nilYzbz4ZyGYk3mUGrA4cOFAY8uN2u9GhQwfhtuRa/PnnnwD8vdAyOa/JgFKZsBn6OHv06KGbFdIuouw6QOH9HBcXp+tBYMNmzOokuFwuv8GdvOeB7u2V9SaS9z6vPH39zeqjZ2Oly7J5wGlIfnJZAhXJNPQEZgcPHtRy21vBKY/t+++/jxEjRugGHBuF4LHvMVF6UiP+/vtvLWTNznGI3i2RFjaTm5srNbBXYUxEi/ezZ8/C6/VixowZeOCBB7R/+/btw9GjR/HAAw/g888/B1DYTXb06FE/TyDJ00vHZ1opG+nY8TKTjzYvZIFXH28Z70MoY4tZWIGRV0t2wCotSgIR72YCkbx0yT7atWundcPS22VkZPjlyTZrQLGiddmyZX7ZZmJiYnTXYc2aNboBpVbEu8geKx8ptqzRJE2y3iajGFWr9/6mTZvw22+/cbcjvRiiOumeENGYBrOwmdtvvx2DBg3yExKdO3fW6q5YsaJw3IdZFzEd1iCCvndE12DkyJH48ssvdeeiQYMGuOqqqwAAKSkpAAoHh8rCG8RMM27cOPh8Ptxyyy1avbGxsVi+fLmpU4Cs42XAoRHte8mSJdp6mWeGnF/ZAcaJiYncnlxyvayMnbIqmoYMGWKpvBHsu8LOnClOeWwrVqyIpKQk1K1bV2ukNWrUSFiefo+QXi0yy6oshw8f1v520vPs9Li1YHPp0iXTOQEU5kS0eK9duzaeeeYZv3+1a9dG5cqV8cwzz6BLly4ACuM6vV4vVqxYoW2fn5+PlStXIjk5WTcYxErZ4ozZR2PFihV+AxYJMt4CK1NoE8wmx6H/J9BxzE8//TR3G7M6ZdazZYmQpMNZRB//U6dOWdrvU089BYDveScfIt75tfpBZcMchgwZohMaViYjIbaSTChs2AyN1Z4Hs1SRANC/f3/h9sDlgZ60LSRVouje4tXDu/eJ533nzp3CY5k0aRL3WIj31+12o3379pg1axZ3e7MeQ5mwGVrgi8R7amoq0tLSdHYMGTJEm82XnAvR7KqAXGOQ/dvj8aBWrVraZEJ0r5CMeCciXIRIvNMhFex+7r77bgCFjQteeZEt9P6GDh3KnTeAlLXynrQqmpzMCkJSxZL7n32nFbU9VqCv2XfffQcAeO+992zXZ8fzXq5cOe6Yr0jzvOfk5CjPuwNEdMx72bJluWmLvv32WwDQrUtOTkbbtm0xd+5cZGRkoHr16li9ejVOnTrlJzCtlI10Aol5NxNQx48fx549e7iTZhmJFKBw6u/+/fsHnGedBy9shiw7efIkvF4v6tWrh7S0NGkPLynPQm/PhuSUKVNGm7gDkH+hX3vttaaedzKJBy1eiS3Eu3/kyBFLGWVE1KtXD9988w2ef/553T7Zv3k0atRIm/lTlJWDh1Xxzgs1YXtJSA5nGlrIkhA8ejvS7S7r3TXzvIu2M1omOkYW2XR4RmKA1GEU8y66bjJ2JicnY8uWLcIeLSPxzm5De3qdCLcQ2S1qIAKXnQGDBw/Ghx9+qEtxa3a9yPr4+HjhOKvatWvrxPvs2bN16//1r3/pflsVTU6KZZLIwCisJ1wh95LsJFdm2LkfY2Ji/MLiXnrpJcMeg3CkW7du3NSnCmtEtOfdKikpKejduzfWrFmDGTNmoKCgABMmTEDTpk0DKlvcIB9JNmc3gc3sYbVeQP+SpFP1AZcHC5nVIbuOTdfo8/k0793Ro0cN6yOeEFHdrEAU7R+Q73a/8sorpccd0HHkxNNPp5X766+/APBjYe027OgPEztTJcudd97pZyvvN+09bdKkifR9RdK6yoRp8aZ/v/7667WGEJmVjxbfRKjSYybIuAXgciYX4vF0uVyGnncauuFAelIA8YffTBDIXk+jmTJlPO9mnnuj9YMGDTK0TXSMsbGxfh5ot9uNVq1aOTKWxmjf5D7ied5pyDuNDV+joZ9D2bA1+n5iZ+5kZ5K06nl3MisIOU9mySXCEfKci9K02q0vUG677TbDLHvhSP/+/XVOK4U9ItrzLuKVV17hLo+Pj8fw4cMxfPhw0zqslI00jh07polSO/FyZBtR9zzB6gfTTOiSZc2bN0dmZiYOHTokVW/16tVx/Phx7n4A/YBVsl4mJjEjI0PrQTCbXMYI2qsoOmds48KOeO/WrRs+++wz+Hw+fPLJJxgyZIg2KLRHjx5SA/R4+2Iz2pB9lixZUtdQ4EEP/JIV7zVq1MArr7yCxo0bm9q3f/9+bt28Y6tXrx569OiBpUuXasvq1Kmj2diyZUu0a9eOK949Hg8WLVqE0aNH6/bVsmVLTJkyRZcZhBfmwGaRIXUTO3v37q0tP3/+PDp06IC1a9fqyjvlFTTyvNPi3SxEqH379mjfvr1uHcmqI8IsFE/kef/hhx+4dicmJmLp0qXS6XtFPPfcc8JZR2WeXxoy8Rmv7NVXX42qVavi5MmTUsKZ7UGiPevPPvusX3mrSRKc9LyT+z4Q4Rqq+G6nk0uwjSyFwirFyvOuKGT58uV47rnnbG9v9QUqW17GSw0UfiRlhTuvfhnxbmXgGa9OAl0vXee7776r5QMn27Ip30TQYT4ylC5dGvHx8Vp6NNoWXijD8uXLpeu+4oorNJsXLVqEgoICXXe/WU8VLeRE4SDs7/j4eOzatUuXqUaEaKIbNnyFrJ84caK27LfffsNbb73ld4544p3ANvxcLhdKlSqliaq4uDjd7KZ0OXq76667TnhuEhISuD0lJFzQDrQ3tKCgAPXr10ePHj38yhERYyTAaJHbp08f3TqzEBbS2BPFn4vGQdC54llkJgRq06aN4fo+ffroMpPQkLEEMtlhSpYsqbuPeZD4dpl3EJuhiBbvdK8WwaoYd1K8kxSehBdffNGxuoON0+JdpUpUBEpUet5DTUpKit+LvEePHtyPYaixk/XFKG6SbPvXX39Jx4s/99xzumwqZvsP9IPCG7BK15mbm2s5dy5PSBplH/ntt990+weMU0saDXw1wu1262awpLOFkPUsZEC22XwGQOG9QOqcMmUKunbtajggj2efCNajT37TnnFebnRe/TzPu+g89u7dG99++y3+/PNPZGVl+W1rJt55PR90+UWLFnHtpOu9ePEiqlatqoU68c7TRx99pMt7LjrfFSpU0M1Ky4MVUiVLluRmOCHHayTeO3bsiL179wr3+euvv/qJeoKZSKLPA92DMWjQIL+eCED+WXn77belyvHsobPHmDkdRo0apf0WeV9FDU5RWfoYnc7i4WTYTJ8+fXDLLbdo58uswUQzZ84cfP/996Y9ecEiUtM6K6IXJd6DwJtvvik1SVOooF/2H374IV566SXd+ieffNJw+969e2Pbtm2GdZPMHTLxeOQjRQsfuwMpRTm0jcrQ01UDhY2JI0eOmNr9448/an+XLl0aFy9elE5pSM9CS8qYCVHaXllRIjpXRp53Ah27LbuP/Px89O7dG5s3b9biQ9955x08+uijluxjbWJ7R4DC+RTatGnDndH0p59+QseOHQ0HrIpgPdhsWfrc88S7US5ynq2kHJ2a1uVyYd68eYiLi8OkSZO4g4DZfYu8ebxjnTFjBrcsqfe1117jCvSOHTty981ub3QfkzzzdqDH2dD7ENkTzDCLlStXoly5ctpvs7AZtsHohHhn6xSJzNGjR2uzAVvBSc97YmKizvFjpWHQtGnTkI43I+f1lltuCZkNCgWNCpsphpw9e1YbyGclRIJg9NK9cOGCLZtkxJVsVg0Ws+w47JT35NyYMX/+fMP1Rt7d1NRU3f4B+ZhZs5h3GZtYzztvv0RcsBkrePYQsrKycOedd6JDhw5anTKecfZv1iZ2JlpeeRrisRbl1GavDe98khmV6f1cvHhRF5dtJt7Z/f79999Cm2lPcmpqKhISEnTZXVhbWbFu1lCjETkXqlevjvr166NcuXK6nPgEIr7MBqUaXfNAYp5p4U+fL5E95BoGI50eLdwBc887e15EPZhW50ag6xSJ9/vuu0+6Tru2RDPkvEba4FBF9KKezGKInXhxGiPhmJ2dbTnbDO15pzM3iPZrVbyTj5vIloyMDN05kR34RwsGIixFE+QAgWWbIbZXrFjR1PNOi1xZz7vRR5qdiZOFPg9btmzxOwaSH90Mo8nPPvroI79lMveWTN5/UV0kjzN9PNu3b9c1eHlC1Ei802EuNJmZmcIsSqJ4bnbfVrLQiAT00KFDuVl3ZLcn+5MZ9GqFBQsWANBfT3ofojpJQ6soppA3E7rZ2dk4duwYgMKeDzPxbjVsZuXKlYbndsuWLab1sfBmGneKSMpPTu67hg0bhtgShaIQJd4VjrJ+/XrLXmHWY+VyuXSp8Qhmsyzy6Natm9+H+80339T9fvTRR7mZGcyg7SAfIjvhUrQn1Uzgk5kkjc5xhQoVtL9FHmcrcelGIRZAYZwtnfrLKMzktdde062jrw0rGul60tPTkZycLKxXhCj0h/W8G91Tp0+f1v2mw1tYEfvBBx/gjjvuENYrmsUzNTUV8fHxuPLKK/3W0WMWaAIJmxGV7du3r+lMrLx9s3UbieVABut16tQJADB27Fhdo1J0H5PwNNZLHgxYxwWPn3/+GUDhgGRRWXLPyGQkocdKmB2jVS96MAdVLl68WPeeCnfI+J9+/fqF2BKFohAl3hXczBVGmIkm2qNiZTIdOryFl19dxvPO7u+mm27yS+NoN7SHZzOB/jBaEcaHDh3C+++/71cHCzkGj8cDj8djeAz//e9/ARQ2pEQ2sB53I1vteMhEXm3ac7p582bDXgLWpptvvlnzwNL1xsTEcMMChg0bJry3WfFudPxsnLpZrDU92RNbr1F2HTM72HLsvs2uNU2g4RBmMe9Gs34GkuOZZHwZMmSIYSOVkJ+fj379+hVJar569eqZlrnxxhtNy1i5NnfccYdfOk6n+Oabb4KWZKFWrVqOxtMHGzVgVRFuKPGucByzXM0sxPMum6LRykvfTEg4hcvl0ibk4aUCFPHPP/9og39lPO9erxd///231jPBmwSJdMfzBIuVmHcZyGBf+pqTrnw6HIocHy1M2Il+zMY9eDwebmhNQkIC1+v4yCOPmM72CRTmmicZdnjUqlVL95u+n3j1kw991apV/a4PK8zYQXhW7lXZsBkrnne7+2bt2LdvHzIyMrjru3XrZlh3QkICBg4cqFtGGkRWjhEojHkvCuH11VdfSY1ZkRHaVp7FPn36aIOInaZatWpqGvv/JzExMSJnhlVELyrbjEIaWS+63fhSUj89KI2OuZw6dSoAa9lm6MwXwcw84XK58J///CegOtxut3BAFC3eDx8+HNB+gMsCoVq1arrfVklISECFChXwww8/6Oru2bMnrrvuOgCXzzub1QcojOEfMGAAPvvsM6mJlGisjoGgw6Vq1qypneuZM2cabsdOzkME9rRp07gilnSxf/31137pNuljbNSoEVq0aIHdu3dry6w0fFlhZRaGQRPIoNHHH3/c8Flyu904duyYFt/NYpbOMCEhQcudTiCNICuhQYD5pFBOQUJ4nPAmqxzg4UdiYiK++eYbR+ratGmTI/UoijfK866Qxs5kSxcvXsTChQst7efEiRPa37yQDaMPJJm9kMAOnjM6hkBSkcmEQJDMFyLcbrcwj7FoBlc7oRe0551049sVHf/+978xYcIEv/3XqFFDC1kxii0vXbo0Hn/8ca4NTner017Pd955x8+7K4INdSDivWzZsjqhRXo6SpcujY0bNyIxMdFw1th+/fph7NixuvVWvHvlypXTCQEjYcuOFwhEIA4YMMD2YMOff/5ZGPdP4E3kRAb6WrX78OHDWLlypTUjA8Donp05c6bWoFUUX1QIjsIJlOc9CETSJE1WMEu5yJYjmGUbMUqxxvMaGnneyVT2dFlZ8U57QK3ihFffSJjQnncaq+L9+uuvR9myZbUygYg4o4wZNPS5MdqfmXg3O8dLlixBr169TO0BrHmeWTsKCgowefJkXHfddbowl5YtW2L9+vVwu93CCa7oY1i4cCF69eqFIUOGaBMMzZgxAy1btkTjxo2lbKOFgFG2mVatWumWyUzAZYTd3jWZ+4VXNzlO0TFWrVpV2Bg7deqUBQsDw+jZY99NiuKHWS+fQiGLEu9BINwnaQoUq+JdBnoAIT2BEa/r3YpHls7GYDU/eqVKlXQzvxrB1nvFFVdYFg1GxyXyvFutZ+TIkQAuhyORsma9AjxYb65o/2weeBF2w2YIxKPrdDo31q6CggJd/vXbbrsNy5cv1yalMmpc0mlIyaBj3liPv/76K2A7adhzFehMnMFM88e77mXKlAEgbvyVLl0aKSkp0vWFM7GxsUUywFZR9Nh5zyoUPFTYjEKaYMWMu1wuZGdnY+7cucjNzdV5wOkZFa3YwctffuDAAcNJcljGjRtnuJ6eaIm1iU4pJppdlMXIGyzyvF+8eNGvrJ1Bv3SDiWXEiBEAgEmTJumWyw4epM/NpUuXhPsJJAMKvY9PP/3Udj0A/EQgz/POy+VO7gcj4cXLVMOLyzYSx6L7X3T+unfv7jf/QKCe92COH+Fx/fXXA7DXUxRp4j0xMVE4E68isqG/GQpFICjPu8IywfC8//XXX9wP1gsvvOC3zCwjx7PPPouXX34ZgF7QvPzyy8KYch5WxCSvq5+IBtk4ZiPxTsScTLiCjFhhRZDRNsTDXr58ealt2PNG3w9t2rQR7oetLy0tTVgP/dtoJls7sL1mPPFOL/v+++91642uI30OSShITk6OnyfcSKR6PB7uetH9+uCDD+p+33777QGnigym553XEyEzmVg4EGkNBUXRYpZpSaGQJbzfhIqIxM4kTaKP8vnz5/2WsSKSQOJ6eQMka9SogePHj2PXrl3SdlkRCiJhCVjL3S2C5L03OrfEwx9Ius0HHngAwOXJZOiyTgwoNRqsZbU+uzPumsE2DnlecfreMGqQsNSuXVv7m4j8ypUrc8dqiIiLi+OeR9nzwPag2CGYM5Z6vV7HrmmTJk0cOV5ZlHhXiLjuuuu08C+FIlCUeFdIIztg1c6HXSRWeB4+UVkynT3gPxvrNddcY8memjVrBvwhtuotNBK2v/76KwB/IUnHd9977726/Roh8uwSQWk0sJBkSKGPq0mTJtrf7P6rVaumZfIxCtewK97pvz///HNLdfAwG2DNine7Xn9yrh988EEt4w7B6J5ZvHgxbr/9dr/lbOaaYBJM8f7SSy85lrv8448/RufOnR2pSwa3242tW7cW2f4UkcOMGTMCHmuiUBCUeC+GWBUbJBNGMGPenewOp1PNsf/L8sILL1gSk0bnhq2HFxPdt29fKRvvvPNOXT233XabtI1GNhk1NFjP+8033+xXx5NPPqn9zZ6LG2+8UWoWWRE9e/bk1pufn+83MU6DBg0s189CNzDI3AI0p06d0h2HXSE7fPhw4To2zzlNpUqVuI2gK6+80pYddqhatapfBhun6NixIzfUjORSVygUiuKOEu8KAP5TwNMQr6CdPO+yBCreS5curf1NDwC0It7ZQYg88U7CSlhYAWcUNtOlSxfDfRtBe+dFNgYS825UH2nE8WZlpY+XNyZBZqChyO7Ro0dzl+fl5QU02ZCIfv364Y477gAAoQeYttVIaBshyopz00032WqEFGX+6BtvvFHX01UUfPXVV0W6P4VCoQhXlHhXAAC2bNkiXZYnzq+66irD9WY45eUGLoc1zJ07VxOavKwsLLTAFNkj2je7vE6dOujQoYPpfgh2Gi88G2+44QZbMe8kJaaReD9+/LjOVtpmOryJbkgRZMR7/fr1/cJHAGgzobLnmIj3SpUqaTNwOkFMTAzi4+PRsGFDYeOAPvZnn33W1n5EdduJ+d68ebPqklcoFIpighLvQSAlJQWjRo3S/Vu6dGmozQoYIp54YQK099FqGIHL5XJ0SvDy5csjOTkZjRs31kTWunXrTLeT8bzL0rZtW0yePBmAf9y+FaHucrkwZswY7rqrrrrKL8Xj+++/L3Uu2TKrVq0S2kbOA/FCm3neeSJS5pjj4uIwYMAA7nIeRLzPnTtXF07kBKJG2rBhwwDojyc2Nha//PILAGhZjmQQiW3eDKNmBKMHQqFQKBThiXrjB4Fwn6SJJ0w+++wz6e1feeUVv2WBDu40Eiu9evXCkiVLDLenj6lbt25aSi5evd26dfNL7wf4e97JpDsyGDVY2HU8m0RisWTJkihVqhR33QMPPKDlxK9Ro4asqQD8rxdPkLNcccUVurI0zZo1s7Q/O5A66tevj7/++gvr1q3DbbfdJjVrp1OMHDkSs2fP9jsecu9s2bIFXbt2Na0nJSVFaHdBQYGjjdlQULFiRfTt2zfUZigUCkVUojzvxZBgpzPLyMiwVN5swCor3P/zn/9YqltmGeAv3ulQILNtjUJ52HXlypXzKyMS//S5YQe6NmjQwNLMq0aQ42In86Fp1qwZvvvuO+61Ckb+7e7du2Px4sXab+Jdnj9/vrYsPT3d8f0C/FzjtA2i45WdVffKK680vA+LskESDGJiYoKaC16hUCiKMxHveU9NTcXq1auxc+dOnDp1CqVLl0ZycjKGDBnil7EgPz8f8+fPx5o1a5CZmYk6depg8ODBaNGihV+9VspGEv/8849toWe0XSBigzfDpBHZ2dl+y0hcNEsg4p2X0cPOuWO3uf/++/G///1PWCYhIUEXDkPsZbN7VKxY0bGUfUOHDsX48eO5HnSSOjEmJgbVqlXD6dOnHdmnEVWqVNHCjoDCNIjXXXcdgEIB7Xa7Hc0HbhWReJcJX2nbtq3hxF2vvvpqxHveY2JigppOUqFQKIozEe95//rrr7Fx40Y0a9YMI0aMQPfu3fHHH39g3LhxOHTokK7s9OnTsXjxYnTo0AEjRoyA2+3GxIkT8ccff/jVa6VsJHHXXXfh4MGDlrfbs2ePULj+/PPPmDhxYkB2BSrCaG8sjRWPMCvenRJQrIjhCbzWrVsLtyfHwG7ncrkc87wbhd3IzsaamJiIhx56SFjP6tWrhevY3Nj5+fm632xj/OOPPza0JVAyMzORk5MjXC863zITNv3nP/8xTHtYpkwZRwfghgK326087wqFQhEkIl689+nTBx999BFGjhyJbt26oX///nj11Vfh8Xh0qcVSU1Oxbt06DB06FMOHD0f37t0xZcoUVKlSBXPmzNHVaaVsJHL27FnL2xw5ckQoWBITE0Me4y+KC7cCLY5FA1bthIfICGs6JSFd/uLFi5odvMaEU7n369evL1zHTnAlatSMGzfOcHIdK7MLsuKdpVq1agCCJ96///57/PPPP8L1f//9N3f59ddfHxR7Ig0VNqNQKBTBI+LF+9VXX+2XjaJGjRqoXbs2Dh8+rC3bsGED3G43unfvri2Lj49Hly5dsHfvXl0ogJWyisDh5QV3CitimxXvgdZHoD3v8+bNs7y9kXgnAumFF16wXC99LEZpBtnwIdG5+de//uXIJEkAcMsttxiutzp7rVWGDx+uNRB4iMJjQhXGE27ExsYiLy8v1GYoFApFVBLx4p2Hz+fD+fPndZ6+tLQ01KxZ089DTCZKoUNJrJQtLrhcLgwdOjQodX/66aeG60WT9DRp0sS0biti6pFHHtFtJ4qXv/fee3VC2izTC+0dr1KlirQ9BFHYDKm7du3auOGGGyzXK5vbn91vUcRjG3nwAbnsOIHgdrsNezVk8r8XZ8qWLYsLFy6E2gyFQqGISqLyS/PTTz/h7NmzaNeunbYsPT0d5cuX9ytLltGhJFbK8sjOzpb6ZxYa4CQrV64MaPvTp0/7jSFwitzcXEPRI1pXpUoVxMTEGKaRJOKOjikXibK6devqtuOVc7lcePTRR3WCvVOnTsL9s/sLZDImnmhOTU01DO9wAlYgB9u7/PXXX+Omm24yLBNs8U6PJ+Ah6qmI9CwxTnHPPfdo6VoVCoVC4SwRn22G5fDhw/jggw/QqFEjnajKy8vjTvZCQgLoLl4rZXmQiVzMGDBgAAYOHChVNlDGjx+PjRs32t7+zTffdNAaPWapIkXrqlatqk2OY7atTGgOGzbDirerr77aVliIU1k3yGDI+++/Hx999BEAmB5/MAh2FpErr7zStExReN6NjpPneWcH3RZnbr311lCboFAoFFFLVIn3c+fOYdKkSUhKSsL48eN1nsr4+Hiup5sIcTqu10pZHrNnz5YawCmaOTJY8FIshgt2RJjMNkTkdevWDb/99pthWVqQud1uv3vgueeeQ3JyMgBrA0Wtet5LlizJbSCSVJHBmk3z3XffFa7bvHmz9nepUqUwe/bsoNhglWCFqbRo0cLwGqvYdoVCoVCEiqgR71lZWXjxxReRlZWFqVOnomLFirr1FSpU4Ia7nDt3DgB05a2U5ZGUlBTy7Cs8wjUG1a7n3Qp33XWXNnW9z+fjZsNgRbGsQDcTebQHV0b0ff3119xQHLIt3YtwzTXXGKYdtMKNN94oXMc2bNgMNEUNCVsJlohu2bIlWrZsyV23aNEiw8GsCoVCoVAEk6iIec/Ly8NLL72Eo0ePYsKECahdu7Zfmbp16+Lo0aN+3ud9+/Zp6+2UjSSIeA1HjESYSLyTyYOMEG3r8/nQuXNnYVmXy+U3kY5IpBuJdzb8QkZslilTRtdAZENEBg8ejG+//RYAMGLECNx9992mdUYbMTExaN26dUgGiF5xxRVF3mumUCgUCgUh4sW7x+PBa6+9hr1792L8+PFo1KgRt1zbtm3h9XqxYsUKbVl+fj5WrlyJ5ORkVK5c2VbZSICIx2CmZAwUI1ErWkcErBE8cff9998D8M9WQ5f1+Xx+g5ZFPS4+nw/16tUT2kCLe96xvP32237L6GwrJPyL2Fe6dGltwGybNm3QtGlT4b6jGZ/Pp8JXFAqFQlHsiPiwmVmzZuGXX35Bq1atcPHiRaxZs0a3nuSLTk5ORtu2bTF37lxkZGSgevXqWL16NU6dOoUxY8botrFSNhIgs8I6NaGP0/DCZq699lrs3LnTcLt77rnHtG6RZ/bqq6/2a4TRZdmGzoYNG4QZRoxE5KOPPormzZtrv9lyokGOXq9XC+0pitSMkYjX61XiXaFQKBTFjogX72lpaQAKc1bz8lbTk72kpKRg3rx5WLNmDTIzM1GnTh1MmDCB67m0UjbcIdlvwlW8A/Zil6tXr25aRiTeP/74Y1y6dEm3jJ6llRXvRuEZXq9XuH7w4MHS9dD4fD40atQI//vf/7T7WglVPcrzrlAoFIriSMSL91deeUW6bHx8PIYPH47hw4c7WjZSCHaKPyv07dsXCxYsAFA4+RUramVErkxjhBbkLMSjXbFiRZw9e1YXx8yKd6Nc5zIisnLlypZm5iUNgvj4eM3OYGWZiVTKlCmjm4hNoVAoFIriQMTHvCvksSIeg02XLl20v++55x4/sU7SIgL2BooSjMQ7EdxEFPPCZho3buy3jmx75513AjD2vBOWL1/OrUcE3SAg4l2Fz+iZPHkyUlJSQm2GQqFQKBRFihLvQSAlJQWjRo3S/Vu6dGmozcLJkydDbYIGm/uc9Vzfe++9ju+TnWiKJ6S3bt2KevXqoWzZsgCAuXPncsu63W6UKFECmzdvthR7TcotXLgQgwYNEpaj61Qedz4JCQkq64tCoVAoih1KFQSBN998MyzzvFvhuuuuw7Zt20zLrV+/Xvt72rRpePLJJ6XqZ8W72+3WhZY4FTYDXPZ6s0LP7Xaja9eu2L59u275l19+aVpnyZIlERMTg9jYWFSrVs0vfl4EEeS1a9fGY489Zlg/aUAoj7tCoVAoFAqCEu9RjlnGFhHdunWTEu8lSpTQ/pYNCXnwwQf9Mr0YTWbEE+mlSpWSjuEn++JNZvTyyy+jR48eUvXQvPPOO9pMu/fff7/0drJCfNy4cdrxKfGuUCgUCoWCoMJmopjs7Gzbs6rayUwjKzIffPBBlCxZUvsdGxsLl8vl5413Yl80JDsNiWMn1K9f33JdZcqUQWJiouXtZMNr4uPjtfpV2IxCoVAoFAqCUgVRTPv27dGsWbMi25+V2S5pERsbG2s4EymvIcGKfSuwky21b9/eMAWo0QRMRUG5cuVQpUqVkNqgUCgUxYns7GycO3curLK0KSITt9uN0qVLo1SpUo7NCq7Ee5SzY8eOItuXHfH+wgsvoHr16rj77rtxyy234O6779atBwonSPrmm29wxx136La3K95ZO//1r38ZlpeJgQ8m1apVw7Jly0Jqg0KhUBQHvF4vFixYgM2bN4faFEWUUapUKdx+++1o3bp1wCJeifcoJxCRaxWzUJa1a9eiQ4cOAC5703v16gWgMHNI6dKludvt3LkT1apV0y175513/OLmZeHFvisUCoVCQYR7r169UK9ePTXmSBEwXq8XFy9exPbt2/Hll1/in3/+Qf/+/QOqU4n3KMeucLezHT14lUfJkiXRt29fw/q7du2KH374AQDQv39/fPHFF9xUko0aNbJsH1AYqy5qJCgUCoWi+JKdna0J906dOoXaHEWU0bRpU1SrVg0rVqxAr169AspKqAasKrjYEe9NmjTBhAkT/JbHxMRg9OjRAIB///vfhvXTXUl02knZgZ4yOFmXQqFQKKKDc+fOAQj9OCdF9HLVVVfB4/Fo95pdlOc9CKSkpPjFM/Xo0cNWSkI7nDp1CgsXLgyoDjstQpfLpcsiQ/D5fH7T2FtpHPA873YpqhAiHiRESKFQKBThh0rPqwg2RBsGOhBaifcgEOpJmjZt2oSZM2cGVAdJU5iYmCg9ARHAF8der9evMWNFRLOx7Wy2GCs0a9YMNWrUsL19ILzwwgsh2a9CoVAoFIroQYn3KOLgwYOoW7euo16DmTNnYvDgwdLl2ZzkXbp0QfPmzdGiRQvdcpF4Hzt2LFasWKH9bteunRZy8/HHH6OgoABNmjSRtodl+vTptrdVKBQKhSIS+PTTT7Fo0SIsWLBAt/yjjz7CN998g9GjR6Nr167CchkZGfjqq6+wZcsWnD59GrGxsahXrx46deqEW2+91VBn/PLLL/jyyy9x+PBhJCYmonHj/2vvzoOiutK/gX9ppZFFwQYxiAruIISgIhrRjLtG0Riig3Gk1BjHjFncjWKiAlHHXUpjWVFiBgXUiJa7ExMWAR3jjgvYLsSlXUBwgQbZut8/ePv+bGmwgV7x+6lKFX2Xc07fp098+va553TGxIkT1SaeSElJQUpKCqRSKXJzczFp0iQEBQWplSOVSnH06FFcvXoVubm5cHR0REBAAIKDgyuts5KRkYGoqChkZWXB3t4ew4YNwyeffFLpV/vc3FxER0fj7NmzePnyJZydnREcHIy+ffsKx8jlckRFReHUqVMoLy9Hly5dMHXqVEgkErWyfvvtNxw8eBAPHz5E48aN0bVrV4SEhMDBwaHKa6MrTN7rkTFjxuDs2bNYsWJFrct4fb7114e72NnZ4YcffsCMGTM0nt+nTx+118uXL69R/a/fZV+3bp3wd12SdiIiorfZL7/8gv3792PatGkYPHhwlcc9ePAACxcuhEKhwEcffYT27dujtLQU6enp2Lp1K5o0aYKePXtqPPfy5ctYtmwZ+vXrh5CQEOTn5yMmJgaLFi3Chg0bYGVlBaBiCujHjx+je/fuajfsXpWSkoIHDx4gKCgIrq6uuHv3LmJiYiCVSrF06VK19i5evBi+vr4ICQlBVlYW/vOf/0AkEql9IcjLy8OcOXPQsmVLfPXVV7CxscGdO3dQWlqqVu/KlStx9+5dTJs2DWKxGNu3b8eSJUuwbt064UtLQkICNmzYgKCgIHTt2hU5OTmIjo7GvXv3sHLlSu0CUgdM3uuZoqIiFBUV1fp8JycnZGdnC69fT94tLCzQu3fvKs/X9q5/8+bNsWfPnto1koiIiLS2fft2xMfH41//+heGDh1a7bFr1qxBeXk51q1bpzZMtVu3bhg+fDgKCwurPPfEiRNo1qwZpk+fLtz1tre3x8KFC3Hz5k3hJty8efOE4bRVJe+jR4+Gvb298Prdd9+Fra0t1qxZg5s3b6J9+/YAgL1796Jx48aYO3cuLC0t8d577+HFixfYvXs3RowYAUtLSwDAtm3b0KxZMyxZskTIVV5fyDIzMxPnz59HWFgYunbtCgBwdXXFtGnTcPLkSeEGZXJyMry9vTFp0iS18yMjI5GTk1Prqay1xdlm6pnX73zXlZ2dHebMmQOgYi521XCXsWPHVnlOSEgIXF1dqy3XwsKC860TERHpWWxsLHbv3o2pU6di2LBh1R579epVSKVSjBkzRuPzZc7OztX+211eXg5ra2u14SqqZwBfHS6rzSJFrybuKu3atQNQcRdd5dy5c+jZs6eQpAMVuZBcLkdmZiaAimlAU1NTMWzYsGpvMp49exa2trZqQ31btmyJNm3a4OzZs8K2srKyShN0aHqf+sLkvR6YPHkyUlNTa3Xu6zOgqMaXv0qVqJeWlgo/eY0aNarKMi0sLDgdIxERkZHt2rULcXFx+PzzzxEYGPjG469cuQKg4i57bQwYMAD37t3D4cOHIZfL8ejRI2zfvh1t27aFp6dnrcp81bVr1wBUJNQA8PLlSzx58kR4rdKyZUtYWFjg/v37AIBbt26hrKwMDRo0wPz58zFq1CiEhITgl19+QVlZmXDe/fv3hXNf1apVK8hkMuH1oEGDcO7cOaSlpaGwsBB37tzB7t274e/vD2dn5zq/zzfhsJl64NKlS8jNzdVJWYMHD9Y4VzsAfPLJJ8IiS9Xp0qULrK2tERMTo5M2ERERUc28fPkSO3bswODBg/HRRx9pdY4ql6jtsA8vLy+EhoZi9erV2Lx5M4CKefNfHapSW8+fP0dsbCx69OghzBonl8sBoNJdcEtLS1hZWSE/Px/A/83hv2HDBgwZMgTjxo2DVCpFTEwMLCwsMGHCBKE8TVNe29nZCWUBQN++fVFcXIzVq1cLyb+vr6/a+jT6xOS9nqhtp3j14dRNmzahYcOGWLlyJXx9fSsd6+DgICxe4eDggM6dO2sss0+fPujTpw+mTJlSqzbNmjWrVucREREZyvLly9WeEdMFZ2dnLFiwQCdlicVidOjQAcnJyRgwYECV/2brUkZGBtauXYshQ4age/fuyM/Px86dOxEeHo5///vfwq/3NVVWVoZVq1YBAKZNm1bj81W5jq+vLyZPngwA8PHxQVFREfbt24exY8fWqG0nT55EVFQUgoOD4eXlhZycHMTExGDFihVYtGiR3kcfMHnXA2Ms0vTqN8LaUn24VctCnz59Wm2/tbW18LeTkxOio6PrXKcm48aN00u5REREuqKrJFtfRCIRvv/+e4SGhgrJ85ueNVONc8/JyanVmig//fQTfHx8hAQZADp16oTPPvsMiYmJb3xYVhOlUonIyEhIpVKsWLFCbcpG1V1y1R14ldLSUhQXF6Nx48YAKu6cAxUJ+6vee+897N69Gw8fPoS7uztsbW3x5MmTSm0oKCgQylIqldi0aROGDBmi9vzfO++8g2+//RYXLlwQHnbVFybvemCMRZrWrFlTq/NEIhF8fHyQnp5e6Zvi63fzmVQTERGZD1tbW4SFhWHevHlYvHgxVqxYoTbf+uu8vb0BABcuXKhV8n737l306NFDbZuTkxOaNGmCR48e1bg8APj555+RmpqKJUuWoE2bNmr7GjVqBCcnJ2Fsu4pMJoNSqRTGwrdu3braOkpKSgBUjJW/dOkSlEqlWk50//59uLm5AagYvvP8+fNKbVGNTKjt+6wJPrD6Flq4cCFsbGwwcOBAtQ/o6wssvers2bPV7iciIiLT4+DggIiICADAokWLhPHfmnh5eaFjx47YvXu32owuKjk5Ofjrr7+qPN/Z2Rm3bt1S25adnY0XL17U6kHOX3/9Ffv378eMGTMqTeuo0q1bN5w+fVrtwdOUlBTY2trCw8NDaJe7uzsuXryodu7FixchFouF5N7Pzw8FBQW4dOmScIxMJsPt27fh5+cHoGIWHCsrq0rvU/WaD6waUWlpKWJiYpCYmIiCggK4u7tj/PjxlVYKNTeOjo7o2LEjjh49ChsbG8hkMhQXFyM0NFTjtFBERERk3po3b47w8HDMnz8fixcvxvLlyzU+mAkAs2fPRmhoKGbOnIlRo0YJizRduXIFhw8fxsyZM6scfvPhhx9iy5Yt+Omnn+Dv74/8/Hzs2rUL9vb2amvE3L17F/fu3RNe37lzB2lpabCyshKS5KSkJERHR6Nv375o3ry5MO0jALi4uAhTSQYFBSE5ORmrVq3CsGHDcOfOHezduxchISFq00eGhITghx9+wJYtW+Dn54cbN25g3759CAoKElZs9fDwQNeuXREZGYnJkycLizS5u7ujV69eACpm1BsyZAiOHDkCGxsbeHt7IycnB7GxsWjdunWVXzJ0icl7FdavX4+0tDSMHDkSLVq0wB9//IGwsDAsXbrUrFb6HDFiBM6cOYMdO3YgNDQUCxcuVJuDXfWT0q5du4zVRCIiItIzNzc3LF68GN999x3Cw8MRHh6u8bgWLVpg/fr1iI+Px9GjR5GTkwNLS0u0bdsWU6ZMQffu3ausQ7Uo0pEjR3D8+HFYW1vDw8MD3377rdqij6mpqYiLixNeJyQkICEhAc7OzoiKigJQMXQHqEjik5KS1OqZPn06Bg4cKLQ3PDwcUVFRCAsLg729PcaNG4ePP/5Y7Rx/f3/MnTsXO3fuxJEjRyCRSDBu3DiMHj1a7bh58+YhKioKGzduhEKhgK+vL6ZOnao2lHjixImwt7dHYmIi9u7diyZNmsDHx6fSFwZ9sVAaYjZ5MyOVSjF79mxMmjRJWFq3pKQEX331Fezt7YUnnl9XWFiI4OBg7Nq1y6Bj3lXfUl/37rvvYtu2bQZrBxERkbm6d+8e1q5di1mzZqFVq1bGbg7VQ9V9xmqSQ/LOuwZpaWkQiURqT0WLxWIMGjQI0dHRBln6trZ27NgBJycnODk5GbspRERERKRjTN41uH37NlxdXSt98+nYsSMAICsry+SS92XLlsHPz09tCiUiIiIiql+YvGuQl5eHpk2bVtqu2vam1UwLCwu1qsfS0lInY6POnj1b5zKIiIiIyPQxedegpKREY1ItFouF/dWZNGmSVvV8+umnnDudiIiIiLTG5F0DsViM0tLSSttVSbsqia/Ktm3btHpg1RBPJBMRERFR/cFFmjSQSCQaFzFQbXvTfOg2NjZa/VeX5L20tBSxsbEav2SQ4TEepoXxMC2Mh2lhPDQTiSpSovLycoPWq1AokJubC4VCYdB6STN9xkNVpuqzVltM3jVo06YNZDJZpbHr169fF/YbW2lpKeLi4vg/XxPBeJgWxsO0MB6mhfHQTPVc2+3btw1ar1KpRF5eHjhzt2nQZzxu3LiBBg0aaHyusiY4bEaDgIAA7Nu3D8eOHRPmeS8tLcXvv/+OTp06mdxMM0RERFQ3NjY26NmzJw4ePAgAaNu2rdrCPPqiUCjw+PFjiMXiOt+RpbrTdTwUCgVevHiBixcv4vz58+jZs2ed1wJi8q5Bp06dEBAQgOjoaDx//hwuLi5ISEhAdnY2vvnmG2M3j4iIiPRgzJgxACAk8IagUCjw5MkTODk5MXk3AfqKh52dHYKDg+Hv71/nspi8V2HWrFnYsWMHEhMTUVBQAHd3dyxatAje3t7GbhoRERHpgUgkQnBwMEaMGIGnT58aZBz6y5cvMWvWLCxZsgSNGjXSe31UPV3HQyQSoUmTJrC1tdXdlwEl6YxcLlcGBgYq5XK5xv2HDh0yWF21ocv2vW3lMR6mVR7jYVrlMR6mVR7jYVrlMR6mVZ6x4lGTevn7jAEdPnzY2E2olq7b97aVp2um/n5NvTxdM/X3a+rl6Zqpv19TL0/XTP39mnp5umbq79fUy9M1XbePw2b0YNasWZV+Ghk+fLiRWkNERERE9QWTdz1Yu3atxieJTf2bIRERERGZNg6bISIiIiIyE7zzrkPK/z+h/+uLO6koFIoq99WUqhxdlQfotn1vW3mMh2mVx3iYVnmMh2mVx3iYVnmMh2mVZ6x4qPYrtVgcykKpzVGklSdPnmDSpEnGbgYRERERmaFt27bBycmp2mOYvOuQQqFAXl4erK2tYWFhYezmEBEREZEZUCqVKCoqgkQieeN88EzeiYiIiIjMBB9YJSIiIiIyE0zeiYiIiIjMBJN3IiIiIiIzwakizVBpaSliYmKQmJiIgoICuLu7Y/z48ejSpYuxm1ZvXb58GaGhoRr3rVq1Ch4eHsJrxke3ioqKsHfvXkilUkilUhQUFGD69OkYOHBgpWNrcu0Zp9rRNh416TMA41FbUqkUCQkJSE9PR3Z2Nho3boxOnTohJCQErq6uaseyf+iftvFg/zCMO3fuIC4uDjdv3sTTp09hZWWF1q1bIygoCP7+/mrHmlP/YPJuhtavX4+0tDSMHDkSLVq0wB9//IGwsDAsXboUXl5exm5evTZixAh06NBBbZuLi4vaa8ZHt168eIGdO3eiWbNmaNOmDS5fvlzlsTW59oxT7dQkHoB2fQZgPGorPj4eGRkZCAgIgLu7O549e4ZDhw5hxowZWL16Ndzc3IRj2T/0rybxANg/9C0nJwdFRUUYMGAAJBIJiouLcfLkSURERODLL7/E0KFDhWPNqn8oyaxcv35dGRgYqIyPjxe2FRcXK6dMmaKcM2eOEVtWv6WnpysDAwOVqamp1R7H+OheSUmJMi8vT6lUKpVSqVQZGBioPH78eKXjanLtGafa0zYe2vYZpZLxqItr164pS0pK1LbJZDLlxx9/rFy9erWwjf3DMLSNB/uH8ZSVlSm//vpr5dSpU4Vt5tY/OObdzKSlpUEkEql9WxSLxRg0aBAyMzORk5NjxNa9HQoLC1FeXq5xH+Oje5aWlmjatOkbj6vJtWecak/beLyquj4DMB514enpCUtLS7VtLVq0QOvWrXHv3j1hG/uHYWgbj1exfxhWgwYN4OTkBLlcLmwzt/7BYTNm5vbt23B1dYWNjY3a9o4dOwIAsrKy0KxZM2M07a0QGRmJoqIiiEQieHl5YdKkSWo/eTI+xlOTa884Gc6b+gzAeOiaUqnEs2fP0Lp1a2Eb+4fxaIqHCvuHYbx8+RLFxcUoLCzE6dOnce7cOfTp00fYb279g8m7mcnLy9N410u1LTc319BNeis0bNgQvXr1gp+fH5o0aYK7d+9i3759mD9/PlauXIl27doBYHyMqSbXnnHSP237DMB46FpSUhJyc3Pxj3/8Q9jG/mE8muLB/mFYUVFROHbsGABAJBLh/fffxxdffCHsN7f+weTdzJSUlFT6SQ6o+MlGtZ90z9PTE56ensLrHj16ICAgAF9//TWio6MRFhYGgPExpppce8ZJ/7TtMwDjoUv37t3D5s2b4eHhgf79+wvb2T+Mo6p4sH8Y1siRIxEQEIC8vDykpKRAoVCgtLRU2G9u/YNj3s2MWCxW+8CpqD4sqg8P6V+LFi3Qs2dPpKenC+MVGR/jqcm1Z5yMQ1OfARgPXXn69CnCw8NhY2OD+fPno0GDBsI+9g/Dqy4emrB/6E+rVq3g6+uL/v37Y/HixSgqKkJERASUSiUA8+sfTN7NjEQiwdOnTyttV21zdHQ0dJPeak5OTigrK0NxcTEAxseYanLtGSfjeb3PAIyHLsjlcixZsgRyuRxhYWGVrhn7h2G9KR5VYf8wjICAANy4cQMymQyA+fUPJu9mpk2bNpDJZCgsLFTbfv36dWE/Gc6jR48gFovRqFEjAIyPMdXk2jNOxvN6nwEYj7oqKSlBREQEZDIZFi1apPHBSPYPw9EmHlVh/zAM1V1y1TU1t/7B5N3MBAQEQKFQCA9eABUrff3+++/o1KkTnzjXk+fPn1falpWVhT///BNdunSBSFTRlRgf46nJtWec9E/bPgMwHnVRXl6OlStXIjMzE/Pnz6+0MqcK+4dhaBsP9g/DePbsWaVtZWVlSEhIgFgsRqtWrQCYX//gA6tmplOnTggICEB0dDSeP38OFxcXJCQkIDs7G998842xm1dvrVy5EmKxGB4eHnBwcMDdu3fx3//+F1ZWVpgwYYJwHOOjH4cOHYJcLhee4v/zzz+FvwMDA2Fra1uja8841Y028dC2zwCMR138/PPPOH36NPz9/ZGfn4/ExES1/f369QNQs2vMeNSetvFg/zCMH3/8EYWFhfD29oZEIsGzZ8+QlJSE+/fvY/LkybC2tgZgfv3DQqkarU9mo6SkBDt27EBSUhIKCgrg7u6O8ePHo2vXrsZuWr114MABJCcn4+HDhygsLIS9vT18fHzw6aefokWLFmrHMj66N3nyZGRnZ2vct3XrVjRv3hxAza4941R72sSjJn0GYDxqa8GCBbhy5UqV+w8ePCj8zf6hf9rGg/3DME6cOIHjx4/jr7/+Qn5+PqytrdG+fXsEBgaiR48easeaU/9g8k5EREREZCY45p2IiIiIyEwweSciIiIiMhNM3omIiIiIzASTdyIiIiIiM8HknYiIiIjITDB5JyIiIiIyE0zeiYiIiIjMBJN3IiIiIiIzweSdiIiIiMhMMHknIiIiIjITDY3dACIi0s6IESPUXltYWMDGxgZubm7o378/Bg8eDAsLC4O0w9nZGVFRUXqrIzY2FnFxcZg+fToGDhz4xuMvX76M0NBQtW07duyAvb19neobO3Ys5HK58Frb9hAR6QuTdyIiM9O/f38AgEKhwKNHj5CRkYFr164hPT0dc+fONXLrjMvFxQWenp4AALFYXOfyPvjgAxQXFyMrKwtZWVl1Lo+IqK6YvBMRmZmZM2eqvb5w4QLCwsJw4sQJ/O1vf4O/v79e69+0aRMaNjTNfz48PT0rXZ+6mDZtGoCKO/NM3onIFHDMOxGRmevSpQv69esHAPjf//6n9/patWoFFxcXvddDRESVmeatEyIiqpG2bdsCAJ48eaK2PScnB/Hx8Th37hxyc3NhZWUFDw8P/P3vfxeGl6g8fvwYn3/+Oby9vfH9998jNjYWp06dQm5uLoYPH44pU6YAqHrMe2ZmJvbs2YOMjAwUFhZCIpGgW7duCA4OhqOjo8Z2nz59Gr/++iuysrJgZWUFb29vTJgwQVeXxej1ERHpGpN3IqJ6oKioCABgaWkpbMvMzERYWBgKCgrg6uoKPz8/vHjxAhcuXMD58+cxZ84c9OnTp1JZJSUlWLBgAbKzs+Ht7Y127drBzs6u2voTExOxfv16KBQKeHp6olmzZrh16xaOHj2KU6dOYdmyZWjVqpXaOUePHsWmTZtgYWGBzp07QyKR4Pr165g9eza6d++ug6uiztD1ERHpA5N3IiIzp1QqcebMGQCAu7s7AKCwsBDLly9HYWEhZs+ejb59+wrH37hxA4sWLcKGDRvg4+NTaUYWqVQKDw8PbNmy5Y1JO1Bxd3/jxo0AgO+++w49evQAUPFAbVRUFA4cOIC1a9di3bp1wjnZ2dnYunUrGjZsiO+//x5du3YFAJSVlSEyMhJJSUm1vRwaGbo+IiJ94Zh3IiIzVV5ejgcPHiAyMhKZmZmwtLQUpjE8fvw48vLyMHLkSLXEHQA6dOiA4OBgFBUVITExUWPZ//znP7VK3AHgt99+Q0lJCXr37i0k7gAgEokwceJESCQS3Lx5E9euXRP2HT9+HCUlJfjggw+ERBoAGjZsiClTpsDKykrby6AVQ9dHRKQvvPNORGRmXp/vHQCsra0xc+ZM4UHSCxcuAAB69eqlsQwvLy8AFXfhXyeRSNChQwet26NKyl//kgBUDOPp3bs3Dhw4gKtXr6Jz585q52gattOkSRN06dJFpw/fGro+IiJ9YfJORGRmVPO8i0QiYZGmXr16qd0pz87OBgDMmzev2rJevHhRaVuzZs1q1J7c3FwAgLOzs8b9qu15eXk1PkdXDF0fEZG+MHknIjIz2sxjrlAoAAABAQHVDglp2bJlpW2vPvSqC4ZY9ZWI6G3B5J2IqB5ycnKCTCbD6NGj0b59e73W5ejoCJlMhpycHLi5uVXa//jxYwAVw3FUJBIJZDIZsrOz0bp160rn5OTk6LSNhq6PiEhf+MAqEVE95OvrCwA4deqU3utSjWNPTk6utK+0tBRpaWkA/m+c/avnpKamVjonPz9fGLOv6zYaqj4iIn1h8k5EVA8NHToUDg4O2Lt3L44dOyYMo1EpLy/H+fPncefOnTrXNWjQIIjFYqSkpAhTVgIVQ3eio6ORm5uL9u3bCwk0AAwcOBCWlpZITk7GxYsXhe1lZWXYunUrXr58Wed2vcrQ9RER6QuHzRAR1UN2dnZYuHAhIiIi8OOPP2LXrl1wc3ODnZ0dnj59ilu3bkEulyM0NFTjUJeacHZ2xpdffonIyEhERETA09MTTk5OuHXrFmQyGRwcHDBr1iy1c9555x1MnjwZmzdvxuLFi+Hl5YWmTZsiMzMTcrkcffv21enc64auj4hIX5i8ExHVUx4eHti4cSP279+PM2fO4MqVKwAqxn97e3vj/fffF4bX1FX//v3h4uKCPXv2ICMjA1KpFE2bNsWHH36I4OBgODo6Vjpn+PDhkEgkiI+Px/Xr1yEWi+Hl5YUJEyYgJSVFJ+0yZn1ERPpgoVQqlcZuBBERUV1cvnwZoaGh6N+/v1az8dRUbGws4uLiMH36dGEhLCIiY+CddyIiqjcyMjKwbt06AMAXX3wBa2vrOpW3adMmFBcXIysrSxfNIyKqMybvRERUbzx8+BAPHz4EAHz22Wd1Tt5PnDgBuVyui6YREekEh80QEREREZkJThVJRERERGQmmLwTEREREZkJJu9ERERERGaCyTsRERERkZlg8k5EREREZCaYvBMRERERmQkm70REREREZoLJOxERERGRmWDyTkRERERkJpi8ExERERGZCSbvRERERERm4v8BrnLs8/3jcrQAAAAASUVORK5CYII=","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":379,"width":751}},"output_type":"display_data"}],"source":["period = np.linspace(1, 300, 10000)\n","bls = lc.to_periodogram('bls', period=period, frequency_factor=500)\n","bls.plot();"]},{"cell_type":"code","execution_count":null,"metadata":{"cell_id":"e20539c4e6544bb2b96190afa01d2f3d","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":true,"execution_millis":40,"execution_start":1703228706619,"source_hash":"edcd33d9"},"outputs":[{"data":{"text/latex":["$261.51485 \\; \\mathrm{d}$"],"text/plain":["<Quantity 261.51485149 d>"]},"execution_count":42,"metadata":{},"output_type":"execute_result"}],"source":["planet_c_period = bls.period_at_max_power\n","planet_c_t0 = bls.transit_time_at_max_power\n","planet_c_dur = bls.duration_at_max_power\n","\n","# Check the value for period\n","planet_c_period"]},{"cell_type":"code","execution_count":null,"metadata":{"allow_embed":"code_output","cell_id":"66fbc738bbab4ff3852dd7dfc86db089","deepnote_app_coordinates":{"h":120,"w":12,"x":0,"y":0},"deepnote_app_is_code_hidden":false,"deepnote_cell_type":"code","deepnote_to_be_reexecuted":true,"execution_millis":11758,"execution_start":1703228706620,"source_hash":"1f3b6e3"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 848.5x400 with 1 Axes>"]},"metadata":{"image/png":{"height":376,"width":756}},"output_type":"display_data"}],"source":["ax = lc.fold(planet_c_period, planet_c_t0).scatter()\n","lc.fold(planet_c_period, planet_c_t0).bin(.1).plot(ax=ax, c='r', lw=2,\n","                                                          label='Binned Flux')\n","ax.set_xlim(-5, 5);"]},{"cell_type":"markdown","metadata":{"created_in_deepnote_cell":true,"deepnote_cell_type":"markdown"},"source":["<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=f8de697b-ba49-4014-b2b2-fe5f4cc3c026' target=\"_blank\">\n","<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\n","Created in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>"]}],"metadata":{"deepnote":{},"deepnote_app_clear_outputs":false,"deepnote_app_hide_all_code_blocks_enabled":false,"deepnote_app_layout":"powerful-article","deepnote_app_table_of_contents_enabled":true,"deepnote_execution_queue":[],"deepnote_full_width":true,"deepnote_notebook_id":"da5fa6f8ac26477b841b89a02a690805","kernelspec":{"display_name":"Python 3","language":"python","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.10.13"},"orig_nbformat":2},"nbformat":4,"nbformat_minor":0}
diff --git a/deepnote/Star_Sailors_Light_Curve_Plot/notebook.ipynb b/deepnote/Star_Sailors_Light_Curve_Plot/notebook.ipynb
deleted file mode 100644
index 17142c55..00000000
--- a/deepnote/Star_Sailors_Light_Curve_Plot/notebook.ipynb
+++ /dev/null
@@ -1,1216 +0,0 @@
-{
-  "cells": [
-    {
-      "cell_type": "markdown",
-      "source": "# Lightcurve Manipulation",
-      "metadata": {
-        "tags": [],
-        "cell_id": "165da6399859440aa246508d152ba313",
-        "is_collapsed": false,
-        "owner_user_id": "307d5faf-e0d0-45a9-b548-fa6e6f85d26c",
-        "formattedRanges": [],
-        "deepnote_app_coordinates": {
-          "h": 3,
-          "w": 12,
-          "x": 0,
-          "y": 0
-        },
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "#%matplotlib notebook\n# github.com/signal-k/polygon\n!pip install lightkurve\n\nimport matplotlib.pyplot as plt\nimport lightkurve as lk\n",
-      "metadata": {
-        "tags": [],
-        "source_hash": "4c6fa7bf",
-        "execution_start": 1678378293889,
-        "execution_millis": 4008,
-        "is_output_hidden": true,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "298e03f8cb4c46ab8c46c499922ef9cb",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "name": "stdout",
-          "text": "Requirement already satisfied: lightkurve in /root/venv/lib/python3.7/site-packages (2.0.11)\nRequirement already satisfied: uncertainties>=3.1.4 in /root/venv/lib/python3.7/site-packages (from lightkurve) (3.1.7)\nRequirement already satisfied: oktopus>=0.1.2 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.1.2)\nRequirement already satisfied: astroquery>=0.3.10 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.4.6)\nRequirement already satisfied: pandas>=1.1.4 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.2.5)\nRequirement already satisfied: scikit-learn>=0.24.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.0.2)\nRequirement already satisfied: tqdm>=4.25.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (4.64.1)\nRequirement already satisfied: memoization>=0.3.1 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.4.0)\nRequirement already satisfied: bokeh>=1.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (2.4.3)\nRequirement already satisfied: matplotlib>=1.5.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (3.5.3)\nRequirement already satisfied: scipy>=0.19.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.7.3)\nRequirement already satisfied: astropy>=4.1 in /root/venv/lib/python3.7/site-packages (from lightkurve) (4.3.1)\nRequirement already satisfied: beautifulsoup4>=4.6.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from lightkurve) (4.11.1)\nRequirement already satisfied: numpy>=1.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (1.21.6)\nRequirement already satisfied: requests>=2.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from lightkurve) (2.28.1)\nRequirement already satisfied: fbpca>=1.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (1.0)\nRequirement already satisfied: patsy>=0.5.0 in /root/venv/lib/python3.7/site-packages (from lightkurve) (0.5.3)\nRequirement already satisfied: importlib-metadata in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (5.0.0)\nRequirement already satisfied: pyerfa>=1.7.3 in /root/venv/lib/python3.7/site-packages (from astropy>=4.1->lightkurve) (2.0.0.1)\nRequirement already satisfied: html5lib>=0.999 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (1.1)\nRequirement already satisfied: keyring>=4.0 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (23.13.1)\nRequirement already satisfied: pyvo>=1.1 in /root/venv/lib/python3.7/site-packages (from astroquery>=0.3.10->lightkurve) (1.2.1)\nRequirement already satisfied: soupsieve>1.2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from beautifulsoup4>=4.6.0->lightkurve) (2.3.2.post1)\nRequirement already satisfied: packaging>=16.8 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (21.3)\nRequirement already satisfied: typing-extensions>=3.10.0 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (4.4.0)\nRequirement already satisfied: pillow>=7.1.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (9.2.0)\nRequirement already satisfied: Jinja2>=2.9 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (2.11.3)\nRequirement already satisfied: tornado>=5.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.2)\nRequirement already satisfied: PyYAML>=3.10 in /root/venv/lib/python3.7/site-packages (from bokeh>=1.0->lightkurve) (6.0)\nRequirement already satisfied: python-dateutil>=2.7 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (2.8.2)\nRequirement already satisfied: cycler>=0.10 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (0.11.0)\nRequirement already satisfied: pyparsing>=2.2.1 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (3.0.9)\nRequirement already satisfied: fonttools>=4.22.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (4.37.4)\nRequirement already satisfied: kiwisolver>=1.0.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from matplotlib>=1.5.3->lightkurve) (1.4.4)\nRequirement already satisfied: autograd in /root/venv/lib/python3.7/site-packages (from oktopus>=0.1.2->lightkurve) (1.5)\nRequirement already satisfied: pytz>=2017.3 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from pandas>=1.1.4->lightkurve) (2022.5)\nRequirement already satisfied: six in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from patsy>=0.5.0->lightkurve) (1.16.0)\nRequirement already satisfied: charset-normalizer<3,>=2 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2.1.1)\nRequirement already satisfied: urllib3<1.27,>=1.21.1 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (1.26.12)\nRequirement already satisfied: certifi>=2017.4.17 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (2022.9.24)\nRequirement already satisfied: idna<4,>=2.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from requests>=2.22.0->lightkurve) (3.4)\nRequirement already satisfied: joblib>=0.11 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (1.2.0)\nRequirement already satisfied: threadpoolctl>=2.0.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from scikit-learn>=0.24.0->lightkurve) (3.1.0)\nRequirement already satisfied: future in /shared-libs/python3.7/py/lib/python3.7/site-packages (from uncertainties>=3.1.4->lightkurve) (0.18.2)\nRequirement already satisfied: webencodings in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from html5lib>=0.999->astroquery>=0.3.10->lightkurve) (0.5.1)\nRequirement already satisfied: MarkupSafe>=0.23 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from Jinja2>=2.9->bokeh>=1.0->lightkurve) (2.0.0)\nRequirement already satisfied: jeepney>=0.4.2 in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (0.8.0)\nRequirement already satisfied: SecretStorage>=3.2 in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.3.3)\nRequirement already satisfied: importlib-resources in /shared-libs/python3.7/py/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (5.10.0)\nRequirement already satisfied: jaraco.classes in /root/venv/lib/python3.7/site-packages (from keyring>=4.0->astroquery>=0.3.10->lightkurve) (3.2.3)\nRequirement already satisfied: zipp>=0.5 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from importlib-metadata->astropy>=4.1->lightkurve) (3.9.0)\nRequirement already satisfied: cryptography>=2.0 in /shared-libs/python3.7/py/lib/python3.7/site-packages (from SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (36.0.2)\nRequirement already satisfied: more-itertools in /root/venv/lib/python3.7/site-packages (from jaraco.classes->keyring>=4.0->astroquery>=0.3.10->lightkurve) (9.1.0)\nRequirement already satisfied: cffi>=1.12 in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (1.15.1)\nRequirement already satisfied: pycparser in /shared-libs/python3.7/py-core/lib/python3.7/site-packages (from cffi>=1.12->cryptography>=2.0->SecretStorage>=3.2->keyring>=4.0->astroquery>=0.3.10->lightkurve) (2.21)\n\u001b[33mWARNING: You are using pip version 22.0.4; however, version 23.0.1 is available.\nYou should consider upgrading via the '/root/venv/bin/python -m pip install --upgrade pip' command.\u001b[0m\u001b[33m\n\u001b[0m",
-          "output_type": "stream"
-        }
-      ],
-      "execution_count": 1
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Star selection",
-      "metadata": {
-        "tags": [],
-        "cell_id": "725a401875114b0dade31046eed9da10",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "TIC = 'TIC 284475976' # TIC Star ID\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 23) # can remove each arg if needed\nsector_data\nlc = sector_data.download()\nlc.plot()",
-      "metadata": {
-        "tags": [],
-        "allow_embed": true,
-        "source_hash": "3958816a",
-        "execution_start": 1678378297896,
-        "execution_millis": 572,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "2b82b4f1d68a4ca282977277e09df860",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 2,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-          },
-          "metadata": {}
-        },
-        {
-          "data": {
-            "text/plain": "<Figure size 848.5x400 with 1 Axes>",
-            "image/png": "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\n"
-          },
-          "metadata": {
-            "image/png": {
-              "width": 759,
-              "height": 379
-            }
-          },
-          "output_type": "display_data"
-        }
-      ],
-      "execution_count": 2
-    },
-    {
-      "cell_type": "code",
-      "source": "lc.plot(linewidth = 0, marker = '.', color = 'lightcyan', alpha = 0.3)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "b448b1e0",
-        "execution_start": 1678378299033,
-        "execution_millis": 35,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "0d05b94a69d84ed2afe59cbca88cc512",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 3,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 3
-    },
-    {
-      "cell_type": "markdown",
-      "source": "",
-      "metadata": {
-        "tags": [],
-        "cell_id": "685b7bd0550248a1a1967b77638d8750",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Plotting from multiple sectors",
-      "metadata": {
-        "tags": [],
-        "cell_id": "f4a44ed2146c4d12aadbfc79344f7dae",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "TIC_2 = 'TIC 55525572'\navailable_data_all = lk.search_lightcurve(TIC_2, author = 'SPOC')\navailable_data_all",
-      "metadata": {
-        "tags": [],
-        "source_hash": "143f47ad",
-        "execution_start": 1678378299065,
-        "execution_millis": 571,
-        "is_output_hidden": false,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "803dde0631d543959b57ac8ff09d8632",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 4,
-          "data": {
-            "text/plain": "SearchResult containing 26 data products.\n\n #     mission     year author exptime target_name distance\n                                  s                 arcsec \n--- -------------- ---- ------ ------- ----------- --------\n  0 TESS Sector 04 2018   SPOC     120    55525572      0.0\n  1 TESS Sector 05 2018   SPOC     120    55525572      0.0\n  2 TESS Sector 06 2018   SPOC     120    55525572      0.0\n  3 TESS Sector 08 2019   SPOC     120    55525572      0.0\n  4 TESS Sector 09 2019   SPOC     120    55525572      0.0\n  5 TESS Sector 10 2019   SPOC     120    55525572      0.0\n  6 TESS Sector 11 2019   SPOC     120    55525572      0.0\n  7 TESS Sector 12 2019   SPOC     120    55525572      0.0\n  8 TESS Sector 13 2019   SPOC     120    55525572      0.0\n  9 TESS Sector 27 2020   SPOC      20    55525572      0.0\n...            ...  ...    ...     ...         ...      ...\n 16 TESS Sector 32 2020   SPOC     120    55525572      0.0\n 17 TESS Sector 33 2020   SPOC     120    55525572      0.0\n 18 TESS Sector 34 2021   SPOC     120    55525572      0.0\n 19 TESS Sector 35 2021   SPOC     120    55525572      0.0\n 20 TESS Sector 36 2021   SPOC     120    55525572      0.0\n 21 TESS Sector 37 2021   SPOC     120    55525572      0.0\n 22 TESS Sector 38 2021   SPOC     120    55525572      0.0\n 23 TESS Sector 39 2021   SPOC     120    55525572      0.0\n 24 TESS Sector 61 2023   SPOC      20    55525572      0.0\n 25 TESS Sector 61 2023   SPOC     120    55525572      0.0\nLength = 26 rows",
-            "text/html": "SearchResult containing 26 data products.\n\n<table id=\"table139806161940880\">\n<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n<tr><td>0</td><td>TESS Sector 04</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>1</td><td>TESS Sector 05</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>2</td><td>TESS Sector 06</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>3</td><td>TESS Sector 08</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>4</td><td>TESS Sector 09</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>5</td><td>TESS Sector 10</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>6</td><td>TESS Sector 11</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>7</td><td>TESS Sector 12</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>8</td><td>TESS Sector 13</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>9</td><td>TESS Sector 27</td><td>2020</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td></tr>\n<tr><td>16</td><td>TESS Sector 32</td><td>2020</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>17</td><td>TESS Sector 33</td><td>2020</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>18</td><td>TESS Sector 34</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>19</td><td>TESS Sector 35</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>20</td><td>TESS Sector 36</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>21</td><td>TESS Sector 37</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>22</td><td>TESS Sector 38</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>23</td><td>TESS Sector 39</td><td>2021</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>24</td><td>TESS Sector 61</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>20</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>25</td><td>TESS Sector 61</td><td>2023</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n</table>\nLength = 26 rows"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 4
-    },
-    {
-      "cell_type": "code",
-      "source": "select_sector = available_data_all[0:4]\nselect_sector",
-      "metadata": {
-        "tags": [],
-        "source_hash": "97f1ab2a",
-        "execution_start": 1678378299701,
-        "execution_millis": 24,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "4466b72174aa4e00b93a1c4edd97dccb",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 5,
-          "data": {
-            "text/plain": "SearchResult containing 4 data products.\n\n #     mission     year author exptime target_name distance\n                                  s                 arcsec \n--- -------------- ---- ------ ------- ----------- --------\n  0 TESS Sector 04 2018   SPOC     120    55525572      0.0\n  1 TESS Sector 05 2018   SPOC     120    55525572      0.0\n  2 TESS Sector 06 2018   SPOC     120    55525572      0.0\n  3 TESS Sector 08 2019   SPOC     120    55525572      0.0",
-            "text/html": "SearchResult containing 4 data products.\n\n<table id=\"table139806167421712\">\n<thead><tr><th>#</th><th>mission</th><th>year</th><th>author</th><th>exptime</th><th>target_name</th><th>distance</th></tr></thead>\n<thead><tr><th></th><th></th><th></th><th></th><th>s</th><th></th><th>arcsec</th></tr></thead>\n<tr><td>0</td><td>TESS Sector 04</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>1</td><td>TESS Sector 05</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>2</td><td>TESS Sector 06</td><td>2018</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n<tr><td>3</td><td>TESS Sector 08</td><td>2019</td><td><a href='https://heasarc.gsfc.nasa.gov/docs/tess/pipeline.html'>SPOC</a></td><td>120</td><td>55525572</td><td>0.0</td></tr>\n</table>"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 5
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_collection = select_sector.download_all() # download all the sectors ([0:4])\nlc_collection",
-      "metadata": {
-        "tags": [],
-        "source_hash": "8dae4aa",
-        "execution_start": 1678378299702,
-        "execution_millis": 416,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "4a88d302eca849e59c55c5aa11c6d80c",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 6,
-          "data": {
-            "text/plain": "LightCurveCollection of 4 objects:\n    0: <TessLightCurve LABEL=\"TIC 55525572\" SECTOR=4 AUTHOR=SPOC FLUX_ORIGIN=pdcsap_flux>\n    1: <TessLightCurve LABEL=\"TIC 55525572\" SECTOR=5 AUTHOR=SPOC FLUX_ORIGIN=pdcsap_flux>\n    2: <TessLightCurve LABEL=\"TIC 55525572\" SECTOR=6 AUTHOR=SPOC FLUX_ORIGIN=pdcsap_flux>\n    3: <TessLightCurve LABEL=\"TIC 55525572\" SECTOR=8 AUTHOR=SPOC FLUX_ORIGIN=pdcsap_flux>"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 6
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_collection.plot(linewidth = 0, marker = '.')",
-      "metadata": {
-        "tags": [],
-        "source_hash": "f992f1d3",
-        "execution_start": 1678378300133,
-        "execution_millis": 26,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "905aa5fd8a1f4951bec91721449d9f84",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 7,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Flux [$\\\\mathrm{e^{-}\\\\,s^{-1}}$]'>"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 7
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### Normalise graph points",
-      "metadata": {
-        "tags": [],
-        "cell_id": "0a0aacf3b12f4198979f61a8e125eca3",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h3"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "lc_collection_stitched = lc_collection.stitch()\nlc_collection_stitched.plot(linewidth = 0, marker = '.', color = 'red')",
-      "metadata": {
-        "tags": [],
-        "source_hash": "17c6861",
-        "execution_start": 1678378300193,
-        "execution_millis": 70,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "317ffa41a6134d0a821c3ae84d64fa85",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "execution_count": 8,
-          "data": {
-            "text/plain": "<AxesSubplot:xlabel='Time - 2457000 [BTJD days]', ylabel='Normalized Flux'>"
-          },
-          "metadata": {}
-        }
-      ],
-      "execution_count": 8
-    },
-    {
-      "cell_type": "code",
-      "source": "lc.normalize().plot()\nnormalized_lc = lc.normalize()",
-      "metadata": {
-        "tags": [],
-        "source_hash": "95bcdacd",
-        "execution_start": 1678378300251,
-        "execution_millis": 38,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "a5d9b8b577fb4498b4835df960209b36",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 9
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Binning Data",
-      "metadata": {
-        "tags": [],
-        "cell_id": "14c97c0883264bf5b0f52f240b03a4f2",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "- Simplify the data",
-      "metadata": {
-        "tags": [],
-        "cell_id": "eeab61a6-5312-43f8-96b9-8fbdc38e2ca5",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-bullet"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "- Take multiple data points -> take them to one data point",
-      "metadata": {
-        "tags": [],
-        "cell_id": "fb3235af-cd7e-410c-b9ef-511754a2e25f",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-bullet"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "- Get rid of noise",
-      "metadata": {
-        "tags": [],
-        "cell_id": "d5da8574-ba90-44b1-b3b3-c068f023ebbc",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-bullet"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Bin width is set (now) at 15 minutes, takes the average of all data points in each bin [width]",
-      "metadata": {
-        "tags": [],
-        "cell_id": "2334a7c7-39a5-4b37-bc22-87b5f50622a9",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "The larger the bin size, the less shape is preserved, and the less data is available to be manipulated",
-      "metadata": {
-        "tags": [],
-        "cell_id": "5cc440f1-7d29-4c3f-b851-08b33812d65a",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "bin_time = 15/24/60 # LK uses day units, this is 15 minutes over 24 hours\n#lc_collection_binned = lc_collection.bin(bin_time)\n#lc_collection_binned.plot()",
-      "metadata": {
-        "tags": [],
-        "source_hash": "494e4451",
-        "execution_start": 1678378300333,
-        "execution_millis": 3,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "68ce58c30f5a4adfa9ec5b02d1e5367f",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 10
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### Plotting region",
-      "metadata": {
-        "tags": [],
-        "cell_id": "3ec338e641be40e7b4db6c6c2aaf8fda",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h3"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Allows us to plot multiple data sets on one figure/graph",
-      "metadata": {
-        "tags": [],
-        "cell_id": "4c4458b9-45cf-4adc-92c4-026194b2228b",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "fig, ax = plt.subplots(figsize = (10, 5))\nlc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'gold', markerSize = 1)\nlc_collection_binned.plot(ax = ax, linewidth = 0, marker = 'o', color = 'black', markerSize = 1)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "57c08658",
-        "execution_start": 1678378300334,
-        "execution_millis": 17,
-        "deepnote_to_be_reexecuted": false,
-        "cell_id": "af3db4e5a0144fffbecf2437036d95a0",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [
-        {
-          "output_type": "error",
-          "ename": "AttributeError",
-          "evalue": "'Line2D' object has no property 'markerSize'",
-          "traceback": [
-            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-            "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)",
-            "\u001b[0;32m/tmp/ipykernel_830/1473141554.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0mfig\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0max\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msubplots\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfigsize\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0;36m10\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m5\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mlc_collection\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0max\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0max\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlinewidth\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmarker\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'o'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcolor\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'gold'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmarkerSize\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      3\u001b[0m \u001b[0mlc_collection_binned\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0max\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0max\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlinewidth\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmarker\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'o'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcolor\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'black'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmarkerSize\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m~/venv/lib/python3.7/site-packages/lightkurve/collections.py\u001b[0m in \u001b[0;36mplot\u001b[0;34m(self, ax, offset, **kwargs)\u001b[0m\n\u001b[1;32m    255\u001b[0m             \u001b[0;32mfor\u001b[0m \u001b[0midx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlc\u001b[0m \u001b[0;32min\u001b[0m \u001b[0menumerate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    256\u001b[0m                 \u001b[0mkwargs\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"label\"\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34mf\"{idx}: {lc.meta.get('LABEL', '(missing label)')}\"\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 257\u001b[0;31m                 \u001b[0mlc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0max\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0max\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mc\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34mf\"C{idx}\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0moffset\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0midx\u001b[0m \u001b[0;34m*\u001b[0m \u001b[0moffset\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    258\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    259\u001b[0m             \u001b[0;31m# If some but not all light curves are normalized, ensure the Y label\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m~/venv/lib/python3.7/site-packages/lightkurve/lightcurve.py\u001b[0m in \u001b[0;36mplot\u001b[0;34m(self, **kwargs)\u001b[0m\n\u001b[1;32m   1848\u001b[0m             \u001b[0mThe\u001b[0m \u001b[0mmatplotlib\u001b[0m \u001b[0maxes\u001b[0m \u001b[0mobject\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1849\u001b[0m         \"\"\"\n\u001b[0;32m-> 1850\u001b[0;31m         \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_create_plot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmethod\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m\"plot\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1851\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1852\u001b[0m     def scatter(\n",
-            "\u001b[0;32m~/venv/lib/python3.7/site-packages/lightkurve/lightcurve.py\u001b[0m in \u001b[0;36m_create_plot\u001b[0;34m(self, method, column, ax, normalize, xlabel, ylabel, title, style, show_colorbar, colorbar_label, offset, clip_outliers, **kwargs)\u001b[0m\n\u001b[1;32m   1795\u001b[0m                     \u001b[0mlog\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mwarning\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34mf\"Column `{column}` has no associated errors.\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1796\u001b[0m             \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1797\u001b[0;31m                 \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtime\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mvalue\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mflux\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mvalue\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1798\u001b[0m             \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mset_xlabel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mxlabel\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1799\u001b[0m             \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mset_ylabel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mylabel\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m/shared-libs/python3.7/py/lib/python3.7/site-packages/matplotlib/axes/_axes.py\u001b[0m in \u001b[0;36mplot\u001b[0;34m(self, scalex, scaley, data, *args, **kwargs)\u001b[0m\n\u001b[1;32m   1633\u001b[0m         \"\"\"\n\u001b[1;32m   1634\u001b[0m         \u001b[0mkwargs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcbook\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnormalize_kwargs\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmlines\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mLine2D\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1635\u001b[0;31m         \u001b[0mlines\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_get_lines\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdata\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdata\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1636\u001b[0m         \u001b[0;32mfor\u001b[0m \u001b[0mline\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mlines\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1637\u001b[0m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0madd_line\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mline\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m/shared-libs/python3.7/py/lib/python3.7/site-packages/matplotlib/axes/_base.py\u001b[0m in \u001b[0;36m__call__\u001b[0;34m(self, data, *args, **kwargs)\u001b[0m\n\u001b[1;32m    310\u001b[0m                 \u001b[0mthis\u001b[0m \u001b[0;34m+=\u001b[0m \u001b[0margs\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    311\u001b[0m                 \u001b[0margs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0margs\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 312\u001b[0;31m             \u001b[0;32myield\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_plot_args\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mthis\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    313\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    314\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0mget_next_color\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m/shared-libs/python3.7/py/lib/python3.7/site-packages/matplotlib/axes/_base.py\u001b[0m in \u001b[0;36m_plot_args\u001b[0;34m(self, tup, kwargs, return_kwargs)\u001b[0m\n\u001b[1;32m    536\u001b[0m             \u001b[0;32mreturn\u001b[0m \u001b[0mlist\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mresult\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    537\u001b[0m         \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 538\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0ml\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0ml\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mresult\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    539\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    540\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m/shared-libs/python3.7/py/lib/python3.7/site-packages/matplotlib/axes/_base.py\u001b[0m in \u001b[0;36m<listcomp>\u001b[0;34m(.0)\u001b[0m\n\u001b[1;32m    536\u001b[0m             \u001b[0;32mreturn\u001b[0m \u001b[0mlist\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mresult\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    537\u001b[0m         \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 538\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0ml\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0ml\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mresult\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    539\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    540\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m/shared-libs/python3.7/py/lib/python3.7/site-packages/matplotlib/axes/_base.py\u001b[0m in \u001b[0;36m<genexpr>\u001b[0;34m(.0)\u001b[0m\n\u001b[1;32m    531\u001b[0m         result = (make_artist(x[:, j % ncx], y[:, j % ncy], kw,\n\u001b[1;32m    532\u001b[0m                               {**kwargs, 'label': label})\n\u001b[0;32m--> 533\u001b[0;31m                   for j, label in enumerate(labels))\n\u001b[0m\u001b[1;32m    534\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    535\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mreturn_kwargs\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m/shared-libs/python3.7/py/lib/python3.7/site-packages/matplotlib/axes/_base.py\u001b[0m in \u001b[0;36m_makeline\u001b[0;34m(self, x, y, kw, kwargs)\u001b[0m\n\u001b[1;32m    349\u001b[0m         \u001b[0mdefault_dict\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_getdefaults\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mset\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkw\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    350\u001b[0m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_setdefaults\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdefault_dict\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkw\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 351\u001b[0;31m         \u001b[0mseg\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mmlines\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mLine2D\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0my\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkw\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    352\u001b[0m         \u001b[0;32mreturn\u001b[0m \u001b[0mseg\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkw\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    353\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m/shared-libs/python3.7/py/lib/python3.7/site-packages/matplotlib/lines.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, xdata, ydata, linewidth, linestyle, color, marker, markersize, markeredgewidth, markeredgecolor, markerfacecolor, markerfacecoloralt, fillstyle, antialiased, dash_capstyle, solid_capstyle, dash_joinstyle, solid_joinstyle, pickradius, drawstyle, markevery, **kwargs)\u001b[0m\n\u001b[1;32m    391\u001b[0m         \u001b[0;31m# update kwargs before updating data to give the caller a\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    392\u001b[0m         \u001b[0;31m# chance to init axes (and hence unit support)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 393\u001b[0;31m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mupdate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    394\u001b[0m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpickradius\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpickradius\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    395\u001b[0m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mind_offset\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m0\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;32m/shared-libs/python3.7/py/lib/python3.7/site-packages/matplotlib/artist.py\u001b[0m in \u001b[0;36mupdate\u001b[0;34m(self, props)\u001b[0m\n\u001b[1;32m   1065\u001b[0m                     \u001b[0mfunc\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mgetattr\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34mf\"set_{k}\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1066\u001b[0m                     \u001b[0;32mif\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0mcallable\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfunc\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1067\u001b[0;31m                         raise AttributeError(f\"{type(self).__name__!r} object \"\n\u001b[0m\u001b[1;32m   1068\u001b[0m                                              f\"has no property {k!r}\")\n\u001b[1;32m   1069\u001b[0m                     \u001b[0mret\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mappend\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfunc\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mv\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-            "\u001b[0;31mAttributeError\u001b[0m: 'Line2D' object has no property 'markerSize'"
-          ]
-        }
-      ],
-      "execution_count": 11
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Phase Folding",
-      "metadata": {
-        "tags": [],
-        "cell_id": "ac5dae148f4440e5b4dad964f4ee9edd",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Fold different periods of separation of transit events onto each other ",
-      "metadata": {
-        "tags": [],
-        "cell_id": "6df6f6d2-8a0e-4e5a-9865-7a9c8d8cb55d",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "`t0` -> first transit point",
-      "metadata": {
-        "tags": [],
-        "cell_id": "4233834e-ccff-4090-a294-13e787ab35bb",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "if (period == wrong) { lightDips != lineUp } /#/ Basic (if `t0` is wrong)",
-      "metadata": {
-        "tags": [],
-        "cell_id": "1c02b599-1dd1-45a7-890b-9b5e56c4d254",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "!pip install lightkurve\n\nimport matplotlib.pyplot as plt\nimport lightkurve as lk\nTIC = 'TIC 55525572'",
-      "metadata": {
-        "tags": [],
-        "source_hash": "22155827",
-        "execution_start": 1664982377786,
-        "execution_millis": 13395922573,
-        "is_output_hidden": true,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "7465a77539404d60a7a9412866edacc7",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "available_data_select = lk.search_lightcurve(TIC, author = 'SPOC')[0:9] # Query data, select data from mutliple sectors (e.g. all availablke first year TESS data)\nlc_collection = available_data_select.download_all().stitch()",
-      "metadata": {
-        "tags": [],
-        "source_hash": "c2032662",
-        "execution_start": 1664896408191,
-        "execution_millis": 13481892169,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "031faea4d83c42fcb702ccce0a7d2ab0",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "fig, ax = plt.subplots(figsize = (8,4))\nlc_collection.plot(ax = ax, linewidth = 0, marker = 'o', color = 'purple', markersize = 1, alpha = 0.7)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "97f3df29",
-        "execution_start": 1664896420649,
-        "execution_millis": 13481879715,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "5d107c939d194f45930752d40ee146ca",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "period = 83.8979\nt0 = 2125.847\n\nlc_phased = lc_collection.fold(period = period, epoch_time = t0)\nlc_phased.plot(linewidth = 0, color = 'gold', marker = '.', markersize = 1, alpha = 0.7)\n\nlc_phased_binned = lc_phased.bin(15/24/60)\nfig, ax = plt.subplots(figsize = (8,5)) # defines a plotting region to plot multiple data sets\nlc_phased.plot(ax = ax, marker = '.', linewidth = 0, color = 'blue', alpha = 0.4, markersize = 3, label = 'unbinned')\nlc_phased_binned.plot(ax = ax, marker = 'o', linewidth = 0, color = 'purple', alpha = 0.8, markersize = 6, label = 'binned')\n\nplt.xlim(-2, 2) # upper and lower limit for x-axis, zooming in from -40, 40 wide to -2, 2 wide\nplt.ylim(0.996, 1.004) ",
-      "metadata": {
-        "tags": [],
-        "source_hash": "6c04c03e",
-        "execution_start": 1664898017569,
-        "execution_millis": 13480282798,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "0561c889223b4a5e9207b558018cf166",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Determining planet stats",
-      "metadata": {
-        "tags": [],
-        "cell_id": "4bc66af43b8a4a9cafbefbc9da82ac16",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Use the fraction of light from the star being blocked out (in the dip) and compare that with the size of the parent star (make sure to account for things like ASB stars, but assume most to all stars observed will be main sequence).",
-      "metadata": {
-        "tags": [],
-        "cell_id": "27cc9a50-982f-4bb8-a2de-bac4dbdaac46",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Area of light -> area of planet (sphere -> disk): ![](https://latex.codecogs.com/svg.image?area(planet)%20=%20\\pi%20R^2)\n\nArea of star:\n![](https://latex.codecogs.com/svg.image?area(star)%20=%20\\pi%20R^2)\n\n\n$$ transitDepth = ({rPlanet \\over rStar})^2 $$\n\n$$ rPlanet = \\sqrt{transitDepth} \\times rStar $$",
-      "metadata": {
-        "tags": [],
-        "cell_id": "496550ed369748faa4190cd5d10c2542",
-        "deepnote_cell_type": "markdown"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "import matplotlib.pyplot as plt\nimport lightkurve as lk\n\nplt.axhline(0.9988) # look at graph\nplt.xlim(-2, 2) # upper and lower limit for x-axis, zooming in from -40, 40 wide to -2, 2 wide\nplt.ylim(0.996, 1.004)\n\n# https://deepnote.com/workspace/star-sailors-49d2efda-376f-4329-9618-7f871ba16007/project/Anomaly-Interaction-ab6b31e5-13c3-4949-af38-1197d00bd4d1\n# https://deepnote.com/workspace/star-sailors-49d2efda-376f-4329-9618-7f871ba16007/project/lightkurvehandler-dca7e16c-429d-42f1-904d-43898efb2321\n# https://deepnote.com/workspace/star-sailors-49d2efda-376f-4329-9618-7f871ba16007/project/Star-Sailors-Light-Curve-Plot-b4c251b4-c11a-481e-8206-c29934eb75da",
-      "metadata": {
-        "tags": [],
-        "source_hash": "aa885867",
-        "execution_start": 1664982365642,
-        "execution_millis": 13395934729,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "eb96485123b54374a2e51d1039ad18d7",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "!pip install astropy\nfrom astropy import units as u\nimport numpy as np\nimport matplotlib.pyplot as plt\nimport lightkurve as lk",
-      "metadata": {
-        "tags": [],
-        "source_hash": "8117248e",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "fa6940a74fbb4750ac49d3e59d4f41ae",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "transit_depth = 1 - 0.9988\nR_star = 2.04354 * u.Rsun # exofop.ipac.caltech.edu/tess/target.php?id=TIC * radius of [our] sun\nr_pl_solar_radius = np.sqrt(transit_depth) * R_star",
-      "metadata": {
-        "tags": [],
-        "source_hash": "5c660c1f",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "41ebb117f0ca46c89b17d8d530b6045c",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "r_pl_solar_radius",
-      "metadata": {
-        "tags": [],
-        "source_hash": "d9370356",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "67aae08bdeca4a6390f463590244733c",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Some simple ideas/notes very briefly:",
-      "metadata": {
-        "tags": [],
-        "cell_id": "20d249b0-7554-42c4-8905-fdc04c9e53c0",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "1. Move the plot into an interactive format (like a Zooniverse frontend fork) and look at where users \"click\" on \"curves\", save that to a DB",
-      "metadata": {
-        "tags": [],
-        "style": "decimal",
-        "number": 1,
-        "cell_id": "c11042ac-b482-4ce6-b6be-64b340c0bc12",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-number"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "undefined. Connect DeepNote to Umbrel? -> https://b4c251b4-c11a-481e-8206-c29934eb75da.deepnoteproject.com",
-      "metadata": {
-        "tags": [],
-        "style": "decimal",
-        "cell_id": "1c27a80c-1a2b-4bbd-bab9-67a0876eace1",
-        "is_collapsed": false,
-        "formattedRanges": [
-          {
-            "url": "https://b4c251b4-c11a-481e-8206-c29934eb75da.deepnoteproject.com",
-            "type": "link",
-            "ranges": [],
-            "toCodePoint": 95,
-            "fromCodePoint": 31
-          }
-        ],
-        "deepnote_cell_type": "text-cell-number"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "undefined. Spectroscopy -> https://tess.mit.edu/followup/",
-      "metadata": {
-        "tags": [],
-        "style": "decimal",
-        "cell_id": "d71f2833-47df-4971-b785-5c94bf3aa936",
-        "is_collapsed": false,
-        "formattedRanges": [
-          {
-            "url": "https://tess.mit.edu/followup/",
-            "type": "link",
-            "ranges": [],
-            "toCodePoint": 46,
-            "fromCodePoint": 16
-          },
-          {
-            "url": "https://b4c251b4-c11a-481e-8206-c29934eb75da.deepnoteproject.com",
-            "type": "link",
-            "ranges": [],
-            "toCodePoint": 46,
-            "fromCodePoint": 46
-          }
-        ],
-        "deepnote_cell_type": "text-cell-number"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "visits = _deepnote_execute_sql('select\\n    visits.user_id,\\n    visits.visited_at,\\n    users.signed_up_at,\\n    users_ab.variant\\nfrom\\n    visits\\n    left join users on visits.user_id = users.user_id\\n    inner join users_ab on visits.user_id = users_ab.user_id', 'SQL_26D1FA15_65F7_4B77_8193_83C3976930E2', audit_sql_comment='', sql_cache_mode='cache_disabled')\nvisits",
-      "metadata": {
-        "tags": [],
-        "source_hash": "1239912",
-        "owner_user_id": "c0bf84b7-11ed-4fa3-82dd-a8dec30d9c2e",
-        "execution_start": 1664854942865,
-        "execution_millis": 13523357521,
-        "is_output_hidden": false,
-        "sql_integration_id": "26d1fa15-65f7-4b77-8193-83c3976930e2",
-        "deepnote_sql_source": "select\n    visits.user_id,\n    visits.visited_at,\n    users.signed_up_at,\n    users_ab.variant\nfrom\n    visits\n    left join users on visits.user_id = users.user_id\n    inner join users_ab on visits.user_id = users_ab.user_id",
-        "deepnote_variable_name": "visits",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "0818aa7dff4e48089de25919cc51084b",
-        "deepnote_cell_type": "sql"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "# Lightweight Curve Manipulation",
-      "metadata": {
-        "tags": [],
-        "cell_id": "bb5695b1b0ab4a4589674aa7effdddb3",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h1"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "!pip install lightkurve\n\nimport matplotlib.pyplot as plt\nimport lightkurve as lk",
-      "metadata": {
-        "tags": [],
-        "source_hash": "47146f97",
-        "execution_start": 1664892878094,
-        "execution_millis": 13485422293,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "551cbb3401eb47a7b4185ea355d28d5a",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "TIC = 'TIC 284475976'\nsector_data = lk.search_lightcurve(TIC, author = 'SPOC', sector = 23)\nsector_data",
-      "metadata": {
-        "tags": [],
-        "source_hash": "1664152e",
-        "execution_start": 1664892890135,
-        "execution_millis": 13485410259,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "481756c123f54bdabee68d151490e00c",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "lc = sector_data.download()\nlc.plot",
-      "metadata": {
-        "tags": [],
-        "source_hash": "31c6020c",
-        "execution_start": 1664892894021,
-        "execution_millis": 13485406374,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "84138a9e5bff4ec0b012a068720157d6",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "lc.plot(linewidth = 0, marker = '.', color = 'lightcyan', alpha = 0.8)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "87052e06",
-        "execution_start": 1664892897355,
-        "execution_millis": 13485403045,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "d49ad5b317554e779f9c6a2fac118c9d",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Conversion Rate",
-      "metadata": {
-        "tags": [],
-        "cell_id": "bcce8e04cdc34e8cbaea0986de1a35d7",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_app_coordinates": {
-          "h": 3,
-          "w": 12,
-          "x": 0,
-          "y": 9
-        },
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "",
-      "metadata": {
-        "tags": [],
-        "cell_id": "072df1d2-b69c-47eb-9416-f74a6b073800",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_app_coordinates": {
-          "h": 3,
-          "w": 12,
-          "x": 0,
-          "y": 12
-        },
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "We need to check whether one variant resulted in a higher conversion rate than another. Let's start with a time series.",
-      "metadata": {
-        "tags": [],
-        "cell_id": "5801f85bb3174e9f9effb011c4b685ea",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "visits['registered'] = visits.signed_up_at.notna()\nvisits = visits.sort_values('visited_at').drop_duplicates('user_id',keep='first').copy()\n\nconversion = visits.copy()\nconversion['week'] = conversion.visited_at.dt.tz_localize(None).dt.to_period('W').dt.to_timestamp()\nconversion = conversion.groupby(['variant','week']).registered.value_counts(normalize=True,dropna=False).reset_index(name='conversion')\nconversion = conversion.loc[conversion.registered == True]",
-      "metadata": {
-        "tags": [],
-        "source_hash": "9da94e5d",
-        "is_code_hidden": false,
-        "execution_start": 1664854944863,
-        "execution_millis": 13523355548,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "906a0bfb25b043b6bb63a1caefca94ad",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "DeepnoteChart(conversion, \"\"\"{\"data\":{\"name\":\"placeholder\"},\"mark\":{\"type\":\"line\",\"tooltip\":{\"content\":\"data\"}},\"height\":220,\"$schema\":\"https://vega.github.io/schema/vega-lite/v4.json\",\"autosize\":{\"type\":\"fit\"},\"encoding\":{\"x\":{\"sort\":null,\"type\":\"temporal\",\"field\":\"week\",\"scale\":{\"type\":\"linear\",\"zero\":false}},\"y\":{\"sort\":null,\"type\":\"quantitative\",\"field\":\"conversion\",\"scale\":{\"type\":\"linear\",\"zero\":false}},\"color\":{\"sort\":null,\"type\":\"nominal\",\"field\":\"variant\",\"scale\":{\"type\":\"linear\",\"zero\":false}}}}\"\"\")",
-      "metadata": {
-        "allow_embed": false,
-        "source_hash": "7654fde0",
-        "execution_start": 1664854944988,
-        "execution_millis": 13523355427,
-        "deepnote_variable_name": "conversion",
-        "deepnote_app_coordinates": {
-          "h": 17,
-          "w": 15,
-          "x": 0,
-          "y": 15
-        },
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_visualization_spec": {
-          "data": {
-            "name": "placeholder"
-          },
-          "mark": {
-            "type": "line",
-            "tooltip": {
-              "content": "data"
-            }
-          },
-          "height": 220,
-          "$schema": "https://vega.github.io/schema/vega-lite/v4.json",
-          "autosize": {
-            "type": "fit"
-          },
-          "encoding": {
-            "x": {
-              "sort": null,
-              "type": "temporal",
-              "field": "week",
-              "scale": {
-                "type": "linear",
-                "zero": false
-              }
-            },
-            "y": {
-              "sort": null,
-              "type": "quantitative",
-              "field": "conversion",
-              "scale": {
-                "type": "linear",
-                "zero": false
-              }
-            },
-            "color": {
-              "sort": null,
-              "type": "nominal",
-              "field": "variant",
-              "scale": {
-                "type": "linear",
-                "zero": false
-              }
-            }
-          }
-        },
-        "cell_id": "ca5a55be2fbf4d9ba350b72528dfd597",
-        "deepnote_cell_type": "visualization"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Here is the overall conversion rate for each variant:",
-      "metadata": {
-        "tags": [],
-        "cell_id": "31b174900069446fa04ab5bfb0738d8d",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "conversion.groupby('variant').conversion.mean().reset_index(name='conversion_rate')",
-      "metadata": {
-        "tags": [],
-        "source_hash": "219142c8",
-        "is_code_hidden": true,
-        "execution_start": 1664854945271,
-        "execution_millis": 13523355195,
-        "deepnote_app_coordinates": {
-          "h": 7,
-          "w": 8,
-          "x": 0,
-          "y": 32
-        },
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_app_is_code_hidden": true,
-        "cell_id": "06c20544b5ea45b88100728990a575eb",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### Significance Test",
-      "metadata": {
-        "tags": [],
-        "cell_id": "dc0dee9ba16743e59973f5328f387ac0",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h3"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "It looks like Variant B has a higher conversion rate than Variant A. We need to make sure these results are significant.",
-      "metadata": {
-        "tags": [],
-        "cell_id": "02601845c27744809c3ccf8b11c9141e",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "from scipy.stats import chi2_contingency\n\n# Calculate the proportion of registered users for variant A vs B\nproportions = visits.groupby('variant').registered.value_counts(dropna=False).reset_index(name='nusers')\nproportions = proportions.pivot(index='variant',columns='registered',values='nusers')\n\n# Chi-Square test\ng,p,dof,expctd = chi2_contingency(proportions)\n\nprint(f'p-value is {p}')\nif p < 0.05:\n    print(f'The difference in Conversion Rate between Variants A and B is statistically significant.')\nelse:\n    print(f'The difference in Conversion Rate between Variants A and B is NOT statistically significant.')",
-      "metadata": {
-        "tags": [],
-        "source_hash": "1b36c61f",
-        "is_code_hidden": true,
-        "execution_start": 1664854945286,
-        "execution_millis": 13523355184,
-        "deepnote_app_coordinates": {
-          "h": 7,
-          "w": 7,
-          "x": 8,
-          "y": 32
-        },
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_app_is_code_hidden": true,
-        "cell_id": "f51dd27fa5ab4ff39d0c62df8c5f6c61",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "## Retention Rate",
-      "metadata": {
-        "tags": [],
-        "cell_id": "da323cb4c9a04080a4c695d4011d367a",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_app_coordinates": {
-          "h": 3,
-          "w": 12,
-          "x": 0,
-          "y": 39
-        },
-        "deepnote_cell_type": "text-cell-h2"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "We also want to know whether one variant of the website results in higher retention than another variant. For this, let's look at the weekly sessions of our users.",
-      "metadata": {
-        "tags": [],
-        "cell_id": "23b52456d1a5480b9c0c60d8be024310",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "sessions_weekly = _deepnote_execute_sql('select\\n    sessions.user_id,\\n    date_trunc(\\'week\\',users.signed_up_at) as signed_up_at_week,\\n    floor(extract(\\'day\\' from session_started_at - signed_up_at)/7) as week, -- The number of weeks that passed since the user signed up\\n    users_ab.variant\\nfrom\\n    sessions\\n    left join users on sessions.user_id = users.user_id\\n    inner join users_ab on sessions.user_id = users_ab.user_id', 'SQL_26D1FA15_65F7_4B77_8193_83C3976930E2', audit_sql_comment='', sql_cache_mode='cache_disabled')\nsessions_weekly",
-      "metadata": {
-        "tags": [],
-        "source_hash": "4c7f0e4b",
-        "is_code_hidden": false,
-        "execution_start": 1664854945373,
-        "execution_millis": 13523355102,
-        "is_output_hidden": true,
-        "sql_integration_id": "26d1fa15-65f7-4b77-8193-83c3976930e2",
-        "deepnote_sql_source": "select\n    sessions.user_id,\n    date_trunc('week',users.signed_up_at) as signed_up_at_week,\n    floor(extract('day' from session_started_at - signed_up_at)/7) as week, -- The number of weeks that passed since the user signed up\n    users_ab.variant\nfrom\n    sessions\n    left join users on sessions.user_id = users.user_id\n    inner join users_ab on sessions.user_id = users_ab.user_id",
-        "deepnote_variable_name": "sessions_weekly",
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "66743b94f5ae4cf88c45324485152a66",
-        "deepnote_cell_type": "sql"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "import pandas as pd\n\ndef get_retention(df):\n    retention = df.copy()\n\n    # Save the cohort size before we start calculating retention\n    cohort_size = retention.groupby(['signed_up_at_week']).user_id.nunique().reset_index(name='cohort_size')\n\n    # For each cohort-week, calculate the number of users who visited\n    retention = retention.groupby(['signed_up_at_week','week']).user_id.nunique().reset_index(name='n_users')\n\n    # Pivot and melt the table. This is a little trick that allows us to add rows during weeks where a cohort was not active.\n    retention = retention.pivot(index=['signed_up_at_week'],columns='week',values='n_users').fillna(0)\n    retention = retention.melt(value_name='n_users',ignore_index=False).reset_index()\n\n    # If part of the cohort is still not finished the week, then exclude that cohort-week from the data\n    # To do this we add 6 days to the sign up date. This gives us the last sign ups of that cohort.\n    retention = retention.loc[\n        ~(retention.signed_up_at_week + pd.to_timedelta(retention.week + 1,'W') + pd.Timedelta(6,'D') >\n        pd.Timestamp.now(tz='UTC').floor('D'))\n    ]\n\n    # Divide by the cohort size to get a percentage\n    retention = retention.merge(cohort_size,on=['signed_up_at_week'])\n    retention['prop'] = retention.n_users / retention.cohort_size\n\n    retention_avg = retention.groupby('week').prop.mean().reset_index()\n\n    retention_avg = retention_avg.rename(columns = dict(\n        prop='Retention',\n        week='Week',\n    ))\n\n    return retention_avg\n\nsessions_a = sessions_weekly.loc[sessions_weekly.variant == 'variant_a']\nretention_a = get_retention(sessions_a)\nretention_a['variant'] = 'variant_a'\n\nsessions_b = sessions_weekly.loc[sessions_weekly.variant == 'variant_b']\nretention_b = get_retention(sessions_b)\nretention_b['variant'] = 'variant_b'\n\nretention = pd.concat([retention_a,retention_b])",
-      "metadata": {
-        "tags": [],
-        "source_hash": "be284483",
-        "is_code_hidden": true,
-        "execution_start": 1664854946430,
-        "execution_millis": 13523354047,
-        "deepnote_to_be_reexecuted": true,
-        "cell_id": "407c7a5be47b46a78bc632e8a2203ef6",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "code",
-      "source": "DeepnoteChart(retention, \"\"\"{\"data\":{\"name\":\"placeholder\"},\"mark\":{\"type\":\"line\",\"tooltip\":{\"content\":\"data\"}},\"height\":220,\"$schema\":\"https://vega.github.io/schema/vega-lite/v4.json\",\"autosize\":{\"type\":\"fit\"},\"encoding\":{\"x\":{\"sort\":null,\"type\":\"quantitative\",\"field\":\"Week\",\"scale\":{\"type\":\"linear\",\"zero\":false}},\"y\":{\"sort\":null,\"type\":\"quantitative\",\"field\":\"Retention\",\"scale\":{\"type\":\"linear\",\"zero\":false}},\"color\":{\"sort\":null,\"type\":\"nominal\",\"field\":\"variant\",\"scale\":{\"type\":\"linear\",\"zero\":false}}}}\"\"\")",
-      "metadata": {
-        "allow_embed": false,
-        "source_hash": "d20794f1",
-        "execution_start": 1664854946497,
-        "execution_millis": 13523353989,
-        "deepnote_variable_name": "retention",
-        "deepnote_app_coordinates": {
-          "h": 17,
-          "w": 15,
-          "x": 0,
-          "y": 42
-        },
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_visualization_spec": {
-          "data": {
-            "name": "placeholder"
-          },
-          "mark": {
-            "type": "line",
-            "tooltip": {
-              "content": "data"
-            }
-          },
-          "height": 220,
-          "$schema": "https://vega.github.io/schema/vega-lite/v4.json",
-          "autosize": {
-            "type": "fit"
-          },
-          "encoding": {
-            "x": {
-              "sort": null,
-              "type": "quantitative",
-              "field": "Week",
-              "scale": {
-                "type": "linear",
-                "zero": false
-              }
-            },
-            "y": {
-              "sort": null,
-              "type": "quantitative",
-              "field": "Retention",
-              "scale": {
-                "type": "linear",
-                "zero": false
-              }
-            },
-            "color": {
-              "sort": null,
-              "type": "nominal",
-              "field": "variant",
-              "scale": {
-                "type": "linear",
-                "zero": false
-              }
-            }
-          }
-        },
-        "cell_id": "ed44701e60cd43ae8ad5562aef616ad8",
-        "deepnote_cell_type": "visualization"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Here is the Week-4 Retention for each variant.",
-      "metadata": {
-        "tags": [],
-        "cell_id": "55bc90be0d244d2990b72262e6b0c113",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "retention.loc[retention.Week == 4][['variant','Retention']].reset_index(drop=True)",
-      "metadata": {
-        "tags": [],
-        "source_hash": "c592c9bc",
-        "execution_start": 1664854946614,
-        "execution_millis": 13523353872,
-        "deepnote_app_coordinates": {
-          "h": 7,
-          "w": 8,
-          "x": 0,
-          "y": 59
-        },
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_app_is_code_hidden": true,
-        "cell_id": "e7a21126d94f41ccbeae7c00e21516f5",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "### Significance Test",
-      "metadata": {
-        "tags": [],
-        "cell_id": "ad900914b48d42ab9d2c5ccc1e247ca9",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-h3"
-      }
-    },
-    {
-      "cell_type": "markdown",
-      "source": "Once again, check that the difference in retention is significance.",
-      "metadata": {
-        "tags": [],
-        "cell_id": "f6305d5cde154022a9cb5ccd3bd9cf5c",
-        "is_collapsed": false,
-        "formattedRanges": [],
-        "deepnote_cell_type": "text-cell-p"
-      }
-    },
-    {
-      "cell_type": "code",
-      "source": "from scipy.stats import ttest_ind\n\n# Label all users who retained 4+ weeks later\nusers_retention = sessions_weekly.groupby(['user_id','variant']).apply(lambda x: x.week.max() >= 4).reset_index(name='retained')\n\n# Calculate the proportion of retained users for variant A vs B\nproportions = users_retention.groupby('variant').retained.value_counts(dropna=False).reset_index(name='nusers')\nproportions = proportions.pivot(index='variant',columns='retained',values='nusers')\n\n# Chi-Square test\ng,p,dof,expctd = chi2_contingency(proportions)\n\nprint(f'p-value is {p}')\nif p < 0.05:\n    print(f'The difference in Retention between Variants A and B is statistically significant.')\nelse:\n    print(f'The difference in Retention between Variants A and B is NOT statistically significant.')",
-      "metadata": {
-        "tags": [],
-        "allow_embed": false,
-        "source_hash": "cfd5b6f7",
-        "owner_user_id": "fb4d863f-e14b-4cec-a271-8335944bc775",
-        "is_code_hidden": true,
-        "execution_start": 1664854946658,
-        "execution_millis": 13523353829,
-        "deepnote_app_coordinates": {
-          "h": 7,
-          "w": 7,
-          "x": 8,
-          "y": 59
-        },
-        "deepnote_to_be_reexecuted": true,
-        "deepnote_app_is_code_hidden": true,
-        "cell_id": "1f9e97f82459413ea7c80f79211db935",
-        "deepnote_cell_type": "code"
-      },
-      "outputs": [],
-      "execution_count": 0
-    },
-    {
-      "cell_type": "markdown",
-      "source": "<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=b4c251b4-c11a-481e-8206-c29934eb75da' target=\"_blank\">\n<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\nCreated in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>",
-      "metadata": {
-        "created_in_deepnote_cell": true,
-        "deepnote_cell_type": "markdown"
-      }
-    }
-  ],
-  "nbformat": 4,
-  "nbformat_minor": 0,
-  "metadata": {
-    "deepnote": {},
-    "orig_nbformat": 2,
-    "deepnote_app_layout": "dashboard",
-    "deepnote_notebook_id": "377269a4c09f46908203c402cb8545b0",
-    "deepnote_execution_queue": []
-  }
-}
\ No newline at end of file
diff --git a/deepnote/generateNotebooks.py b/deepnote/generateNotebooks.py
deleted file mode 100644
index 63905269..00000000
--- a/deepnote/generateNotebooks.py
+++ /dev/null
@@ -1,23 +0,0 @@
-from supabase_py import create_client, Client
-import subprocess
-
-def fetch_entries_from_supabase(supabase: Client):
-    # Fetch the entries from your Supabase table
-    response = supabase.table('planetsss').select('*').execute()
-    if 'error' in response:
-        print(f"Error fetching entries: {response['error']}")
-        return []
-    return response['data']
-
-# Initialize the Supabase client
-url: str = "https://qwbufbmxkjfaikoloudl.supabase.co"
-key: str = "eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6InF3YnVmYm14a2pmYWlrb2xvdWRsIiwicm9sZSI6ImFub24iLCJpYXQiOjE2Njk5NDE3NTksImV4cCI6MTk4NTUxNzc1OX0.RNz5bvsVwLvfYpZtUjy0vBPcho53_VS2AIVzT8Fm-lk"
-supabase = create_client(url, key)
-
-entries = fetch_entries_from_supabase(supabase)
-
-for entry in entries:
-    tic_id = entry['ticId']
-    output_notebook = f"output/{tic_id}_notebook.ipynb"
-    command = f"papermill master.ipynb {output_notebook} -p TIC '{tic_id}'"
-    subprocess.run(command, shell=True)
\ No newline at end of file
diff --git a/deepnote/master.ipynb b/deepnote/master.ipynb
deleted file mode 100644
index c07be52f..00000000
--- a/deepnote/master.ipynb
+++ /dev/null
@@ -1,49 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import lightkurve as lk"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Parameters\n",
-    "{\n",
-    "  \"metadata\": {\n",
-    "    \"kernelspec\": {\n",
-    "      \"name\": \"python3\",\n",
-    "      \"display_name\": \"Python 3\"\n",
-    "    }\n",
-    "  },\n",
-    "  \"cells\": [\n",
-    "    {\n",
-    "      \"cell_type\": \"code\",\n",
-    "      \"metadata\": {},\n",
-    "      \"source\": \"import lightkurve as lk\\n\\n# Parameters\\nTIC = 'TIC 274020586' # This value will be replaced by Papermill\\n\\navailable_data_select = lk.search_lightcurve(TIC)[0:2]\\nlc_collection = available_data_select.download_all().stitch()\\nlc_collection\"\n",
-    "    }\n",
-    "  ]\n",
-    "}\n",
-    "\n",
-    "available_data_select = lk.search_lightcurve(TIC)[0:2]\n",
-    "lc_collection = available_data_select.download_all().stitch()\n",
-    "lc_collection"
-   ]
-  }
- ],
- "metadata": {
-  "language_info": {
-   "name": "python"
-  },
-  "orig_nbformat": 4
- },
- "nbformat": 4,
- "nbformat_minor": 2
-}
diff --git a/deepnote/simpleKurves.ipynb b/deepnote/simpleKurves.ipynb
deleted file mode 100644
index f52302e1..00000000
--- a/deepnote/simpleKurves.ipynb
+++ /dev/null
@@ -1,158 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/Users/buyer/Desci/client/app/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "import matplotlib.pyplot as plt\n",
-    "import lightkurve as lk"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/Users/buyer/Desci/client/app/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "TIC = 'TIC 45956666' # Seems like an unconfirmed one\n",
-    "available_data_select = lk.search_lightcurve(TIC)[0:2]\n",
-    "lc_collection = available_data_select.download_all().stitch()"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/Users/buyer/Desci/client/app/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "%matplotlib inline\n",
-    "fig, ax = plt.subplots(figsize = (8, 4))\n",
-    "lc_collection.plot(ax = ax, linewidth = 0, marker = 0, color = 'orange', markersize = 1, alpha = 1)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/Users/buyer/Desci/client/app/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "%matplotlib inline\n",
-    "bin_time = 15/24/60\n",
-    "lc_collection_binned = lc_collection.bin(bin_time)\n",
-    "lc_collection_binned.plot(color = 'brown', lw = 0, marker = '.')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/Users/buyer/Desci/client/app/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "period = 9\n",
-    "t0 = 1470.9\n",
-    "lc_phased = lc_collection.fold(period = period, epoch_time = t0)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "",
-     "evalue": "",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31mRunning cells with '.venv' requires the ipykernel package.\n",
-      "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n",
-      "\u001b[1;31mCommand: '/Users/buyer/Desci/client/app/.venv/bin/python -m pip install ipykernel -U --force-reinstall'"
-     ]
-    }
-   ],
-   "source": [
-    "%matplotlib inline\n",
-    "fig, ax = plt.subplots(figsize = (8, 4))\n",
-    "lc_phased.plot(ax = ax, linewidth = 0, marker = '.', color = 'purple', markersize = 1, alpha = 0.8)"
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": ".venv",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.9.6"
-  },
-  "orig_nbformat": 4
- },
- "nbformat": 4,
- "nbformat_minor": 2
-}
diff --git a/docs/README 2.md b/docs/README 2.md
deleted file mode 100644
index ef0310e5..00000000
--- a/docs/README 2.md	
+++ /dev/null
@@ -1,5 +0,0 @@
-Make sure to initialise the Flask app with `pipenv` and run the command `export FLASK_APP=app.py`
-
-We'll have a simple wrapper on Deepnote that will communicate with the multi-layered (aka file) Flask app here, until Deepnote supports multiple files in a Flask container
-
-[Public Deepnote collection](https://deepnote.com/workspace/star-sailors-49d2efda-376f-4329-9618-7f871ba16007/projects/Star-Sailors-Interactions-58526396-6398-4022-8c99-f2bc8aa41e97)
\ No newline at end of file
diff --git a/docs/README.md b/docs/README.md
deleted file mode 100644
index ef0310e5..00000000
--- a/docs/README.md
+++ /dev/null
@@ -1,5 +0,0 @@
-Make sure to initialise the Flask app with `pipenv` and run the command `export FLASK_APP=app.py`
-
-We'll have a simple wrapper on Deepnote that will communicate with the multi-layered (aka file) Flask app here, until Deepnote supports multiple files in a Flask container
-
-[Public Deepnote collection](https://deepnote.com/workspace/star-sailors-49d2efda-376f-4329-9618-7f871ba16007/projects/Star-Sailors-Interactions-58526396-6398-4022-8c99-f2bc8aa41e97)
\ No newline at end of file
diff --git a/docs/database 2.md b/docs/database 2.md
deleted file mode 100644
index b9f6c531..00000000
--- a/docs/database 2.md	
+++ /dev/null
@@ -1,5 +0,0 @@
-We've got a basic connection to our Postgresql database in `database/connection.py` and are adding a special connection to a Unity server in `database/unity-integration.py`
-
-We've got plans to introduce a self-hosted instance of Moralis, but using Postgres rather than Mongo, as per [this post](https://forum.moralis.io/t/solved-self-hosting-with-postgresql/20881)
-
-<!-- Posting data between unity & Flask: http://syedakbar.co/connecting-unity-with-a-database-using-python-flask-rest-webservice/ -->
\ No newline at end of file
diff --git a/docs/database.md b/docs/database.md
deleted file mode 100644
index b9f6c531..00000000
--- a/docs/database.md
+++ /dev/null
@@ -1,5 +0,0 @@
-We've got a basic connection to our Postgresql database in `database/connection.py` and are adding a special connection to a Unity server in `database/unity-integration.py`
-
-We've got plans to introduce a self-hosted instance of Moralis, but using Postgres rather than Mongo, as per [this post](https://forum.moralis.io/t/solved-self-hosting-with-postgresql/20881)
-
-<!-- Posting data between unity & Flask: http://syedakbar.co/connecting-unity-with-a-database-using-python-flask-rest-webservice/ -->
\ No newline at end of file
diff --git a/docs/logs/generate-planet-from-request.md b/docs/logs/generate-planet-from-request.md
deleted file mode 100644
index 1c821adf..00000000
--- a/docs/logs/generate-planet-from-request.md
+++ /dev/null
@@ -1,142 +0,0 @@
-```bash
-api wb3-14--generate-asset-id-statselements-for*​​​ ≡2m43s 
-.venv ❯ flask run
- * Tip: There are .env or .flaskenv files present. Do "pip install python-dotenv" to use them.
-[{'id': 2, 'created_at': '2022-10-22T16:02:02.252739+00:00', 'title': 'Venus', 'Owner': None, 'Star': None}, {'id': 3, 'created_at': '2022-10-22T16:02:10.566645+00:00', 'title': 'Earth', 'Owner': None, 'Star': None}, {'id': 5, 'created_at': '2022-11-09T18:25:05.147101+00:00', 'title': 'Jupiter', 'Owner': None, 'Star': None}, {'id': 6, 'created_at': '2022-11-09T18:37:44.09209+00:00', 'title': 'Saturn', 'Owner': None, 'Star': None}, {'id': 7, 'created_at': '2022-11-09T18:39:09.364099+00:00', 'title': 'Uranus', 'Owner': None, 'Star': None}, {'id': 4, 'created_at': '2022-11-09T18:21:28.573826+00:00', 'title': 'Mars', 'Owner': None, 'Star': None}, {'id': 1, 'created_at': '2022-10-22T16:01:50.919142+00:00', 'title': 'Mercury', 'Owner': None, 'Star': 'Sol'}]
- * Debug mode: off
-2023-03-17 15:29:53,067:INFO - WARNING: This is a development server. Do not use it in a production deployment. Use a production WSGI server instead.
- * Running on http://127.0.0.1:5000
-2023-03-17 15:29:53,067:INFO - Press CTRL+C to quit
- 80%|███████████████████████████████████████████████████████████▎              | 1641/2048 [00:44<00:12, 33.19it/s]2023-03-17 15:30:39,990:INFO - 127.0.0.1 - - [17/Mar/2023 15:30:39] "POST /get_image HTTP/1.1" 405 -
- 89%|█████████████████████████████████████████████████████████████████▋        | 1817/2048 [00:49<00:06, 38.21it/s]2023-03-17 15:30:44,835:INFO - 127.0.0.1 - - [17/Mar/2023 15:30:44] "GET /get_image HTTP/1.1" 200 -
-100%|██████████████████████████████████████████████████████████████████████████| 2048/2048 [00:50<00:00, 40.26it/s]
-/Users/buyer/Documents/Lens/client/api/main.py:189: UserWarning: Starting a Matplotlib GUI outside of the main thread will likely fail.
-  plt.axis("off")
-2023-03-17 15:30:47.231 Python[36347:3099950] *** Terminating app due to uncaught exception 'NSInternalInconsistencyException', reason: 'NSWindow drag regions should only be invalidated on the Main Thread!'
-*** First throw call stack:
-(
-        0   CoreFoundation                      0x00000001c55ac1dc __exceptionPreprocess + 240
-        1   libobjc.A.dylib                     0x00000001c52fd808 objc_exception_throw + 60
-        2   CoreFoundation                      0x00000001c55d6e20 _CFBundleGetValueForInfoKey + 0
-        3   AppKit                              0x00000001c809b15c -[NSWindow(NSWindow_Theme) _postWindowNeedsToResetDragMarginsUnlessPostingDisabled] + 380
-        4   AppKit                              0x00000001c8085f20 -[NSWindow _initContent:styleMask:backing:defer:contentView:] + 948
-        5   AppKit                              0x00000001c8085b60 -[NSWindow initWithContentRect:styleMask:backing:defer:] + 56
-        6   _macosx.cpython-310-darwin.so       0x000000010bd909d8 -[Window initWithContentRect:styleMask:backing:defer:withManager:] + 52
-        7   _macosx.cpython-310-darwin.so       0x000000010bd93c14 FigureManager_init + 224
-        8   Python                              0x0000000105422e18 wrap_init + 20
-        9   Python                              0x00000001053b7c00 wrapperdescr_call + 400
-        10  Python                              0x00000001053acfb4 _PyObject_MakeTpCall + 136
-        11  Python                              0x00000001054a6d08 call_function + 272
-        12  Python                              0x00000001054a4490 _PyEval_EvalFrameDefault + 42884
-        13  Python                              0x0000000105498aac _PyEval_Vector + 376
-        14  Python                              0x00000001053ad21c _PyObject_FastCallDictTstate + 96
-        15  Python                              0x0000000105422c48 slot_tp_init + 196
-        16  Python                              0x000000010541ac10 type_call + 288
-        17  Python                              0x00000001053acfb4 _PyObject_MakeTpCall + 136
-        18  Python                              0x00000001054a6d08 call_function + 272
-        19  Python                              0x00000001054a44b8 _PyEval_EvalFrameDefault + 42924
-        20  Python                              0x0000000105498aac _PyEval_Vector + 376
-        21  Python                              0x00000001053b0218 method_vectorcall + 124
-        22  Python                              0x00000001054a6c78 call_function + 128
-        23  Python                              0x00000001054a4490 _PyEval_EvalFrameDefault + 42884
-        24  Python                              0x0000000105498aac _PyEval_Vector + 376
-        25  Python                              0x00000001053b0218 method_vectorcall + 124
-        26  Python                              0x00000001054a6c78 call_function + 128
-        27  Python                              0x00000001054a4490 _PyEval_EvalFrameDefault + 42884
-        28  Python                              0x0000000105498aac _PyEval_Vector + 376
-        29  Python                              0x00000001053b0218 method_vectorcall + 124
-        30  Python                              0x00000001054a6c78 call_function + 128
-        31  Python                              0x00000001054a4490 _PyEval_EvalFrameDefault + 42884
-        32  Python                              0x0000000105498aac _PyEval_Vector + 376
-        33  Python                              0x00000001053b0218 method_vectorcall + 124
-        34  Python                              0x00000001053ad7fc PyVectorcall_Call + 184
-        35  Python                              0x00000001054a4658 _PyEval_EvalFrameDefault + 43340
-        36  Python                              0x0000000105498aac _PyEval_Vector + 376
-        37  Python                              0x00000001053ad7fc PyVectorcall_Call + 184
-        38  Python                              0x00000001054a4658 _PyEval_EvalFrameDefault + 43340
-        39  Python                              0x0000000105498aac _PyEval_Vector + 376
-        40  Python                              0x00000001054a4658 _PyEval_EvalFrameDefault + 43340
-        41  Python                              0x0000000105498aac _PyEval_Vector + 376
-        42  Python                              0x00000001054a6c78 call_function + 128
-        43  Python                              0x00000001054a44b8 _PyEval_EvalFrameDefault + 42924
-        44  Python                              0x0000000105498aac _PyEval_Vector + 376
-        45  Python                              0x00000001054a6c78 call_function + 128
-        46  Python                              0x00000001054a44b8 _PyEval_EvalFrameDefault + 42924
-        47  Python                              0x0000000105498aac _PyEval_Vector + 376
-        48  Python                              0x00000001054a6c78 call_function + 128
-        49  Python                              0x00000001054a44b8 _PyEval_EvalFrameDefault + 42924
-        50  Python                              0x0000000105498aac _PyEval_Vector + 376
-        51  Python                              0x00000001054a6c78 call_function + 128
-        52  Python                              0x00000001054a4490 _PyEval_EvalFrameDefault + 42884
-        53  Python                              0x0000000105498aac _PyEval_Vector + 376
-        54  Python                              0x00000001054a6c78 call_function + 128
-        55  Python                              0x00000001054a44b8 _PyEval_EvalFrameDefault + 42924
-        56  Python                              0x0000000105498aac _PyEval_Vector + 376
-        57  Python                              0x00000001054a4658 _PyEval_EvalFrameDefault + 43340
-        58  Python                              0x0000000105498aac _PyEval_Vector + 376
-        59  Python                              0x00000001054a6c78 call_function + 128
-        60  Python                              0x00000001054a4418 _PyEval_EvalFrameDefault + 42764
-        61  Python                              0x0000000105498aac _PyEval_Vector + 376
-        62  Python                              0x00000001054a6c78 call_function + 128
-        63  Python                              0x00000001054a4418 _PyEval_EvalFrameDefault + 42764
-        64  Python                              0x0000000105498aac _PyEval_Vector + 376
-        65  Python                              0x00000001054a6c78 call_function + 128
-        66  Python                              0x00000001054a4418 _PyEval_EvalFrameDefault + 42764
-        67  Python                              0x0000000105498aac _PyEval_Vector + 376
-        68  Python                              0x00000001053ad21c _PyObject_FastCallDictTstate + 96
-        69  Python                              0x00000001054218e8 slot_tp_call + 196
-        70  Python                              0x00000001053acfb4 _PyObject_MakeTpCall + 136
-        71  Python                              0x00000001054a6d08 call_function + 272
-        72  Python                              0x00000001054a44b8 _PyEval_EvalFrameDefault + 42924
-        73  Python                              0x0000000105498aac _PyEval_Vector + 376
-        74  Python                              0x00000001054a6c78 call_function + 128
-        75  Python                              0x00000001054a44b8 _PyEval_EvalFrameDefault + 42924
-        76  Python                              0x0000000105498aac _PyEval_Vector + 376
-        77  Python                              0x00000001053b0218 method_vectorcall + 124
-        78  Python                              0x00000001054a6c78 call_function + 128
-        79  Python                              0x00000001054a44b8 _PyEval_EvalFrameDefault + 42924
-        80  Python                              0x0000000105498aac _PyEval_Vector + 376
-        81  Python                              0x00000001053b0218 method_vectorcall + 124
-        82  Python                              0x00000001054a6c78 call_function + 128
-        83  Python                              0x00000001054a4490 _PyEval_EvalFrameDefault + 42884
-        84  Python                              0x0000000105498aac _PyEval_Vector + 376
-        85  Python                              0x00000001053b0218 method_vectorcall + 124
-        86  Python                              0x00000001054a6c78 call_function + 128
-        87  Python                              0x00000001054a4490 _PyEval_EvalFrameDefault + 42884
-        88  Python                              0x0000000105498aac _PyEval_Vector + 376
-        89  Python                              0x00000001053b0218 method_vectorcall + 124
-        90  Python                              0x00000001054a6c78 call_function + 128
-        91  Python                              0x00000001054a4490 _PyEval_EvalFrameDefault + 42884
-        92  Python                              0x0000000105498aac _PyEval_Vector + 376
-        93  Python                              0x00000001053ad21c _PyObject_FastCallDictTstate + 96
-        94  Python                              0x0000000105422c48 slot_tp_init + 196
-        95  Python                              0x000000010541ac10 type_call + 288
-        96  Python                              0x00000001053acfb4 _PyObject_MakeTpCall + 136
-        97  Python                              0x00000001054a6d08 call_function + 272
-        98  Python                              0x00000001054a4490 _PyEval_EvalFrameDefault + 42884
-        99  Python                              0x0000000105498aac _PyEval_Vector + 376
-        100 Python                              0x00000001054a6c78 call_function + 128
-        101 Python                              0x00000001054a4418 _PyEval_EvalFrameDefault + 42764
-        102 Python                              0x0000000105498aac _PyEval_Vector + 376
-        103 Python                              0x00000001053b02bc method_vectorcall + 288
-        104 Python                              0x00000001054a4658 _PyEval_EvalFrameDefault + 43340
-        105 Python                              0x0000000105498aac _PyEval_Vector + 376
-        106 Python                              0x00000001054a6c78 call_function + 128
-        107 Python                              0x00000001054a4418 _PyEval_EvalFrameDefault + 42764
-        108 Python                              0x0000000105498aac _PyEval_Vector + 376
-        109 Python                              0x00000001054a6c78 call_function + 128
-        110 Python                              0x00000001054a4418 _PyEval_EvalFrameDefault + 42764
-        111 Python                              0x0000000105498aac _PyEval_Vector + 376
-        112 Python                              0x00000001053b0320 method_vectorcall + 388
-        113 Python                              0x0000000105564c74 thread_run + 120
-        114 Python                              0x0000000105503bd4 pythread_wrapper + 48
-        115 libsystem_pthread.dylib             0x00000001c54614ec _pthread_start + 148
-        116 libsystem_pthread.dylib             0x00000001c545c2d0 thread_start + 8
-)
-libc++abi: terminating with uncaught exception of type NSException
-zsh: abort      flask run
-/opt/homebrew/Cellar/python@3.10/3.10.9/Frameworks/Python.framework/Versions/3.10/lib/python3.10/multiprocessing/resource_tracker.py:224: UserWarning: resource_tracker: There appear to be 1 leaked semaphore objects to clean up at shutdown
-  warnings.warn('resource_tracker: There appear to be %d '
-```
-
-This is when running the flask app `app.py`. Going to the index route on Insominia results in a timeout because the generator is busy, so we should move the generator into the `send_image` route. The generated image is being sent as a request, now all that's left to do is lazy mint that, grab the image, and send that and the contract info into Supabase.
\ No newline at end of file
diff --git a/docs/setup.py 2.md b/docs/setup.py 2.md
deleted file mode 100644
index 9c337c46..00000000
--- a/docs/setup.py 2.md	
+++ /dev/null
@@ -1 +0,0 @@
-This python script will get all packages mentioned in `requirements.txt` or the `Pipfile` and install them
\ No newline at end of file
diff --git a/docs/setup.py.md b/docs/setup.py.md
deleted file mode 100644
index 9c337c46..00000000
--- a/docs/setup.py.md
+++ /dev/null
@@ -1 +0,0 @@
-This python script will get all packages mentioned in `requirements.txt` or the `Pipfile` and install them
\ No newline at end of file
diff --git a/__init__.py b/image-search/README.md
similarity index 100%
rename from __init__.py
rename to image-search/README.md
diff --git a/image-search/image_search/main.py b/image-search/image_search/main.py
new file mode 100644
index 00000000..2226b6e4
--- /dev/null
+++ b/image-search/image_search/main.py
@@ -0,0 +1,75 @@
+from PIL import Image
+from sentence_transformers import SentenceTransformer
+import vecs
+from matplotlib import pyplot as plt
+from matplotlib import image as mpimg
+
+DB_CONNECTION = "postgresql://postgres.hlufptwhzkpkkjztimzo:bASRr8KHbwFhvuqN@aws-0-ap-southeast-2.pooler.supabase.com:6543/postgres"
+
+def seed():
+    # create vector store client
+    vx = vecs.create_client(DB_CONNECTION)
+
+    # create a collection of vectors with 3 dimensions
+    images = vx.get_or_create_collection(name="image_vectors", dimension=512)
+
+    # Load CLIP model
+    model = SentenceTransformer('clip-ViT-B-32')
+
+    # Encode an image:
+    img_emb1 = model.encode(Image.open('./images/84238508_01.png'))
+    img_emb2 = model.encode(Image.open('./images/84238508_02.png'))
+    img_emb3 = model.encode(Image.open('./images/84238508_03.png'))
+    img_emb4 = model.encode(Image.open('./images/84238508_04.png'))
+
+    # add records to the *images* collection
+    images.upsert(
+        records=[
+            (
+                "cloud-one.png",        # the vector's identifier
+                img_emb1,          # the vector. list or np.array
+                {"type": "png"}   # associated  metadata
+            ), (
+                "cloud-two.png",
+                img_emb2,
+                {"type": "png"}
+            ), (
+                "cloud-three.png",
+                img_emb3,
+                {"type": "png"}
+            ), (
+                "cloud-four.png",
+                img_emb4,
+                {"type": "png"}
+            )
+        ]
+    )
+    print("Inserted images")
+
+    # index the collection for fast search performance
+    images.create_index()
+    print("Created index")
+
+def search():
+    # create vector store client
+    vx = vecs.create_client(DB_CONNECTION)
+    images = vx.get_or_create_collection(name="image_vectors", dimension=512)
+
+    # Load CLIP model
+    model = SentenceTransformer('clip-ViT-B-32')
+    # Encode text query
+    query_string = "a white explosion" # because this is what the cloud data looks like :P
+    text_emb = model.encode(query_string)
+
+    # query the collection filtering metadata for "type" = "jpg"
+    results = images.query(
+        data=text_emb,                      # required
+        limit=1,                            # number of records to return
+        filters={"type": {"$eq": "jpg"}},   # metadata filters
+    )
+    result = results[0]
+    print(result)
+    plt.title(result)
+    image = mpimg.imread('./images/' + result)
+    plt.imshow(image)
+    plt.show()
\ No newline at end of file
diff --git a/image-search/images/84238508_01.png b/image-search/images/84238508_01.png
new file mode 100644
index 00000000..83625fd8
Binary files /dev/null and b/image-search/images/84238508_01.png differ
diff --git a/image-search/images/84238508_02.png b/image-search/images/84238508_02.png
new file mode 100644
index 00000000..63506068
Binary files /dev/null and b/image-search/images/84238508_02.png differ
diff --git a/image-search/images/84238508_03.png b/image-search/images/84238508_03.png
new file mode 100644
index 00000000..b267f629
Binary files /dev/null and b/image-search/images/84238508_03.png differ
diff --git a/image-search/images/84238508_04.png b/image-search/images/84238508_04.png
new file mode 100644
index 00000000..87bbd686
Binary files /dev/null and b/image-search/images/84238508_04.png differ
diff --git a/image-search/images/94904822_01.png b/image-search/images/94904822_01.png
new file mode 100644
index 00000000..4218c172
Binary files /dev/null and b/image-search/images/94904822_01.png differ
diff --git a/image-search/images/94904822_02.png b/image-search/images/94904822_02.png
new file mode 100644
index 00000000..6b760623
Binary files /dev/null and b/image-search/images/94904822_02.png differ
diff --git a/image-search/images/94904822_03.png b/image-search/images/94904822_03.png
new file mode 100644
index 00000000..ff0e80bc
Binary files /dev/null and b/image-search/images/94904822_03.png differ
diff --git a/image-search/images/94904822_04.png b/image-search/images/94904822_04.png
new file mode 100644
index 00000000..e9447a47
Binary files /dev/null and b/image-search/images/94904822_04.png differ
diff --git a/image-search/poetry.lock b/image-search/poetry.lock
new file mode 100644
index 00000000..a16af2a0
--- /dev/null
+++ b/image-search/poetry.lock
@@ -0,0 +1,2204 @@
+# This file is automatically @generated by Poetry 1.8.3 and should not be changed by hand.
+
+[[package]]
+name = "certifi"
+version = "2024.6.2"
+description = "Python package for providing Mozilla's CA Bundle."
+optional = false
+python-versions = ">=3.6"
+files = [
+    {file = "certifi-2024.6.2-py3-none-any.whl", hash = "sha256:ddc6c8ce995e6987e7faf5e3f1b02b302836a0e5d98ece18392cb1a36c72ad56"},
+    {file = "certifi-2024.6.2.tar.gz", hash = "sha256:3cd43f1c6fa7dedc5899d69d3ad0398fd018ad1a17fba83ddaf78aa46c747516"},
+]
+
+[[package]]
+name = "charset-normalizer"
+version = "3.3.2"
+description = "The Real First Universal Charset Detector. Open, modern and actively maintained alternative to Chardet."
+optional = false
+python-versions = ">=3.7.0"
+files = [
+    {file = "charset-normalizer-3.3.2.tar.gz", hash = "sha256:f30c3cb33b24454a82faecaf01b19c18562b1e89558fb6c56de4d9118a032fd5"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-macosx_10_9_universal2.whl", hash = "sha256:25baf083bf6f6b341f4121c2f3c548875ee6f5339300e08be3f2b2ba1721cdd3"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-macosx_10_9_x86_64.whl", hash = "sha256:06435b539f889b1f6f4ac1758871aae42dc3a8c0e24ac9e60c2384973ad73027"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:9063e24fdb1e498ab71cb7419e24622516c4a04476b17a2dab57e8baa30d6e03"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:6897af51655e3691ff853668779c7bad41579facacf5fd7253b0133308cf000d"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:1d3193f4a680c64b4b6a9115943538edb896edc190f0b222e73761716519268e"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:cd70574b12bb8a4d2aaa0094515df2463cb429d8536cfb6c7ce983246983e5a6"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:8465322196c8b4d7ab6d1e049e4c5cb460d0394da4a27d23cc242fbf0034b6b5"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:a9a8e9031d613fd2009c182b69c7b2c1ef8239a0efb1df3f7c8da66d5dd3d537"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-musllinux_1_1_aarch64.whl", hash = "sha256:beb58fe5cdb101e3a055192ac291b7a21e3b7ef4f67fa1d74e331a7f2124341c"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-musllinux_1_1_i686.whl", hash = "sha256:e06ed3eb3218bc64786f7db41917d4e686cc4856944f53d5bdf83a6884432e12"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-musllinux_1_1_ppc64le.whl", hash = "sha256:2e81c7b9c8979ce92ed306c249d46894776a909505d8f5a4ba55b14206e3222f"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-musllinux_1_1_s390x.whl", hash = "sha256:572c3763a264ba47b3cf708a44ce965d98555f618ca42c926a9c1616d8f34269"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-musllinux_1_1_x86_64.whl", hash = "sha256:fd1abc0d89e30cc4e02e4064dc67fcc51bd941eb395c502aac3ec19fab46b519"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-win32.whl", hash = "sha256:3d47fa203a7bd9c5b6cee4736ee84ca03b8ef23193c0d1ca99b5089f72645c73"},
+    {file = "charset_normalizer-3.3.2-cp310-cp310-win_amd64.whl", hash = "sha256:10955842570876604d404661fbccbc9c7e684caf432c09c715ec38fbae45ae09"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-macosx_10_9_universal2.whl", hash = "sha256:802fe99cca7457642125a8a88a084cef28ff0cf9407060f7b93dca5aa25480db"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-macosx_10_9_x86_64.whl", hash = "sha256:573f6eac48f4769d667c4442081b1794f52919e7edada77495aaed9236d13a96"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:549a3a73da901d5bc3ce8d24e0600d1fa85524c10287f6004fbab87672bf3e1e"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:f27273b60488abe721a075bcca6d7f3964f9f6f067c8c4c605743023d7d3944f"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:1ceae2f17a9c33cb48e3263960dc5fc8005351ee19db217e9b1bb15d28c02574"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:65f6f63034100ead094b8744b3b97965785388f308a64cf8d7c34f2f2e5be0c4"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:753f10e867343b4511128c6ed8c82f7bec3bd026875576dfd88483c5c73b2fd8"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:4a78b2b446bd7c934f5dcedc588903fb2f5eec172f3d29e52a9096a43722adfc"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-musllinux_1_1_aarch64.whl", hash = "sha256:e537484df0d8f426ce2afb2d0f8e1c3d0b114b83f8850e5f2fbea0e797bd82ae"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-musllinux_1_1_i686.whl", hash = "sha256:eb6904c354526e758fda7167b33005998fb68c46fbc10e013ca97f21ca5c8887"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-musllinux_1_1_ppc64le.whl", hash = "sha256:deb6be0ac38ece9ba87dea880e438f25ca3eddfac8b002a2ec3d9183a454e8ae"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-musllinux_1_1_s390x.whl", hash = "sha256:4ab2fe47fae9e0f9dee8c04187ce5d09f48eabe611be8259444906793ab7cbce"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:80402cd6ee291dcb72644d6eac93785fe2c8b9cb30893c1af5b8fdd753b9d40f"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-win32.whl", hash = "sha256:7cd13a2e3ddeed6913a65e66e94b51d80a041145a026c27e6bb76c31a853c6ab"},
+    {file = "charset_normalizer-3.3.2-cp311-cp311-win_amd64.whl", hash = "sha256:663946639d296df6a2bb2aa51b60a2454ca1cb29835324c640dafb5ff2131a77"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-macosx_10_9_universal2.whl", hash = "sha256:0b2b64d2bb6d3fb9112bafa732def486049e63de9618b5843bcdd081d8144cd8"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-macosx_10_9_x86_64.whl", hash = "sha256:ddbb2551d7e0102e7252db79ba445cdab71b26640817ab1e3e3648dad515003b"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:55086ee1064215781fff39a1af09518bc9255b50d6333f2e4c74ca09fac6a8f6"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:8f4a014bc36d3c57402e2977dada34f9c12300af536839dc38c0beab8878f38a"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:a10af20b82360ab00827f916a6058451b723b4e65030c5a18577c8b2de5b3389"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:8d756e44e94489e49571086ef83b2bb8ce311e730092d2c34ca8f7d925cb20aa"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:90d558489962fd4918143277a773316e56c72da56ec7aa3dc3dbbe20fdfed15b"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:6ac7ffc7ad6d040517be39eb591cac5ff87416c2537df6ba3cba3bae290c0fed"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-musllinux_1_1_aarch64.whl", hash = "sha256:7ed9e526742851e8d5cc9e6cf41427dfc6068d4f5a3bb03659444b4cabf6bc26"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-musllinux_1_1_i686.whl", hash = "sha256:8bdb58ff7ba23002a4c5808d608e4e6c687175724f54a5dade5fa8c67b604e4d"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-musllinux_1_1_ppc64le.whl", hash = "sha256:6b3251890fff30ee142c44144871185dbe13b11bab478a88887a639655be1068"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-musllinux_1_1_s390x.whl", hash = "sha256:b4a23f61ce87adf89be746c8a8974fe1c823c891d8f86eb218bb957c924bb143"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-musllinux_1_1_x86_64.whl", hash = "sha256:efcb3f6676480691518c177e3b465bcddf57cea040302f9f4e6e191af91174d4"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-win32.whl", hash = "sha256:d965bba47ddeec8cd560687584e88cf699fd28f192ceb452d1d7ee807c5597b7"},
+    {file = "charset_normalizer-3.3.2-cp312-cp312-win_amd64.whl", hash = "sha256:96b02a3dc4381e5494fad39be677abcb5e6634bf7b4fa83a6dd3112607547001"},
+    {file = "charset_normalizer-3.3.2-cp37-cp37m-macosx_10_9_x86_64.whl", hash = "sha256:95f2a5796329323b8f0512e09dbb7a1860c46a39da62ecb2324f116fa8fdc85c"},
+    {file = "charset_normalizer-3.3.2-cp37-cp37m-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:c002b4ffc0be611f0d9da932eb0f704fe2602a9a949d1f738e4c34c75b0863d5"},
+    {file = "charset_normalizer-3.3.2-cp37-cp37m-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:a981a536974bbc7a512cf44ed14938cf01030a99e9b3a06dd59578882f06f985"},
+    {file = "charset_normalizer-3.3.2-cp37-cp37m-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:3287761bc4ee9e33561a7e058c72ac0938c4f57fe49a09eae428fd88aafe7bb6"},
+    {file = "charset_normalizer-3.3.2-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:42cb296636fcc8b0644486d15c12376cb9fa75443e00fb25de0b8602e64c1714"},
+    {file = "charset_normalizer-3.3.2-cp37-cp37m-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:0a55554a2fa0d408816b3b5cedf0045f4b8e1a6065aec45849de2d6f3f8e9786"},
+    {file = "charset_normalizer-3.3.2-cp37-cp37m-musllinux_1_1_aarch64.whl", hash = "sha256:c083af607d2515612056a31f0a8d9e0fcb5876b7bfc0abad3ecd275bc4ebc2d5"},
+    {file = "charset_normalizer-3.3.2-cp37-cp37m-musllinux_1_1_i686.whl", hash = "sha256:87d1351268731db79e0f8e745d92493ee2841c974128ef629dc518b937d9194c"},
+    {file = "charset_normalizer-3.3.2-cp37-cp37m-musllinux_1_1_ppc64le.whl", hash = "sha256:bd8f7df7d12c2db9fab40bdd87a7c09b1530128315d047a086fa3ae3435cb3a8"},
+    {file = "charset_normalizer-3.3.2-cp37-cp37m-musllinux_1_1_s390x.whl", hash = "sha256:c180f51afb394e165eafe4ac2936a14bee3eb10debc9d9e4db8958fe36afe711"},
+    {file = "charset_normalizer-3.3.2-cp37-cp37m-musllinux_1_1_x86_64.whl", hash = "sha256:8c622a5fe39a48f78944a87d4fb8a53ee07344641b0562c540d840748571b811"},
+    {file = "charset_normalizer-3.3.2-cp37-cp37m-win32.whl", hash = "sha256:db364eca23f876da6f9e16c9da0df51aa4f104a972735574842618b8c6d999d4"},
+    {file = "charset_normalizer-3.3.2-cp37-cp37m-win_amd64.whl", hash = "sha256:86216b5cee4b06df986d214f664305142d9c76df9b6512be2738aa72a2048f99"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-macosx_10_9_universal2.whl", hash = "sha256:6463effa3186ea09411d50efc7d85360b38d5f09b870c48e4600f63af490e56a"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-macosx_10_9_x86_64.whl", hash = "sha256:6c4caeef8fa63d06bd437cd4bdcf3ffefe6738fb1b25951440d80dc7df8c03ac"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-macosx_11_0_arm64.whl", hash = "sha256:37e55c8e51c236f95b033f6fb391d7d7970ba5fe7ff453dad675e88cf303377a"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:fb69256e180cb6c8a894fee62b3afebae785babc1ee98b81cdf68bbca1987f33"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:ae5f4161f18c61806f411a13b0310bea87f987c7d2ecdbdaad0e94eb2e404238"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:b2b0a0c0517616b6869869f8c581d4eb2dd83a4d79e0ebcb7d373ef9956aeb0a"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:45485e01ff4d3630ec0d9617310448a8702f70e9c01906b0d0118bdf9d124cf2"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:eb00ed941194665c332bf8e078baf037d6c35d7c4f3102ea2d4f16ca94a26dc8"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-musllinux_1_1_aarch64.whl", hash = "sha256:2127566c664442652f024c837091890cb1942c30937add288223dc895793f898"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-musllinux_1_1_i686.whl", hash = "sha256:a50aebfa173e157099939b17f18600f72f84eed3049e743b68ad15bd69b6bf99"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-musllinux_1_1_ppc64le.whl", hash = "sha256:4d0d1650369165a14e14e1e47b372cfcb31d6ab44e6e33cb2d4e57265290044d"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-musllinux_1_1_s390x.whl", hash = "sha256:923c0c831b7cfcb071580d3f46c4baf50f174be571576556269530f4bbd79d04"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-musllinux_1_1_x86_64.whl", hash = "sha256:06a81e93cd441c56a9b65d8e1d043daeb97a3d0856d177d5c90ba85acb3db087"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-win32.whl", hash = "sha256:6ef1d82a3af9d3eecdba2321dc1b3c238245d890843e040e41e470ffa64c3e25"},
+    {file = "charset_normalizer-3.3.2-cp38-cp38-win_amd64.whl", hash = "sha256:eb8821e09e916165e160797a6c17edda0679379a4be5c716c260e836e122f54b"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-macosx_10_9_universal2.whl", hash = "sha256:c235ebd9baae02f1b77bcea61bce332cb4331dc3617d254df3323aa01ab47bd4"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-macosx_10_9_x86_64.whl", hash = "sha256:5b4c145409bef602a690e7cfad0a15a55c13320ff7a3ad7ca59c13bb8ba4d45d"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:68d1f8a9e9e37c1223b656399be5d6b448dea850bed7d0f87a8311f1ff3dabb0"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:22afcb9f253dac0696b5a4be4a1c0f8762f8239e21b99680099abd9b2b1b2269"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:e27ad930a842b4c5eb8ac0016b0a54f5aebbe679340c26101df33424142c143c"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:1f79682fbe303db92bc2b1136016a38a42e835d932bab5b3b1bfcfbf0640e519"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:b261ccdec7821281dade748d088bb6e9b69e6d15b30652b74cbbac25e280b796"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:122c7fa62b130ed55f8f285bfd56d5f4b4a5b503609d181f9ad85e55c89f4185"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-musllinux_1_1_aarch64.whl", hash = "sha256:d0eccceffcb53201b5bfebb52600a5fb483a20b61da9dbc885f8b103cbe7598c"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-musllinux_1_1_i686.whl", hash = "sha256:9f96df6923e21816da7e0ad3fd47dd8f94b2a5ce594e00677c0013018b813458"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-musllinux_1_1_ppc64le.whl", hash = "sha256:7f04c839ed0b6b98b1a7501a002144b76c18fb1c1850c8b98d458ac269e26ed2"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-musllinux_1_1_s390x.whl", hash = "sha256:34d1c8da1e78d2e001f363791c98a272bb734000fcef47a491c1e3b0505657a8"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-musllinux_1_1_x86_64.whl", hash = "sha256:ff8fa367d09b717b2a17a052544193ad76cd49979c805768879cb63d9ca50561"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-win32.whl", hash = "sha256:aed38f6e4fb3f5d6bf81bfa990a07806be9d83cf7bacef998ab1a9bd660a581f"},
+    {file = "charset_normalizer-3.3.2-cp39-cp39-win_amd64.whl", hash = "sha256:b01b88d45a6fcb69667cd6d2f7a9aeb4bf53760d7fc536bf679ec94fe9f3ff3d"},
+    {file = "charset_normalizer-3.3.2-py3-none-any.whl", hash = "sha256:3e4d1f6587322d2788836a99c69062fbb091331ec940e02d12d179c1d53e25fc"},
+]
+
+[[package]]
+name = "colorama"
+version = "0.4.6"
+description = "Cross-platform colored terminal text."
+optional = false
+python-versions = "!=3.0.*,!=3.1.*,!=3.2.*,!=3.3.*,!=3.4.*,!=3.5.*,!=3.6.*,>=2.7"
+files = [
+    {file = "colorama-0.4.6-py2.py3-none-any.whl", hash = "sha256:4f1d9991f5acc0ca119f9d443620b77f9d6b33703e51011c16baf57afb285fc6"},
+    {file = "colorama-0.4.6.tar.gz", hash = "sha256:08695f5cb7ed6e0531a20572697297273c47b8cae5a63ffc6d6ed5c201be6e44"},
+]
+
+[[package]]
+name = "contourpy"
+version = "1.2.1"
+description = "Python library for calculating contours of 2D quadrilateral grids"
+optional = false
+python-versions = ">=3.9"
+files = [
+    {file = "contourpy-1.2.1-cp310-cp310-macosx_10_9_x86_64.whl", hash = "sha256:bd7c23df857d488f418439686d3b10ae2fbf9bc256cd045b37a8c16575ea1040"},
+    {file = "contourpy-1.2.1-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:5b9eb0ca724a241683c9685a484da9d35c872fd42756574a7cfbf58af26677fd"},
+    {file = "contourpy-1.2.1-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:4c75507d0a55378240f781599c30e7776674dbaf883a46d1c90f37e563453480"},
+    {file = "contourpy-1.2.1-cp310-cp310-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:11959f0ce4a6f7b76ec578576a0b61a28bdc0696194b6347ba3f1c53827178b9"},
+    {file = "contourpy-1.2.1-cp310-cp310-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:eb3315a8a236ee19b6df481fc5f997436e8ade24a9f03dfdc6bd490fea20c6da"},
+    {file = "contourpy-1.2.1-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:39f3ecaf76cd98e802f094e0d4fbc6dc9c45a8d0c4d185f0f6c2234e14e5f75b"},
+    {file = "contourpy-1.2.1-cp310-cp310-musllinux_1_1_aarch64.whl", hash = "sha256:94b34f32646ca0414237168d68a9157cb3889f06b096612afdd296003fdd32fd"},
+    {file = "contourpy-1.2.1-cp310-cp310-musllinux_1_1_x86_64.whl", hash = "sha256:457499c79fa84593f22454bbd27670227874cd2ff5d6c84e60575c8b50a69619"},
+    {file = "contourpy-1.2.1-cp310-cp310-win32.whl", hash = "sha256:ac58bdee53cbeba2ecad824fa8159493f0bf3b8ea4e93feb06c9a465d6c87da8"},
+    {file = "contourpy-1.2.1-cp310-cp310-win_amd64.whl", hash = "sha256:9cffe0f850e89d7c0012a1fb8730f75edd4320a0a731ed0c183904fe6ecfc3a9"},
+    {file = "contourpy-1.2.1-cp311-cp311-macosx_10_9_x86_64.whl", hash = "sha256:6022cecf8f44e36af10bd9118ca71f371078b4c168b6e0fab43d4a889985dbb5"},
+    {file = "contourpy-1.2.1-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:ef5adb9a3b1d0c645ff694f9bca7702ec2c70f4d734f9922ea34de02294fdf72"},
+    {file = "contourpy-1.2.1-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:6150ffa5c767bc6332df27157d95442c379b7dce3a38dff89c0f39b63275696f"},
+    {file = "contourpy-1.2.1-cp311-cp311-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:4c863140fafc615c14a4bf4efd0f4425c02230eb8ef02784c9a156461e62c965"},
+    {file = "contourpy-1.2.1-cp311-cp311-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:00e5388f71c1a0610e6fe56b5c44ab7ba14165cdd6d695429c5cd94021e390b2"},
+    {file = "contourpy-1.2.1-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:d4492d82b3bc7fbb7e3610747b159869468079fe149ec5c4d771fa1f614a14df"},
+    {file = "contourpy-1.2.1-cp311-cp311-musllinux_1_1_aarch64.whl", hash = "sha256:49e70d111fee47284d9dd867c9bb9a7058a3c617274900780c43e38d90fe1205"},
+    {file = "contourpy-1.2.1-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:b59c0ffceff8d4d3996a45f2bb6f4c207f94684a96bf3d9728dbb77428dd8cb8"},
+    {file = "contourpy-1.2.1-cp311-cp311-win32.whl", hash = "sha256:7b4182299f251060996af5249c286bae9361fa8c6a9cda5efc29fe8bfd6062ec"},
+    {file = "contourpy-1.2.1-cp311-cp311-win_amd64.whl", hash = "sha256:2855c8b0b55958265e8b5888d6a615ba02883b225f2227461aa9127c578a4922"},
+    {file = "contourpy-1.2.1-cp312-cp312-macosx_10_9_x86_64.whl", hash = "sha256:62828cada4a2b850dbef89c81f5a33741898b305db244904de418cc957ff05dc"},
+    {file = "contourpy-1.2.1-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:309be79c0a354afff9ff7da4aaed7c3257e77edf6c1b448a779329431ee79d7e"},
+    {file = "contourpy-1.2.1-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:2e785e0f2ef0d567099b9ff92cbfb958d71c2d5b9259981cd9bee81bd194c9a4"},
+    {file = "contourpy-1.2.1-cp312-cp312-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:1cac0a8f71a041aa587410424ad46dfa6a11f6149ceb219ce7dd48f6b02b87a7"},
+    {file = "contourpy-1.2.1-cp312-cp312-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:af3f4485884750dddd9c25cb7e3915d83c2db92488b38ccb77dd594eac84c4a0"},
+    {file = "contourpy-1.2.1-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:9ce6889abac9a42afd07a562c2d6d4b2b7134f83f18571d859b25624a331c90b"},
+    {file = "contourpy-1.2.1-cp312-cp312-musllinux_1_1_aarch64.whl", hash = "sha256:a1eea9aecf761c661d096d39ed9026574de8adb2ae1c5bd7b33558af884fb2ce"},
+    {file = "contourpy-1.2.1-cp312-cp312-musllinux_1_1_x86_64.whl", hash = "sha256:187fa1d4c6acc06adb0fae5544c59898ad781409e61a926ac7e84b8f276dcef4"},
+    {file = "contourpy-1.2.1-cp312-cp312-win32.whl", hash = "sha256:c2528d60e398c7c4c799d56f907664673a807635b857df18f7ae64d3e6ce2d9f"},
+    {file = "contourpy-1.2.1-cp312-cp312-win_amd64.whl", hash = "sha256:1a07fc092a4088ee952ddae19a2b2a85757b923217b7eed584fdf25f53a6e7ce"},
+    {file = "contourpy-1.2.1-cp39-cp39-macosx_10_9_x86_64.whl", hash = "sha256:bb6834cbd983b19f06908b45bfc2dad6ac9479ae04abe923a275b5f48f1a186b"},
+    {file = "contourpy-1.2.1-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:1d59e739ab0e3520e62a26c60707cc3ab0365d2f8fecea74bfe4de72dc56388f"},
+    {file = "contourpy-1.2.1-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:bd3db01f59fdcbce5b22afad19e390260d6d0222f35a1023d9adc5690a889364"},
+    {file = "contourpy-1.2.1-cp39-cp39-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:a12a813949e5066148712a0626895c26b2578874e4cc63160bb007e6df3436fe"},
+    {file = "contourpy-1.2.1-cp39-cp39-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:fe0ccca550bb8e5abc22f530ec0466136379c01321fd94f30a22231e8a48d985"},
+    {file = "contourpy-1.2.1-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:e1d59258c3c67c865435d8fbeb35f8c59b8bef3d6f46c1f29f6123556af28445"},
+    {file = "contourpy-1.2.1-cp39-cp39-musllinux_1_1_aarch64.whl", hash = "sha256:f32c38afb74bd98ce26de7cc74a67b40afb7b05aae7b42924ea990d51e4dac02"},
+    {file = "contourpy-1.2.1-cp39-cp39-musllinux_1_1_x86_64.whl", hash = "sha256:d31a63bc6e6d87f77d71e1abbd7387ab817a66733734883d1fc0021ed9bfa083"},
+    {file = "contourpy-1.2.1-cp39-cp39-win32.whl", hash = "sha256:ddcb8581510311e13421b1f544403c16e901c4e8f09083c881fab2be80ee31ba"},
+    {file = "contourpy-1.2.1-cp39-cp39-win_amd64.whl", hash = "sha256:10a37ae557aabf2509c79715cd20b62e4c7c28b8cd62dd7d99e5ed3ce28c3fd9"},
+    {file = "contourpy-1.2.1-pp39-pypy39_pp73-macosx_10_9_x86_64.whl", hash = "sha256:a31f94983fecbac95e58388210427d68cd30fe8a36927980fab9c20062645609"},
+    {file = "contourpy-1.2.1-pp39-pypy39_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:ef2b055471c0eb466033760a521efb9d8a32b99ab907fc8358481a1dd29e3bd3"},
+    {file = "contourpy-1.2.1-pp39-pypy39_pp73-win_amd64.whl", hash = "sha256:b33d2bc4f69caedcd0a275329eb2198f560b325605810895627be5d4b876bf7f"},
+    {file = "contourpy-1.2.1.tar.gz", hash = "sha256:4d8908b3bee1c889e547867ca4cdc54e5ab6be6d3e078556814a22457f49423c"},
+]
+
+[package.dependencies]
+numpy = ">=1.20"
+
+[package.extras]
+bokeh = ["bokeh", "selenium"]
+docs = ["furo", "sphinx (>=7.2)", "sphinx-copybutton"]
+mypy = ["contourpy[bokeh,docs]", "docutils-stubs", "mypy (==1.8.0)", "types-Pillow"]
+test = ["Pillow", "contourpy[test-no-images]", "matplotlib"]
+test-no-images = ["pytest", "pytest-cov", "pytest-xdist", "wurlitzer"]
+
+[[package]]
+name = "cycler"
+version = "0.12.1"
+description = "Composable style cycles"
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "cycler-0.12.1-py3-none-any.whl", hash = "sha256:85cef7cff222d8644161529808465972e51340599459b8ac3ccbac5a854e0d30"},
+    {file = "cycler-0.12.1.tar.gz", hash = "sha256:88bb128f02ba341da8ef447245a9e138fae777f6a23943da4540077d3601eb1c"},
+]
+
+[package.extras]
+docs = ["ipython", "matplotlib", "numpydoc", "sphinx"]
+tests = ["pytest", "pytest-cov", "pytest-xdist"]
+
+[[package]]
+name = "deprecated"
+version = "1.2.14"
+description = "Python @deprecated decorator to deprecate old python classes, functions or methods."
+optional = false
+python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*"
+files = [
+    {file = "Deprecated-1.2.14-py2.py3-none-any.whl", hash = "sha256:6fac8b097794a90302bdbb17b9b815e732d3c4720583ff1b198499d78470466c"},
+    {file = "Deprecated-1.2.14.tar.gz", hash = "sha256:e5323eb936458dccc2582dc6f9c322c852a775a27065ff2b0c4970b9d53d01b3"},
+]
+
+[package.dependencies]
+wrapt = ">=1.10,<2"
+
+[package.extras]
+dev = ["PyTest", "PyTest-Cov", "bump2version (<1)", "sphinx (<2)", "tox"]
+
+[[package]]
+name = "filelock"
+version = "3.15.4"
+description = "A platform independent file lock."
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "filelock-3.15.4-py3-none-any.whl", hash = "sha256:6ca1fffae96225dab4c6eaf1c4f4f28cd2568d3ec2a44e15a08520504de468e7"},
+    {file = "filelock-3.15.4.tar.gz", hash = "sha256:2207938cbc1844345cb01a5a95524dae30f0ce089eba5b00378295a17e3e90cb"},
+]
+
+[package.extras]
+docs = ["furo (>=2023.9.10)", "sphinx (>=7.2.6)", "sphinx-autodoc-typehints (>=1.25.2)"]
+testing = ["covdefaults (>=2.3)", "coverage (>=7.3.2)", "diff-cover (>=8.0.1)", "pytest (>=7.4.3)", "pytest-asyncio (>=0.21)", "pytest-cov (>=4.1)", "pytest-mock (>=3.12)", "pytest-timeout (>=2.2)", "virtualenv (>=20.26.2)"]
+typing = ["typing-extensions (>=4.8)"]
+
+[[package]]
+name = "flupy"
+version = "1.2.0"
+description = "Method chaining built on generators"
+optional = false
+python-versions = "*"
+files = [
+    {file = "flupy-1.2.0.tar.gz", hash = "sha256:12487a008e9744cd35d0f6ea3cfa06f4b2b27cb138bf57d0788f5c26e57afe69"},
+]
+
+[package.dependencies]
+typing_extensions = "*"
+
+[package.extras]
+dev = ["black", "mypy", "pre-commit", "pylint", "pytest", "pytest-benchmark", "pytest-cov"]
+
+[[package]]
+name = "fonttools"
+version = "4.53.0"
+description = "Tools to manipulate font files"
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "fonttools-4.53.0-cp310-cp310-macosx_10_9_universal2.whl", hash = "sha256:52a6e0a7a0bf611c19bc8ec8f7592bdae79c8296c70eb05917fd831354699b20"},
+    {file = "fonttools-4.53.0-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:099634631b9dd271d4a835d2b2a9e042ccc94ecdf7e2dd9f7f34f7daf333358d"},
+    {file = "fonttools-4.53.0-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:e40013572bfb843d6794a3ce076c29ef4efd15937ab833f520117f8eccc84fd6"},
+    {file = "fonttools-4.53.0-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:715b41c3e231f7334cbe79dfc698213dcb7211520ec7a3bc2ba20c8515e8a3b5"},
+    {file = "fonttools-4.53.0-cp310-cp310-musllinux_1_2_aarch64.whl", hash = "sha256:74ae2441731a05b44d5988d3ac2cf784d3ee0a535dbed257cbfff4be8bb49eb9"},
+    {file = "fonttools-4.53.0-cp310-cp310-musllinux_1_2_x86_64.whl", hash = "sha256:95db0c6581a54b47c30860d013977b8a14febc206c8b5ff562f9fe32738a8aca"},
+    {file = "fonttools-4.53.0-cp310-cp310-win32.whl", hash = "sha256:9cd7a6beec6495d1dffb1033d50a3f82dfece23e9eb3c20cd3c2444d27514068"},
+    {file = "fonttools-4.53.0-cp310-cp310-win_amd64.whl", hash = "sha256:daaef7390e632283051e3cf3e16aff2b68b247e99aea916f64e578c0449c9c68"},
+    {file = "fonttools-4.53.0-cp311-cp311-macosx_10_9_universal2.whl", hash = "sha256:a209d2e624ba492df4f3bfad5996d1f76f03069c6133c60cd04f9a9e715595ec"},
+    {file = "fonttools-4.53.0-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:4f520d9ac5b938e6494f58a25c77564beca7d0199ecf726e1bd3d56872c59749"},
+    {file = "fonttools-4.53.0-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:eceef49f457253000e6a2d0f7bd08ff4e9fe96ec4ffce2dbcb32e34d9c1b8161"},
+    {file = "fonttools-4.53.0-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:fa1f3e34373aa16045484b4d9d352d4c6b5f9f77ac77a178252ccbc851e8b2ee"},
+    {file = "fonttools-4.53.0-cp311-cp311-musllinux_1_2_aarch64.whl", hash = "sha256:28d072169fe8275fb1a0d35e3233f6df36a7e8474e56cb790a7258ad822b6fd6"},
+    {file = "fonttools-4.53.0-cp311-cp311-musllinux_1_2_x86_64.whl", hash = "sha256:4a2a6ba400d386e904fd05db81f73bee0008af37799a7586deaa4aef8cd5971e"},
+    {file = "fonttools-4.53.0-cp311-cp311-win32.whl", hash = "sha256:bb7273789f69b565d88e97e9e1da602b4ee7ba733caf35a6c2affd4334d4f005"},
+    {file = "fonttools-4.53.0-cp311-cp311-win_amd64.whl", hash = "sha256:9fe9096a60113e1d755e9e6bda15ef7e03391ee0554d22829aa506cdf946f796"},
+    {file = "fonttools-4.53.0-cp312-cp312-macosx_10_9_universal2.whl", hash = "sha256:d8f191a17369bd53a5557a5ee4bab91d5330ca3aefcdf17fab9a497b0e7cff7a"},
+    {file = "fonttools-4.53.0-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:93156dd7f90ae0a1b0e8871032a07ef3178f553f0c70c386025a808f3a63b1f4"},
+    {file = "fonttools-4.53.0-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:bff98816cb144fb7b85e4b5ba3888a33b56ecef075b0e95b95bcd0a5fbf20f06"},
+    {file = "fonttools-4.53.0-cp312-cp312-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:973d030180eca8255b1bce6ffc09ef38a05dcec0e8320cc9b7bcaa65346f341d"},
+    {file = "fonttools-4.53.0-cp312-cp312-musllinux_1_2_aarch64.whl", hash = "sha256:c4ee5a24e281fbd8261c6ab29faa7fd9a87a12e8c0eed485b705236c65999109"},
+    {file = "fonttools-4.53.0-cp312-cp312-musllinux_1_2_x86_64.whl", hash = "sha256:bd5bc124fae781a4422f61b98d1d7faa47985f663a64770b78f13d2c072410c2"},
+    {file = "fonttools-4.53.0-cp312-cp312-win32.whl", hash = "sha256:a239afa1126b6a619130909c8404070e2b473dd2b7fc4aacacd2e763f8597fea"},
+    {file = "fonttools-4.53.0-cp312-cp312-win_amd64.whl", hash = "sha256:45b4afb069039f0366a43a5d454bc54eea942bfb66b3fc3e9a2c07ef4d617380"},
+    {file = "fonttools-4.53.0-cp38-cp38-macosx_10_9_universal2.whl", hash = "sha256:93bc9e5aaa06ff928d751dc6be889ff3e7d2aa393ab873bc7f6396a99f6fbb12"},
+    {file = "fonttools-4.53.0-cp38-cp38-macosx_11_0_arm64.whl", hash = "sha256:2367d47816cc9783a28645bc1dac07f8ffc93e0f015e8c9fc674a5b76a6da6e4"},
+    {file = "fonttools-4.53.0-cp38-cp38-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:907fa0b662dd8fc1d7c661b90782ce81afb510fc4b7aa6ae7304d6c094b27bce"},
+    {file = "fonttools-4.53.0-cp38-cp38-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:3e0ad3c6ea4bd6a289d958a1eb922767233f00982cf0fe42b177657c86c80a8f"},
+    {file = "fonttools-4.53.0-cp38-cp38-musllinux_1_2_aarch64.whl", hash = "sha256:73121a9b7ff93ada888aaee3985a88495489cc027894458cb1a736660bdfb206"},
+    {file = "fonttools-4.53.0-cp38-cp38-musllinux_1_2_x86_64.whl", hash = "sha256:ee595d7ba9bba130b2bec555a40aafa60c26ce68ed0cf509983e0f12d88674fd"},
+    {file = "fonttools-4.53.0-cp38-cp38-win32.whl", hash = "sha256:fca66d9ff2ac89b03f5aa17e0b21a97c21f3491c46b583bb131eb32c7bab33af"},
+    {file = "fonttools-4.53.0-cp38-cp38-win_amd64.whl", hash = "sha256:31f0e3147375002aae30696dd1dc596636abbd22fca09d2e730ecde0baad1d6b"},
+    {file = "fonttools-4.53.0-cp39-cp39-macosx_10_9_universal2.whl", hash = "sha256:7d6166192dcd925c78a91d599b48960e0a46fe565391c79fe6de481ac44d20ac"},
+    {file = "fonttools-4.53.0-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:ef50ec31649fbc3acf6afd261ed89d09eb909b97cc289d80476166df8438524d"},
+    {file = "fonttools-4.53.0-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:7f193f060391a455920d61684a70017ef5284ccbe6023bb056e15e5ac3de11d1"},
+    {file = "fonttools-4.53.0-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:ba9f09ff17f947392a855e3455a846f9855f6cf6bec33e9a427d3c1d254c712f"},
+    {file = "fonttools-4.53.0-cp39-cp39-musllinux_1_2_aarch64.whl", hash = "sha256:0c555e039d268445172b909b1b6bdcba42ada1cf4a60e367d68702e3f87e5f64"},
+    {file = "fonttools-4.53.0-cp39-cp39-musllinux_1_2_x86_64.whl", hash = "sha256:5a4788036201c908079e89ae3f5399b33bf45b9ea4514913f4dbbe4fac08efe0"},
+    {file = "fonttools-4.53.0-cp39-cp39-win32.whl", hash = "sha256:d1a24f51a3305362b94681120c508758a88f207fa0a681c16b5a4172e9e6c7a9"},
+    {file = "fonttools-4.53.0-cp39-cp39-win_amd64.whl", hash = "sha256:1e677bfb2b4bd0e5e99e0f7283e65e47a9814b0486cb64a41adf9ef110e078f2"},
+    {file = "fonttools-4.53.0-py3-none-any.whl", hash = "sha256:6b4f04b1fbc01a3569d63359f2227c89ab294550de277fd09d8fca6185669fa4"},
+    {file = "fonttools-4.53.0.tar.gz", hash = "sha256:c93ed66d32de1559b6fc348838c7572d5c0ac1e4a258e76763a5caddd8944002"},
+]
+
+[package.extras]
+all = ["brotli (>=1.0.1)", "brotlicffi (>=0.8.0)", "fs (>=2.2.0,<3)", "lxml (>=4.0)", "lz4 (>=1.7.4.2)", "matplotlib", "munkres", "pycairo", "scipy", "skia-pathops (>=0.5.0)", "sympy", "uharfbuzz (>=0.23.0)", "unicodedata2 (>=15.1.0)", "xattr", "zopfli (>=0.1.4)"]
+graphite = ["lz4 (>=1.7.4.2)"]
+interpolatable = ["munkres", "pycairo", "scipy"]
+lxml = ["lxml (>=4.0)"]
+pathops = ["skia-pathops (>=0.5.0)"]
+plot = ["matplotlib"]
+repacker = ["uharfbuzz (>=0.23.0)"]
+symfont = ["sympy"]
+type1 = ["xattr"]
+ufo = ["fs (>=2.2.0,<3)"]
+unicode = ["unicodedata2 (>=15.1.0)"]
+woff = ["brotli (>=1.0.1)", "brotlicffi (>=0.8.0)", "zopfli (>=0.1.4)"]
+
+[[package]]
+name = "fsspec"
+version = "2024.6.1"
+description = "File-system specification"
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "fsspec-2024.6.1-py3-none-any.whl", hash = "sha256:3cb443f8bcd2efb31295a5b9fdb02aee81d8452c80d28f97a6d0959e6cee101e"},
+    {file = "fsspec-2024.6.1.tar.gz", hash = "sha256:fad7d7e209dd4c1208e3bbfda706620e0da5142bebbd9c384afb95b07e798e49"},
+]
+
+[package.extras]
+abfs = ["adlfs"]
+adl = ["adlfs"]
+arrow = ["pyarrow (>=1)"]
+dask = ["dask", "distributed"]
+dev = ["pre-commit", "ruff"]
+doc = ["numpydoc", "sphinx", "sphinx-design", "sphinx-rtd-theme", "yarl"]
+dropbox = ["dropbox", "dropboxdrivefs", "requests"]
+full = ["adlfs", "aiohttp (!=4.0.0a0,!=4.0.0a1)", "dask", "distributed", "dropbox", "dropboxdrivefs", "fusepy", "gcsfs", "libarchive-c", "ocifs", "panel", "paramiko", "pyarrow (>=1)", "pygit2", "requests", "s3fs", "smbprotocol", "tqdm"]
+fuse = ["fusepy"]
+gcs = ["gcsfs"]
+git = ["pygit2"]
+github = ["requests"]
+gs = ["gcsfs"]
+gui = ["panel"]
+hdfs = ["pyarrow (>=1)"]
+http = ["aiohttp (!=4.0.0a0,!=4.0.0a1)"]
+libarchive = ["libarchive-c"]
+oci = ["ocifs"]
+s3 = ["s3fs"]
+sftp = ["paramiko"]
+smb = ["smbprotocol"]
+ssh = ["paramiko"]
+test = ["aiohttp (!=4.0.0a0,!=4.0.0a1)", "numpy", "pytest", "pytest-asyncio (!=0.22.0)", "pytest-benchmark", "pytest-cov", "pytest-mock", "pytest-recording", "pytest-rerunfailures", "requests"]
+test-downstream = ["aiobotocore (>=2.5.4,<3.0.0)", "dask-expr", "dask[dataframe,test]", "moto[server] (>4,<5)", "pytest-timeout", "xarray"]
+test-full = ["adlfs", "aiohttp (!=4.0.0a0,!=4.0.0a1)", "cloudpickle", "dask", "distributed", "dropbox", "dropboxdrivefs", "fastparquet", "fusepy", "gcsfs", "jinja2", "kerchunk", "libarchive-c", "lz4", "notebook", "numpy", "ocifs", "pandas", "panel", "paramiko", "pyarrow", "pyarrow (>=1)", "pyftpdlib", "pygit2", "pytest", "pytest-asyncio (!=0.22.0)", "pytest-benchmark", "pytest-cov", "pytest-mock", "pytest-recording", "pytest-rerunfailures", "python-snappy", "requests", "smbprotocol", "tqdm", "urllib3", "zarr", "zstandard"]
+tqdm = ["tqdm"]
+
+[[package]]
+name = "greenlet"
+version = "3.0.3"
+description = "Lightweight in-process concurrent programming"
+optional = false
+python-versions = ">=3.7"
+files = [
+    {file = "greenlet-3.0.3-cp310-cp310-macosx_11_0_universal2.whl", hash = "sha256:9da2bd29ed9e4f15955dd1595ad7bc9320308a3b766ef7f837e23ad4b4aac31a"},
+    {file = "greenlet-3.0.3-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:d353cadd6083fdb056bb46ed07e4340b0869c305c8ca54ef9da3421acbdf6881"},
+    {file = "greenlet-3.0.3-cp310-cp310-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:dca1e2f3ca00b84a396bc1bce13dd21f680f035314d2379c4160c98153b2059b"},
+    {file = "greenlet-3.0.3-cp310-cp310-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:3ed7fb269f15dc662787f4119ec300ad0702fa1b19d2135a37c2c4de6fadfd4a"},
+    {file = "greenlet-3.0.3-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:dd4f49ae60e10adbc94b45c0b5e6a179acc1736cf7a90160b404076ee283cf83"},
+    {file = "greenlet-3.0.3-cp310-cp310-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl", hash = "sha256:73a411ef564e0e097dbe7e866bb2dda0f027e072b04da387282b02c308807405"},
+    {file = "greenlet-3.0.3-cp310-cp310-musllinux_1_1_aarch64.whl", hash = "sha256:7f362975f2d179f9e26928c5b517524e89dd48530a0202570d55ad6ca5d8a56f"},
+    {file = "greenlet-3.0.3-cp310-cp310-musllinux_1_1_x86_64.whl", hash = "sha256:649dde7de1a5eceb258f9cb00bdf50e978c9db1b996964cd80703614c86495eb"},
+    {file = "greenlet-3.0.3-cp310-cp310-win_amd64.whl", hash = "sha256:68834da854554926fbedd38c76e60c4a2e3198c6fbed520b106a8986445caaf9"},
+    {file = "greenlet-3.0.3-cp311-cp311-macosx_11_0_universal2.whl", hash = "sha256:b1b5667cced97081bf57b8fa1d6bfca67814b0afd38208d52538316e9422fc61"},
+    {file = "greenlet-3.0.3-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:52f59dd9c96ad2fc0d5724107444f76eb20aaccb675bf825df6435acb7703559"},
+    {file = "greenlet-3.0.3-cp311-cp311-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:afaff6cf5200befd5cec055b07d1c0a5a06c040fe5ad148abcd11ba6ab9b114e"},
+    {file = "greenlet-3.0.3-cp311-cp311-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:fe754d231288e1e64323cfad462fcee8f0288654c10bdf4f603a39ed923bef33"},
+    {file = "greenlet-3.0.3-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:2797aa5aedac23af156bbb5a6aa2cd3427ada2972c828244eb7d1b9255846379"},
+    {file = "greenlet-3.0.3-cp311-cp311-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl", hash = "sha256:b7f009caad047246ed379e1c4dbcb8b020f0a390667ea74d2387be2998f58a22"},
+    {file = "greenlet-3.0.3-cp311-cp311-musllinux_1_1_aarch64.whl", hash = "sha256:c5e1536de2aad7bf62e27baf79225d0d64360d4168cf2e6becb91baf1ed074f3"},
+    {file = "greenlet-3.0.3-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:894393ce10ceac937e56ec00bb71c4c2f8209ad516e96033e4b3b1de270e200d"},
+    {file = "greenlet-3.0.3-cp311-cp311-win_amd64.whl", hash = "sha256:1ea188d4f49089fc6fb283845ab18a2518d279c7cd9da1065d7a84e991748728"},
+    {file = "greenlet-3.0.3-cp312-cp312-macosx_11_0_universal2.whl", hash = "sha256:70fb482fdf2c707765ab5f0b6655e9cfcf3780d8d87355a063547b41177599be"},
+    {file = "greenlet-3.0.3-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:d4d1ac74f5c0c0524e4a24335350edad7e5f03b9532da7ea4d3c54d527784f2e"},
+    {file = "greenlet-3.0.3-cp312-cp312-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:149e94a2dd82d19838fe4b2259f1b6b9957d5ba1b25640d2380bea9c5df37676"},
+    {file = "greenlet-3.0.3-cp312-cp312-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:15d79dd26056573940fcb8c7413d84118086f2ec1a8acdfa854631084393efcc"},
+    {file = "greenlet-3.0.3-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:881b7db1ebff4ba09aaaeae6aa491daeb226c8150fc20e836ad00041bcb11230"},
+    {file = "greenlet-3.0.3-cp312-cp312-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl", hash = "sha256:fcd2469d6a2cf298f198f0487e0a5b1a47a42ca0fa4dfd1b6862c999f018ebbf"},
+    {file = "greenlet-3.0.3-cp312-cp312-musllinux_1_1_aarch64.whl", hash = "sha256:1f672519db1796ca0d8753f9e78ec02355e862d0998193038c7073045899f305"},
+    {file = "greenlet-3.0.3-cp312-cp312-musllinux_1_1_x86_64.whl", hash = "sha256:2516a9957eed41dd8f1ec0c604f1cdc86758b587d964668b5b196a9db5bfcde6"},
+    {file = "greenlet-3.0.3-cp312-cp312-win_amd64.whl", hash = "sha256:bba5387a6975598857d86de9eac14210a49d554a77eb8261cc68b7d082f78ce2"},
+    {file = "greenlet-3.0.3-cp37-cp37m-macosx_11_0_universal2.whl", hash = "sha256:5b51e85cb5ceda94e79d019ed36b35386e8c37d22f07d6a751cb659b180d5274"},
+    {file = "greenlet-3.0.3-cp37-cp37m-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:daf3cb43b7cf2ba96d614252ce1684c1bccee6b2183a01328c98d36fcd7d5cb0"},
+    {file = "greenlet-3.0.3-cp37-cp37m-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:99bf650dc5d69546e076f413a87481ee1d2d09aaaaaca058c9251b6d8c14783f"},
+    {file = "greenlet-3.0.3-cp37-cp37m-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:2dd6e660effd852586b6a8478a1d244b8dc90ab5b1321751d2ea15deb49ed414"},
+    {file = "greenlet-3.0.3-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:e3391d1e16e2a5a1507d83e4a8b100f4ee626e8eca43cf2cadb543de69827c4c"},
+    {file = "greenlet-3.0.3-cp37-cp37m-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl", hash = "sha256:e1f145462f1fa6e4a4ae3c0f782e580ce44d57c8f2c7aae1b6fa88c0b2efdb41"},
+    {file = "greenlet-3.0.3-cp37-cp37m-musllinux_1_1_aarch64.whl", hash = "sha256:1a7191e42732df52cb5f39d3527217e7ab73cae2cb3694d241e18f53d84ea9a7"},
+    {file = "greenlet-3.0.3-cp37-cp37m-musllinux_1_1_x86_64.whl", hash = "sha256:0448abc479fab28b00cb472d278828b3ccca164531daab4e970a0458786055d6"},
+    {file = "greenlet-3.0.3-cp37-cp37m-win32.whl", hash = "sha256:b542be2440edc2d48547b5923c408cbe0fc94afb9f18741faa6ae970dbcb9b6d"},
+    {file = "greenlet-3.0.3-cp37-cp37m-win_amd64.whl", hash = "sha256:01bc7ea167cf943b4c802068e178bbf70ae2e8c080467070d01bfa02f337ee67"},
+    {file = "greenlet-3.0.3-cp38-cp38-macosx_11_0_universal2.whl", hash = "sha256:1996cb9306c8595335bb157d133daf5cf9f693ef413e7673cb07e3e5871379ca"},
+    {file = "greenlet-3.0.3-cp38-cp38-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:3ddc0f794e6ad661e321caa8d2f0a55ce01213c74722587256fb6566049a8b04"},
+    {file = "greenlet-3.0.3-cp38-cp38-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:c9db1c18f0eaad2f804728c67d6c610778456e3e1cc4ab4bbd5eeb8e6053c6fc"},
+    {file = "greenlet-3.0.3-cp38-cp38-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:7170375bcc99f1a2fbd9c306f5be8764eaf3ac6b5cb968862cad4c7057756506"},
+    {file = "greenlet-3.0.3-cp38-cp38-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:6b66c9c1e7ccabad3a7d037b2bcb740122a7b17a53734b7d72a344ce39882a1b"},
+    {file = "greenlet-3.0.3-cp38-cp38-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl", hash = "sha256:098d86f528c855ead3479afe84b49242e174ed262456c342d70fc7f972bc13c4"},
+    {file = "greenlet-3.0.3-cp38-cp38-musllinux_1_1_aarch64.whl", hash = "sha256:81bb9c6d52e8321f09c3d165b2a78c680506d9af285bfccbad9fb7ad5a5da3e5"},
+    {file = "greenlet-3.0.3-cp38-cp38-musllinux_1_1_x86_64.whl", hash = "sha256:fd096eb7ffef17c456cfa587523c5f92321ae02427ff955bebe9e3c63bc9f0da"},
+    {file = "greenlet-3.0.3-cp38-cp38-win32.whl", hash = "sha256:d46677c85c5ba00a9cb6f7a00b2bfa6f812192d2c9f7d9c4f6a55b60216712f3"},
+    {file = "greenlet-3.0.3-cp38-cp38-win_amd64.whl", hash = "sha256:419b386f84949bf0e7c73e6032e3457b82a787c1ab4a0e43732898a761cc9dbf"},
+    {file = "greenlet-3.0.3-cp39-cp39-macosx_11_0_universal2.whl", hash = "sha256:da70d4d51c8b306bb7a031d5cff6cc25ad253affe89b70352af5f1cb68e74b53"},
+    {file = "greenlet-3.0.3-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:086152f8fbc5955df88382e8a75984e2bb1c892ad2e3c80a2508954e52295257"},
+    {file = "greenlet-3.0.3-cp39-cp39-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:d73a9fe764d77f87f8ec26a0c85144d6a951a6c438dfe50487df5595c6373eac"},
+    {file = "greenlet-3.0.3-cp39-cp39-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:b7dcbe92cc99f08c8dd11f930de4d99ef756c3591a5377d1d9cd7dd5e896da71"},
+    {file = "greenlet-3.0.3-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:1551a8195c0d4a68fac7a4325efac0d541b48def35feb49d803674ac32582f61"},
+    {file = "greenlet-3.0.3-cp39-cp39-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl", hash = "sha256:64d7675ad83578e3fc149b617a444fab8efdafc9385471f868eb5ff83e446b8b"},
+    {file = "greenlet-3.0.3-cp39-cp39-musllinux_1_1_aarch64.whl", hash = "sha256:b37eef18ea55f2ffd8f00ff8fe7c8d3818abd3e25fb73fae2ca3b672e333a7a6"},
+    {file = "greenlet-3.0.3-cp39-cp39-musllinux_1_1_x86_64.whl", hash = "sha256:77457465d89b8263bca14759d7c1684df840b6811b2499838cc5b040a8b5b113"},
+    {file = "greenlet-3.0.3-cp39-cp39-win32.whl", hash = "sha256:57e8974f23e47dac22b83436bdcf23080ade568ce77df33159e019d161ce1d1e"},
+    {file = "greenlet-3.0.3-cp39-cp39-win_amd64.whl", hash = "sha256:c5ee858cfe08f34712f548c3c363e807e7186f03ad7a5039ebadb29e8c6be067"},
+    {file = "greenlet-3.0.3.tar.gz", hash = "sha256:43374442353259554ce33599da8b692d5aa96f8976d567d4badf263371fbe491"},
+]
+
+[package.extras]
+docs = ["Sphinx", "furo"]
+test = ["objgraph", "psutil"]
+
+[[package]]
+name = "huggingface-hub"
+version = "0.23.4"
+description = "Client library to download and publish models, datasets and other repos on the huggingface.co hub"
+optional = false
+python-versions = ">=3.8.0"
+files = [
+    {file = "huggingface_hub-0.23.4-py3-none-any.whl", hash = "sha256:3a0b957aa87150addf0cc7bd71b4d954b78e749850e1e7fb29ebbd2db64ca037"},
+    {file = "huggingface_hub-0.23.4.tar.gz", hash = "sha256:35d99016433900e44ae7efe1c209164a5a81dbbcd53a52f99c281dcd7ce22431"},
+]
+
+[package.dependencies]
+filelock = "*"
+fsspec = ">=2023.5.0"
+packaging = ">=20.9"
+pyyaml = ">=5.1"
+requests = "*"
+tqdm = ">=4.42.1"
+typing-extensions = ">=3.7.4.3"
+
+[package.extras]
+all = ["InquirerPy (==0.3.4)", "Jinja2", "Pillow", "aiohttp", "fastapi", "gradio", "jedi", "minijinja (>=1.0)", "mypy (==1.5.1)", "numpy", "pytest", "pytest-asyncio", "pytest-cov", "pytest-env", "pytest-rerunfailures", "pytest-vcr", "pytest-xdist", "ruff (>=0.3.0)", "soundfile", "types-PyYAML", "types-requests", "types-simplejson", "types-toml", "types-tqdm", "types-urllib3", "typing-extensions (>=4.8.0)", "urllib3 (<2.0)"]
+cli = ["InquirerPy (==0.3.4)"]
+dev = ["InquirerPy (==0.3.4)", "Jinja2", "Pillow", "aiohttp", "fastapi", "gradio", "jedi", "minijinja (>=1.0)", "mypy (==1.5.1)", "numpy", "pytest", "pytest-asyncio", "pytest-cov", "pytest-env", "pytest-rerunfailures", "pytest-vcr", "pytest-xdist", "ruff (>=0.3.0)", "soundfile", "types-PyYAML", "types-requests", "types-simplejson", "types-toml", "types-tqdm", "types-urllib3", "typing-extensions (>=4.8.0)", "urllib3 (<2.0)"]
+fastai = ["fastai (>=2.4)", "fastcore (>=1.3.27)", "toml"]
+hf-transfer = ["hf-transfer (>=0.1.4)"]
+inference = ["aiohttp", "minijinja (>=1.0)"]
+quality = ["mypy (==1.5.1)", "ruff (>=0.3.0)"]
+tensorflow = ["graphviz", "pydot", "tensorflow"]
+tensorflow-testing = ["keras (<3.0)", "tensorflow"]
+testing = ["InquirerPy (==0.3.4)", "Jinja2", "Pillow", "aiohttp", "fastapi", "gradio", "jedi", "minijinja (>=1.0)", "numpy", "pytest", "pytest-asyncio", "pytest-cov", "pytest-env", "pytest-rerunfailures", "pytest-vcr", "pytest-xdist", "soundfile", "urllib3 (<2.0)"]
+torch = ["safetensors", "torch"]
+typing = ["types-PyYAML", "types-requests", "types-simplejson", "types-toml", "types-tqdm", "types-urllib3", "typing-extensions (>=4.8.0)"]
+
+[[package]]
+name = "idna"
+version = "3.7"
+description = "Internationalized Domain Names in Applications (IDNA)"
+optional = false
+python-versions = ">=3.5"
+files = [
+    {file = "idna-3.7-py3-none-any.whl", hash = "sha256:82fee1fc78add43492d3a1898bfa6d8a904cc97d8427f683ed8e798d07761aa0"},
+    {file = "idna-3.7.tar.gz", hash = "sha256:028ff3aadf0609c1fd278d8ea3089299412a7a8b9bd005dd08b9f8285bcb5cfc"},
+]
+
+[[package]]
+name = "importlib-resources"
+version = "6.4.0"
+description = "Read resources from Python packages"
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "importlib_resources-6.4.0-py3-none-any.whl", hash = "sha256:50d10f043df931902d4194ea07ec57960f66a80449ff867bfe782b4c486ba78c"},
+    {file = "importlib_resources-6.4.0.tar.gz", hash = "sha256:cdb2b453b8046ca4e3798eb1d84f3cce1446a0e8e7b5ef4efb600f19fc398145"},
+]
+
+[package.dependencies]
+zipp = {version = ">=3.1.0", markers = "python_version < \"3.10\""}
+
+[package.extras]
+docs = ["furo", "jaraco.packaging (>=9.3)", "jaraco.tidelift (>=1.4)", "rst.linker (>=1.9)", "sphinx (<7.2.5)", "sphinx (>=3.5)", "sphinx-lint"]
+testing = ["jaraco.test (>=5.4)", "pytest (>=6)", "pytest-checkdocs (>=2.4)", "pytest-cov", "pytest-enabler (>=2.2)", "pytest-mypy", "pytest-ruff (>=0.2.1)", "zipp (>=3.17)"]
+
+[[package]]
+name = "intel-openmp"
+version = "2021.4.0"
+description = "Intel OpenMP* Runtime Library"
+optional = false
+python-versions = "*"
+files = [
+    {file = "intel_openmp-2021.4.0-py2.py3-none-macosx_10_15_x86_64.macosx_11_0_x86_64.whl", hash = "sha256:41c01e266a7fdb631a7609191709322da2bbf24b252ba763f125dd651bcc7675"},
+    {file = "intel_openmp-2021.4.0-py2.py3-none-manylinux1_i686.whl", hash = "sha256:3b921236a38384e2016f0f3d65af6732cf2c12918087128a9163225451e776f2"},
+    {file = "intel_openmp-2021.4.0-py2.py3-none-manylinux1_x86_64.whl", hash = "sha256:e2240ab8d01472fed04f3544a878cda5da16c26232b7ea1b59132dbfb48b186e"},
+    {file = "intel_openmp-2021.4.0-py2.py3-none-win32.whl", hash = "sha256:6e863d8fd3d7e8ef389d52cf97a50fe2afe1a19247e8c0d168ce021546f96fc9"},
+    {file = "intel_openmp-2021.4.0-py2.py3-none-win_amd64.whl", hash = "sha256:eef4c8bcc8acefd7f5cd3b9384dbf73d59e2c99fc56545712ded913f43c4a94f"},
+]
+
+[[package]]
+name = "jinja2"
+version = "3.1.4"
+description = "A very fast and expressive template engine."
+optional = false
+python-versions = ">=3.7"
+files = [
+    {file = "jinja2-3.1.4-py3-none-any.whl", hash = "sha256:bc5dd2abb727a5319567b7a813e6a2e7318c39f4f487cfe6c89c6f9c7d25197d"},
+    {file = "jinja2-3.1.4.tar.gz", hash = "sha256:4a3aee7acbbe7303aede8e9648d13b8bf88a429282aa6122a993f0ac800cb369"},
+]
+
+[package.dependencies]
+MarkupSafe = ">=2.0"
+
+[package.extras]
+i18n = ["Babel (>=2.7)"]
+
+[[package]]
+name = "joblib"
+version = "1.4.2"
+description = "Lightweight pipelining with Python functions"
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "joblib-1.4.2-py3-none-any.whl", hash = "sha256:06d478d5674cbc267e7496a410ee875abd68e4340feff4490bcb7afb88060ae6"},
+    {file = "joblib-1.4.2.tar.gz", hash = "sha256:2382c5816b2636fbd20a09e0f4e9dad4736765fdfb7dca582943b9c1366b3f0e"},
+]
+
+[[package]]
+name = "kiwisolver"
+version = "1.4.5"
+description = "A fast implementation of the Cassowary constraint solver"
+optional = false
+python-versions = ">=3.7"
+files = [
+    {file = "kiwisolver-1.4.5-cp310-cp310-macosx_10_9_universal2.whl", hash = "sha256:05703cf211d585109fcd72207a31bb170a0f22144d68298dc5e61b3c946518af"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-macosx_10_9_x86_64.whl", hash = "sha256:146d14bebb7f1dc4d5fbf74f8a6cb15ac42baadee8912eb84ac0b3b2a3dc6ac3"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:6ef7afcd2d281494c0a9101d5c571970708ad911d028137cd558f02b851c08b4"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:9eaa8b117dc8337728e834b9c6e2611f10c79e38f65157c4c38e9400286f5cb1"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-manylinux_2_12_x86_64.manylinux2010_x86_64.whl", hash = "sha256:ec20916e7b4cbfb1f12380e46486ec4bcbaa91a9c448b97023fde0d5bbf9e4ff"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:39b42c68602539407884cf70d6a480a469b93b81b7701378ba5e2328660c847a"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:aa12042de0171fad672b6c59df69106d20d5596e4f87b5e8f76df757a7c399aa"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:2a40773c71d7ccdd3798f6489aaac9eee213d566850a9533f8d26332d626b82c"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-musllinux_1_1_aarch64.whl", hash = "sha256:19df6e621f6d8b4b9c4d45f40a66839294ff2bb235e64d2178f7522d9170ac5b"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-musllinux_1_1_i686.whl", hash = "sha256:83d78376d0d4fd884e2c114d0621624b73d2aba4e2788182d286309ebdeed770"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-musllinux_1_1_ppc64le.whl", hash = "sha256:e391b1f0a8a5a10ab3b9bb6afcfd74f2175f24f8975fb87ecae700d1503cdee0"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-musllinux_1_1_s390x.whl", hash = "sha256:852542f9481f4a62dbb5dd99e8ab7aedfeb8fb6342349a181d4036877410f525"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-musllinux_1_1_x86_64.whl", hash = "sha256:59edc41b24031bc25108e210c0def6f6c2191210492a972d585a06ff246bb79b"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-win32.whl", hash = "sha256:a6aa6315319a052b4ee378aa171959c898a6183f15c1e541821c5c59beaa0238"},
+    {file = "kiwisolver-1.4.5-cp310-cp310-win_amd64.whl", hash = "sha256:d0ef46024e6a3d79c01ff13801cb19d0cad7fd859b15037aec74315540acc276"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-macosx_10_9_universal2.whl", hash = "sha256:11863aa14a51fd6ec28688d76f1735f8f69ab1fabf388851a595d0721af042f5"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-macosx_10_9_x86_64.whl", hash = "sha256:8ab3919a9997ab7ef2fbbed0cc99bb28d3c13e6d4b1ad36e97e482558a91be90"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:fcc700eadbbccbf6bc1bcb9dbe0786b4b1cb91ca0dcda336eef5c2beed37b797"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-manylinux_2_12_i686.manylinux2010_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:dfdd7c0b105af050eb3d64997809dc21da247cf44e63dc73ff0fd20b96be55a9"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:76c6a5964640638cdeaa0c359382e5703e9293030fe730018ca06bc2010c4437"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:bbea0db94288e29afcc4c28afbf3a7ccaf2d7e027489c449cf7e8f83c6346eb9"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:ceec1a6bc6cab1d6ff5d06592a91a692f90ec7505d6463a88a52cc0eb58545da"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:040c1aebeda72197ef477a906782b5ab0d387642e93bda547336b8957c61022e"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-musllinux_1_1_aarch64.whl", hash = "sha256:f91de7223d4c7b793867797bacd1ee53bfe7359bd70d27b7b58a04efbb9436c8"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-musllinux_1_1_i686.whl", hash = "sha256:faae4860798c31530dd184046a900e652c95513796ef51a12bc086710c2eec4d"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-musllinux_1_1_ppc64le.whl", hash = "sha256:b0157420efcb803e71d1b28e2c287518b8808b7cf1ab8af36718fd0a2c453eb0"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-musllinux_1_1_s390x.whl", hash = "sha256:06f54715b7737c2fecdbf140d1afb11a33d59508a47bf11bb38ecf21dc9ab79f"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:fdb7adb641a0d13bdcd4ef48e062363d8a9ad4a182ac7647ec88f695e719ae9f"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-win32.whl", hash = "sha256:bb86433b1cfe686da83ce32a9d3a8dd308e85c76b60896d58f082136f10bffac"},
+    {file = "kiwisolver-1.4.5-cp311-cp311-win_amd64.whl", hash = "sha256:6c08e1312a9cf1074d17b17728d3dfce2a5125b2d791527f33ffbe805200a355"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-macosx_10_9_universal2.whl", hash = "sha256:32d5cf40c4f7c7b3ca500f8985eb3fb3a7dfc023215e876f207956b5ea26632a"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-macosx_10_9_x86_64.whl", hash = "sha256:f846c260f483d1fd217fe5ed7c173fb109efa6b1fc8381c8b7552c5781756192"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:5ff5cf3571589b6d13bfbfd6bcd7a3f659e42f96b5fd1c4830c4cf21d4f5ef45"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-manylinux_2_12_i686.manylinux2010_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:7269d9e5f1084a653d575c7ec012ff57f0c042258bf5db0954bf551c158466e7"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:da802a19d6e15dffe4b0c24b38b3af68e6c1a68e6e1d8f30148c83864f3881db"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:3aba7311af82e335dd1e36ffff68aaca609ca6290c2cb6d821a39aa075d8e3ff"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:763773d53f07244148ccac5b084da5adb90bfaee39c197554f01b286cf869228"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:2270953c0d8cdab5d422bee7d2007f043473f9d2999631c86a223c9db56cbd16"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-musllinux_1_1_aarch64.whl", hash = "sha256:d099e745a512f7e3bbe7249ca835f4d357c586d78d79ae8f1dcd4d8adeb9bda9"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-musllinux_1_1_i686.whl", hash = "sha256:74db36e14a7d1ce0986fa104f7d5637aea5c82ca6326ed0ec5694280942d1162"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-musllinux_1_1_ppc64le.whl", hash = "sha256:7e5bab140c309cb3a6ce373a9e71eb7e4873c70c2dda01df6820474f9889d6d4"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-musllinux_1_1_s390x.whl", hash = "sha256:0f114aa76dc1b8f636d077979c0ac22e7cd8f3493abbab152f20eb8d3cda71f3"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-musllinux_1_1_x86_64.whl", hash = "sha256:88a2df29d4724b9237fc0c6eaf2a1adae0cdc0b3e9f4d8e7dc54b16812d2d81a"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-win32.whl", hash = "sha256:72d40b33e834371fd330fb1472ca19d9b8327acb79a5821d4008391db8e29f20"},
+    {file = "kiwisolver-1.4.5-cp312-cp312-win_amd64.whl", hash = "sha256:2c5674c4e74d939b9d91dda0fae10597ac7521768fec9e399c70a1f27e2ea2d9"},
+    {file = "kiwisolver-1.4.5-cp37-cp37m-macosx_10_9_x86_64.whl", hash = "sha256:3a2b053a0ab7a3960c98725cfb0bf5b48ba82f64ec95fe06f1d06c99b552e130"},
+    {file = "kiwisolver-1.4.5-cp37-cp37m-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:3cd32d6c13807e5c66a7cbb79f90b553642f296ae4518a60d8d76243b0ad2898"},
+    {file = "kiwisolver-1.4.5-cp37-cp37m-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:59ec7b7c7e1a61061850d53aaf8e93db63dce0c936db1fda2658b70e4a1be709"},
+    {file = "kiwisolver-1.4.5-cp37-cp37m-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:da4cfb373035def307905d05041c1d06d8936452fe89d464743ae7fb8371078b"},
+    {file = "kiwisolver-1.4.5-cp37-cp37m-manylinux_2_5_i686.manylinux1_i686.whl", hash = "sha256:2400873bccc260b6ae184b2b8a4fec0e4082d30648eadb7c3d9a13405d861e89"},
+    {file = "kiwisolver-1.4.5-cp37-cp37m-manylinux_2_5_x86_64.manylinux1_x86_64.whl", hash = "sha256:1b04139c4236a0f3aff534479b58f6f849a8b351e1314826c2d230849ed48985"},
+    {file = "kiwisolver-1.4.5-cp37-cp37m-musllinux_1_1_aarch64.whl", hash = "sha256:4e66e81a5779b65ac21764c295087de82235597a2293d18d943f8e9e32746265"},
+    {file = "kiwisolver-1.4.5-cp37-cp37m-musllinux_1_1_i686.whl", hash = "sha256:7931d8f1f67c4be9ba1dd9c451fb0eeca1a25b89e4d3f89e828fe12a519b782a"},
+    {file = "kiwisolver-1.4.5-cp37-cp37m-musllinux_1_1_ppc64le.whl", hash = "sha256:b3f7e75f3015df442238cca659f8baa5f42ce2a8582727981cbfa15fee0ee205"},
+    {file = "kiwisolver-1.4.5-cp37-cp37m-musllinux_1_1_s390x.whl", hash = "sha256:bbf1d63eef84b2e8c89011b7f2235b1e0bf7dacc11cac9431fc6468e99ac77fb"},
+    {file = "kiwisolver-1.4.5-cp37-cp37m-musllinux_1_1_x86_64.whl", hash = "sha256:4c380469bd3f970ef677bf2bcba2b6b0b4d5c75e7a020fb863ef75084efad66f"},
+    {file = "kiwisolver-1.4.5-cp37-cp37m-win32.whl", hash = "sha256:9408acf3270c4b6baad483865191e3e582b638b1654a007c62e3efe96f09a9a3"},
+    {file = "kiwisolver-1.4.5-cp37-cp37m-win_amd64.whl", hash = "sha256:5b94529f9b2591b7af5f3e0e730a4e0a41ea174af35a4fd067775f9bdfeee01a"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-macosx_10_9_universal2.whl", hash = "sha256:11c7de8f692fc99816e8ac50d1d1aef4f75126eefc33ac79aac02c099fd3db71"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-macosx_10_9_x86_64.whl", hash = "sha256:53abb58632235cd154176ced1ae8f0d29a6657aa1aa9decf50b899b755bc2b93"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-macosx_11_0_arm64.whl", hash = "sha256:88b9f257ca61b838b6f8094a62418421f87ac2a1069f7e896c36a7d86b5d4c29"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:3195782b26fc03aa9c6913d5bad5aeb864bdc372924c093b0f1cebad603dd712"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:fc579bf0f502e54926519451b920e875f433aceb4624a3646b3252b5caa9e0b6"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:5a580c91d686376f0f7c295357595c5a026e6cbc3d77b7c36e290201e7c11ecb"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-manylinux_2_5_i686.manylinux1_i686.whl", hash = "sha256:cfe6ab8da05c01ba6fbea630377b5da2cd9bcbc6338510116b01c1bc939a2c18"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-manylinux_2_5_x86_64.manylinux1_x86_64.whl", hash = "sha256:d2e5a98f0ec99beb3c10e13b387f8db39106d53993f498b295f0c914328b1333"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-musllinux_1_1_aarch64.whl", hash = "sha256:a51a263952b1429e429ff236d2f5a21c5125437861baeed77f5e1cc2d2c7c6da"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-musllinux_1_1_i686.whl", hash = "sha256:3edd2fa14e68c9be82c5b16689e8d63d89fe927e56debd6e1dbce7a26a17f81b"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-musllinux_1_1_ppc64le.whl", hash = "sha256:74d1b44c6cfc897df648cc9fdaa09bc3e7679926e6f96df05775d4fb3946571c"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-musllinux_1_1_s390x.whl", hash = "sha256:76d9289ed3f7501012e05abb8358bbb129149dbd173f1f57a1bf1c22d19ab7cc"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-musllinux_1_1_x86_64.whl", hash = "sha256:92dea1ffe3714fa8eb6a314d2b3c773208d865a0e0d35e713ec54eea08a66250"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-win32.whl", hash = "sha256:5c90ae8c8d32e472be041e76f9d2f2dbff4d0b0be8bd4041770eddb18cf49a4e"},
+    {file = "kiwisolver-1.4.5-cp38-cp38-win_amd64.whl", hash = "sha256:c7940c1dc63eb37a67721b10d703247552416f719c4188c54e04334321351ced"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-macosx_10_9_universal2.whl", hash = "sha256:9407b6a5f0d675e8a827ad8742e1d6b49d9c1a1da5d952a67d50ef5f4170b18d"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-macosx_10_9_x86_64.whl", hash = "sha256:15568384086b6df3c65353820a4473575dbad192e35010f622c6ce3eebd57af9"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:0dc9db8e79f0036e8173c466d21ef18e1befc02de8bf8aa8dc0813a6dc8a7046"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:cdc8a402aaee9a798b50d8b827d7ecf75edc5fb35ea0f91f213ff927c15f4ff0"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-manylinux_2_12_x86_64.manylinux2010_x86_64.whl", hash = "sha256:6c3bd3cde54cafb87d74d8db50b909705c62b17c2099b8f2e25b461882e544ff"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:955e8513d07a283056b1396e9a57ceddbd272d9252c14f154d450d227606eb54"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:346f5343b9e3f00b8db8ba359350eb124b98c99efd0b408728ac6ebf38173958"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:b9098e0049e88c6a24ff64545cdfc50807818ba6c1b739cae221bbbcbc58aad3"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-musllinux_1_1_aarch64.whl", hash = "sha256:00bd361b903dc4bbf4eb165f24d1acbee754fce22ded24c3d56eec268658a5cf"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-musllinux_1_1_i686.whl", hash = "sha256:7b8b454bac16428b22560d0a1cf0a09875339cab69df61d7805bf48919415901"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-musllinux_1_1_ppc64le.whl", hash = "sha256:f1d072c2eb0ad60d4c183f3fb44ac6f73fb7a8f16a2694a91f988275cbf352f9"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-musllinux_1_1_s390x.whl", hash = "sha256:31a82d498054cac9f6d0b53d02bb85811185bcb477d4b60144f915f3b3126342"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-musllinux_1_1_x86_64.whl", hash = "sha256:6512cb89e334e4700febbffaaa52761b65b4f5a3cf33f960213d5656cea36a77"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-win32.whl", hash = "sha256:9db8ea4c388fdb0f780fe91346fd438657ea602d58348753d9fb265ce1bca67f"},
+    {file = "kiwisolver-1.4.5-cp39-cp39-win_amd64.whl", hash = "sha256:59415f46a37f7f2efeec758353dd2eae1b07640d8ca0f0c42548ec4125492635"},
+    {file = "kiwisolver-1.4.5-pp37-pypy37_pp73-macosx_10_9_x86_64.whl", hash = "sha256:5c7b3b3a728dc6faf3fc372ef24f21d1e3cee2ac3e9596691d746e5a536de920"},
+    {file = "kiwisolver-1.4.5-pp37-pypy37_pp73-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:620ced262a86244e2be10a676b646f29c34537d0d9cc8eb26c08f53d98013390"},
+    {file = "kiwisolver-1.4.5-pp37-pypy37_pp73-manylinux_2_12_x86_64.manylinux2010_x86_64.whl", hash = "sha256:378a214a1e3bbf5ac4a8708304318b4f890da88c9e6a07699c4ae7174c09a68d"},
+    {file = "kiwisolver-1.4.5-pp37-pypy37_pp73-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:aaf7be1207676ac608a50cd08f102f6742dbfc70e8d60c4db1c6897f62f71523"},
+    {file = "kiwisolver-1.4.5-pp37-pypy37_pp73-win_amd64.whl", hash = "sha256:ba55dce0a9b8ff59495ddd050a0225d58bd0983d09f87cfe2b6aec4f2c1234e4"},
+    {file = "kiwisolver-1.4.5-pp38-pypy38_pp73-macosx_10_9_x86_64.whl", hash = "sha256:fd32ea360bcbb92d28933fc05ed09bffcb1704ba3fc7942e81db0fd4f81a7892"},
+    {file = "kiwisolver-1.4.5-pp38-pypy38_pp73-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:5e7139af55d1688f8b960ee9ad5adafc4ac17c1c473fe07133ac092310d76544"},
+    {file = "kiwisolver-1.4.5-pp38-pypy38_pp73-manylinux_2_12_x86_64.manylinux2010_x86_64.whl", hash = "sha256:dced8146011d2bc2e883f9bd68618b8247387f4bbec46d7392b3c3b032640126"},
+    {file = "kiwisolver-1.4.5-pp38-pypy38_pp73-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:c9bf3325c47b11b2e51bca0824ea217c7cd84491d8ac4eefd1e409705ef092bd"},
+    {file = "kiwisolver-1.4.5-pp38-pypy38_pp73-win_amd64.whl", hash = "sha256:5794cf59533bc3f1b1c821f7206a3617999db9fbefc345360aafe2e067514929"},
+    {file = "kiwisolver-1.4.5-pp39-pypy39_pp73-macosx_10_9_x86_64.whl", hash = "sha256:e368f200bbc2e4f905b8e71eb38b3c04333bddaa6a2464a6355487b02bb7fb09"},
+    {file = "kiwisolver-1.4.5-pp39-pypy39_pp73-manylinux_2_12_i686.manylinux2010_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:e5d706eba36b4c4d5bc6c6377bb6568098765e990cfc21ee16d13963fab7b3e7"},
+    {file = "kiwisolver-1.4.5-pp39-pypy39_pp73-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:85267bd1aa8880a9c88a8cb71e18d3d64d2751a790e6ca6c27b8ccc724bcd5ad"},
+    {file = "kiwisolver-1.4.5-pp39-pypy39_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:210ef2c3a1f03272649aff1ef992df2e724748918c4bc2d5a90352849eb40bea"},
+    {file = "kiwisolver-1.4.5-pp39-pypy39_pp73-win_amd64.whl", hash = "sha256:11d011a7574eb3b82bcc9c1a1d35c1d7075677fdd15de527d91b46bd35e935ee"},
+    {file = "kiwisolver-1.4.5.tar.gz", hash = "sha256:e57e563a57fb22a142da34f38acc2fc1a5c864bc29ca1517a88abc963e60d6ec"},
+]
+
+[[package]]
+name = "markupsafe"
+version = "2.1.5"
+description = "Safely add untrusted strings to HTML/XML markup."
+optional = false
+python-versions = ">=3.7"
+files = [
+    {file = "MarkupSafe-2.1.5-cp310-cp310-macosx_10_9_universal2.whl", hash = "sha256:a17a92de5231666cfbe003f0e4b9b3a7ae3afb1ec2845aadc2bacc93ff85febc"},
+    {file = "MarkupSafe-2.1.5-cp310-cp310-macosx_10_9_x86_64.whl", hash = "sha256:72b6be590cc35924b02c78ef34b467da4ba07e4e0f0454a2c5907f473fc50ce5"},
+    {file = "MarkupSafe-2.1.5-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:e61659ba32cf2cf1481e575d0462554625196a1f2fc06a1c777d3f48e8865d46"},
+    {file = "MarkupSafe-2.1.5-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:2174c595a0d73a3080ca3257b40096db99799265e1c27cc5a610743acd86d62f"},
+    {file = "MarkupSafe-2.1.5-cp310-cp310-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:ae2ad8ae6ebee9d2d94b17fb62763125f3f374c25618198f40cbb8b525411900"},
+    {file = "MarkupSafe-2.1.5-cp310-cp310-musllinux_1_1_aarch64.whl", hash = "sha256:075202fa5b72c86ad32dc7d0b56024ebdbcf2048c0ba09f1cde31bfdd57bcfff"},
+    {file = "MarkupSafe-2.1.5-cp310-cp310-musllinux_1_1_i686.whl", hash = "sha256:598e3276b64aff0e7b3451b72e94fa3c238d452e7ddcd893c3ab324717456bad"},
+    {file = "MarkupSafe-2.1.5-cp310-cp310-musllinux_1_1_x86_64.whl", hash = "sha256:fce659a462a1be54d2ffcacea5e3ba2d74daa74f30f5f143fe0c58636e355fdd"},
+    {file = "MarkupSafe-2.1.5-cp310-cp310-win32.whl", hash = "sha256:d9fad5155d72433c921b782e58892377c44bd6252b5af2f67f16b194987338a4"},
+    {file = "MarkupSafe-2.1.5-cp310-cp310-win_amd64.whl", hash = "sha256:bf50cd79a75d181c9181df03572cdce0fbb75cc353bc350712073108cba98de5"},
+    {file = "MarkupSafe-2.1.5-cp311-cp311-macosx_10_9_universal2.whl", hash = "sha256:629ddd2ca402ae6dbedfceeba9c46d5f7b2a61d9749597d4307f943ef198fc1f"},
+    {file = "MarkupSafe-2.1.5-cp311-cp311-macosx_10_9_x86_64.whl", hash = "sha256:5b7b716f97b52c5a14bffdf688f971b2d5ef4029127f1ad7a513973cfd818df2"},
+    {file = "MarkupSafe-2.1.5-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:6ec585f69cec0aa07d945b20805be741395e28ac1627333b1c5b0105962ffced"},
+    {file = "MarkupSafe-2.1.5-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:b91c037585eba9095565a3556f611e3cbfaa42ca1e865f7b8015fe5c7336d5a5"},
+    {file = "MarkupSafe-2.1.5-cp311-cp311-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:7502934a33b54030eaf1194c21c692a534196063db72176b0c4028e140f8f32c"},
+    {file = "MarkupSafe-2.1.5-cp311-cp311-musllinux_1_1_aarch64.whl", hash = "sha256:0e397ac966fdf721b2c528cf028494e86172b4feba51d65f81ffd65c63798f3f"},
+    {file = "MarkupSafe-2.1.5-cp311-cp311-musllinux_1_1_i686.whl", hash = "sha256:c061bb86a71b42465156a3ee7bd58c8c2ceacdbeb95d05a99893e08b8467359a"},
+    {file = "MarkupSafe-2.1.5-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:3a57fdd7ce31c7ff06cdfbf31dafa96cc533c21e443d57f5b1ecc6cdc668ec7f"},
+    {file = "MarkupSafe-2.1.5-cp311-cp311-win32.whl", hash = "sha256:397081c1a0bfb5124355710fe79478cdbeb39626492b15d399526ae53422b906"},
+    {file = "MarkupSafe-2.1.5-cp311-cp311-win_amd64.whl", hash = "sha256:2b7c57a4dfc4f16f7142221afe5ba4e093e09e728ca65c51f5620c9aaeb9a617"},
+    {file = "MarkupSafe-2.1.5-cp312-cp312-macosx_10_9_universal2.whl", hash = "sha256:8dec4936e9c3100156f8a2dc89c4b88d5c435175ff03413b443469c7c8c5f4d1"},
+    {file = "MarkupSafe-2.1.5-cp312-cp312-macosx_10_9_x86_64.whl", hash = "sha256:3c6b973f22eb18a789b1460b4b91bf04ae3f0c4234a0a6aa6b0a92f6f7b951d4"},
+    {file = "MarkupSafe-2.1.5-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:ac07bad82163452a6884fe8fa0963fb98c2346ba78d779ec06bd7a6262132aee"},
+    {file = "MarkupSafe-2.1.5-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:f5dfb42c4604dddc8e4305050aa6deb084540643ed5804d7455b5df8fe16f5e5"},
+    {file = "MarkupSafe-2.1.5-cp312-cp312-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:ea3d8a3d18833cf4304cd2fc9cbb1efe188ca9b5efef2bdac7adc20594a0e46b"},
+    {file = "MarkupSafe-2.1.5-cp312-cp312-musllinux_1_1_aarch64.whl", hash = "sha256:d050b3361367a06d752db6ead6e7edeb0009be66bc3bae0ee9d97fb326badc2a"},
+    {file = "MarkupSafe-2.1.5-cp312-cp312-musllinux_1_1_i686.whl", hash = "sha256:bec0a414d016ac1a18862a519e54b2fd0fc8bbfd6890376898a6c0891dd82e9f"},
+    {file = "MarkupSafe-2.1.5-cp312-cp312-musllinux_1_1_x86_64.whl", hash = "sha256:58c98fee265677f63a4385256a6d7683ab1832f3ddd1e66fe948d5880c21a169"},
+    {file = "MarkupSafe-2.1.5-cp312-cp312-win32.whl", hash = "sha256:8590b4ae07a35970728874632fed7bd57b26b0102df2d2b233b6d9d82f6c62ad"},
+    {file = "MarkupSafe-2.1.5-cp312-cp312-win_amd64.whl", hash = "sha256:823b65d8706e32ad2df51ed89496147a42a2a6e01c13cfb6ffb8b1e92bc910bb"},
+    {file = "MarkupSafe-2.1.5-cp37-cp37m-macosx_10_9_x86_64.whl", hash = "sha256:c8b29db45f8fe46ad280a7294f5c3ec36dbac9491f2d1c17345be8e69cc5928f"},
+    {file = "MarkupSafe-2.1.5-cp37-cp37m-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:ec6a563cff360b50eed26f13adc43e61bc0c04d94b8be985e6fb24b81f6dcfdf"},
+    {file = "MarkupSafe-2.1.5-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:a549b9c31bec33820e885335b451286e2969a2d9e24879f83fe904a5ce59d70a"},
+    {file = "MarkupSafe-2.1.5-cp37-cp37m-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:4f11aa001c540f62c6166c7726f71f7573b52c68c31f014c25cc7901deea0b52"},
+    {file = "MarkupSafe-2.1.5-cp37-cp37m-musllinux_1_1_aarch64.whl", hash = "sha256:7b2e5a267c855eea6b4283940daa6e88a285f5f2a67f2220203786dfa59b37e9"},
+    {file = "MarkupSafe-2.1.5-cp37-cp37m-musllinux_1_1_i686.whl", hash = "sha256:2d2d793e36e230fd32babe143b04cec8a8b3eb8a3122d2aceb4a371e6b09b8df"},
+    {file = "MarkupSafe-2.1.5-cp37-cp37m-musllinux_1_1_x86_64.whl", hash = "sha256:ce409136744f6521e39fd8e2a24c53fa18ad67aa5bc7c2cf83645cce5b5c4e50"},
+    {file = "MarkupSafe-2.1.5-cp37-cp37m-win32.whl", hash = "sha256:4096e9de5c6fdf43fb4f04c26fb114f61ef0bf2e5604b6ee3019d51b69e8c371"},
+    {file = "MarkupSafe-2.1.5-cp37-cp37m-win_amd64.whl", hash = "sha256:4275d846e41ecefa46e2015117a9f491e57a71ddd59bbead77e904dc02b1bed2"},
+    {file = "MarkupSafe-2.1.5-cp38-cp38-macosx_10_9_universal2.whl", hash = "sha256:656f7526c69fac7f600bd1f400991cc282b417d17539a1b228617081106feb4a"},
+    {file = "MarkupSafe-2.1.5-cp38-cp38-macosx_10_9_x86_64.whl", hash = "sha256:97cafb1f3cbcd3fd2b6fbfb99ae11cdb14deea0736fc2b0952ee177f2b813a46"},
+    {file = "MarkupSafe-2.1.5-cp38-cp38-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:1f3fbcb7ef1f16e48246f704ab79d79da8a46891e2da03f8783a5b6fa41a9532"},
+    {file = "MarkupSafe-2.1.5-cp38-cp38-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:fa9db3f79de01457b03d4f01b34cf91bc0048eb2c3846ff26f66687c2f6d16ab"},
+    {file = "MarkupSafe-2.1.5-cp38-cp38-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:ffee1f21e5ef0d712f9033568f8344d5da8cc2869dbd08d87c84656e6a2d2f68"},
+    {file = "MarkupSafe-2.1.5-cp38-cp38-musllinux_1_1_aarch64.whl", hash = "sha256:5dedb4db619ba5a2787a94d877bc8ffc0566f92a01c0ef214865e54ecc9ee5e0"},
+    {file = "MarkupSafe-2.1.5-cp38-cp38-musllinux_1_1_i686.whl", hash = "sha256:30b600cf0a7ac9234b2638fbc0fb6158ba5bdcdf46aeb631ead21248b9affbc4"},
+    {file = "MarkupSafe-2.1.5-cp38-cp38-musllinux_1_1_x86_64.whl", hash = "sha256:8dd717634f5a044f860435c1d8c16a270ddf0ef8588d4887037c5028b859b0c3"},
+    {file = "MarkupSafe-2.1.5-cp38-cp38-win32.whl", hash = "sha256:daa4ee5a243f0f20d528d939d06670a298dd39b1ad5f8a72a4275124a7819eff"},
+    {file = "MarkupSafe-2.1.5-cp38-cp38-win_amd64.whl", hash = "sha256:619bc166c4f2de5caa5a633b8b7326fbe98e0ccbfacabd87268a2b15ff73a029"},
+    {file = "MarkupSafe-2.1.5-cp39-cp39-macosx_10_9_universal2.whl", hash = "sha256:7a68b554d356a91cce1236aa7682dc01df0edba8d043fd1ce607c49dd3c1edcf"},
+    {file = "MarkupSafe-2.1.5-cp39-cp39-macosx_10_9_x86_64.whl", hash = "sha256:db0b55e0f3cc0be60c1f19efdde9a637c32740486004f20d1cff53c3c0ece4d2"},
+    {file = "MarkupSafe-2.1.5-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:3e53af139f8579a6d5f7b76549125f0d94d7e630761a2111bc431fd820e163b8"},
+    {file = "MarkupSafe-2.1.5-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:17b950fccb810b3293638215058e432159d2b71005c74371d784862b7e4683f3"},
+    {file = "MarkupSafe-2.1.5-cp39-cp39-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:4c31f53cdae6ecfa91a77820e8b151dba54ab528ba65dfd235c80b086d68a465"},
+    {file = "MarkupSafe-2.1.5-cp39-cp39-musllinux_1_1_aarch64.whl", hash = "sha256:bff1b4290a66b490a2f4719358c0cdcd9bafb6b8f061e45c7a2460866bf50c2e"},
+    {file = "MarkupSafe-2.1.5-cp39-cp39-musllinux_1_1_i686.whl", hash = "sha256:bc1667f8b83f48511b94671e0e441401371dfd0f0a795c7daa4a3cd1dde55bea"},
+    {file = "MarkupSafe-2.1.5-cp39-cp39-musllinux_1_1_x86_64.whl", hash = "sha256:5049256f536511ee3f7e1b3f87d1d1209d327e818e6ae1365e8653d7e3abb6a6"},
+    {file = "MarkupSafe-2.1.5-cp39-cp39-win32.whl", hash = "sha256:00e046b6dd71aa03a41079792f8473dc494d564611a8f89bbbd7cb93295ebdcf"},
+    {file = "MarkupSafe-2.1.5-cp39-cp39-win_amd64.whl", hash = "sha256:fa173ec60341d6bb97a89f5ea19c85c5643c1e7dedebc22f5181eb73573142c5"},
+    {file = "MarkupSafe-2.1.5.tar.gz", hash = "sha256:d283d37a890ba4c1ae73ffadf8046435c76e7bc2247bbb63c00bd1a709c6544b"},
+]
+
+[[package]]
+name = "matplotlib"
+version = "3.9.0"
+description = "Python plotting package"
+optional = false
+python-versions = ">=3.9"
+files = [
+    {file = "matplotlib-3.9.0-cp310-cp310-macosx_10_12_x86_64.whl", hash = "sha256:2bcee1dffaf60fe7656183ac2190bd630842ff87b3153afb3e384d966b57fe56"},
+    {file = "matplotlib-3.9.0-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:3f988bafb0fa39d1074ddd5bacd958c853e11def40800c5824556eb630f94d3b"},
+    {file = "matplotlib-3.9.0-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:fe428e191ea016bb278758c8ee82a8129c51d81d8c4bc0846c09e7e8e9057241"},
+    {file = "matplotlib-3.9.0-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:eaf3978060a106fab40c328778b148f590e27f6fa3cd15a19d6892575bce387d"},
+    {file = "matplotlib-3.9.0-cp310-cp310-musllinux_1_1_x86_64.whl", hash = "sha256:2e7f03e5cbbfacdd48c8ea394d365d91ee8f3cae7e6ec611409927b5ed997ee4"},
+    {file = "matplotlib-3.9.0-cp310-cp310-win_amd64.whl", hash = "sha256:13beb4840317d45ffd4183a778685e215939be7b08616f431c7795276e067463"},
+    {file = "matplotlib-3.9.0-cp311-cp311-macosx_10_12_x86_64.whl", hash = "sha256:063af8587fceeac13b0936c42a2b6c732c2ab1c98d38abc3337e430e1ff75e38"},
+    {file = "matplotlib-3.9.0-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:9a2fa6d899e17ddca6d6526cf6e7ba677738bf2a6a9590d702c277204a7c6152"},
+    {file = "matplotlib-3.9.0-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:550cdda3adbd596078cca7d13ed50b77879104e2e46392dcd7c75259d8f00e85"},
+    {file = "matplotlib-3.9.0-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:76cce0f31b351e3551d1f3779420cf8f6ec0d4a8cf9c0237a3b549fd28eb4abb"},
+    {file = "matplotlib-3.9.0-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:c53aeb514ccbbcbab55a27f912d79ea30ab21ee0531ee2c09f13800efb272674"},
+    {file = "matplotlib-3.9.0-cp311-cp311-win_amd64.whl", hash = "sha256:a5be985db2596d761cdf0c2eaf52396f26e6a64ab46bd8cd810c48972349d1be"},
+    {file = "matplotlib-3.9.0-cp312-cp312-macosx_10_12_x86_64.whl", hash = "sha256:c79f3a585f1368da6049318bdf1f85568d8d04b2e89fc24b7e02cc9b62017382"},
+    {file = "matplotlib-3.9.0-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:bdd1ecbe268eb3e7653e04f451635f0fb0f77f07fd070242b44c076c9106da84"},
+    {file = "matplotlib-3.9.0-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:d38e85a1a6d732f645f1403ce5e6727fd9418cd4574521d5803d3d94911038e5"},
+    {file = "matplotlib-3.9.0-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:0a490715b3b9984fa609116481b22178348c1a220a4499cda79132000a79b4db"},
+    {file = "matplotlib-3.9.0-cp312-cp312-musllinux_1_1_x86_64.whl", hash = "sha256:8146ce83cbc5dc71c223a74a1996d446cd35cfb6a04b683e1446b7e6c73603b7"},
+    {file = "matplotlib-3.9.0-cp312-cp312-win_amd64.whl", hash = "sha256:d91a4ffc587bacf5c4ce4ecfe4bcd23a4b675e76315f2866e588686cc97fccdf"},
+    {file = "matplotlib-3.9.0-cp39-cp39-macosx_10_12_x86_64.whl", hash = "sha256:616fabf4981a3b3c5a15cd95eba359c8489c4e20e03717aea42866d8d0465956"},
+    {file = "matplotlib-3.9.0-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:cd53c79fd02f1c1808d2cfc87dd3cf4dbc63c5244a58ee7944497107469c8d8a"},
+    {file = "matplotlib-3.9.0-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:06a478f0d67636554fa78558cfbcd7b9dba85b51f5c3b5a0c9be49010cf5f321"},
+    {file = "matplotlib-3.9.0-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:81c40af649d19c85f8073e25e5806926986806fa6d54be506fbf02aef47d5a89"},
+    {file = "matplotlib-3.9.0-cp39-cp39-musllinux_1_1_x86_64.whl", hash = "sha256:52146fc3bd7813cc784562cb93a15788be0b2875c4655e2cc6ea646bfa30344b"},
+    {file = "matplotlib-3.9.0-cp39-cp39-win_amd64.whl", hash = "sha256:0fc51eaa5262553868461c083d9adadb11a6017315f3a757fc45ec6ec5f02888"},
+    {file = "matplotlib-3.9.0-pp39-pypy39_pp73-macosx_10_12_x86_64.whl", hash = "sha256:bd4f2831168afac55b881db82a7730992aa41c4f007f1913465fb182d6fb20c0"},
+    {file = "matplotlib-3.9.0-pp39-pypy39_pp73-macosx_11_0_arm64.whl", hash = "sha256:290d304e59be2b33ef5c2d768d0237f5bd132986bdcc66f80bc9bcc300066a03"},
+    {file = "matplotlib-3.9.0-pp39-pypy39_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:7ff2e239c26be4f24bfa45860c20ffccd118d270c5b5d081fa4ea409b5469fcd"},
+    {file = "matplotlib-3.9.0-pp39-pypy39_pp73-win_amd64.whl", hash = "sha256:af4001b7cae70f7eaacfb063db605280058246de590fa7874f00f62259f2df7e"},
+    {file = "matplotlib-3.9.0.tar.gz", hash = "sha256:e6d29ea6c19e34b30fb7d88b7081f869a03014f66fe06d62cc77d5a6ea88ed7a"},
+]
+
+[package.dependencies]
+contourpy = ">=1.0.1"
+cycler = ">=0.10"
+fonttools = ">=4.22.0"
+importlib-resources = {version = ">=3.2.0", markers = "python_version < \"3.10\""}
+kiwisolver = ">=1.3.1"
+numpy = ">=1.23"
+packaging = ">=20.0"
+pillow = ">=8"
+pyparsing = ">=2.3.1"
+python-dateutil = ">=2.7"
+
+[package.extras]
+dev = ["meson-python (>=0.13.1)", "numpy (>=1.25)", "pybind11 (>=2.6)", "setuptools (>=64)", "setuptools_scm (>=7)"]
+
+[[package]]
+name = "mkl"
+version = "2021.4.0"
+description = "Intel® oneAPI Math Kernel Library"
+optional = false
+python-versions = "*"
+files = [
+    {file = "mkl-2021.4.0-py2.py3-none-macosx_10_15_x86_64.macosx_11_0_x86_64.whl", hash = "sha256:67460f5cd7e30e405b54d70d1ed3ca78118370b65f7327d495e9c8847705e2fb"},
+    {file = "mkl-2021.4.0-py2.py3-none-manylinux1_i686.whl", hash = "sha256:636d07d90e68ccc9630c654d47ce9fdeb036bb46e2b193b3a9ac8cfea683cce5"},
+    {file = "mkl-2021.4.0-py2.py3-none-manylinux1_x86_64.whl", hash = "sha256:398dbf2b0d12acaf54117a5210e8f191827f373d362d796091d161f610c1ebfb"},
+    {file = "mkl-2021.4.0-py2.py3-none-win32.whl", hash = "sha256:439c640b269a5668134e3dcbcea4350459c4a8bc46469669b2d67e07e3d330e8"},
+    {file = "mkl-2021.4.0-py2.py3-none-win_amd64.whl", hash = "sha256:ceef3cafce4c009dd25f65d7ad0d833a0fbadc3d8903991ec92351fe5de1e718"},
+]
+
+[package.dependencies]
+intel-openmp = "==2021.*"
+tbb = "==2021.*"
+
+[[package]]
+name = "mpmath"
+version = "1.3.0"
+description = "Python library for arbitrary-precision floating-point arithmetic"
+optional = false
+python-versions = "*"
+files = [
+    {file = "mpmath-1.3.0-py3-none-any.whl", hash = "sha256:a0b2b9fe80bbcd81a6647ff13108738cfb482d481d826cc0e02f5b35e5c88d2c"},
+    {file = "mpmath-1.3.0.tar.gz", hash = "sha256:7a28eb2a9774d00c7bc92411c19a89209d5da7c4c9a9e227be8330a23a25b91f"},
+]
+
+[package.extras]
+develop = ["codecov", "pycodestyle", "pytest (>=4.6)", "pytest-cov", "wheel"]
+docs = ["sphinx"]
+gmpy = ["gmpy2 (>=2.1.0a4)"]
+tests = ["pytest (>=4.6)"]
+
+[[package]]
+name = "networkx"
+version = "3.2.1"
+description = "Python package for creating and manipulating graphs and networks"
+optional = false
+python-versions = ">=3.9"
+files = [
+    {file = "networkx-3.2.1-py3-none-any.whl", hash = "sha256:f18c69adc97877c42332c170849c96cefa91881c99a7cb3e95b7c659ebdc1ec2"},
+    {file = "networkx-3.2.1.tar.gz", hash = "sha256:9f1bb5cf3409bf324e0a722c20bdb4c20ee39bf1c30ce8ae499c8502b0b5e0c6"},
+]
+
+[package.extras]
+default = ["matplotlib (>=3.5)", "numpy (>=1.22)", "pandas (>=1.4)", "scipy (>=1.9,!=1.11.0,!=1.11.1)"]
+developer = ["changelist (==0.4)", "mypy (>=1.1)", "pre-commit (>=3.2)", "rtoml"]
+doc = ["nb2plots (>=0.7)", "nbconvert (<7.9)", "numpydoc (>=1.6)", "pillow (>=9.4)", "pydata-sphinx-theme (>=0.14)", "sphinx (>=7)", "sphinx-gallery (>=0.14)", "texext (>=0.6.7)"]
+extra = ["lxml (>=4.6)", "pydot (>=1.4.2)", "pygraphviz (>=1.11)", "sympy (>=1.10)"]
+test = ["pytest (>=7.2)", "pytest-cov (>=4.0)"]
+
+[[package]]
+name = "numpy"
+version = "1.26.4"
+description = "Fundamental package for array computing in Python"
+optional = false
+python-versions = ">=3.9"
+files = [
+    {file = "numpy-1.26.4-cp310-cp310-macosx_10_9_x86_64.whl", hash = "sha256:9ff0f4f29c51e2803569d7a51c2304de5554655a60c5d776e35b4a41413830d0"},
+    {file = "numpy-1.26.4-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:2e4ee3380d6de9c9ec04745830fd9e2eccb3e6cf790d39d7b98ffd19b0dd754a"},
+    {file = "numpy-1.26.4-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:d209d8969599b27ad20994c8e41936ee0964e6da07478d6c35016bc386b66ad4"},
+    {file = "numpy-1.26.4-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:ffa75af20b44f8dba823498024771d5ac50620e6915abac414251bd971b4529f"},
+    {file = "numpy-1.26.4-cp310-cp310-musllinux_1_1_aarch64.whl", hash = "sha256:62b8e4b1e28009ef2846b4c7852046736bab361f7aeadeb6a5b89ebec3c7055a"},
+    {file = "numpy-1.26.4-cp310-cp310-musllinux_1_1_x86_64.whl", hash = "sha256:a4abb4f9001ad2858e7ac189089c42178fcce737e4169dc61321660f1a96c7d2"},
+    {file = "numpy-1.26.4-cp310-cp310-win32.whl", hash = "sha256:bfe25acf8b437eb2a8b2d49d443800a5f18508cd811fea3181723922a8a82b07"},
+    {file = "numpy-1.26.4-cp310-cp310-win_amd64.whl", hash = "sha256:b97fe8060236edf3662adfc2c633f56a08ae30560c56310562cb4f95500022d5"},
+    {file = "numpy-1.26.4-cp311-cp311-macosx_10_9_x86_64.whl", hash = "sha256:4c66707fabe114439db9068ee468c26bbdf909cac0fb58686a42a24de1760c71"},
+    {file = "numpy-1.26.4-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:edd8b5fe47dab091176d21bb6de568acdd906d1887a4584a15a9a96a1dca06ef"},
+    {file = "numpy-1.26.4-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:7ab55401287bfec946ced39700c053796e7cc0e3acbef09993a9ad2adba6ca6e"},
+    {file = "numpy-1.26.4-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:666dbfb6ec68962c033a450943ded891bed2d54e6755e35e5835d63f4f6931d5"},
+    {file = "numpy-1.26.4-cp311-cp311-musllinux_1_1_aarch64.whl", hash = "sha256:96ff0b2ad353d8f990b63294c8986f1ec3cb19d749234014f4e7eb0112ceba5a"},
+    {file = "numpy-1.26.4-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:60dedbb91afcbfdc9bc0b1f3f402804070deed7392c23eb7a7f07fa857868e8a"},
+    {file = "numpy-1.26.4-cp311-cp311-win32.whl", hash = "sha256:1af303d6b2210eb850fcf03064d364652b7120803a0b872f5211f5234b399f20"},
+    {file = "numpy-1.26.4-cp311-cp311-win_amd64.whl", hash = "sha256:cd25bcecc4974d09257ffcd1f098ee778f7834c3ad767fe5db785be9a4aa9cb2"},
+    {file = "numpy-1.26.4-cp312-cp312-macosx_10_9_x86_64.whl", hash = "sha256:b3ce300f3644fb06443ee2222c2201dd3a89ea6040541412b8fa189341847218"},
+    {file = "numpy-1.26.4-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:03a8c78d01d9781b28a6989f6fa1bb2c4f2d51201cf99d3dd875df6fbd96b23b"},
+    {file = "numpy-1.26.4-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:9fad7dcb1aac3c7f0584a5a8133e3a43eeb2fe127f47e3632d43d677c66c102b"},
+    {file = "numpy-1.26.4-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:675d61ffbfa78604709862923189bad94014bef562cc35cf61d3a07bba02a7ed"},
+    {file = "numpy-1.26.4-cp312-cp312-musllinux_1_1_aarch64.whl", hash = "sha256:ab47dbe5cc8210f55aa58e4805fe224dac469cde56b9f731a4c098b91917159a"},
+    {file = "numpy-1.26.4-cp312-cp312-musllinux_1_1_x86_64.whl", hash = "sha256:1dda2e7b4ec9dd512f84935c5f126c8bd8b9f2fc001e9f54af255e8c5f16b0e0"},
+    {file = "numpy-1.26.4-cp312-cp312-win32.whl", hash = "sha256:50193e430acfc1346175fcbdaa28ffec49947a06918b7b92130744e81e640110"},
+    {file = "numpy-1.26.4-cp312-cp312-win_amd64.whl", hash = "sha256:08beddf13648eb95f8d867350f6a018a4be2e5ad54c8d8caed89ebca558b2818"},
+    {file = "numpy-1.26.4-cp39-cp39-macosx_10_9_x86_64.whl", hash = "sha256:7349ab0fa0c429c82442a27a9673fc802ffdb7c7775fad780226cb234965e53c"},
+    {file = "numpy-1.26.4-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:52b8b60467cd7dd1e9ed082188b4e6bb35aa5cdd01777621a1658910745b90be"},
+    {file = "numpy-1.26.4-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:d5241e0a80d808d70546c697135da2c613f30e28251ff8307eb72ba696945764"},
+    {file = "numpy-1.26.4-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:f870204a840a60da0b12273ef34f7051e98c3b5961b61b0c2c1be6dfd64fbcd3"},
+    {file = "numpy-1.26.4-cp39-cp39-musllinux_1_1_aarch64.whl", hash = "sha256:679b0076f67ecc0138fd2ede3a8fd196dddc2ad3254069bcb9faf9a79b1cebcd"},
+    {file = "numpy-1.26.4-cp39-cp39-musllinux_1_1_x86_64.whl", hash = "sha256:47711010ad8555514b434df65f7d7b076bb8261df1ca9bb78f53d3b2db02e95c"},
+    {file = "numpy-1.26.4-cp39-cp39-win32.whl", hash = "sha256:a354325ee03388678242a4d7ebcd08b5c727033fcff3b2f536aea978e15ee9e6"},
+    {file = "numpy-1.26.4-cp39-cp39-win_amd64.whl", hash = "sha256:3373d5d70a5fe74a2c1bb6d2cfd9609ecf686d47a2d7b1d37a8f3b6bf6003aea"},
+    {file = "numpy-1.26.4-pp39-pypy39_pp73-macosx_10_9_x86_64.whl", hash = "sha256:afedb719a9dcfc7eaf2287b839d8198e06dcd4cb5d276a3df279231138e83d30"},
+    {file = "numpy-1.26.4-pp39-pypy39_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:95a7476c59002f2f6c590b9b7b998306fba6a5aa646b1e22ddfeaf8f78c3a29c"},
+    {file = "numpy-1.26.4-pp39-pypy39_pp73-win_amd64.whl", hash = "sha256:7e50d0a0cc3189f9cb0aeb3a6a6af18c16f59f004b866cd2be1c14b36134a4a0"},
+    {file = "numpy-1.26.4.tar.gz", hash = "sha256:2a02aba9ed12e4ac4eb3ea9421c420301a0c6460d9830d74a9df87efa4912010"},
+]
+
+[[package]]
+name = "nvidia-cublas-cu12"
+version = "12.1.3.1"
+description = "CUBLAS native runtime libraries"
+optional = false
+python-versions = ">=3"
+files = [
+    {file = "nvidia_cublas_cu12-12.1.3.1-py3-none-manylinux1_x86_64.whl", hash = "sha256:ee53ccca76a6fc08fb9701aa95b6ceb242cdaab118c3bb152af4e579af792728"},
+    {file = "nvidia_cublas_cu12-12.1.3.1-py3-none-win_amd64.whl", hash = "sha256:2b964d60e8cf11b5e1073d179d85fa340c120e99b3067558f3cf98dd69d02906"},
+]
+
+[[package]]
+name = "nvidia-cuda-cupti-cu12"
+version = "12.1.105"
+description = "CUDA profiling tools runtime libs."
+optional = false
+python-versions = ">=3"
+files = [
+    {file = "nvidia_cuda_cupti_cu12-12.1.105-py3-none-manylinux1_x86_64.whl", hash = "sha256:e54fde3983165c624cb79254ae9818a456eb6e87a7fd4d56a2352c24ee542d7e"},
+    {file = "nvidia_cuda_cupti_cu12-12.1.105-py3-none-win_amd64.whl", hash = "sha256:bea8236d13a0ac7190bd2919c3e8e6ce1e402104276e6f9694479e48bb0eb2a4"},
+]
+
+[[package]]
+name = "nvidia-cuda-nvrtc-cu12"
+version = "12.1.105"
+description = "NVRTC native runtime libraries"
+optional = false
+python-versions = ">=3"
+files = [
+    {file = "nvidia_cuda_nvrtc_cu12-12.1.105-py3-none-manylinux1_x86_64.whl", hash = "sha256:339b385f50c309763ca65456ec75e17bbefcbbf2893f462cb8b90584cd27a1c2"},
+    {file = "nvidia_cuda_nvrtc_cu12-12.1.105-py3-none-win_amd64.whl", hash = "sha256:0a98a522d9ff138b96c010a65e145dc1b4850e9ecb75a0172371793752fd46ed"},
+]
+
+[[package]]
+name = "nvidia-cuda-runtime-cu12"
+version = "12.1.105"
+description = "CUDA Runtime native Libraries"
+optional = false
+python-versions = ">=3"
+files = [
+    {file = "nvidia_cuda_runtime_cu12-12.1.105-py3-none-manylinux1_x86_64.whl", hash = "sha256:6e258468ddf5796e25f1dc591a31029fa317d97a0a94ed93468fc86301d61e40"},
+    {file = "nvidia_cuda_runtime_cu12-12.1.105-py3-none-win_amd64.whl", hash = "sha256:dfb46ef84d73fababab44cf03e3b83f80700d27ca300e537f85f636fac474344"},
+]
+
+[[package]]
+name = "nvidia-cudnn-cu12"
+version = "8.9.2.26"
+description = "cuDNN runtime libraries"
+optional = false
+python-versions = ">=3"
+files = [
+    {file = "nvidia_cudnn_cu12-8.9.2.26-py3-none-manylinux1_x86_64.whl", hash = "sha256:5ccb288774fdfb07a7e7025ffec286971c06d8d7b4fb162525334616d7629ff9"},
+]
+
+[package.dependencies]
+nvidia-cublas-cu12 = "*"
+
+[[package]]
+name = "nvidia-cufft-cu12"
+version = "11.0.2.54"
+description = "CUFFT native runtime libraries"
+optional = false
+python-versions = ">=3"
+files = [
+    {file = "nvidia_cufft_cu12-11.0.2.54-py3-none-manylinux1_x86_64.whl", hash = "sha256:794e3948a1aa71fd817c3775866943936774d1c14e7628c74f6f7417224cdf56"},
+    {file = "nvidia_cufft_cu12-11.0.2.54-py3-none-win_amd64.whl", hash = "sha256:d9ac353f78ff89951da4af698f80870b1534ed69993f10a4cf1d96f21357e253"},
+]
+
+[[package]]
+name = "nvidia-curand-cu12"
+version = "10.3.2.106"
+description = "CURAND native runtime libraries"
+optional = false
+python-versions = ">=3"
+files = [
+    {file = "nvidia_curand_cu12-10.3.2.106-py3-none-manylinux1_x86_64.whl", hash = "sha256:9d264c5036dde4e64f1de8c50ae753237c12e0b1348738169cd0f8a536c0e1e0"},
+    {file = "nvidia_curand_cu12-10.3.2.106-py3-none-win_amd64.whl", hash = "sha256:75b6b0c574c0037839121317e17fd01f8a69fd2ef8e25853d826fec30bdba74a"},
+]
+
+[[package]]
+name = "nvidia-cusolver-cu12"
+version = "11.4.5.107"
+description = "CUDA solver native runtime libraries"
+optional = false
+python-versions = ">=3"
+files = [
+    {file = "nvidia_cusolver_cu12-11.4.5.107-py3-none-manylinux1_x86_64.whl", hash = "sha256:8a7ec542f0412294b15072fa7dab71d31334014a69f953004ea7a118206fe0dd"},
+    {file = "nvidia_cusolver_cu12-11.4.5.107-py3-none-win_amd64.whl", hash = "sha256:74e0c3a24c78612192a74fcd90dd117f1cf21dea4822e66d89e8ea80e3cd2da5"},
+]
+
+[package.dependencies]
+nvidia-cublas-cu12 = "*"
+nvidia-cusparse-cu12 = "*"
+nvidia-nvjitlink-cu12 = "*"
+
+[[package]]
+name = "nvidia-cusparse-cu12"
+version = "12.1.0.106"
+description = "CUSPARSE native runtime libraries"
+optional = false
+python-versions = ">=3"
+files = [
+    {file = "nvidia_cusparse_cu12-12.1.0.106-py3-none-manylinux1_x86_64.whl", hash = "sha256:f3b50f42cf363f86ab21f720998517a659a48131e8d538dc02f8768237bd884c"},
+    {file = "nvidia_cusparse_cu12-12.1.0.106-py3-none-win_amd64.whl", hash = "sha256:b798237e81b9719373e8fae8d4f091b70a0cf09d9d85c95a557e11df2d8e9a5a"},
+]
+
+[package.dependencies]
+nvidia-nvjitlink-cu12 = "*"
+
+[[package]]
+name = "nvidia-nccl-cu12"
+version = "2.20.5"
+description = "NVIDIA Collective Communication Library (NCCL) Runtime"
+optional = false
+python-versions = ">=3"
+files = [
+    {file = "nvidia_nccl_cu12-2.20.5-py3-none-manylinux2014_aarch64.whl", hash = "sha256:1fc150d5c3250b170b29410ba682384b14581db722b2531b0d8d33c595f33d01"},
+    {file = "nvidia_nccl_cu12-2.20.5-py3-none-manylinux2014_x86_64.whl", hash = "sha256:057f6bf9685f75215d0c53bf3ac4a10b3e6578351de307abad9e18a99182af56"},
+]
+
+[[package]]
+name = "nvidia-nvjitlink-cu12"
+version = "12.5.82"
+description = "Nvidia JIT LTO Library"
+optional = false
+python-versions = ">=3"
+files = [
+    {file = "nvidia_nvjitlink_cu12-12.5.82-py3-none-manylinux2014_x86_64.whl", hash = "sha256:f9b37bc5c8cf7509665cb6ada5aaa0ce65618f2332b7d3e78e9790511f111212"},
+    {file = "nvidia_nvjitlink_cu12-12.5.82-py3-none-win_amd64.whl", hash = "sha256:e782564d705ff0bf61ac3e1bf730166da66dd2fe9012f111ede5fc49b64ae697"},
+]
+
+[[package]]
+name = "nvidia-nvtx-cu12"
+version = "12.1.105"
+description = "NVIDIA Tools Extension"
+optional = false
+python-versions = ">=3"
+files = [
+    {file = "nvidia_nvtx_cu12-12.1.105-py3-none-manylinux1_x86_64.whl", hash = "sha256:dc21cf308ca5691e7c04d962e213f8a4aa9bbfa23d95412f452254c2caeb09e5"},
+    {file = "nvidia_nvtx_cu12-12.1.105-py3-none-win_amd64.whl", hash = "sha256:65f4d98982b31b60026e0e6de73fbdfc09d08a96f4656dd3665ca616a11e1e82"},
+]
+
+[[package]]
+name = "packaging"
+version = "24.1"
+description = "Core utilities for Python packages"
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "packaging-24.1-py3-none-any.whl", hash = "sha256:5b8f2217dbdbd2f7f384c41c628544e6d52f2d0f53c6d0c3ea61aa5d1d7ff124"},
+    {file = "packaging-24.1.tar.gz", hash = "sha256:026ed72c8ed3fcce5bf8950572258698927fd1dbda10a5e981cdf0ac37f4f002"},
+]
+
+[[package]]
+name = "pgvector"
+version = "0.1.8"
+description = "pgvector support for Python"
+optional = false
+python-versions = ">=3.6"
+files = [
+    {file = "pgvector-0.1.8-py2.py3-none-any.whl", hash = "sha256:99dce3a6580ef73863edb9b8441937671f4e1a09383826e6b0838176cd441a96"},
+]
+
+[package.dependencies]
+numpy = "*"
+
+[[package]]
+name = "pillow"
+version = "10.4.0"
+description = "Python Imaging Library (Fork)"
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "pillow-10.4.0-cp310-cp310-macosx_10_10_x86_64.whl", hash = "sha256:4d9667937cfa347525b319ae34375c37b9ee6b525440f3ef48542fcf66f2731e"},
+    {file = "pillow-10.4.0-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:543f3dc61c18dafb755773efc89aae60d06b6596a63914107f75459cf984164d"},
+    {file = "pillow-10.4.0-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:7928ecbf1ece13956b95d9cbcfc77137652b02763ba384d9ab508099a2eca856"},
+    {file = "pillow-10.4.0-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:e4d49b85c4348ea0b31ea63bc75a9f3857869174e2bf17e7aba02945cd218e6f"},
+    {file = "pillow-10.4.0-cp310-cp310-manylinux_2_28_aarch64.whl", hash = "sha256:6c762a5b0997f5659a5ef2266abc1d8851ad7749ad9a6a5506eb23d314e4f46b"},
+    {file = "pillow-10.4.0-cp310-cp310-manylinux_2_28_x86_64.whl", hash = "sha256:a985e028fc183bf12a77a8bbf36318db4238a3ded7fa9df1b9a133f1cb79f8fc"},
+    {file = "pillow-10.4.0-cp310-cp310-musllinux_1_2_aarch64.whl", hash = "sha256:812f7342b0eee081eaec84d91423d1b4650bb9828eb53d8511bcef8ce5aecf1e"},
+    {file = "pillow-10.4.0-cp310-cp310-musllinux_1_2_x86_64.whl", hash = "sha256:ac1452d2fbe4978c2eec89fb5a23b8387aba707ac72810d9490118817d9c0b46"},
+    {file = "pillow-10.4.0-cp310-cp310-win32.whl", hash = "sha256:bcd5e41a859bf2e84fdc42f4edb7d9aba0a13d29a2abadccafad99de3feff984"},
+    {file = "pillow-10.4.0-cp310-cp310-win_amd64.whl", hash = "sha256:ecd85a8d3e79cd7158dec1c9e5808e821feea088e2f69a974db5edf84dc53141"},
+    {file = "pillow-10.4.0-cp310-cp310-win_arm64.whl", hash = "sha256:ff337c552345e95702c5fde3158acb0625111017d0e5f24bf3acdb9cc16b90d1"},
+    {file = "pillow-10.4.0-cp311-cp311-macosx_10_10_x86_64.whl", hash = "sha256:0a9ec697746f268507404647e531e92889890a087e03681a3606d9b920fbee3c"},
+    {file = "pillow-10.4.0-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:dfe91cb65544a1321e631e696759491ae04a2ea11d36715eca01ce07284738be"},
+    {file = "pillow-10.4.0-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:5dc6761a6efc781e6a1544206f22c80c3af4c8cf461206d46a1e6006e4429ff3"},
+    {file = "pillow-10.4.0-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:5e84b6cc6a4a3d76c153a6b19270b3526a5a8ed6b09501d3af891daa2a9de7d6"},
+    {file = "pillow-10.4.0-cp311-cp311-manylinux_2_28_aarch64.whl", hash = "sha256:bbc527b519bd3aa9d7f429d152fea69f9ad37c95f0b02aebddff592688998abe"},
+    {file = "pillow-10.4.0-cp311-cp311-manylinux_2_28_x86_64.whl", hash = "sha256:76a911dfe51a36041f2e756b00f96ed84677cdeb75d25c767f296c1c1eda1319"},
+    {file = "pillow-10.4.0-cp311-cp311-musllinux_1_2_aarch64.whl", hash = "sha256:59291fb29317122398786c2d44427bbd1a6d7ff54017075b22be9d21aa59bd8d"},
+    {file = "pillow-10.4.0-cp311-cp311-musllinux_1_2_x86_64.whl", hash = "sha256:416d3a5d0e8cfe4f27f574362435bc9bae57f679a7158e0096ad2beb427b8696"},
+    {file = "pillow-10.4.0-cp311-cp311-win32.whl", hash = "sha256:7086cc1d5eebb91ad24ded9f58bec6c688e9f0ed7eb3dbbf1e4800280a896496"},
+    {file = "pillow-10.4.0-cp311-cp311-win_amd64.whl", hash = "sha256:cbed61494057c0f83b83eb3a310f0bf774b09513307c434d4366ed64f4128a91"},
+    {file = "pillow-10.4.0-cp311-cp311-win_arm64.whl", hash = "sha256:f5f0c3e969c8f12dd2bb7e0b15d5c468b51e5017e01e2e867335c81903046a22"},
+    {file = "pillow-10.4.0-cp312-cp312-macosx_10_10_x86_64.whl", hash = "sha256:673655af3eadf4df6b5457033f086e90299fdd7a47983a13827acf7459c15d94"},
+    {file = "pillow-10.4.0-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:866b6942a92f56300012f5fbac71f2d610312ee65e22f1aa2609e491284e5597"},
+    {file = "pillow-10.4.0-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:29dbdc4207642ea6aad70fbde1a9338753d33fb23ed6956e706936706f52dd80"},
+    {file = "pillow-10.4.0-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:bf2342ac639c4cf38799a44950bbc2dfcb685f052b9e262f446482afaf4bffca"},
+    {file = "pillow-10.4.0-cp312-cp312-manylinux_2_28_aarch64.whl", hash = "sha256:f5b92f4d70791b4a67157321c4e8225d60b119c5cc9aee8ecf153aace4aad4ef"},
+    {file = "pillow-10.4.0-cp312-cp312-manylinux_2_28_x86_64.whl", hash = "sha256:86dcb5a1eb778d8b25659d5e4341269e8590ad6b4e8b44d9f4b07f8d136c414a"},
+    {file = "pillow-10.4.0-cp312-cp312-musllinux_1_2_aarch64.whl", hash = "sha256:780c072c2e11c9b2c7ca37f9a2ee8ba66f44367ac3e5c7832afcfe5104fd6d1b"},
+    {file = "pillow-10.4.0-cp312-cp312-musllinux_1_2_x86_64.whl", hash = "sha256:37fb69d905be665f68f28a8bba3c6d3223c8efe1edf14cc4cfa06c241f8c81d9"},
+    {file = "pillow-10.4.0-cp312-cp312-win32.whl", hash = "sha256:7dfecdbad5c301d7b5bde160150b4db4c659cee2b69589705b6f8a0c509d9f42"},
+    {file = "pillow-10.4.0-cp312-cp312-win_amd64.whl", hash = "sha256:1d846aea995ad352d4bdcc847535bd56e0fd88d36829d2c90be880ef1ee4668a"},
+    {file = "pillow-10.4.0-cp312-cp312-win_arm64.whl", hash = "sha256:e553cad5179a66ba15bb18b353a19020e73a7921296a7979c4a2b7f6a5cd57f9"},
+    {file = "pillow-10.4.0-cp313-cp313-macosx_10_13_x86_64.whl", hash = "sha256:8bc1a764ed8c957a2e9cacf97c8b2b053b70307cf2996aafd70e91a082e70df3"},
+    {file = "pillow-10.4.0-cp313-cp313-macosx_11_0_arm64.whl", hash = "sha256:6209bb41dc692ddfee4942517c19ee81b86c864b626dbfca272ec0f7cff5d9fb"},
+    {file = "pillow-10.4.0-cp313-cp313-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:bee197b30783295d2eb680b311af15a20a8b24024a19c3a26431ff83eb8d1f70"},
+    {file = "pillow-10.4.0-cp313-cp313-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:1ef61f5dd14c300786318482456481463b9d6b91ebe5ef12f405afbba77ed0be"},
+    {file = "pillow-10.4.0-cp313-cp313-manylinux_2_28_aarch64.whl", hash = "sha256:297e388da6e248c98bc4a02e018966af0c5f92dfacf5a5ca22fa01cb3179bca0"},
+    {file = "pillow-10.4.0-cp313-cp313-manylinux_2_28_x86_64.whl", hash = "sha256:e4db64794ccdf6cb83a59d73405f63adbe2a1887012e308828596100a0b2f6cc"},
+    {file = "pillow-10.4.0-cp313-cp313-musllinux_1_2_aarch64.whl", hash = "sha256:bd2880a07482090a3bcb01f4265f1936a903d70bc740bfcb1fd4e8a2ffe5cf5a"},
+    {file = "pillow-10.4.0-cp313-cp313-musllinux_1_2_x86_64.whl", hash = "sha256:4b35b21b819ac1dbd1233317adeecd63495f6babf21b7b2512d244ff6c6ce309"},
+    {file = "pillow-10.4.0-cp313-cp313-win32.whl", hash = "sha256:551d3fd6e9dc15e4c1eb6fc4ba2b39c0c7933fa113b220057a34f4bb3268a060"},
+    {file = "pillow-10.4.0-cp313-cp313-win_amd64.whl", hash = "sha256:030abdbe43ee02e0de642aee345efa443740aa4d828bfe8e2eb11922ea6a21ea"},
+    {file = "pillow-10.4.0-cp313-cp313-win_arm64.whl", hash = "sha256:5b001114dd152cfd6b23befeb28d7aee43553e2402c9f159807bf55f33af8a8d"},
+    {file = "pillow-10.4.0-cp38-cp38-macosx_10_10_x86_64.whl", hash = "sha256:8d4d5063501b6dd4024b8ac2f04962d661222d120381272deea52e3fc52d3736"},
+    {file = "pillow-10.4.0-cp38-cp38-macosx_11_0_arm64.whl", hash = "sha256:7c1ee6f42250df403c5f103cbd2768a28fe1a0ea1f0f03fe151c8741e1469c8b"},
+    {file = "pillow-10.4.0-cp38-cp38-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:b15e02e9bb4c21e39876698abf233c8c579127986f8207200bc8a8f6bb27acf2"},
+    {file = "pillow-10.4.0-cp38-cp38-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:7a8d4bade9952ea9a77d0c3e49cbd8b2890a399422258a77f357b9cc9be8d680"},
+    {file = "pillow-10.4.0-cp38-cp38-manylinux_2_28_aarch64.whl", hash = "sha256:43efea75eb06b95d1631cb784aa40156177bf9dd5b4b03ff38979e048258bc6b"},
+    {file = "pillow-10.4.0-cp38-cp38-manylinux_2_28_x86_64.whl", hash = "sha256:950be4d8ba92aca4b2bb0741285a46bfae3ca699ef913ec8416c1b78eadd64cd"},
+    {file = "pillow-10.4.0-cp38-cp38-musllinux_1_2_aarch64.whl", hash = "sha256:d7480af14364494365e89d6fddc510a13e5a2c3584cb19ef65415ca57252fb84"},
+    {file = "pillow-10.4.0-cp38-cp38-musllinux_1_2_x86_64.whl", hash = "sha256:73664fe514b34c8f02452ffb73b7a92c6774e39a647087f83d67f010eb9a0cf0"},
+    {file = "pillow-10.4.0-cp38-cp38-win32.whl", hash = "sha256:e88d5e6ad0d026fba7bdab8c3f225a69f063f116462c49892b0149e21b6c0a0e"},
+    {file = "pillow-10.4.0-cp38-cp38-win_amd64.whl", hash = "sha256:5161eef006d335e46895297f642341111945e2c1c899eb406882a6c61a4357ab"},
+    {file = "pillow-10.4.0-cp39-cp39-macosx_10_10_x86_64.whl", hash = "sha256:0ae24a547e8b711ccaaf99c9ae3cd975470e1a30caa80a6aaee9a2f19c05701d"},
+    {file = "pillow-10.4.0-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:298478fe4f77a4408895605f3482b6cc6222c018b2ce565c2b6b9c354ac3229b"},
+    {file = "pillow-10.4.0-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:134ace6dc392116566980ee7436477d844520a26a4b1bd4053f6f47d096997fd"},
+    {file = "pillow-10.4.0-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:930044bb7679ab003b14023138b50181899da3f25de50e9dbee23b61b4de2126"},
+    {file = "pillow-10.4.0-cp39-cp39-manylinux_2_28_aarch64.whl", hash = "sha256:c76e5786951e72ed3686e122d14c5d7012f16c8303a674d18cdcd6d89557fc5b"},
+    {file = "pillow-10.4.0-cp39-cp39-manylinux_2_28_x86_64.whl", hash = "sha256:b2724fdb354a868ddf9a880cb84d102da914e99119211ef7ecbdc613b8c96b3c"},
+    {file = "pillow-10.4.0-cp39-cp39-musllinux_1_2_aarch64.whl", hash = "sha256:dbc6ae66518ab3c5847659e9988c3b60dc94ffb48ef9168656e0019a93dbf8a1"},
+    {file = "pillow-10.4.0-cp39-cp39-musllinux_1_2_x86_64.whl", hash = "sha256:06b2f7898047ae93fad74467ec3d28fe84f7831370e3c258afa533f81ef7f3df"},
+    {file = "pillow-10.4.0-cp39-cp39-win32.whl", hash = "sha256:7970285ab628a3779aecc35823296a7869f889b8329c16ad5a71e4901a3dc4ef"},
+    {file = "pillow-10.4.0-cp39-cp39-win_amd64.whl", hash = "sha256:961a7293b2457b405967af9c77dcaa43cc1a8cd50d23c532e62d48ab6cdd56f5"},
+    {file = "pillow-10.4.0-cp39-cp39-win_arm64.whl", hash = "sha256:32cda9e3d601a52baccb2856b8ea1fc213c90b340c542dcef77140dfa3278a9e"},
+    {file = "pillow-10.4.0-pp310-pypy310_pp73-macosx_10_15_x86_64.whl", hash = "sha256:5b4815f2e65b30f5fbae9dfffa8636d992d49705723fe86a3661806e069352d4"},
+    {file = "pillow-10.4.0-pp310-pypy310_pp73-macosx_11_0_arm64.whl", hash = "sha256:8f0aef4ef59694b12cadee839e2ba6afeab89c0f39a3adc02ed51d109117b8da"},
+    {file = "pillow-10.4.0-pp310-pypy310_pp73-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:9f4727572e2918acaa9077c919cbbeb73bd2b3ebcfe033b72f858fc9fbef0026"},
+    {file = "pillow-10.4.0-pp310-pypy310_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:ff25afb18123cea58a591ea0244b92eb1e61a1fd497bf6d6384f09bc3262ec3e"},
+    {file = "pillow-10.4.0-pp310-pypy310_pp73-manylinux_2_28_aarch64.whl", hash = "sha256:dc3e2db6ba09ffd7d02ae9141cfa0ae23393ee7687248d46a7507b75d610f4f5"},
+    {file = "pillow-10.4.0-pp310-pypy310_pp73-manylinux_2_28_x86_64.whl", hash = "sha256:02a2be69f9c9b8c1e97cf2713e789d4e398c751ecfd9967c18d0ce304efbf885"},
+    {file = "pillow-10.4.0-pp310-pypy310_pp73-win_amd64.whl", hash = "sha256:0755ffd4a0c6f267cccbae2e9903d95477ca2f77c4fcf3a3a09570001856c8a5"},
+    {file = "pillow-10.4.0-pp39-pypy39_pp73-macosx_10_15_x86_64.whl", hash = "sha256:a02364621fe369e06200d4a16558e056fe2805d3468350df3aef21e00d26214b"},
+    {file = "pillow-10.4.0-pp39-pypy39_pp73-macosx_11_0_arm64.whl", hash = "sha256:1b5dea9831a90e9d0721ec417a80d4cbd7022093ac38a568db2dd78363b00908"},
+    {file = "pillow-10.4.0-pp39-pypy39_pp73-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:9b885f89040bb8c4a1573566bbb2f44f5c505ef6e74cec7ab9068c900047f04b"},
+    {file = "pillow-10.4.0-pp39-pypy39_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:87dd88ded2e6d74d31e1e0a99a726a6765cda32d00ba72dc37f0651f306daaa8"},
+    {file = "pillow-10.4.0-pp39-pypy39_pp73-manylinux_2_28_aarch64.whl", hash = "sha256:2db98790afc70118bd0255c2eeb465e9767ecf1f3c25f9a1abb8ffc8cfd1fe0a"},
+    {file = "pillow-10.4.0-pp39-pypy39_pp73-manylinux_2_28_x86_64.whl", hash = "sha256:f7baece4ce06bade126fb84b8af1c33439a76d8a6fd818970215e0560ca28c27"},
+    {file = "pillow-10.4.0-pp39-pypy39_pp73-win_amd64.whl", hash = "sha256:cfdd747216947628af7b259d274771d84db2268ca062dd5faf373639d00113a3"},
+    {file = "pillow-10.4.0.tar.gz", hash = "sha256:166c1cd4d24309b30d61f79f4a9114b7b2313d7450912277855ff5dfd7cd4a06"},
+]
+
+[package.extras]
+docs = ["furo", "olefile", "sphinx (>=7.3)", "sphinx-copybutton", "sphinx-inline-tabs", "sphinxext-opengraph"]
+fpx = ["olefile"]
+mic = ["olefile"]
+tests = ["check-manifest", "coverage", "defusedxml", "markdown2", "olefile", "packaging", "pyroma", "pytest", "pytest-cov", "pytest-timeout"]
+typing = ["typing-extensions"]
+xmp = ["defusedxml"]
+
+[[package]]
+name = "psycopg2-binary"
+version = "2.9.9"
+description = "psycopg2 - Python-PostgreSQL Database Adapter"
+optional = false
+python-versions = ">=3.7"
+files = [
+    {file = "psycopg2-binary-2.9.9.tar.gz", hash = "sha256:7f01846810177d829c7692f1f5ada8096762d9172af1b1a28d4ab5b77c923c1c"},
+    {file = "psycopg2_binary-2.9.9-cp310-cp310-macosx_10_9_x86_64.whl", hash = "sha256:c2470da5418b76232f02a2fcd2229537bb2d5a7096674ce61859c3229f2eb202"},
+    {file = "psycopg2_binary-2.9.9-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:c6af2a6d4b7ee9615cbb162b0738f6e1fd1f5c3eda7e5da17861eacf4c717ea7"},
+    {file = "psycopg2_binary-2.9.9-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:75723c3c0fbbf34350b46a3199eb50638ab22a0228f93fb472ef4d9becc2382b"},
+    {file = "psycopg2_binary-2.9.9-cp310-cp310-manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:83791a65b51ad6ee6cf0845634859d69a038ea9b03d7b26e703f94c7e93dbcf9"},
+    {file = "psycopg2_binary-2.9.9-cp310-cp310-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:0ef4854e82c09e84cc63084a9e4ccd6d9b154f1dbdd283efb92ecd0b5e2b8c84"},
+    {file = "psycopg2_binary-2.9.9-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:ed1184ab8f113e8d660ce49a56390ca181f2981066acc27cf637d5c1e10ce46e"},
+    {file = "psycopg2_binary-2.9.9-cp310-cp310-musllinux_1_1_aarch64.whl", hash = "sha256:d2997c458c690ec2bc6b0b7ecbafd02b029b7b4283078d3b32a852a7ce3ddd98"},
+    {file = "psycopg2_binary-2.9.9-cp310-cp310-musllinux_1_1_i686.whl", hash = "sha256:b58b4710c7f4161b5e9dcbe73bb7c62d65670a87df7bcce9e1faaad43e715245"},
+    {file = "psycopg2_binary-2.9.9-cp310-cp310-musllinux_1_1_ppc64le.whl", hash = "sha256:0c009475ee389757e6e34611d75f6e4f05f0cf5ebb76c6037508318e1a1e0d7e"},
+    {file = "psycopg2_binary-2.9.9-cp310-cp310-musllinux_1_1_x86_64.whl", hash = "sha256:8dbf6d1bc73f1d04ec1734bae3b4fb0ee3cb2a493d35ede9badbeb901fb40f6f"},
+    {file = "psycopg2_binary-2.9.9-cp310-cp310-win32.whl", hash = "sha256:3f78fd71c4f43a13d342be74ebbc0666fe1f555b8837eb113cb7416856c79682"},
+    {file = "psycopg2_binary-2.9.9-cp310-cp310-win_amd64.whl", hash = "sha256:876801744b0dee379e4e3c38b76fc89f88834bb15bf92ee07d94acd06ec890a0"},
+    {file = "psycopg2_binary-2.9.9-cp311-cp311-macosx_10_9_x86_64.whl", hash = "sha256:ee825e70b1a209475622f7f7b776785bd68f34af6e7a46e2e42f27b659b5bc26"},
+    {file = "psycopg2_binary-2.9.9-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:1ea665f8ce695bcc37a90ee52de7a7980be5161375d42a0b6c6abedbf0d81f0f"},
+    {file = "psycopg2_binary-2.9.9-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:143072318f793f53819048fdfe30c321890af0c3ec7cb1dfc9cc87aa88241de2"},
+    {file = "psycopg2_binary-2.9.9-cp311-cp311-manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:c332c8d69fb64979ebf76613c66b985414927a40f8defa16cf1bc028b7b0a7b0"},
+    {file = "psycopg2_binary-2.9.9-cp311-cp311-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:f7fc5a5acafb7d6ccca13bfa8c90f8c51f13d8fb87d95656d3950f0158d3ce53"},
+    {file = "psycopg2_binary-2.9.9-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:977646e05232579d2e7b9c59e21dbe5261f403a88417f6a6512e70d3f8a046be"},
+    {file = "psycopg2_binary-2.9.9-cp311-cp311-musllinux_1_1_aarch64.whl", hash = "sha256:b6356793b84728d9d50ead16ab43c187673831e9d4019013f1402c41b1db9b27"},
+    {file = "psycopg2_binary-2.9.9-cp311-cp311-musllinux_1_1_i686.whl", hash = "sha256:bc7bb56d04601d443f24094e9e31ae6deec9ccb23581f75343feebaf30423359"},
+    {file = "psycopg2_binary-2.9.9-cp311-cp311-musllinux_1_1_ppc64le.whl", hash = "sha256:77853062a2c45be16fd6b8d6de2a99278ee1d985a7bd8b103e97e41c034006d2"},
+    {file = "psycopg2_binary-2.9.9-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:78151aa3ec21dccd5cdef6c74c3e73386dcdfaf19bced944169697d7ac7482fc"},
+    {file = "psycopg2_binary-2.9.9-cp311-cp311-win32.whl", hash = "sha256:dc4926288b2a3e9fd7b50dc6a1909a13bbdadfc67d93f3374d984e56f885579d"},
+    {file = "psycopg2_binary-2.9.9-cp311-cp311-win_amd64.whl", hash = "sha256:b76bedd166805480ab069612119ea636f5ab8f8771e640ae103e05a4aae3e417"},
+    {file = "psycopg2_binary-2.9.9-cp312-cp312-macosx_10_9_x86_64.whl", hash = "sha256:8532fd6e6e2dc57bcb3bc90b079c60de896d2128c5d9d6f24a63875a95a088cf"},
+    {file = "psycopg2_binary-2.9.9-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:b0605eaed3eb239e87df0d5e3c6489daae3f7388d455d0c0b4df899519c6a38d"},
+    {file = "psycopg2_binary-2.9.9-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:8f8544b092a29a6ddd72f3556a9fcf249ec412e10ad28be6a0c0d948924f2212"},
+    {file = "psycopg2_binary-2.9.9-cp312-cp312-manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:2d423c8d8a3c82d08fe8af900ad5b613ce3632a1249fd6a223941d0735fce493"},
+    {file = "psycopg2_binary-2.9.9-cp312-cp312-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:2e5afae772c00980525f6d6ecf7cbca55676296b580c0e6abb407f15f3706996"},
+    {file = "psycopg2_binary-2.9.9-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:6e6f98446430fdf41bd36d4faa6cb409f5140c1c2cf58ce0bbdaf16af7d3f119"},
+    {file = "psycopg2_binary-2.9.9-cp312-cp312-musllinux_1_1_aarch64.whl", hash = "sha256:c77e3d1862452565875eb31bdb45ac62502feabbd53429fdc39a1cc341d681ba"},
+    {file = "psycopg2_binary-2.9.9-cp312-cp312-musllinux_1_1_i686.whl", hash = "sha256:cb16c65dcb648d0a43a2521f2f0a2300f40639f6f8c1ecbc662141e4e3e1ee07"},
+    {file = "psycopg2_binary-2.9.9-cp312-cp312-musllinux_1_1_ppc64le.whl", hash = "sha256:911dda9c487075abd54e644ccdf5e5c16773470a6a5d3826fda76699410066fb"},
+    {file = "psycopg2_binary-2.9.9-cp312-cp312-musllinux_1_1_x86_64.whl", hash = "sha256:57fede879f08d23c85140a360c6a77709113efd1c993923c59fde17aa27599fe"},
+    {file = "psycopg2_binary-2.9.9-cp312-cp312-win32.whl", hash = "sha256:64cf30263844fa208851ebb13b0732ce674d8ec6a0c86a4e160495d299ba3c93"},
+    {file = "psycopg2_binary-2.9.9-cp312-cp312-win_amd64.whl", hash = "sha256:81ff62668af011f9a48787564ab7eded4e9fb17a4a6a74af5ffa6a457400d2ab"},
+    {file = "psycopg2_binary-2.9.9-cp37-cp37m-macosx_10_9_x86_64.whl", hash = "sha256:2293b001e319ab0d869d660a704942c9e2cce19745262a8aba2115ef41a0a42a"},
+    {file = "psycopg2_binary-2.9.9-cp37-cp37m-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:03ef7df18daf2c4c07e2695e8cfd5ee7f748a1d54d802330985a78d2a5a6dca9"},
+    {file = "psycopg2_binary-2.9.9-cp37-cp37m-manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:0a602ea5aff39bb9fac6308e9c9d82b9a35c2bf288e184a816002c9fae930b77"},
+    {file = "psycopg2_binary-2.9.9-cp37-cp37m-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:8359bf4791968c5a78c56103702000105501adb557f3cf772b2c207284273984"},
+    {file = "psycopg2_binary-2.9.9-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:275ff571376626195ab95a746e6a04c7df8ea34638b99fc11160de91f2fef503"},
+    {file = "psycopg2_binary-2.9.9-cp37-cp37m-musllinux_1_1_aarch64.whl", hash = "sha256:f9b5571d33660d5009a8b3c25dc1db560206e2d2f89d3df1cb32d72c0d117d52"},
+    {file = "psycopg2_binary-2.9.9-cp37-cp37m-musllinux_1_1_i686.whl", hash = "sha256:420f9bbf47a02616e8554e825208cb947969451978dceb77f95ad09c37791dae"},
+    {file = "psycopg2_binary-2.9.9-cp37-cp37m-musllinux_1_1_ppc64le.whl", hash = "sha256:4154ad09dac630a0f13f37b583eae260c6aa885d67dfbccb5b02c33f31a6d420"},
+    {file = "psycopg2_binary-2.9.9-cp37-cp37m-musllinux_1_1_x86_64.whl", hash = "sha256:a148c5d507bb9b4f2030a2025c545fccb0e1ef317393eaba42e7eabd28eb6041"},
+    {file = "psycopg2_binary-2.9.9-cp37-cp37m-win32.whl", hash = "sha256:68fc1f1ba168724771e38bee37d940d2865cb0f562380a1fb1ffb428b75cb692"},
+    {file = "psycopg2_binary-2.9.9-cp37-cp37m-win_amd64.whl", hash = "sha256:281309265596e388ef483250db3640e5f414168c5a67e9c665cafce9492eda2f"},
+    {file = "psycopg2_binary-2.9.9-cp38-cp38-macosx_10_9_x86_64.whl", hash = "sha256:60989127da422b74a04345096c10d416c2b41bd7bf2a380eb541059e4e999980"},
+    {file = "psycopg2_binary-2.9.9-cp38-cp38-macosx_11_0_arm64.whl", hash = "sha256:246b123cc54bb5361588acc54218c8c9fb73068bf227a4a531d8ed56fa3ca7d6"},
+    {file = "psycopg2_binary-2.9.9-cp38-cp38-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:34eccd14566f8fe14b2b95bb13b11572f7c7d5c36da61caf414d23b91fcc5d94"},
+    {file = "psycopg2_binary-2.9.9-cp38-cp38-manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:18d0ef97766055fec15b5de2c06dd8e7654705ce3e5e5eed3b6651a1d2a9a152"},
+    {file = "psycopg2_binary-2.9.9-cp38-cp38-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:d3f82c171b4ccd83bbaf35aa05e44e690113bd4f3b7b6cc54d2219b132f3ae55"},
+    {file = "psycopg2_binary-2.9.9-cp38-cp38-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:ead20f7913a9c1e894aebe47cccf9dc834e1618b7aa96155d2091a626e59c972"},
+    {file = "psycopg2_binary-2.9.9-cp38-cp38-musllinux_1_1_aarch64.whl", hash = "sha256:ca49a8119c6cbd77375ae303b0cfd8c11f011abbbd64601167ecca18a87e7cdd"},
+    {file = "psycopg2_binary-2.9.9-cp38-cp38-musllinux_1_1_i686.whl", hash = "sha256:323ba25b92454adb36fa425dc5cf6f8f19f78948cbad2e7bc6cdf7b0d7982e59"},
+    {file = "psycopg2_binary-2.9.9-cp38-cp38-musllinux_1_1_ppc64le.whl", hash = "sha256:1236ed0952fbd919c100bc839eaa4a39ebc397ed1c08a97fc45fee2a595aa1b3"},
+    {file = "psycopg2_binary-2.9.9-cp38-cp38-musllinux_1_1_x86_64.whl", hash = "sha256:729177eaf0aefca0994ce4cffe96ad3c75e377c7b6f4efa59ebf003b6d398716"},
+    {file = "psycopg2_binary-2.9.9-cp38-cp38-win32.whl", hash = "sha256:804d99b24ad523a1fe18cc707bf741670332f7c7412e9d49cb5eab67e886b9b5"},
+    {file = "psycopg2_binary-2.9.9-cp38-cp38-win_amd64.whl", hash = "sha256:a6cdcc3ede532f4a4b96000b6362099591ab4a3e913d70bcbac2b56c872446f7"},
+    {file = "psycopg2_binary-2.9.9-cp39-cp39-macosx_10_9_x86_64.whl", hash = "sha256:72dffbd8b4194858d0941062a9766f8297e8868e1dd07a7b36212aaa90f49472"},
+    {file = "psycopg2_binary-2.9.9-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:30dcc86377618a4c8f3b72418df92e77be4254d8f89f14b8e8f57d6d43603c0f"},
+    {file = "psycopg2_binary-2.9.9-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:31a34c508c003a4347d389a9e6fcc2307cc2150eb516462a7a17512130de109e"},
+    {file = "psycopg2_binary-2.9.9-cp39-cp39-manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:15208be1c50b99203fe88d15695f22a5bed95ab3f84354c494bcb1d08557df67"},
+    {file = "psycopg2_binary-2.9.9-cp39-cp39-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:1873aade94b74715be2246321c8650cabf5a0d098a95bab81145ffffa4c13876"},
+    {file = "psycopg2_binary-2.9.9-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:3a58c98a7e9c021f357348867f537017057c2ed7f77337fd914d0bedb35dace7"},
+    {file = "psycopg2_binary-2.9.9-cp39-cp39-musllinux_1_1_aarch64.whl", hash = "sha256:4686818798f9194d03c9129a4d9a702d9e113a89cb03bffe08c6cf799e053291"},
+    {file = "psycopg2_binary-2.9.9-cp39-cp39-musllinux_1_1_i686.whl", hash = "sha256:ebdc36bea43063116f0486869652cb2ed7032dbc59fbcb4445c4862b5c1ecf7f"},
+    {file = "psycopg2_binary-2.9.9-cp39-cp39-musllinux_1_1_ppc64le.whl", hash = "sha256:ca08decd2697fdea0aea364b370b1249d47336aec935f87b8bbfd7da5b2ee9c1"},
+    {file = "psycopg2_binary-2.9.9-cp39-cp39-musllinux_1_1_x86_64.whl", hash = "sha256:ac05fb791acf5e1a3e39402641827780fe44d27e72567a000412c648a85ba860"},
+    {file = "psycopg2_binary-2.9.9-cp39-cp39-win32.whl", hash = "sha256:9dba73be7305b399924709b91682299794887cbbd88e38226ed9f6712eabee90"},
+    {file = "psycopg2_binary-2.9.9-cp39-cp39-win_amd64.whl", hash = "sha256:f7ae5d65ccfbebdfa761585228eb4d0df3a8b15cfb53bd953e713e09fbb12957"},
+]
+
+[[package]]
+name = "pyparsing"
+version = "3.1.2"
+description = "pyparsing module - Classes and methods to define and execute parsing grammars"
+optional = false
+python-versions = ">=3.6.8"
+files = [
+    {file = "pyparsing-3.1.2-py3-none-any.whl", hash = "sha256:f9db75911801ed778fe61bb643079ff86601aca99fcae6345aa67292038fb742"},
+    {file = "pyparsing-3.1.2.tar.gz", hash = "sha256:a1bac0ce561155ecc3ed78ca94d3c9378656ad4c94c1270de543f621420f94ad"},
+]
+
+[package.extras]
+diagrams = ["jinja2", "railroad-diagrams"]
+
+[[package]]
+name = "python-dateutil"
+version = "2.9.0.post0"
+description = "Extensions to the standard Python datetime module"
+optional = false
+python-versions = "!=3.0.*,!=3.1.*,!=3.2.*,>=2.7"
+files = [
+    {file = "python-dateutil-2.9.0.post0.tar.gz", hash = "sha256:37dd54208da7e1cd875388217d5e00ebd4179249f90fb72437e91a35459a0ad3"},
+    {file = "python_dateutil-2.9.0.post0-py2.py3-none-any.whl", hash = "sha256:a8b2bc7bffae282281c8140a97d3aa9c14da0b136dfe83f850eea9a5f7470427"},
+]
+
+[package.dependencies]
+six = ">=1.5"
+
+[[package]]
+name = "pyyaml"
+version = "6.0.1"
+description = "YAML parser and emitter for Python"
+optional = false
+python-versions = ">=3.6"
+files = [
+    {file = "PyYAML-6.0.1-cp310-cp310-macosx_10_9_x86_64.whl", hash = "sha256:d858aa552c999bc8a8d57426ed01e40bef403cd8ccdd0fc5f6f04a00414cac2a"},
+    {file = "PyYAML-6.0.1-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:fd66fc5d0da6d9815ba2cebeb4205f95818ff4b79c3ebe268e75d961704af52f"},
+    {file = "PyYAML-6.0.1-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:69b023b2b4daa7548bcfbd4aa3da05b3a74b772db9e23b982788168117739938"},
+    {file = "PyYAML-6.0.1-cp310-cp310-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:81e0b275a9ecc9c0c0c07b4b90ba548307583c125f54d5b6946cfee6360c733d"},
+    {file = "PyYAML-6.0.1-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:ba336e390cd8e4d1739f42dfe9bb83a3cc2e80f567d8805e11b46f4a943f5515"},
+    {file = "PyYAML-6.0.1-cp310-cp310-musllinux_1_1_x86_64.whl", hash = "sha256:326c013efe8048858a6d312ddd31d56e468118ad4cdeda36c719bf5bb6192290"},
+    {file = "PyYAML-6.0.1-cp310-cp310-win32.whl", hash = "sha256:bd4af7373a854424dabd882decdc5579653d7868b8fb26dc7d0e99f823aa5924"},
+    {file = "PyYAML-6.0.1-cp310-cp310-win_amd64.whl", hash = "sha256:fd1592b3fdf65fff2ad0004b5e363300ef59ced41c2e6b3a99d4089fa8c5435d"},
+    {file = "PyYAML-6.0.1-cp311-cp311-macosx_10_9_x86_64.whl", hash = "sha256:6965a7bc3cf88e5a1c3bd2e0b5c22f8d677dc88a455344035f03399034eb3007"},
+    {file = "PyYAML-6.0.1-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:f003ed9ad21d6a4713f0a9b5a7a0a79e08dd0f221aff4525a2be4c346ee60aab"},
+    {file = "PyYAML-6.0.1-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:42f8152b8dbc4fe7d96729ec2b99c7097d656dc1213a3229ca5383f973a5ed6d"},
+    {file = "PyYAML-6.0.1-cp311-cp311-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:062582fca9fabdd2c8b54a3ef1c978d786e0f6b3a1510e0ac93ef59e0ddae2bc"},
+    {file = "PyYAML-6.0.1-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:d2b04aac4d386b172d5b9692e2d2da8de7bfb6c387fa4f801fbf6fb2e6ba4673"},
+    {file = "PyYAML-6.0.1-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:e7d73685e87afe9f3b36c799222440d6cf362062f78be1013661b00c5c6f678b"},
+    {file = "PyYAML-6.0.1-cp311-cp311-win32.whl", hash = "sha256:1635fd110e8d85d55237ab316b5b011de701ea0f29d07611174a1b42f1444741"},
+    {file = "PyYAML-6.0.1-cp311-cp311-win_amd64.whl", hash = "sha256:bf07ee2fef7014951eeb99f56f39c9bb4af143d8aa3c21b1677805985307da34"},
+    {file = "PyYAML-6.0.1-cp312-cp312-macosx_10_9_x86_64.whl", hash = "sha256:855fb52b0dc35af121542a76b9a84f8d1cd886ea97c84703eaa6d88e37a2ad28"},
+    {file = "PyYAML-6.0.1-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:40df9b996c2b73138957fe23a16a4f0ba614f4c0efce1e9406a184b6d07fa3a9"},
+    {file = "PyYAML-6.0.1-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:a08c6f0fe150303c1c6b71ebcd7213c2858041a7e01975da3a99aed1e7a378ef"},
+    {file = "PyYAML-6.0.1-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:6c22bec3fbe2524cde73d7ada88f6566758a8f7227bfbf93a408a9d86bcc12a0"},
+    {file = "PyYAML-6.0.1-cp312-cp312-musllinux_1_1_x86_64.whl", hash = "sha256:8d4e9c88387b0f5c7d5f281e55304de64cf7f9c0021a3525bd3b1c542da3b0e4"},
+    {file = "PyYAML-6.0.1-cp312-cp312-win32.whl", hash = "sha256:d483d2cdf104e7c9fa60c544d92981f12ad66a457afae824d146093b8c294c54"},
+    {file = "PyYAML-6.0.1-cp312-cp312-win_amd64.whl", hash = "sha256:0d3304d8c0adc42be59c5f8a4d9e3d7379e6955ad754aa9d6ab7a398b59dd1df"},
+    {file = "PyYAML-6.0.1-cp36-cp36m-macosx_10_9_x86_64.whl", hash = "sha256:50550eb667afee136e9a77d6dc71ae76a44df8b3e51e41b77f6de2932bfe0f47"},
+    {file = "PyYAML-6.0.1-cp36-cp36m-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:1fe35611261b29bd1de0070f0b2f47cb6ff71fa6595c077e42bd0c419fa27b98"},
+    {file = "PyYAML-6.0.1-cp36-cp36m-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:704219a11b772aea0d8ecd7058d0082713c3562b4e271b849ad7dc4a5c90c13c"},
+    {file = "PyYAML-6.0.1-cp36-cp36m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:afd7e57eddb1a54f0f1a974bc4391af8bcce0b444685d936840f125cf046d5bd"},
+    {file = "PyYAML-6.0.1-cp36-cp36m-win32.whl", hash = "sha256:fca0e3a251908a499833aa292323f32437106001d436eca0e6e7833256674585"},
+    {file = "PyYAML-6.0.1-cp36-cp36m-win_amd64.whl", hash = "sha256:f22ac1c3cac4dbc50079e965eba2c1058622631e526bd9afd45fedd49ba781fa"},
+    {file = "PyYAML-6.0.1-cp37-cp37m-macosx_10_9_x86_64.whl", hash = "sha256:b1275ad35a5d18c62a7220633c913e1b42d44b46ee12554e5fd39c70a243d6a3"},
+    {file = "PyYAML-6.0.1-cp37-cp37m-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:18aeb1bf9a78867dc38b259769503436b7c72f7a1f1f4c93ff9a17de54319b27"},
+    {file = "PyYAML-6.0.1-cp37-cp37m-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:596106435fa6ad000c2991a98fa58eeb8656ef2325d7e158344fb33864ed87e3"},
+    {file = "PyYAML-6.0.1-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:baa90d3f661d43131ca170712d903e6295d1f7a0f595074f151c0aed377c9b9c"},
+    {file = "PyYAML-6.0.1-cp37-cp37m-win32.whl", hash = "sha256:9046c58c4395dff28dd494285c82ba00b546adfc7ef001486fbf0324bc174fba"},
+    {file = "PyYAML-6.0.1-cp37-cp37m-win_amd64.whl", hash = "sha256:4fb147e7a67ef577a588a0e2c17b6db51dda102c71de36f8549b6816a96e1867"},
+    {file = "PyYAML-6.0.1-cp38-cp38-macosx_10_9_x86_64.whl", hash = "sha256:1d4c7e777c441b20e32f52bd377e0c409713e8bb1386e1099c2415f26e479595"},
+    {file = "PyYAML-6.0.1-cp38-cp38-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:a0cd17c15d3bb3fa06978b4e8958dcdc6e0174ccea823003a106c7d4d7899ac5"},
+    {file = "PyYAML-6.0.1-cp38-cp38-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:28c119d996beec18c05208a8bd78cbe4007878c6dd15091efb73a30e90539696"},
+    {file = "PyYAML-6.0.1-cp38-cp38-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:7e07cbde391ba96ab58e532ff4803f79c4129397514e1413a7dc761ccd755735"},
+    {file = "PyYAML-6.0.1-cp38-cp38-musllinux_1_1_x86_64.whl", hash = "sha256:49a183be227561de579b4a36efbb21b3eab9651dd81b1858589f796549873dd6"},
+    {file = "PyYAML-6.0.1-cp38-cp38-win32.whl", hash = "sha256:184c5108a2aca3c5b3d3bf9395d50893a7ab82a38004c8f61c258d4428e80206"},
+    {file = "PyYAML-6.0.1-cp38-cp38-win_amd64.whl", hash = "sha256:1e2722cc9fbb45d9b87631ac70924c11d3a401b2d7f410cc0e3bbf249f2dca62"},
+    {file = "PyYAML-6.0.1-cp39-cp39-macosx_10_9_x86_64.whl", hash = "sha256:9eb6caa9a297fc2c2fb8862bc5370d0303ddba53ba97e71f08023b6cd73d16a8"},
+    {file = "PyYAML-6.0.1-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:c8098ddcc2a85b61647b2590f825f3db38891662cfc2fc776415143f599bb859"},
+    {file = "PyYAML-6.0.1-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:5773183b6446b2c99bb77e77595dd486303b4faab2b086e7b17bc6bef28865f6"},
+    {file = "PyYAML-6.0.1-cp39-cp39-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:b786eecbdf8499b9ca1d697215862083bd6d2a99965554781d0d8d1ad31e13a0"},
+    {file = "PyYAML-6.0.1-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:bc1bf2925a1ecd43da378f4db9e4f799775d6367bdb94671027b73b393a7c42c"},
+    {file = "PyYAML-6.0.1-cp39-cp39-musllinux_1_1_x86_64.whl", hash = "sha256:04ac92ad1925b2cff1db0cfebffb6ffc43457495c9b3c39d3fcae417d7125dc5"},
+    {file = "PyYAML-6.0.1-cp39-cp39-win32.whl", hash = "sha256:faca3bdcf85b2fc05d06ff3fbc1f83e1391b3e724afa3feba7d13eeab355484c"},
+    {file = "PyYAML-6.0.1-cp39-cp39-win_amd64.whl", hash = "sha256:510c9deebc5c0225e8c96813043e62b680ba2f9c50a08d3724c7f28a747d1486"},
+    {file = "PyYAML-6.0.1.tar.gz", hash = "sha256:bfdf460b1736c775f2ba9f6a92bca30bc2095067b8a9d77876d1fad6cc3b4a43"},
+]
+
+[[package]]
+name = "regex"
+version = "2024.5.15"
+description = "Alternative regular expression module, to replace re."
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "regex-2024.5.15-cp310-cp310-macosx_10_9_universal2.whl", hash = "sha256:a81e3cfbae20378d75185171587cbf756015ccb14840702944f014e0d93ea09f"},
+    {file = "regex-2024.5.15-cp310-cp310-macosx_10_9_x86_64.whl", hash = "sha256:7b59138b219ffa8979013be7bc85bb60c6f7b7575df3d56dc1e403a438c7a3f6"},
+    {file = "regex-2024.5.15-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:a0bd000c6e266927cb7a1bc39d55be95c4b4f65c5be53e659537537e019232b1"},
+    {file = "regex-2024.5.15-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:5eaa7ddaf517aa095fa8da0b5015c44d03da83f5bd49c87961e3c997daed0de7"},
+    {file = "regex-2024.5.15-cp310-cp310-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:ba68168daedb2c0bab7fd7e00ced5ba90aebf91024dea3c88ad5063c2a562cca"},
+    {file = "regex-2024.5.15-cp310-cp310-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:6e8d717bca3a6e2064fc3a08df5cbe366369f4b052dcd21b7416e6d71620dca1"},
+    {file = "regex-2024.5.15-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:1337b7dbef9b2f71121cdbf1e97e40de33ff114801263b275aafd75303bd62b5"},
+    {file = "regex-2024.5.15-cp310-cp310-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:f9ebd0a36102fcad2f03696e8af4ae682793a5d30b46c647eaf280d6cfb32796"},
+    {file = "regex-2024.5.15-cp310-cp310-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_12_x86_64.manylinux2010_x86_64.whl", hash = "sha256:9efa1a32ad3a3ea112224897cdaeb6aa00381627f567179c0314f7b65d354c62"},
+    {file = "regex-2024.5.15-cp310-cp310-musllinux_1_2_aarch64.whl", hash = "sha256:1595f2d10dff3d805e054ebdc41c124753631b6a471b976963c7b28543cf13b0"},
+    {file = "regex-2024.5.15-cp310-cp310-musllinux_1_2_i686.whl", hash = "sha256:b802512f3e1f480f41ab5f2cfc0e2f761f08a1f41092d6718868082fc0d27143"},
+    {file = "regex-2024.5.15-cp310-cp310-musllinux_1_2_ppc64le.whl", hash = "sha256:a0981022dccabca811e8171f913de05720590c915b033b7e601f35ce4ea7019f"},
+    {file = "regex-2024.5.15-cp310-cp310-musllinux_1_2_s390x.whl", hash = "sha256:19068a6a79cf99a19ccefa44610491e9ca02c2be3305c7760d3831d38a467a6f"},
+    {file = "regex-2024.5.15-cp310-cp310-musllinux_1_2_x86_64.whl", hash = "sha256:1b5269484f6126eee5e687785e83c6b60aad7663dafe842b34691157e5083e53"},
+    {file = "regex-2024.5.15-cp310-cp310-win32.whl", hash = "sha256:ada150c5adfa8fbcbf321c30c751dc67d2f12f15bd183ffe4ec7cde351d945b3"},
+    {file = "regex-2024.5.15-cp310-cp310-win_amd64.whl", hash = "sha256:ac394ff680fc46b97487941f5e6ae49a9f30ea41c6c6804832063f14b2a5a145"},
+    {file = "regex-2024.5.15-cp311-cp311-macosx_10_9_universal2.whl", hash = "sha256:f5b1dff3ad008dccf18e652283f5e5339d70bf8ba7c98bf848ac33db10f7bc7a"},
+    {file = "regex-2024.5.15-cp311-cp311-macosx_10_9_x86_64.whl", hash = "sha256:c6a2b494a76983df8e3d3feea9b9ffdd558b247e60b92f877f93a1ff43d26656"},
+    {file = "regex-2024.5.15-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:a32b96f15c8ab2e7d27655969a23895eb799de3665fa94349f3b2fbfd547236f"},
+    {file = "regex-2024.5.15-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:10002e86e6068d9e1c91eae8295ef690f02f913c57db120b58fdd35a6bb1af35"},
+    {file = "regex-2024.5.15-cp311-cp311-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:ec54d5afa89c19c6dd8541a133be51ee1017a38b412b1321ccb8d6ddbeb4cf7d"},
+    {file = "regex-2024.5.15-cp311-cp311-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:10e4ce0dca9ae7a66e6089bb29355d4432caed736acae36fef0fdd7879f0b0cb"},
+    {file = "regex-2024.5.15-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:3e507ff1e74373c4d3038195fdd2af30d297b4f0950eeda6f515ae3d84a1770f"},
+    {file = "regex-2024.5.15-cp311-cp311-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:d1f059a4d795e646e1c37665b9d06062c62d0e8cc3c511fe01315973a6542e40"},
+    {file = "regex-2024.5.15-cp311-cp311-musllinux_1_2_aarch64.whl", hash = "sha256:0721931ad5fe0dda45d07f9820b90b2148ccdd8e45bb9e9b42a146cb4f695649"},
+    {file = "regex-2024.5.15-cp311-cp311-musllinux_1_2_i686.whl", hash = "sha256:833616ddc75ad595dee848ad984d067f2f31be645d603e4d158bba656bbf516c"},
+    {file = "regex-2024.5.15-cp311-cp311-musllinux_1_2_ppc64le.whl", hash = "sha256:287eb7f54fc81546346207c533ad3c2c51a8d61075127d7f6d79aaf96cdee890"},
+    {file = "regex-2024.5.15-cp311-cp311-musllinux_1_2_s390x.whl", hash = "sha256:19dfb1c504781a136a80ecd1fff9f16dddf5bb43cec6871778c8a907a085bb3d"},
+    {file = "regex-2024.5.15-cp311-cp311-musllinux_1_2_x86_64.whl", hash = "sha256:119af6e56dce35e8dfb5222573b50c89e5508d94d55713c75126b753f834de68"},
+    {file = "regex-2024.5.15-cp311-cp311-win32.whl", hash = "sha256:1c1c174d6ec38d6c8a7504087358ce9213d4332f6293a94fbf5249992ba54efa"},
+    {file = "regex-2024.5.15-cp311-cp311-win_amd64.whl", hash = "sha256:9e717956dcfd656f5055cc70996ee2cc82ac5149517fc8e1b60261b907740201"},
+    {file = "regex-2024.5.15-cp312-cp312-macosx_10_9_universal2.whl", hash = "sha256:632b01153e5248c134007209b5c6348a544ce96c46005d8456de1d552455b014"},
+    {file = "regex-2024.5.15-cp312-cp312-macosx_10_9_x86_64.whl", hash = "sha256:e64198f6b856d48192bf921421fdd8ad8eb35e179086e99e99f711957ffedd6e"},
+    {file = "regex-2024.5.15-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:68811ab14087b2f6e0fc0c2bae9ad689ea3584cad6917fc57be6a48bbd012c49"},
+    {file = "regex-2024.5.15-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:f8ec0c2fea1e886a19c3bee0cd19d862b3aa75dcdfb42ebe8ed30708df64687a"},
+    {file = "regex-2024.5.15-cp312-cp312-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:d0c0c0003c10f54a591d220997dd27d953cd9ccc1a7294b40a4be5312be8797b"},
+    {file = "regex-2024.5.15-cp312-cp312-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:2431b9e263af1953c55abbd3e2efca67ca80a3de8a0437cb58e2421f8184717a"},
+    {file = "regex-2024.5.15-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:4a605586358893b483976cffc1723fb0f83e526e8f14c6e6614e75919d9862cf"},
+    {file = "regex-2024.5.15-cp312-cp312-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:391d7f7f1e409d192dba8bcd42d3e4cf9e598f3979cdaed6ab11288da88cb9f2"},
+    {file = "regex-2024.5.15-cp312-cp312-musllinux_1_2_aarch64.whl", hash = "sha256:9ff11639a8d98969c863d4617595eb5425fd12f7c5ef6621a4b74b71ed8726d5"},
+    {file = "regex-2024.5.15-cp312-cp312-musllinux_1_2_i686.whl", hash = "sha256:4eee78a04e6c67e8391edd4dad3279828dd66ac4b79570ec998e2155d2e59fd5"},
+    {file = "regex-2024.5.15-cp312-cp312-musllinux_1_2_ppc64le.whl", hash = "sha256:8fe45aa3f4aa57faabbc9cb46a93363edd6197cbc43523daea044e9ff2fea83e"},
+    {file = "regex-2024.5.15-cp312-cp312-musllinux_1_2_s390x.whl", hash = "sha256:d0a3d8d6acf0c78a1fff0e210d224b821081330b8524e3e2bc5a68ef6ab5803d"},
+    {file = "regex-2024.5.15-cp312-cp312-musllinux_1_2_x86_64.whl", hash = "sha256:c486b4106066d502495b3025a0a7251bf37ea9540433940a23419461ab9f2a80"},
+    {file = "regex-2024.5.15-cp312-cp312-win32.whl", hash = "sha256:c49e15eac7c149f3670b3e27f1f28a2c1ddeccd3a2812cba953e01be2ab9b5fe"},
+    {file = "regex-2024.5.15-cp312-cp312-win_amd64.whl", hash = "sha256:673b5a6da4557b975c6c90198588181029c60793835ce02f497ea817ff647cb2"},
+    {file = "regex-2024.5.15-cp38-cp38-macosx_10_9_universal2.whl", hash = "sha256:87e2a9c29e672fc65523fb47a90d429b70ef72b901b4e4b1bd42387caf0d6835"},
+    {file = "regex-2024.5.15-cp38-cp38-macosx_10_9_x86_64.whl", hash = "sha256:c3bea0ba8b73b71b37ac833a7f3fd53825924165da6a924aec78c13032f20850"},
+    {file = "regex-2024.5.15-cp38-cp38-macosx_11_0_arm64.whl", hash = "sha256:bfc4f82cabe54f1e7f206fd3d30fda143f84a63fe7d64a81558d6e5f2e5aaba9"},
+    {file = "regex-2024.5.15-cp38-cp38-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:e5bb9425fe881d578aeca0b2b4b3d314ec88738706f66f219c194d67179337cb"},
+    {file = "regex-2024.5.15-cp38-cp38-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:64c65783e96e563103d641760664125e91bd85d8e49566ee560ded4da0d3e704"},
+    {file = "regex-2024.5.15-cp38-cp38-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:cf2430df4148b08fb4324b848672514b1385ae3807651f3567871f130a728cc3"},
+    {file = "regex-2024.5.15-cp38-cp38-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:5397de3219a8b08ae9540c48f602996aa6b0b65d5a61683e233af8605c42b0f2"},
+    {file = "regex-2024.5.15-cp38-cp38-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:455705d34b4154a80ead722f4f185b04c4237e8e8e33f265cd0798d0e44825fa"},
+    {file = "regex-2024.5.15-cp38-cp38-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_12_x86_64.manylinux2010_x86_64.whl", hash = "sha256:b2b6f1b3bb6f640c1a92be3bbfbcb18657b125b99ecf141fb3310b5282c7d4ed"},
+    {file = "regex-2024.5.15-cp38-cp38-musllinux_1_2_aarch64.whl", hash = "sha256:3ad070b823ca5890cab606c940522d05d3d22395d432f4aaaf9d5b1653e47ced"},
+    {file = "regex-2024.5.15-cp38-cp38-musllinux_1_2_i686.whl", hash = "sha256:5b5467acbfc153847d5adb21e21e29847bcb5870e65c94c9206d20eb4e99a384"},
+    {file = "regex-2024.5.15-cp38-cp38-musllinux_1_2_ppc64le.whl", hash = "sha256:e6662686aeb633ad65be2a42b4cb00178b3fbf7b91878f9446075c404ada552f"},
+    {file = "regex-2024.5.15-cp38-cp38-musllinux_1_2_s390x.whl", hash = "sha256:2b4c884767504c0e2401babe8b5b7aea9148680d2e157fa28f01529d1f7fcf67"},
+    {file = "regex-2024.5.15-cp38-cp38-musllinux_1_2_x86_64.whl", hash = "sha256:3cd7874d57f13bf70078f1ff02b8b0aa48d5b9ed25fc48547516c6aba36f5741"},
+    {file = "regex-2024.5.15-cp38-cp38-win32.whl", hash = "sha256:e4682f5ba31f475d58884045c1a97a860a007d44938c4c0895f41d64481edbc9"},
+    {file = "regex-2024.5.15-cp38-cp38-win_amd64.whl", hash = "sha256:d99ceffa25ac45d150e30bd9ed14ec6039f2aad0ffa6bb87a5936f5782fc1569"},
+    {file = "regex-2024.5.15-cp39-cp39-macosx_10_9_universal2.whl", hash = "sha256:13cdaf31bed30a1e1c2453ef6015aa0983e1366fad2667657dbcac7b02f67133"},
+    {file = "regex-2024.5.15-cp39-cp39-macosx_10_9_x86_64.whl", hash = "sha256:cac27dcaa821ca271855a32188aa61d12decb6fe45ffe3e722401fe61e323cd1"},
+    {file = "regex-2024.5.15-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:7dbe2467273b875ea2de38ded4eba86cbcbc9a1a6d0aa11dcf7bd2e67859c435"},
+    {file = "regex-2024.5.15-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:64f18a9a3513a99c4bef0e3efd4c4a5b11228b48aa80743be822b71e132ae4f5"},
+    {file = "regex-2024.5.15-cp39-cp39-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:d347a741ea871c2e278fde6c48f85136c96b8659b632fb57a7d1ce1872547600"},
+    {file = "regex-2024.5.15-cp39-cp39-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:1878b8301ed011704aea4c806a3cadbd76f84dece1ec09cc9e4dc934cfa5d4da"},
+    {file = "regex-2024.5.15-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:4babf07ad476aaf7830d77000874d7611704a7fcf68c9c2ad151f5d94ae4bfc4"},
+    {file = "regex-2024.5.15-cp39-cp39-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:35cb514e137cb3488bce23352af3e12fb0dbedd1ee6e60da053c69fb1b29cc6c"},
+    {file = "regex-2024.5.15-cp39-cp39-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_12_x86_64.manylinux2010_x86_64.whl", hash = "sha256:cdd09d47c0b2efee9378679f8510ee6955d329424c659ab3c5e3a6edea696294"},
+    {file = "regex-2024.5.15-cp39-cp39-musllinux_1_2_aarch64.whl", hash = "sha256:72d7a99cd6b8f958e85fc6ca5b37c4303294954eac1376535b03c2a43eb72629"},
+    {file = "regex-2024.5.15-cp39-cp39-musllinux_1_2_i686.whl", hash = "sha256:a094801d379ab20c2135529948cb84d417a2169b9bdceda2a36f5f10977ebc16"},
+    {file = "regex-2024.5.15-cp39-cp39-musllinux_1_2_ppc64le.whl", hash = "sha256:c0c18345010870e58238790a6779a1219b4d97bd2e77e1140e8ee5d14df071aa"},
+    {file = "regex-2024.5.15-cp39-cp39-musllinux_1_2_s390x.whl", hash = "sha256:16093f563098448ff6b1fa68170e4acbef94e6b6a4e25e10eae8598bb1694b5d"},
+    {file = "regex-2024.5.15-cp39-cp39-musllinux_1_2_x86_64.whl", hash = "sha256:e38a7d4e8f633a33b4c7350fbd8bad3b70bf81439ac67ac38916c4a86b465456"},
+    {file = "regex-2024.5.15-cp39-cp39-win32.whl", hash = "sha256:71a455a3c584a88f654b64feccc1e25876066c4f5ef26cd6dd711308aa538694"},
+    {file = "regex-2024.5.15-cp39-cp39-win_amd64.whl", hash = "sha256:cab12877a9bdafde5500206d1020a584355a97884dfd388af3699e9137bf7388"},
+    {file = "regex-2024.5.15.tar.gz", hash = "sha256:d3ee02d9e5f482cc8309134a91eeaacbdd2261ba111b0fef3748eeb4913e6a2c"},
+]
+
+[[package]]
+name = "requests"
+version = "2.32.3"
+description = "Python HTTP for Humans."
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "requests-2.32.3-py3-none-any.whl", hash = "sha256:70761cfe03c773ceb22aa2f671b4757976145175cdfca038c02654d061d6dcc6"},
+    {file = "requests-2.32.3.tar.gz", hash = "sha256:55365417734eb18255590a9ff9eb97e9e1da868d4ccd6402399eaf68af20a760"},
+]
+
+[package.dependencies]
+certifi = ">=2017.4.17"
+charset-normalizer = ">=2,<4"
+idna = ">=2.5,<4"
+urllib3 = ">=1.21.1,<3"
+
+[package.extras]
+socks = ["PySocks (>=1.5.6,!=1.5.7)"]
+use-chardet-on-py3 = ["chardet (>=3.0.2,<6)"]
+
+[[package]]
+name = "safetensors"
+version = "0.4.3"
+description = ""
+optional = false
+python-versions = ">=3.7"
+files = [
+    {file = "safetensors-0.4.3-cp310-cp310-macosx_10_12_x86_64.whl", hash = "sha256:dcf5705cab159ce0130cd56057f5f3425023c407e170bca60b4868048bae64fd"},
+    {file = "safetensors-0.4.3-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:bb4f8c5d0358a31e9a08daeebb68f5e161cdd4018855426d3f0c23bb51087055"},
+    {file = "safetensors-0.4.3-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:70a5319ef409e7f88686a46607cbc3c428271069d8b770076feaf913664a07ac"},
+    {file = "safetensors-0.4.3-cp310-cp310-manylinux_2_17_armv7l.manylinux2014_armv7l.whl", hash = "sha256:fb9c65bd82f9ef3ce4970dc19ee86be5f6f93d032159acf35e663c6bea02b237"},
+    {file = "safetensors-0.4.3-cp310-cp310-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:edb5698a7bc282089f64c96c477846950358a46ede85a1c040e0230344fdde10"},
+    {file = "safetensors-0.4.3-cp310-cp310-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:efcc860be094b8d19ac61b452ec635c7acb9afa77beb218b1d7784c6d41fe8ad"},
+    {file = "safetensors-0.4.3-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:d88b33980222085dd6001ae2cad87c6068e0991d4f5ccf44975d216db3b57376"},
+    {file = "safetensors-0.4.3-cp310-cp310-manylinux_2_5_i686.manylinux1_i686.whl", hash = "sha256:5fc6775529fb9f0ce2266edd3e5d3f10aab068e49f765e11f6f2a63b5367021d"},
+    {file = "safetensors-0.4.3-cp310-cp310-musllinux_1_1_aarch64.whl", hash = "sha256:9c6ad011c1b4e3acff058d6b090f1da8e55a332fbf84695cf3100c649cc452d1"},
+    {file = "safetensors-0.4.3-cp310-cp310-musllinux_1_1_x86_64.whl", hash = "sha256:8c496c5401c1b9c46d41a7688e8ff5b0310a3b9bae31ce0f0ae870e1ea2b8caf"},
+    {file = "safetensors-0.4.3-cp310-none-win32.whl", hash = "sha256:38e2a8666178224a51cca61d3cb4c88704f696eac8f72a49a598a93bbd8a4af9"},
+    {file = "safetensors-0.4.3-cp310-none-win_amd64.whl", hash = "sha256:393e6e391467d1b2b829c77e47d726f3b9b93630e6a045b1d1fca67dc78bf632"},
+    {file = "safetensors-0.4.3-cp311-cp311-macosx_10_12_x86_64.whl", hash = "sha256:22f3b5d65e440cec0de8edaa672efa888030802e11c09b3d6203bff60ebff05a"},
+    {file = "safetensors-0.4.3-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:7c4fa560ebd4522adddb71dcd25d09bf211b5634003f015a4b815b7647d62ebe"},
+    {file = "safetensors-0.4.3-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:e9afd5358719f1b2cf425fad638fc3c887997d6782da317096877e5b15b2ce93"},
+    {file = "safetensors-0.4.3-cp311-cp311-manylinux_2_17_armv7l.manylinux2014_armv7l.whl", hash = "sha256:d8c5093206ef4b198600ae484230402af6713dab1bd5b8e231905d754022bec7"},
+    {file = "safetensors-0.4.3-cp311-cp311-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:e0b2104df1579d6ba9052c0ae0e3137c9698b2d85b0645507e6fd1813b70931a"},
+    {file = "safetensors-0.4.3-cp311-cp311-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:8cf18888606dad030455d18f6c381720e57fc6a4170ee1966adb7ebc98d4d6a3"},
+    {file = "safetensors-0.4.3-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:0bf4f9d6323d9f86eef5567eabd88f070691cf031d4c0df27a40d3b4aaee755b"},
+    {file = "safetensors-0.4.3-cp311-cp311-manylinux_2_5_i686.manylinux1_i686.whl", hash = "sha256:585c9ae13a205807b63bef8a37994f30c917ff800ab8a1ca9c9b5d73024f97ee"},
+    {file = "safetensors-0.4.3-cp311-cp311-musllinux_1_1_aarch64.whl", hash = "sha256:faefeb3b81bdfb4e5a55b9bbdf3d8d8753f65506e1d67d03f5c851a6c87150e9"},
+    {file = "safetensors-0.4.3-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:befdf0167ad626f22f6aac6163477fcefa342224a22f11fdd05abb3995c1783c"},
+    {file = "safetensors-0.4.3-cp311-none-win32.whl", hash = "sha256:a7cef55929dcbef24af3eb40bedec35d82c3c2fa46338bb13ecf3c5720af8a61"},
+    {file = "safetensors-0.4.3-cp311-none-win_amd64.whl", hash = "sha256:840b7ac0eff5633e1d053cc9db12fdf56b566e9403b4950b2dc85393d9b88d67"},
+    {file = "safetensors-0.4.3-cp312-cp312-macosx_10_12_x86_64.whl", hash = "sha256:22d21760dc6ebae42e9c058d75aa9907d9f35e38f896e3c69ba0e7b213033856"},
+    {file = "safetensors-0.4.3-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:8d22c1a10dff3f64d0d68abb8298a3fd88ccff79f408a3e15b3e7f637ef5c980"},
+    {file = "safetensors-0.4.3-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:b1648568667f820b8c48317c7006221dc40aced1869908c187f493838a1362bc"},
+    {file = "safetensors-0.4.3-cp312-cp312-manylinux_2_17_armv7l.manylinux2014_armv7l.whl", hash = "sha256:446e9fe52c051aeab12aac63d1017e0f68a02a92a027b901c4f8e931b24e5397"},
+    {file = "safetensors-0.4.3-cp312-cp312-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:fef5d70683643618244a4f5221053567ca3e77c2531e42ad48ae05fae909f542"},
+    {file = "safetensors-0.4.3-cp312-cp312-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:2a1f4430cc0c9d6afa01214a4b3919d0a029637df8e09675ceef1ca3f0dfa0df"},
+    {file = "safetensors-0.4.3-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:2d603846a8585b9432a0fd415db1d4c57c0f860eb4aea21f92559ff9902bae4d"},
+    {file = "safetensors-0.4.3-cp312-cp312-manylinux_2_5_i686.manylinux1_i686.whl", hash = "sha256:a844cdb5d7cbc22f5f16c7e2a0271170750763c4db08381b7f696dbd2c78a361"},
+    {file = "safetensors-0.4.3-cp312-cp312-musllinux_1_1_aarch64.whl", hash = "sha256:88887f69f7a00cf02b954cdc3034ffb383b2303bc0ab481d4716e2da51ddc10e"},
+    {file = "safetensors-0.4.3-cp312-cp312-musllinux_1_1_x86_64.whl", hash = "sha256:ee463219d9ec6c2be1d331ab13a8e0cd50d2f32240a81d498266d77d07b7e71e"},
+    {file = "safetensors-0.4.3-cp312-none-win32.whl", hash = "sha256:d0dd4a1db09db2dba0f94d15addc7e7cd3a7b0d393aa4c7518c39ae7374623c3"},
+    {file = "safetensors-0.4.3-cp312-none-win_amd64.whl", hash = "sha256:d14d30c25897b2bf19b6fb5ff7e26cc40006ad53fd4a88244fdf26517d852dd7"},
+    {file = "safetensors-0.4.3-cp37-cp37m-macosx_10_12_x86_64.whl", hash = "sha256:d1456f814655b224d4bf6e7915c51ce74e389b413be791203092b7ff78c936dd"},
+    {file = "safetensors-0.4.3-cp37-cp37m-macosx_11_0_arm64.whl", hash = "sha256:455d538aa1aae4a8b279344a08136d3f16334247907b18a5c3c7fa88ef0d3c46"},
+    {file = "safetensors-0.4.3-cp37-cp37m-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:cf476bca34e1340ee3294ef13e2c625833f83d096cfdf69a5342475602004f95"},
+    {file = "safetensors-0.4.3-cp37-cp37m-manylinux_2_17_armv7l.manylinux2014_armv7l.whl", hash = "sha256:02ef3a24face643456020536591fbd3c717c5abaa2737ec428ccbbc86dffa7a4"},
+    {file = "safetensors-0.4.3-cp37-cp37m-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:7de32d0d34b6623bb56ca278f90db081f85fb9c5d327e3c18fd23ac64f465768"},
+    {file = "safetensors-0.4.3-cp37-cp37m-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:2a0deb16a1d3ea90c244ceb42d2c6c276059616be21a19ac7101aa97da448faf"},
+    {file = "safetensors-0.4.3-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:c59d51f182c729f47e841510b70b967b0752039f79f1de23bcdd86462a9b09ee"},
+    {file = "safetensors-0.4.3-cp37-cp37m-manylinux_2_5_i686.manylinux1_i686.whl", hash = "sha256:1f598b713cc1a4eb31d3b3203557ac308acf21c8f41104cdd74bf640c6e538e3"},
+    {file = "safetensors-0.4.3-cp37-cp37m-musllinux_1_1_aarch64.whl", hash = "sha256:5757e4688f20df083e233b47de43845d1adb7e17b6cf7da5f8444416fc53828d"},
+    {file = "safetensors-0.4.3-cp37-cp37m-musllinux_1_1_x86_64.whl", hash = "sha256:fe746d03ed8d193674a26105e4f0fe6c726f5bb602ffc695b409eaf02f04763d"},
+    {file = "safetensors-0.4.3-cp37-none-win32.whl", hash = "sha256:0d5ffc6a80f715c30af253e0e288ad1cd97a3d0086c9c87995e5093ebc075e50"},
+    {file = "safetensors-0.4.3-cp37-none-win_amd64.whl", hash = "sha256:a11c374eb63a9c16c5ed146457241182f310902bd2a9c18255781bb832b6748b"},
+    {file = "safetensors-0.4.3-cp38-cp38-macosx_10_12_x86_64.whl", hash = "sha256:b1e31be7945f66be23f4ec1682bb47faa3df34cb89fc68527de6554d3c4258a4"},
+    {file = "safetensors-0.4.3-cp38-cp38-macosx_11_0_arm64.whl", hash = "sha256:03a4447c784917c9bf01d8f2ac5080bc15c41692202cd5f406afba16629e84d6"},
+    {file = "safetensors-0.4.3-cp38-cp38-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:d244bcafeb1bc06d47cfee71727e775bca88a8efda77a13e7306aae3813fa7e4"},
+    {file = "safetensors-0.4.3-cp38-cp38-manylinux_2_17_armv7l.manylinux2014_armv7l.whl", hash = "sha256:53c4879b9c6bd7cd25d114ee0ef95420e2812e676314300624594940a8d6a91f"},
+    {file = "safetensors-0.4.3-cp38-cp38-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:74707624b81f1b7f2b93f5619d4a9f00934d5948005a03f2c1845ffbfff42212"},
+    {file = "safetensors-0.4.3-cp38-cp38-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:0d52c958dc210265157573f81d34adf54e255bc2b59ded6218500c9b15a750eb"},
+    {file = "safetensors-0.4.3-cp38-cp38-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:6f9568f380f513a60139971169c4a358b8731509cc19112369902eddb33faa4d"},
+    {file = "safetensors-0.4.3-cp38-cp38-manylinux_2_5_i686.manylinux1_i686.whl", hash = "sha256:0d9cd8e1560dfc514b6d7859247dc6a86ad2f83151a62c577428d5102d872721"},
+    {file = "safetensors-0.4.3-cp38-cp38-musllinux_1_1_aarch64.whl", hash = "sha256:89f9f17b0dacb913ed87d57afbc8aad85ea42c1085bd5de2f20d83d13e9fc4b2"},
+    {file = "safetensors-0.4.3-cp38-cp38-musllinux_1_1_x86_64.whl", hash = "sha256:1139eb436fd201c133d03c81209d39ac57e129f5e74e34bb9ab60f8d9b726270"},
+    {file = "safetensors-0.4.3-cp38-none-win32.whl", hash = "sha256:d9c289f140a9ae4853fc2236a2ffc9a9f2d5eae0cb673167e0f1b8c18c0961ac"},
+    {file = "safetensors-0.4.3-cp38-none-win_amd64.whl", hash = "sha256:622afd28968ef3e9786562d352659a37de4481a4070f4ebac883f98c5836563e"},
+    {file = "safetensors-0.4.3-cp39-cp39-macosx_10_12_x86_64.whl", hash = "sha256:8651c7299cbd8b4161a36cd6a322fa07d39cd23535b144d02f1c1972d0c62f3c"},
+    {file = "safetensors-0.4.3-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:e375d975159ac534c7161269de24ddcd490df2157b55c1a6eeace6cbb56903f0"},
+    {file = "safetensors-0.4.3-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:084fc436e317f83f7071fc6a62ca1c513b2103db325cd09952914b50f51cf78f"},
+    {file = "safetensors-0.4.3-cp39-cp39-manylinux_2_17_armv7l.manylinux2014_armv7l.whl", hash = "sha256:41a727a7f5e6ad9f1db6951adee21bbdadc632363d79dc434876369a17de6ad6"},
+    {file = "safetensors-0.4.3-cp39-cp39-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:e7dbbde64b6c534548696808a0e01276d28ea5773bc9a2dfb97a88cd3dffe3df"},
+    {file = "safetensors-0.4.3-cp39-cp39-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:bbae3b4b9d997971431c346edbfe6e41e98424a097860ee872721e176040a893"},
+    {file = "safetensors-0.4.3-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:01e4b22e3284cd866edeabe4f4d896229495da457229408d2e1e4810c5187121"},
+    {file = "safetensors-0.4.3-cp39-cp39-manylinux_2_5_i686.manylinux1_i686.whl", hash = "sha256:0dd37306546b58d3043eb044c8103a02792cc024b51d1dd16bd3dd1f334cb3ed"},
+    {file = "safetensors-0.4.3-cp39-cp39-musllinux_1_1_aarch64.whl", hash = "sha256:d8815b5e1dac85fc534a97fd339e12404db557878c090f90442247e87c8aeaea"},
+    {file = "safetensors-0.4.3-cp39-cp39-musllinux_1_1_x86_64.whl", hash = "sha256:e011cc162503c19f4b1fd63dfcddf73739c7a243a17dac09b78e57a00983ab35"},
+    {file = "safetensors-0.4.3-cp39-none-win32.whl", hash = "sha256:01feb3089e5932d7e662eda77c3ecc389f97c0883c4a12b5cfdc32b589a811c3"},
+    {file = "safetensors-0.4.3-cp39-none-win_amd64.whl", hash = "sha256:3f9cdca09052f585e62328c1c2923c70f46814715c795be65f0b93f57ec98a02"},
+    {file = "safetensors-0.4.3-pp310-pypy310_pp73-macosx_10_12_x86_64.whl", hash = "sha256:1b89381517891a7bb7d1405d828b2bf5d75528299f8231e9346b8eba092227f9"},
+    {file = "safetensors-0.4.3-pp310-pypy310_pp73-macosx_11_0_arm64.whl", hash = "sha256:cd6fff9e56df398abc5866b19a32124815b656613c1c5ec0f9350906fd798aac"},
+    {file = "safetensors-0.4.3-pp310-pypy310_pp73-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:840caf38d86aa7014fe37ade5d0d84e23dcfbc798b8078015831996ecbc206a3"},
+    {file = "safetensors-0.4.3-pp310-pypy310_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:f9650713b2cfa9537a2baf7dd9fee458b24a0aaaa6cafcea8bdd5fb2b8efdc34"},
+    {file = "safetensors-0.4.3-pp310-pypy310_pp73-manylinux_2_5_i686.manylinux1_i686.whl", hash = "sha256:e4119532cd10dba04b423e0f86aecb96cfa5a602238c0aa012f70c3a40c44b50"},
+    {file = "safetensors-0.4.3-pp310-pypy310_pp73-musllinux_1_1_aarch64.whl", hash = "sha256:e066e8861eef6387b7c772344d1fe1f9a72800e04ee9a54239d460c400c72aab"},
+    {file = "safetensors-0.4.3-pp310-pypy310_pp73-musllinux_1_1_x86_64.whl", hash = "sha256:90964917f5b0fa0fa07e9a051fbef100250c04d150b7026ccbf87a34a54012e0"},
+    {file = "safetensors-0.4.3-pp37-pypy37_pp73-macosx_10_12_x86_64.whl", hash = "sha256:c41e1893d1206aa7054029681778d9a58b3529d4c807002c156d58426c225173"},
+    {file = "safetensors-0.4.3-pp37-pypy37_pp73-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:ae7613a119a71a497d012ccc83775c308b9c1dab454806291427f84397d852fd"},
+    {file = "safetensors-0.4.3-pp37-pypy37_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:4f9bac020faba7f5dc481e881b14b6425265feabb5bfc552551d21189c0eddc3"},
+    {file = "safetensors-0.4.3-pp37-pypy37_pp73-manylinux_2_5_i686.manylinux1_i686.whl", hash = "sha256:420a98f593ff9930f5822560d14c395ccbc57342ddff3b463bc0b3d6b1951550"},
+    {file = "safetensors-0.4.3-pp37-pypy37_pp73-musllinux_1_1_aarch64.whl", hash = "sha256:f5e6883af9a68c0028f70a4c19d5a6ab6238a379be36ad300a22318316c00cb0"},
+    {file = "safetensors-0.4.3-pp37-pypy37_pp73-musllinux_1_1_x86_64.whl", hash = "sha256:cdd0a3b5da66e7f377474599814dbf5cbf135ff059cc73694de129b58a5e8a2c"},
+    {file = "safetensors-0.4.3-pp38-pypy38_pp73-macosx_10_12_x86_64.whl", hash = "sha256:9bfb92f82574d9e58401d79c70c716985dc049b635fef6eecbb024c79b2c46ad"},
+    {file = "safetensors-0.4.3-pp38-pypy38_pp73-macosx_11_0_arm64.whl", hash = "sha256:3615a96dd2dcc30eb66d82bc76cda2565f4f7bfa89fcb0e31ba3cea8a1a9ecbb"},
+    {file = "safetensors-0.4.3-pp38-pypy38_pp73-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:868ad1b6fc41209ab6bd12f63923e8baeb1a086814cb2e81a65ed3d497e0cf8f"},
+    {file = "safetensors-0.4.3-pp38-pypy38_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:b7ffba80aa49bd09195145a7fd233a7781173b422eeb995096f2b30591639517"},
+    {file = "safetensors-0.4.3-pp38-pypy38_pp73-manylinux_2_5_i686.manylinux1_i686.whl", hash = "sha256:c0acbe31340ab150423347e5b9cc595867d814244ac14218932a5cf1dd38eb39"},
+    {file = "safetensors-0.4.3-pp38-pypy38_pp73-musllinux_1_1_aarch64.whl", hash = "sha256:19bbdf95de2cf64f25cd614c5236c8b06eb2cfa47cbf64311f4b5d80224623a3"},
+    {file = "safetensors-0.4.3-pp38-pypy38_pp73-musllinux_1_1_x86_64.whl", hash = "sha256:b852e47eb08475c2c1bd8131207b405793bfc20d6f45aff893d3baaad449ed14"},
+    {file = "safetensors-0.4.3-pp39-pypy39_pp73-macosx_10_12_x86_64.whl", hash = "sha256:5d07cbca5b99babb692d76d8151bec46f461f8ad8daafbfd96b2fca40cadae65"},
+    {file = "safetensors-0.4.3-pp39-pypy39_pp73-macosx_11_0_arm64.whl", hash = "sha256:1ab6527a20586d94291c96e00a668fa03f86189b8a9defa2cdd34a1a01acc7d5"},
+    {file = "safetensors-0.4.3-pp39-pypy39_pp73-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:02318f01e332cc23ffb4f6716e05a492c5f18b1d13e343c49265149396284a44"},
+    {file = "safetensors-0.4.3-pp39-pypy39_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:ec4b52ce9a396260eb9731eb6aea41a7320de22ed73a1042c2230af0212758ce"},
+    {file = "safetensors-0.4.3-pp39-pypy39_pp73-manylinux_2_5_i686.manylinux1_i686.whl", hash = "sha256:018b691383026a2436a22b648873ed11444a364324e7088b99cd2503dd828400"},
+    {file = "safetensors-0.4.3-pp39-pypy39_pp73-musllinux_1_1_aarch64.whl", hash = "sha256:309b10dbcab63269ecbf0e2ca10ce59223bb756ca5d431ce9c9eeabd446569da"},
+    {file = "safetensors-0.4.3-pp39-pypy39_pp73-musllinux_1_1_x86_64.whl", hash = "sha256:b277482120df46e27a58082df06a15aebda4481e30a1c21eefd0921ae7e03f65"},
+    {file = "safetensors-0.4.3.tar.gz", hash = "sha256:2f85fc50c4e07a21e95c24e07460fe6f7e2859d0ce88092838352b798ce711c2"},
+]
+
+[package.extras]
+all = ["safetensors[jax]", "safetensors[numpy]", "safetensors[paddlepaddle]", "safetensors[pinned-tf]", "safetensors[quality]", "safetensors[testing]", "safetensors[torch]"]
+dev = ["safetensors[all]"]
+jax = ["flax (>=0.6.3)", "jax (>=0.3.25)", "jaxlib (>=0.3.25)", "safetensors[numpy]"]
+mlx = ["mlx (>=0.0.9)"]
+numpy = ["numpy (>=1.21.6)"]
+paddlepaddle = ["paddlepaddle (>=2.4.1)", "safetensors[numpy]"]
+pinned-tf = ["safetensors[numpy]", "tensorflow (==2.11.0)"]
+quality = ["black (==22.3)", "click (==8.0.4)", "flake8 (>=3.8.3)", "isort (>=5.5.4)"]
+tensorflow = ["safetensors[numpy]", "tensorflow (>=2.11.0)"]
+testing = ["h5py (>=3.7.0)", "huggingface-hub (>=0.12.1)", "hypothesis (>=6.70.2)", "pytest (>=7.2.0)", "pytest-benchmark (>=4.0.0)", "safetensors[numpy]", "setuptools-rust (>=1.5.2)"]
+torch = ["safetensors[numpy]", "torch (>=1.10)"]
+
+[[package]]
+name = "scikit-learn"
+version = "1.5.1"
+description = "A set of python modules for machine learning and data mining"
+optional = false
+python-versions = ">=3.9"
+files = [
+    {file = "scikit_learn-1.5.1-cp310-cp310-macosx_10_9_x86_64.whl", hash = "sha256:781586c414f8cc58e71da4f3d7af311e0505a683e112f2f62919e3019abd3745"},
+    {file = "scikit_learn-1.5.1-cp310-cp310-macosx_12_0_arm64.whl", hash = "sha256:f5b213bc29cc30a89a3130393b0e39c847a15d769d6e59539cd86b75d276b1a7"},
+    {file = "scikit_learn-1.5.1-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:1ff4ba34c2abff5ec59c803ed1d97d61b036f659a17f55be102679e88f926fac"},
+    {file = "scikit_learn-1.5.1-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:161808750c267b77b4a9603cf9c93579c7a74ba8486b1336034c2f1579546d21"},
+    {file = "scikit_learn-1.5.1-cp310-cp310-win_amd64.whl", hash = "sha256:10e49170691514a94bb2e03787aa921b82dbc507a4ea1f20fd95557862c98dc1"},
+    {file = "scikit_learn-1.5.1-cp311-cp311-macosx_10_9_x86_64.whl", hash = "sha256:154297ee43c0b83af12464adeab378dee2d0a700ccd03979e2b821e7dd7cc1c2"},
+    {file = "scikit_learn-1.5.1-cp311-cp311-macosx_12_0_arm64.whl", hash = "sha256:b5e865e9bd59396220de49cb4a57b17016256637c61b4c5cc81aaf16bc123bbe"},
+    {file = "scikit_learn-1.5.1-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:909144d50f367a513cee6090873ae582dba019cb3fca063b38054fa42704c3a4"},
+    {file = "scikit_learn-1.5.1-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:689b6f74b2c880276e365fe84fe4f1befd6a774f016339c65655eaff12e10cbf"},
+    {file = "scikit_learn-1.5.1-cp311-cp311-win_amd64.whl", hash = "sha256:9a07f90846313a7639af6a019d849ff72baadfa4c74c778821ae0fad07b7275b"},
+    {file = "scikit_learn-1.5.1-cp312-cp312-macosx_10_9_x86_64.whl", hash = "sha256:5944ce1faada31c55fb2ba20a5346b88e36811aab504ccafb9f0339e9f780395"},
+    {file = "scikit_learn-1.5.1-cp312-cp312-macosx_12_0_arm64.whl", hash = "sha256:0828673c5b520e879f2af6a9e99eee0eefea69a2188be1ca68a6121b809055c1"},
+    {file = "scikit_learn-1.5.1-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:508907e5f81390e16d754e8815f7497e52139162fd69c4fdbd2dfa5d6cc88915"},
+    {file = "scikit_learn-1.5.1-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:97625f217c5c0c5d0505fa2af28ae424bd37949bb2f16ace3ff5f2f81fb4498b"},
+    {file = "scikit_learn-1.5.1-cp312-cp312-win_amd64.whl", hash = "sha256:da3f404e9e284d2b0a157e1b56b6566a34eb2798205cba35a211df3296ab7a74"},
+    {file = "scikit_learn-1.5.1-cp39-cp39-macosx_10_9_x86_64.whl", hash = "sha256:88e0672c7ac21eb149d409c74cc29f1d611d5158175846e7a9c2427bd12b3956"},
+    {file = "scikit_learn-1.5.1-cp39-cp39-macosx_12_0_arm64.whl", hash = "sha256:7b073a27797a283187a4ef4ee149959defc350b46cbf63a84d8514fe16b69855"},
+    {file = "scikit_learn-1.5.1-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:b59e3e62d2be870e5c74af4e793293753565c7383ae82943b83383fdcf5cc5c1"},
+    {file = "scikit_learn-1.5.1-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:1bd8d3a19d4bd6dc5a7d4f358c8c3a60934dc058f363c34c0ac1e9e12a31421d"},
+    {file = "scikit_learn-1.5.1-cp39-cp39-win_amd64.whl", hash = "sha256:5f57428de0c900a98389c4a433d4a3cf89de979b3aa24d1c1d251802aa15e44d"},
+    {file = "scikit_learn-1.5.1.tar.gz", hash = "sha256:0ea5d40c0e3951df445721927448755d3fe1d80833b0b7308ebff5d2a45e6414"},
+]
+
+[package.dependencies]
+joblib = ">=1.2.0"
+numpy = ">=1.19.5"
+scipy = ">=1.6.0"
+threadpoolctl = ">=3.1.0"
+
+[package.extras]
+benchmark = ["matplotlib (>=3.3.4)", "memory_profiler (>=0.57.0)", "pandas (>=1.1.5)"]
+build = ["cython (>=3.0.10)", "meson-python (>=0.16.0)", "numpy (>=1.19.5)", "scipy (>=1.6.0)"]
+docs = ["Pillow (>=7.1.2)", "matplotlib (>=3.3.4)", "memory_profiler (>=0.57.0)", "numpydoc (>=1.2.0)", "pandas (>=1.1.5)", "plotly (>=5.14.0)", "polars (>=0.20.23)", "pooch (>=1.6.0)", "pydata-sphinx-theme (>=0.15.3)", "scikit-image (>=0.17.2)", "seaborn (>=0.9.0)", "sphinx (>=7.3.7)", "sphinx-copybutton (>=0.5.2)", "sphinx-design (>=0.5.0)", "sphinx-gallery (>=0.16.0)", "sphinx-prompt (>=1.4.0)", "sphinx-remove-toctrees (>=1.0.0.post1)", "sphinxcontrib-sass (>=0.3.4)", "sphinxext-opengraph (>=0.9.1)"]
+examples = ["matplotlib (>=3.3.4)", "pandas (>=1.1.5)", "plotly (>=5.14.0)", "pooch (>=1.6.0)", "scikit-image (>=0.17.2)", "seaborn (>=0.9.0)"]
+install = ["joblib (>=1.2.0)", "numpy (>=1.19.5)", "scipy (>=1.6.0)", "threadpoolctl (>=3.1.0)"]
+maintenance = ["conda-lock (==2.5.6)"]
+tests = ["black (>=24.3.0)", "matplotlib (>=3.3.4)", "mypy (>=1.9)", "numpydoc (>=1.2.0)", "pandas (>=1.1.5)", "polars (>=0.20.23)", "pooch (>=1.6.0)", "pyamg (>=4.0.0)", "pyarrow (>=12.0.0)", "pytest (>=7.1.2)", "pytest-cov (>=2.9.0)", "ruff (>=0.2.1)", "scikit-image (>=0.17.2)"]
+
+[[package]]
+name = "scipy"
+version = "1.13.1"
+description = "Fundamental algorithms for scientific computing in Python"
+optional = false
+python-versions = ">=3.9"
+files = [
+    {file = "scipy-1.13.1-cp310-cp310-macosx_10_9_x86_64.whl", hash = "sha256:20335853b85e9a49ff7572ab453794298bcf0354d8068c5f6775a0eabf350aca"},
+    {file = "scipy-1.13.1-cp310-cp310-macosx_12_0_arm64.whl", hash = "sha256:d605e9c23906d1994f55ace80e0125c587f96c020037ea6aa98d01b4bd2e222f"},
+    {file = "scipy-1.13.1-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:cfa31f1def5c819b19ecc3a8b52d28ffdcc7ed52bb20c9a7589669dd3c250989"},
+    {file = "scipy-1.13.1-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:f26264b282b9da0952a024ae34710c2aff7d27480ee91a2e82b7b7073c24722f"},
+    {file = "scipy-1.13.1-cp310-cp310-musllinux_1_1_x86_64.whl", hash = "sha256:eccfa1906eacc02de42d70ef4aecea45415f5be17e72b61bafcfd329bdc52e94"},
+    {file = "scipy-1.13.1-cp310-cp310-win_amd64.whl", hash = "sha256:2831f0dc9c5ea9edd6e51e6e769b655f08ec6db6e2e10f86ef39bd32eb11da54"},
+    {file = "scipy-1.13.1-cp311-cp311-macosx_10_9_x86_64.whl", hash = "sha256:27e52b09c0d3a1d5b63e1105f24177e544a222b43611aaf5bc44d4a0979e32f9"},
+    {file = "scipy-1.13.1-cp311-cp311-macosx_12_0_arm64.whl", hash = "sha256:54f430b00f0133e2224c3ba42b805bfd0086fe488835effa33fa291561932326"},
+    {file = "scipy-1.13.1-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:e89369d27f9e7b0884ae559a3a956e77c02114cc60a6058b4e5011572eea9299"},
+    {file = "scipy-1.13.1-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:a78b4b3345f1b6f68a763c6e25c0c9a23a9fd0f39f5f3d200efe8feda560a5fa"},
+    {file = "scipy-1.13.1-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:45484bee6d65633752c490404513b9ef02475b4284c4cfab0ef946def50b3f59"},
+    {file = "scipy-1.13.1-cp311-cp311-win_amd64.whl", hash = "sha256:5713f62f781eebd8d597eb3f88b8bf9274e79eeabf63afb4a737abc6c84ad37b"},
+    {file = "scipy-1.13.1-cp312-cp312-macosx_10_9_x86_64.whl", hash = "sha256:5d72782f39716b2b3509cd7c33cdc08c96f2f4d2b06d51e52fb45a19ca0c86a1"},
+    {file = "scipy-1.13.1-cp312-cp312-macosx_12_0_arm64.whl", hash = "sha256:017367484ce5498445aade74b1d5ab377acdc65e27095155e448c88497755a5d"},
+    {file = "scipy-1.13.1-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:949ae67db5fa78a86e8fa644b9a6b07252f449dcf74247108c50e1d20d2b4627"},
+    {file = "scipy-1.13.1-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:de3ade0e53bc1f21358aa74ff4830235d716211d7d077e340c7349bc3542e884"},
+    {file = "scipy-1.13.1-cp312-cp312-musllinux_1_1_x86_64.whl", hash = "sha256:2ac65fb503dad64218c228e2dc2d0a0193f7904747db43014645ae139c8fad16"},
+    {file = "scipy-1.13.1-cp312-cp312-win_amd64.whl", hash = "sha256:cdd7dacfb95fea358916410ec61bbc20440f7860333aee6d882bb8046264e949"},
+    {file = "scipy-1.13.1-cp39-cp39-macosx_10_9_x86_64.whl", hash = "sha256:436bbb42a94a8aeef855d755ce5a465479c721e9d684de76bf61a62e7c2b81d5"},
+    {file = "scipy-1.13.1-cp39-cp39-macosx_12_0_arm64.whl", hash = "sha256:8335549ebbca860c52bf3d02f80784e91a004b71b059e3eea9678ba994796a24"},
+    {file = "scipy-1.13.1-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:d533654b7d221a6a97304ab63c41c96473ff04459e404b83275b60aa8f4b7004"},
+    {file = "scipy-1.13.1-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:637e98dcf185ba7f8e663e122ebf908c4702420477ae52a04f9908707456ba4d"},
+    {file = "scipy-1.13.1-cp39-cp39-musllinux_1_1_x86_64.whl", hash = "sha256:a014c2b3697bde71724244f63de2476925596c24285c7a637364761f8710891c"},
+    {file = "scipy-1.13.1-cp39-cp39-win_amd64.whl", hash = "sha256:392e4ec766654852c25ebad4f64e4e584cf19820b980bc04960bca0b0cd6eaa2"},
+    {file = "scipy-1.13.1.tar.gz", hash = "sha256:095a87a0312b08dfd6a6155cbbd310a8c51800fc931b8c0b84003014b874ed3c"},
+]
+
+[package.dependencies]
+numpy = ">=1.22.4,<2.3"
+
+[package.extras]
+dev = ["cython-lint (>=0.12.2)", "doit (>=0.36.0)", "mypy", "pycodestyle", "pydevtool", "rich-click", "ruff", "types-psutil", "typing_extensions"]
+doc = ["jupyterlite-pyodide-kernel", "jupyterlite-sphinx (>=0.12.0)", "jupytext", "matplotlib (>=3.5)", "myst-nb", "numpydoc", "pooch", "pydata-sphinx-theme (>=0.15.2)", "sphinx (>=5.0.0)", "sphinx-design (>=0.4.0)"]
+test = ["array-api-strict", "asv", "gmpy2", "hypothesis (>=6.30)", "mpmath", "pooch", "pytest", "pytest-cov", "pytest-timeout", "pytest-xdist", "scikit-umfpack", "threadpoolctl"]
+
+[[package]]
+name = "sentence-transformers"
+version = "3.0.1"
+description = "Multilingual text embeddings"
+optional = false
+python-versions = ">=3.8.0"
+files = [
+    {file = "sentence_transformers-3.0.1-py3-none-any.whl", hash = "sha256:01050cc4053c49b9f5b78f6980b5a72db3fd3a0abb9169b1792ac83875505ee6"},
+    {file = "sentence_transformers-3.0.1.tar.gz", hash = "sha256:8a3d2c537cc4d1014ccc20ac92be3d6135420a3bc60ae29a3a8a9b4bb35fbff6"},
+]
+
+[package.dependencies]
+huggingface-hub = ">=0.15.1"
+numpy = "*"
+Pillow = "*"
+scikit-learn = "*"
+scipy = "*"
+torch = ">=1.11.0"
+tqdm = "*"
+transformers = ">=4.34.0,<5.0.0"
+
+[package.extras]
+dev = ["accelerate (>=0.20.3)", "datasets", "pre-commit", "pytest", "ruff (>=0.3.0)"]
+train = ["accelerate (>=0.20.3)", "datasets"]
+
+[[package]]
+name = "six"
+version = "1.16.0"
+description = "Python 2 and 3 compatibility utilities"
+optional = false
+python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*"
+files = [
+    {file = "six-1.16.0-py2.py3-none-any.whl", hash = "sha256:8abb2f1d86890a2dfb989f9a77cfcfd3e47c2a354b01111771326f8aa26e0254"},
+    {file = "six-1.16.0.tar.gz", hash = "sha256:1e61c37477a1626458e36f7b1d82aa5c9b094fa4802892072e49de9c60c4c926"},
+]
+
+[[package]]
+name = "sqlalchemy"
+version = "2.0.31"
+description = "Database Abstraction Library"
+optional = false
+python-versions = ">=3.7"
+files = [
+    {file = "SQLAlchemy-2.0.31-cp310-cp310-macosx_10_9_x86_64.whl", hash = "sha256:f2a213c1b699d3f5768a7272de720387ae0122f1becf0901ed6eaa1abd1baf6c"},
+    {file = "SQLAlchemy-2.0.31-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:9fea3d0884e82d1e33226935dac990b967bef21315cbcc894605db3441347443"},
+    {file = "SQLAlchemy-2.0.31-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:f3ad7f221d8a69d32d197e5968d798217a4feebe30144986af71ada8c548e9fa"},
+    {file = "SQLAlchemy-2.0.31-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:9f2bee229715b6366f86a95d497c347c22ddffa2c7c96143b59a2aa5cc9eebbc"},
+    {file = "SQLAlchemy-2.0.31-cp310-cp310-musllinux_1_2_aarch64.whl", hash = "sha256:cd5b94d4819c0c89280b7c6109c7b788a576084bf0a480ae17c227b0bc41e109"},
+    {file = "SQLAlchemy-2.0.31-cp310-cp310-musllinux_1_2_x86_64.whl", hash = "sha256:750900a471d39a7eeba57580b11983030517a1f512c2cb287d5ad0fcf3aebd58"},
+    {file = "SQLAlchemy-2.0.31-cp310-cp310-win32.whl", hash = "sha256:7bd112be780928c7f493c1a192cd8c5fc2a2a7b52b790bc5a84203fb4381c6be"},
+    {file = "SQLAlchemy-2.0.31-cp310-cp310-win_amd64.whl", hash = "sha256:5a48ac4d359f058474fadc2115f78a5cdac9988d4f99eae44917f36aa1476327"},
+    {file = "SQLAlchemy-2.0.31-cp311-cp311-macosx_10_9_x86_64.whl", hash = "sha256:f68470edd70c3ac3b6cd5c2a22a8daf18415203ca1b036aaeb9b0fb6f54e8298"},
+    {file = "SQLAlchemy-2.0.31-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:2e2c38c2a4c5c634fe6c3c58a789712719fa1bf9b9d6ff5ebfce9a9e5b89c1ca"},
+    {file = "SQLAlchemy-2.0.31-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:bd15026f77420eb2b324dcb93551ad9c5f22fab2c150c286ef1dc1160f110203"},
+    {file = "SQLAlchemy-2.0.31-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:2196208432deebdfe3b22185d46b08f00ac9d7b01284e168c212919891289396"},
+    {file = "SQLAlchemy-2.0.31-cp311-cp311-musllinux_1_2_aarch64.whl", hash = "sha256:352b2770097f41bff6029b280c0e03b217c2dcaddc40726f8f53ed58d8a85da4"},
+    {file = "SQLAlchemy-2.0.31-cp311-cp311-musllinux_1_2_x86_64.whl", hash = "sha256:56d51ae825d20d604583f82c9527d285e9e6d14f9a5516463d9705dab20c3740"},
+    {file = "SQLAlchemy-2.0.31-cp311-cp311-win32.whl", hash = "sha256:6e2622844551945db81c26a02f27d94145b561f9d4b0c39ce7bfd2fda5776dac"},
+    {file = "SQLAlchemy-2.0.31-cp311-cp311-win_amd64.whl", hash = "sha256:ccaf1b0c90435b6e430f5dd30a5aede4764942a695552eb3a4ab74ed63c5b8d3"},
+    {file = "SQLAlchemy-2.0.31-cp312-cp312-macosx_10_9_x86_64.whl", hash = "sha256:3b74570d99126992d4b0f91fb87c586a574a5872651185de8297c6f90055ae42"},
+    {file = "SQLAlchemy-2.0.31-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:6f77c4f042ad493cb8595e2f503c7a4fe44cd7bd59c7582fd6d78d7e7b8ec52c"},
+    {file = "SQLAlchemy-2.0.31-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:cd1591329333daf94467e699e11015d9c944f44c94d2091f4ac493ced0119449"},
+    {file = "SQLAlchemy-2.0.31-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:74afabeeff415e35525bf7a4ecdab015f00e06456166a2eba7590e49f8db940e"},
+    {file = "SQLAlchemy-2.0.31-cp312-cp312-musllinux_1_2_aarch64.whl", hash = "sha256:b9c01990d9015df2c6f818aa8f4297d42ee71c9502026bb074e713d496e26b67"},
+    {file = "SQLAlchemy-2.0.31-cp312-cp312-musllinux_1_2_x86_64.whl", hash = "sha256:66f63278db425838b3c2b1c596654b31939427016ba030e951b292e32b99553e"},
+    {file = "SQLAlchemy-2.0.31-cp312-cp312-win32.whl", hash = "sha256:0b0f658414ee4e4b8cbcd4a9bb0fd743c5eeb81fc858ca517217a8013d282c96"},
+    {file = "SQLAlchemy-2.0.31-cp312-cp312-win_amd64.whl", hash = "sha256:fa4b1af3e619b5b0b435e333f3967612db06351217c58bfb50cee5f003db2a5a"},
+    {file = "SQLAlchemy-2.0.31-cp37-cp37m-macosx_10_9_x86_64.whl", hash = "sha256:f43e93057cf52a227eda401251c72b6fbe4756f35fa6bfebb5d73b86881e59b0"},
+    {file = "SQLAlchemy-2.0.31-cp37-cp37m-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:d337bf94052856d1b330d5fcad44582a30c532a2463776e1651bd3294ee7e58b"},
+    {file = "SQLAlchemy-2.0.31-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:c06fb43a51ccdff3b4006aafee9fcf15f63f23c580675f7734245ceb6b6a9e05"},
+    {file = "SQLAlchemy-2.0.31-cp37-cp37m-musllinux_1_2_aarch64.whl", hash = "sha256:b6e22630e89f0e8c12332b2b4c282cb01cf4da0d26795b7eae16702a608e7ca1"},
+    {file = "SQLAlchemy-2.0.31-cp37-cp37m-musllinux_1_2_x86_64.whl", hash = "sha256:79a40771363c5e9f3a77f0e28b3302801db08040928146e6808b5b7a40749c88"},
+    {file = "SQLAlchemy-2.0.31-cp37-cp37m-win32.whl", hash = "sha256:501ff052229cb79dd4c49c402f6cb03b5a40ae4771efc8bb2bfac9f6c3d3508f"},
+    {file = "SQLAlchemy-2.0.31-cp37-cp37m-win_amd64.whl", hash = "sha256:597fec37c382a5442ffd471f66ce12d07d91b281fd474289356b1a0041bdf31d"},
+    {file = "SQLAlchemy-2.0.31-cp38-cp38-macosx_10_9_x86_64.whl", hash = "sha256:dc6d69f8829712a4fd799d2ac8d79bdeff651c2301b081fd5d3fe697bd5b4ab9"},
+    {file = "SQLAlchemy-2.0.31-cp38-cp38-macosx_11_0_arm64.whl", hash = "sha256:23b9fbb2f5dd9e630db70fbe47d963c7779e9c81830869bd7d137c2dc1ad05fb"},
+    {file = "SQLAlchemy-2.0.31-cp38-cp38-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:2a21c97efcbb9f255d5c12a96ae14da873233597dfd00a3a0c4ce5b3e5e79704"},
+    {file = "SQLAlchemy-2.0.31-cp38-cp38-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:26a6a9837589c42b16693cf7bf836f5d42218f44d198f9343dd71d3164ceeeac"},
+    {file = "SQLAlchemy-2.0.31-cp38-cp38-musllinux_1_2_aarch64.whl", hash = "sha256:dc251477eae03c20fae8db9c1c23ea2ebc47331bcd73927cdcaecd02af98d3c3"},
+    {file = "SQLAlchemy-2.0.31-cp38-cp38-musllinux_1_2_x86_64.whl", hash = "sha256:2fd17e3bb8058359fa61248c52c7b09a97cf3c820e54207a50af529876451808"},
+    {file = "SQLAlchemy-2.0.31-cp38-cp38-win32.whl", hash = "sha256:c76c81c52e1e08f12f4b6a07af2b96b9b15ea67ccdd40ae17019f1c373faa227"},
+    {file = "SQLAlchemy-2.0.31-cp38-cp38-win_amd64.whl", hash = "sha256:4b600e9a212ed59355813becbcf282cfda5c93678e15c25a0ef896b354423238"},
+    {file = "SQLAlchemy-2.0.31-cp39-cp39-macosx_10_9_x86_64.whl", hash = "sha256:5b6cf796d9fcc9b37011d3f9936189b3c8074a02a4ed0c0fbbc126772c31a6d4"},
+    {file = "SQLAlchemy-2.0.31-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:78fe11dbe37d92667c2c6e74379f75746dc947ee505555a0197cfba9a6d4f1a4"},
+    {file = "SQLAlchemy-2.0.31-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:2fc47dc6185a83c8100b37acda27658fe4dbd33b7d5e7324111f6521008ab4fe"},
+    {file = "SQLAlchemy-2.0.31-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:8a41514c1a779e2aa9a19f67aaadeb5cbddf0b2b508843fcd7bafdf4c6864005"},
+    {file = "SQLAlchemy-2.0.31-cp39-cp39-musllinux_1_2_aarch64.whl", hash = "sha256:afb6dde6c11ea4525318e279cd93c8734b795ac8bb5dda0eedd9ebaca7fa23f1"},
+    {file = "SQLAlchemy-2.0.31-cp39-cp39-musllinux_1_2_x86_64.whl", hash = "sha256:3f9faef422cfbb8fd53716cd14ba95e2ef655400235c3dfad1b5f467ba179c8c"},
+    {file = "SQLAlchemy-2.0.31-cp39-cp39-win32.whl", hash = "sha256:fc6b14e8602f59c6ba893980bea96571dd0ed83d8ebb9c4479d9ed5425d562e9"},
+    {file = "SQLAlchemy-2.0.31-cp39-cp39-win_amd64.whl", hash = "sha256:3cb8a66b167b033ec72c3812ffc8441d4e9f5f78f5e31e54dcd4c90a4ca5bebc"},
+    {file = "SQLAlchemy-2.0.31-py3-none-any.whl", hash = "sha256:69f3e3c08867a8e4856e92d7afb618b95cdee18e0bc1647b77599722c9a28911"},
+    {file = "SQLAlchemy-2.0.31.tar.gz", hash = "sha256:b607489dd4a54de56984a0c7656247504bd5523d9d0ba799aef59d4add009484"},
+]
+
+[package.dependencies]
+greenlet = {version = "!=0.4.17", markers = "python_version < \"3.13\" and (platform_machine == \"aarch64\" or platform_machine == \"ppc64le\" or platform_machine == \"x86_64\" or platform_machine == \"amd64\" or platform_machine == \"AMD64\" or platform_machine == \"win32\" or platform_machine == \"WIN32\")"}
+typing-extensions = ">=4.6.0"
+
+[package.extras]
+aiomysql = ["aiomysql (>=0.2.0)", "greenlet (!=0.4.17)"]
+aioodbc = ["aioodbc", "greenlet (!=0.4.17)"]
+aiosqlite = ["aiosqlite", "greenlet (!=0.4.17)", "typing_extensions (!=3.10.0.1)"]
+asyncio = ["greenlet (!=0.4.17)"]
+asyncmy = ["asyncmy (>=0.2.3,!=0.2.4,!=0.2.6)", "greenlet (!=0.4.17)"]
+mariadb-connector = ["mariadb (>=1.0.1,!=1.1.2,!=1.1.5)"]
+mssql = ["pyodbc"]
+mssql-pymssql = ["pymssql"]
+mssql-pyodbc = ["pyodbc"]
+mypy = ["mypy (>=0.910)"]
+mysql = ["mysqlclient (>=1.4.0)"]
+mysql-connector = ["mysql-connector-python"]
+oracle = ["cx_oracle (>=8)"]
+oracle-oracledb = ["oracledb (>=1.0.1)"]
+postgresql = ["psycopg2 (>=2.7)"]
+postgresql-asyncpg = ["asyncpg", "greenlet (!=0.4.17)"]
+postgresql-pg8000 = ["pg8000 (>=1.29.1)"]
+postgresql-psycopg = ["psycopg (>=3.0.7)"]
+postgresql-psycopg2binary = ["psycopg2-binary"]
+postgresql-psycopg2cffi = ["psycopg2cffi"]
+postgresql-psycopgbinary = ["psycopg[binary] (>=3.0.7)"]
+pymysql = ["pymysql"]
+sqlcipher = ["sqlcipher3_binary"]
+
+[[package]]
+name = "sympy"
+version = "1.12.1"
+description = "Computer algebra system (CAS) in Python"
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "sympy-1.12.1-py3-none-any.whl", hash = "sha256:9b2cbc7f1a640289430e13d2a56f02f867a1da0190f2f99d8968c2f74da0e515"},
+    {file = "sympy-1.12.1.tar.gz", hash = "sha256:2877b03f998cd8c08f07cd0de5b767119cd3ef40d09f41c30d722f6686b0fb88"},
+]
+
+[package.dependencies]
+mpmath = ">=1.1.0,<1.4.0"
+
+[[package]]
+name = "tbb"
+version = "2021.13.0"
+description = "Intel® oneAPI Threading Building Blocks (oneTBB)"
+optional = false
+python-versions = "*"
+files = [
+    {file = "tbb-2021.13.0-py2.py3-none-manylinux1_i686.whl", hash = "sha256:a2567725329639519d46d92a2634cf61e76601dac2f777a05686fea546c4fe4f"},
+    {file = "tbb-2021.13.0-py2.py3-none-manylinux1_x86_64.whl", hash = "sha256:aaf667e92849adb012b8874d6393282afc318aca4407fc62f912ee30a22da46a"},
+    {file = "tbb-2021.13.0-py3-none-win32.whl", hash = "sha256:6669d26703e9943f6164c6407bd4a237a45007e79b8d3832fe6999576eaaa9ef"},
+    {file = "tbb-2021.13.0-py3-none-win_amd64.whl", hash = "sha256:3528a53e4bbe64b07a6112b4c5a00ff3c61924ee46c9c68e004a1ac7ad1f09c3"},
+]
+
+[[package]]
+name = "threadpoolctl"
+version = "3.5.0"
+description = "threadpoolctl"
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "threadpoolctl-3.5.0-py3-none-any.whl", hash = "sha256:56c1e26c150397e58c4926da8eeee87533b1e32bef131bd4bf6a2f45f3185467"},
+    {file = "threadpoolctl-3.5.0.tar.gz", hash = "sha256:082433502dd922bf738de0d8bcc4fdcbf0979ff44c42bd40f5af8a282f6fa107"},
+]
+
+[[package]]
+name = "tokenizers"
+version = "0.19.1"
+description = ""
+optional = false
+python-versions = ">=3.7"
+files = [
+    {file = "tokenizers-0.19.1-cp310-cp310-macosx_10_12_x86_64.whl", hash = "sha256:952078130b3d101e05ecfc7fc3640282d74ed26bcf691400f872563fca15ac97"},
+    {file = "tokenizers-0.19.1-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:82c8b8063de6c0468f08e82c4e198763e7b97aabfe573fd4cf7b33930ca4df77"},
+    {file = "tokenizers-0.19.1-cp310-cp310-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:f03727225feaf340ceeb7e00604825addef622d551cbd46b7b775ac834c1e1c4"},
+    {file = "tokenizers-0.19.1-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:453e4422efdfc9c6b6bf2eae00d5e323f263fff62b29a8c9cd526c5003f3f642"},
+    {file = "tokenizers-0.19.1-cp310-cp310-manylinux_2_17_armv7l.manylinux2014_armv7l.whl", hash = "sha256:02e81bf089ebf0e7f4df34fa0207519f07e66d8491d963618252f2e0729e0b46"},
+    {file = "tokenizers-0.19.1-cp310-cp310-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:b07c538ba956843833fee1190cf769c60dc62e1cf934ed50d77d5502194d63b1"},
+    {file = "tokenizers-0.19.1-cp310-cp310-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:e28cab1582e0eec38b1f38c1c1fb2e56bce5dc180acb1724574fc5f47da2a4fe"},
+    {file = "tokenizers-0.19.1-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:8b01afb7193d47439f091cd8f070a1ced347ad0f9144952a30a41836902fe09e"},
+    {file = "tokenizers-0.19.1-cp310-cp310-musllinux_1_1_aarch64.whl", hash = "sha256:7fb297edec6c6841ab2e4e8f357209519188e4a59b557ea4fafcf4691d1b4c98"},
+    {file = "tokenizers-0.19.1-cp310-cp310-musllinux_1_1_x86_64.whl", hash = "sha256:2e8a3dd055e515df7054378dc9d6fa8c8c34e1f32777fb9a01fea81496b3f9d3"},
+    {file = "tokenizers-0.19.1-cp310-none-win32.whl", hash = "sha256:7ff898780a155ea053f5d934925f3902be2ed1f4d916461e1a93019cc7250837"},
+    {file = "tokenizers-0.19.1-cp310-none-win_amd64.whl", hash = "sha256:bea6f9947e9419c2fda21ae6c32871e3d398cba549b93f4a65a2d369662d9403"},
+    {file = "tokenizers-0.19.1-cp311-cp311-macosx_10_12_x86_64.whl", hash = "sha256:5c88d1481f1882c2e53e6bb06491e474e420d9ac7bdff172610c4f9ad3898059"},
+    {file = "tokenizers-0.19.1-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:ddf672ed719b4ed82b51499100f5417d7d9f6fb05a65e232249268f35de5ed14"},
+    {file = "tokenizers-0.19.1-cp311-cp311-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:dadc509cc8a9fe460bd274c0e16ac4184d0958117cf026e0ea8b32b438171594"},
+    {file = "tokenizers-0.19.1-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:dfedf31824ca4915b511b03441784ff640378191918264268e6923da48104acc"},
+    {file = "tokenizers-0.19.1-cp311-cp311-manylinux_2_17_armv7l.manylinux2014_armv7l.whl", hash = "sha256:ac11016d0a04aa6487b1513a3a36e7bee7eec0e5d30057c9c0408067345c48d2"},
+    {file = "tokenizers-0.19.1-cp311-cp311-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:76951121890fea8330d3a0df9a954b3f2a37e3ec20e5b0530e9a0044ca2e11fe"},
+    {file = "tokenizers-0.19.1-cp311-cp311-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:b342d2ce8fc8d00f376af068e3274e2e8649562e3bc6ae4a67784ded6b99428d"},
+    {file = "tokenizers-0.19.1-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:d16ff18907f4909dca9b076b9c2d899114dd6abceeb074eca0c93e2353f943aa"},
+    {file = "tokenizers-0.19.1-cp311-cp311-musllinux_1_1_aarch64.whl", hash = "sha256:706a37cc5332f85f26efbe2bdc9ef8a9b372b77e4645331a405073e4b3a8c1c6"},
+    {file = "tokenizers-0.19.1-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:16baac68651701364b0289979ecec728546133e8e8fe38f66fe48ad07996b88b"},
+    {file = "tokenizers-0.19.1-cp311-none-win32.whl", hash = "sha256:9ed240c56b4403e22b9584ee37d87b8bfa14865134e3e1c3fb4b2c42fafd3256"},
+    {file = "tokenizers-0.19.1-cp311-none-win_amd64.whl", hash = "sha256:ad57d59341710b94a7d9dbea13f5c1e7d76fd8d9bcd944a7a6ab0b0da6e0cc66"},
+    {file = "tokenizers-0.19.1-cp312-cp312-macosx_10_12_x86_64.whl", hash = "sha256:621d670e1b1c281a1c9698ed89451395d318802ff88d1fc1accff0867a06f153"},
+    {file = "tokenizers-0.19.1-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:d924204a3dbe50b75630bd16f821ebda6a5f729928df30f582fb5aade90c818a"},
+    {file = "tokenizers-0.19.1-cp312-cp312-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:4f3fefdc0446b1a1e6d81cd4c07088ac015665d2e812f6dbba4a06267d1a2c95"},
+    {file = "tokenizers-0.19.1-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:9620b78e0b2d52ef07b0d428323fb34e8ea1219c5eac98c2596311f20f1f9266"},
+    {file = "tokenizers-0.19.1-cp312-cp312-manylinux_2_17_armv7l.manylinux2014_armv7l.whl", hash = "sha256:04ce49e82d100594715ac1b2ce87d1a36e61891a91de774755f743babcd0dd52"},
+    {file = "tokenizers-0.19.1-cp312-cp312-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:c5c2ff13d157afe413bf7e25789879dd463e5a4abfb529a2d8f8473d8042e28f"},
+    {file = "tokenizers-0.19.1-cp312-cp312-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:3174c76efd9d08f836bfccaca7cfec3f4d1c0a4cf3acbc7236ad577cc423c840"},
+    {file = "tokenizers-0.19.1-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:7c9d5b6c0e7a1e979bec10ff960fae925e947aab95619a6fdb4c1d8ff3708ce3"},
+    {file = "tokenizers-0.19.1-cp312-cp312-musllinux_1_1_aarch64.whl", hash = "sha256:a179856d1caee06577220ebcfa332af046d576fb73454b8f4d4b0ba8324423ea"},
+    {file = "tokenizers-0.19.1-cp312-cp312-musllinux_1_1_x86_64.whl", hash = "sha256:952b80dac1a6492170f8c2429bd11fcaa14377e097d12a1dbe0ef2fb2241e16c"},
+    {file = "tokenizers-0.19.1-cp312-none-win32.whl", hash = "sha256:01d62812454c188306755c94755465505836fd616f75067abcae529c35edeb57"},
+    {file = "tokenizers-0.19.1-cp312-none-win_amd64.whl", hash = "sha256:b70bfbe3a82d3e3fb2a5e9b22a39f8d1740c96c68b6ace0086b39074f08ab89a"},
+    {file = "tokenizers-0.19.1-cp37-cp37m-macosx_10_12_x86_64.whl", hash = "sha256:bb9dfe7dae85bc6119d705a76dc068c062b8b575abe3595e3c6276480e67e3f1"},
+    {file = "tokenizers-0.19.1-cp37-cp37m-macosx_11_0_arm64.whl", hash = "sha256:1f0360cbea28ea99944ac089c00de7b2e3e1c58f479fb8613b6d8d511ce98267"},
+    {file = "tokenizers-0.19.1-cp37-cp37m-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:71e3ec71f0e78780851fef28c2a9babe20270404c921b756d7c532d280349214"},
+    {file = "tokenizers-0.19.1-cp37-cp37m-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:b82931fa619dbad979c0ee8e54dd5278acc418209cc897e42fac041f5366d626"},
+    {file = "tokenizers-0.19.1-cp37-cp37m-manylinux_2_17_armv7l.manylinux2014_armv7l.whl", hash = "sha256:e8ff5b90eabdcdaa19af697885f70fe0b714ce16709cf43d4952f1f85299e73a"},
+    {file = "tokenizers-0.19.1-cp37-cp37m-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:e742d76ad84acbdb1a8e4694f915fe59ff6edc381c97d6dfdd054954e3478ad4"},
+    {file = "tokenizers-0.19.1-cp37-cp37m-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:d8c5d59d7b59885eab559d5bc082b2985555a54cda04dda4c65528d90ad252ad"},
+    {file = "tokenizers-0.19.1-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:6b2da5c32ed869bebd990c9420df49813709e953674c0722ff471a116d97b22d"},
+    {file = "tokenizers-0.19.1-cp37-cp37m-musllinux_1_1_aarch64.whl", hash = "sha256:638e43936cc8b2cbb9f9d8dde0fe5e7e30766a3318d2342999ae27f68fdc9bd6"},
+    {file = "tokenizers-0.19.1-cp37-cp37m-musllinux_1_1_x86_64.whl", hash = "sha256:78e769eb3b2c79687d9cb0f89ef77223e8e279b75c0a968e637ca7043a84463f"},
+    {file = "tokenizers-0.19.1-cp37-none-win32.whl", hash = "sha256:72791f9bb1ca78e3ae525d4782e85272c63faaef9940d92142aa3eb79f3407a3"},
+    {file = "tokenizers-0.19.1-cp37-none-win_amd64.whl", hash = "sha256:f3bbb7a0c5fcb692950b041ae11067ac54826204318922da754f908d95619fbc"},
+    {file = "tokenizers-0.19.1-cp38-cp38-macosx_10_12_x86_64.whl", hash = "sha256:07f9295349bbbcedae8cefdbcfa7f686aa420be8aca5d4f7d1ae6016c128c0c5"},
+    {file = "tokenizers-0.19.1-cp38-cp38-macosx_11_0_arm64.whl", hash = "sha256:10a707cc6c4b6b183ec5dbfc5c34f3064e18cf62b4a938cb41699e33a99e03c1"},
+    {file = "tokenizers-0.19.1-cp38-cp38-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:6309271f57b397aa0aff0cbbe632ca9d70430839ca3178bf0f06f825924eca22"},
+    {file = "tokenizers-0.19.1-cp38-cp38-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:4ad23d37d68cf00d54af184586d79b84075ada495e7c5c0f601f051b162112dc"},
+    {file = "tokenizers-0.19.1-cp38-cp38-manylinux_2_17_armv7l.manylinux2014_armv7l.whl", hash = "sha256:427c4f0f3df9109314d4f75b8d1f65d9477033e67ffaec4bca53293d3aca286d"},
+    {file = "tokenizers-0.19.1-cp38-cp38-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:e83a31c9cf181a0a3ef0abad2b5f6b43399faf5da7e696196ddd110d332519ee"},
+    {file = "tokenizers-0.19.1-cp38-cp38-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:c27b99889bd58b7e301468c0838c5ed75e60c66df0d4db80c08f43462f82e0d3"},
+    {file = "tokenizers-0.19.1-cp38-cp38-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:bac0b0eb952412b0b196ca7a40e7dce4ed6f6926489313414010f2e6b9ec2adf"},
+    {file = "tokenizers-0.19.1-cp38-cp38-musllinux_1_1_aarch64.whl", hash = "sha256:8a6298bde623725ca31c9035a04bf2ef63208d266acd2bed8c2cb7d2b7d53ce6"},
+    {file = "tokenizers-0.19.1-cp38-cp38-musllinux_1_1_x86_64.whl", hash = "sha256:08a44864e42fa6d7d76d7be4bec62c9982f6f6248b4aa42f7302aa01e0abfd26"},
+    {file = "tokenizers-0.19.1-cp38-none-win32.whl", hash = "sha256:1de5bc8652252d9357a666e609cb1453d4f8e160eb1fb2830ee369dd658e8975"},
+    {file = "tokenizers-0.19.1-cp38-none-win_amd64.whl", hash = "sha256:0bcce02bf1ad9882345b34d5bd25ed4949a480cf0e656bbd468f4d8986f7a3f1"},
+    {file = "tokenizers-0.19.1-cp39-cp39-macosx_10_12_x86_64.whl", hash = "sha256:0b9394bd204842a2a1fd37fe29935353742be4a3460b6ccbaefa93f58a8df43d"},
+    {file = "tokenizers-0.19.1-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:4692ab92f91b87769d950ca14dbb61f8a9ef36a62f94bad6c82cc84a51f76f6a"},
+    {file = "tokenizers-0.19.1-cp39-cp39-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:6258c2ef6f06259f70a682491c78561d492e885adeaf9f64f5389f78aa49a051"},
+    {file = "tokenizers-0.19.1-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:c85cf76561fbd01e0d9ea2d1cbe711a65400092bc52b5242b16cfd22e51f0c58"},
+    {file = "tokenizers-0.19.1-cp39-cp39-manylinux_2_17_armv7l.manylinux2014_armv7l.whl", hash = "sha256:670b802d4d82bbbb832ddb0d41df7015b3e549714c0e77f9bed3e74d42400fbe"},
+    {file = "tokenizers-0.19.1-cp39-cp39-manylinux_2_17_ppc64le.manylinux2014_ppc64le.whl", hash = "sha256:85aa3ab4b03d5e99fdd31660872249df5e855334b6c333e0bc13032ff4469c4a"},
+    {file = "tokenizers-0.19.1-cp39-cp39-manylinux_2_17_s390x.manylinux2014_s390x.whl", hash = "sha256:cbf001afbbed111a79ca47d75941e9e5361297a87d186cbfc11ed45e30b5daba"},
+    {file = "tokenizers-0.19.1-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:b4c89aa46c269e4e70c4d4f9d6bc644fcc39bb409cb2a81227923404dd6f5227"},
+    {file = "tokenizers-0.19.1-cp39-cp39-musllinux_1_1_aarch64.whl", hash = "sha256:39c1ec76ea1027438fafe16ecb0fb84795e62e9d643444c1090179e63808c69d"},
+    {file = "tokenizers-0.19.1-cp39-cp39-musllinux_1_1_x86_64.whl", hash = "sha256:c2a0d47a89b48d7daa241e004e71fb5a50533718897a4cd6235cb846d511a478"},
+    {file = "tokenizers-0.19.1-cp39-none-win32.whl", hash = "sha256:61b7fe8886f2e104d4caf9218b157b106207e0f2a4905c9c7ac98890688aabeb"},
+    {file = "tokenizers-0.19.1-cp39-none-win_amd64.whl", hash = "sha256:f97660f6c43efd3e0bfd3f2e3e5615bf215680bad6ee3d469df6454b8c6e8256"},
+    {file = "tokenizers-0.19.1-pp310-pypy310_pp73-macosx_10_12_x86_64.whl", hash = "sha256:3b11853f17b54c2fe47742c56d8a33bf49ce31caf531e87ac0d7d13d327c9334"},
+    {file = "tokenizers-0.19.1-pp310-pypy310_pp73-macosx_11_0_arm64.whl", hash = "sha256:d26194ef6c13302f446d39972aaa36a1dda6450bc8949f5eb4c27f51191375bd"},
+    {file = "tokenizers-0.19.1-pp310-pypy310_pp73-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:e8d1ed93beda54bbd6131a2cb363a576eac746d5c26ba5b7556bc6f964425594"},
+    {file = "tokenizers-0.19.1-pp310-pypy310_pp73-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:ca407133536f19bdec44b3da117ef0d12e43f6d4b56ac4c765f37eca501c7bda"},
+    {file = "tokenizers-0.19.1-pp310-pypy310_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:ce05fde79d2bc2e46ac08aacbc142bead21614d937aac950be88dc79f9db9022"},
+    {file = "tokenizers-0.19.1-pp310-pypy310_pp73-musllinux_1_1_aarch64.whl", hash = "sha256:35583cd46d16f07c054efd18b5d46af4a2f070a2dd0a47914e66f3ff5efb2b1e"},
+    {file = "tokenizers-0.19.1-pp310-pypy310_pp73-musllinux_1_1_x86_64.whl", hash = "sha256:43350270bfc16b06ad3f6f07eab21f089adb835544417afda0f83256a8bf8b75"},
+    {file = "tokenizers-0.19.1-pp37-pypy37_pp73-macosx_10_12_x86_64.whl", hash = "sha256:b4399b59d1af5645bcee2072a463318114c39b8547437a7c2d6a186a1b5a0e2d"},
+    {file = "tokenizers-0.19.1-pp37-pypy37_pp73-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:6852c5b2a853b8b0ddc5993cd4f33bfffdca4fcc5d52f89dd4b8eada99379285"},
+    {file = "tokenizers-0.19.1-pp37-pypy37_pp73-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:bcd266ae85c3d39df2f7e7d0e07f6c41a55e9a3123bb11f854412952deacd828"},
+    {file = "tokenizers-0.19.1-pp37-pypy37_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:ecb2651956eea2aa0a2d099434134b1b68f1c31f9a5084d6d53f08ed43d45ff2"},
+    {file = "tokenizers-0.19.1-pp37-pypy37_pp73-musllinux_1_1_aarch64.whl", hash = "sha256:b279ab506ec4445166ac476fb4d3cc383accde1ea152998509a94d82547c8e2a"},
+    {file = "tokenizers-0.19.1-pp37-pypy37_pp73-musllinux_1_1_x86_64.whl", hash = "sha256:89183e55fb86e61d848ff83753f64cded119f5d6e1f553d14ffee3700d0a4a49"},
+    {file = "tokenizers-0.19.1-pp38-pypy38_pp73-macosx_10_12_x86_64.whl", hash = "sha256:b2edbc75744235eea94d595a8b70fe279dd42f3296f76d5a86dde1d46e35f574"},
+    {file = "tokenizers-0.19.1-pp38-pypy38_pp73-macosx_11_0_arm64.whl", hash = "sha256:0e64bfde9a723274e9a71630c3e9494ed7b4c0f76a1faacf7fe294cd26f7ae7c"},
+    {file = "tokenizers-0.19.1-pp38-pypy38_pp73-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:0b5ca92bfa717759c052e345770792d02d1f43b06f9e790ca0a1db62838816f3"},
+    {file = "tokenizers-0.19.1-pp38-pypy38_pp73-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:6f8a20266e695ec9d7a946a019c1d5ca4eddb6613d4f466888eee04f16eedb85"},
+    {file = "tokenizers-0.19.1-pp38-pypy38_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:63c38f45d8f2a2ec0f3a20073cccb335b9f99f73b3c69483cd52ebc75369d8a1"},
+    {file = "tokenizers-0.19.1-pp38-pypy38_pp73-musllinux_1_1_aarch64.whl", hash = "sha256:dd26e3afe8a7b61422df3176e06664503d3f5973b94f45d5c45987e1cb711876"},
+    {file = "tokenizers-0.19.1-pp38-pypy38_pp73-musllinux_1_1_x86_64.whl", hash = "sha256:eddd5783a4a6309ce23432353cdb36220e25cbb779bfa9122320666508b44b88"},
+    {file = "tokenizers-0.19.1-pp39-pypy39_pp73-macosx_10_12_x86_64.whl", hash = "sha256:56ae39d4036b753994476a1b935584071093b55c7a72e3b8288e68c313ca26e7"},
+    {file = "tokenizers-0.19.1-pp39-pypy39_pp73-macosx_11_0_arm64.whl", hash = "sha256:f9939ca7e58c2758c01b40324a59c034ce0cebad18e0d4563a9b1beab3018243"},
+    {file = "tokenizers-0.19.1-pp39-pypy39_pp73-manylinux_2_12_i686.manylinux2010_i686.whl", hash = "sha256:6c330c0eb815d212893c67a032e9dc1b38a803eccb32f3e8172c19cc69fbb439"},
+    {file = "tokenizers-0.19.1-pp39-pypy39_pp73-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:ec11802450a2487cdf0e634b750a04cbdc1c4d066b97d94ce7dd2cb51ebb325b"},
+    {file = "tokenizers-0.19.1-pp39-pypy39_pp73-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:a2b718f316b596f36e1dae097a7d5b91fc5b85e90bf08b01ff139bd8953b25af"},
+    {file = "tokenizers-0.19.1-pp39-pypy39_pp73-musllinux_1_1_aarch64.whl", hash = "sha256:ed69af290c2b65169f0ba9034d1dc39a5db9459b32f1dd8b5f3f32a3fcf06eab"},
+    {file = "tokenizers-0.19.1-pp39-pypy39_pp73-musllinux_1_1_x86_64.whl", hash = "sha256:f8a9c828277133af13f3859d1b6bf1c3cb6e9e1637df0e45312e6b7c2e622b1f"},
+    {file = "tokenizers-0.19.1.tar.gz", hash = "sha256:ee59e6680ed0fdbe6b724cf38bd70400a0c1dd623b07ac729087270caeac88e3"},
+]
+
+[package.dependencies]
+huggingface-hub = ">=0.16.4,<1.0"
+
+[package.extras]
+dev = ["tokenizers[testing]"]
+docs = ["setuptools-rust", "sphinx", "sphinx-rtd-theme"]
+testing = ["black (==22.3)", "datasets", "numpy", "pytest", "requests", "ruff"]
+
+[[package]]
+name = "torch"
+version = "2.3.1"
+description = "Tensors and Dynamic neural networks in Python with strong GPU acceleration"
+optional = false
+python-versions = ">=3.8.0"
+files = [
+    {file = "torch-2.3.1-cp310-cp310-manylinux1_x86_64.whl", hash = "sha256:605a25b23944be5ab7c3467e843580e1d888b8066e5aaf17ff7bf9cc30001cc3"},
+    {file = "torch-2.3.1-cp310-cp310-manylinux2014_aarch64.whl", hash = "sha256:f2357eb0965583a0954d6f9ad005bba0091f956aef879822274b1bcdb11bd308"},
+    {file = "torch-2.3.1-cp310-cp310-win_amd64.whl", hash = "sha256:32b05fe0d1ada7f69c9f86c14ff69b0ef1957a5a54199bacba63d22d8fab720b"},
+    {file = "torch-2.3.1-cp310-none-macosx_11_0_arm64.whl", hash = "sha256:7c09a94362778428484bcf995f6004b04952106aee0ef45ff0b4bab484f5498d"},
+    {file = "torch-2.3.1-cp311-cp311-manylinux1_x86_64.whl", hash = "sha256:b2ec81b61bb094ea4a9dee1cd3f7b76a44555375719ad29f05c0ca8ef596ad39"},
+    {file = "torch-2.3.1-cp311-cp311-manylinux2014_aarch64.whl", hash = "sha256:490cc3d917d1fe0bd027057dfe9941dc1d6d8e3cae76140f5dd9a7e5bc7130ab"},
+    {file = "torch-2.3.1-cp311-cp311-win_amd64.whl", hash = "sha256:5802530783bd465fe66c2df99123c9a54be06da118fbd785a25ab0a88123758a"},
+    {file = "torch-2.3.1-cp311-none-macosx_11_0_arm64.whl", hash = "sha256:a7dd4ed388ad1f3d502bf09453d5fe596c7b121de7e0cfaca1e2017782e9bbac"},
+    {file = "torch-2.3.1-cp312-cp312-manylinux1_x86_64.whl", hash = "sha256:a486c0b1976a118805fc7c9641d02df7afbb0c21e6b555d3bb985c9f9601b61a"},
+    {file = "torch-2.3.1-cp312-cp312-manylinux2014_aarch64.whl", hash = "sha256:224259821fe3e4c6f7edf1528e4fe4ac779c77addaa74215eb0b63a5c474d66c"},
+    {file = "torch-2.3.1-cp312-cp312-win_amd64.whl", hash = "sha256:e5fdccbf6f1334b2203a61a0e03821d5845f1421defe311dabeae2fc8fbeac2d"},
+    {file = "torch-2.3.1-cp312-none-macosx_11_0_arm64.whl", hash = "sha256:3c333dc2ebc189561514eda06e81df22bf8fb64e2384746b2cb9f04f96d1d4c8"},
+    {file = "torch-2.3.1-cp38-cp38-manylinux1_x86_64.whl", hash = "sha256:07e9ba746832b8d069cacb45f312cadd8ad02b81ea527ec9766c0e7404bb3feb"},
+    {file = "torch-2.3.1-cp38-cp38-manylinux2014_aarch64.whl", hash = "sha256:462d1c07dbf6bb5d9d2f3316fee73a24f3d12cd8dacf681ad46ef6418f7f6626"},
+    {file = "torch-2.3.1-cp38-cp38-win_amd64.whl", hash = "sha256:ff60bf7ce3de1d43ad3f6969983f321a31f0a45df3690921720bcad6a8596cc4"},
+    {file = "torch-2.3.1-cp38-none-macosx_11_0_arm64.whl", hash = "sha256:bee0bd33dc58aa8fc8a7527876e9b9a0e812ad08122054a5bff2ce5abf005b10"},
+    {file = "torch-2.3.1-cp39-cp39-manylinux1_x86_64.whl", hash = "sha256:aaa872abde9a3d4f91580f6396d54888620f4a0b92e3976a6034759df4b961ad"},
+    {file = "torch-2.3.1-cp39-cp39-manylinux2014_aarch64.whl", hash = "sha256:3d7a7f7ef21a7520510553dc3938b0c57c116a7daee20736a9e25cbc0e832bdc"},
+    {file = "torch-2.3.1-cp39-cp39-win_amd64.whl", hash = "sha256:4777f6cefa0c2b5fa87223c213e7b6f417cf254a45e5829be4ccd1b2a4ee1011"},
+    {file = "torch-2.3.1-cp39-none-macosx_11_0_arm64.whl", hash = "sha256:2bb5af780c55be68fe100feb0528d2edebace1d55cb2e351de735809ba7391eb"},
+]
+
+[package.dependencies]
+filelock = "*"
+fsspec = "*"
+jinja2 = "*"
+mkl = {version = ">=2021.1.1,<=2021.4.0", markers = "platform_system == \"Windows\""}
+networkx = "*"
+nvidia-cublas-cu12 = {version = "12.1.3.1", markers = "platform_system == \"Linux\" and platform_machine == \"x86_64\""}
+nvidia-cuda-cupti-cu12 = {version = "12.1.105", markers = "platform_system == \"Linux\" and platform_machine == \"x86_64\""}
+nvidia-cuda-nvrtc-cu12 = {version = "12.1.105", markers = "platform_system == \"Linux\" and platform_machine == \"x86_64\""}
+nvidia-cuda-runtime-cu12 = {version = "12.1.105", markers = "platform_system == \"Linux\" and platform_machine == \"x86_64\""}
+nvidia-cudnn-cu12 = {version = "8.9.2.26", markers = "platform_system == \"Linux\" and platform_machine == \"x86_64\""}
+nvidia-cufft-cu12 = {version = "11.0.2.54", markers = "platform_system == \"Linux\" and platform_machine == \"x86_64\""}
+nvidia-curand-cu12 = {version = "10.3.2.106", markers = "platform_system == \"Linux\" and platform_machine == \"x86_64\""}
+nvidia-cusolver-cu12 = {version = "11.4.5.107", markers = "platform_system == \"Linux\" and platform_machine == \"x86_64\""}
+nvidia-cusparse-cu12 = {version = "12.1.0.106", markers = "platform_system == \"Linux\" and platform_machine == \"x86_64\""}
+nvidia-nccl-cu12 = {version = "2.20.5", markers = "platform_system == \"Linux\" and platform_machine == \"x86_64\""}
+nvidia-nvtx-cu12 = {version = "12.1.105", markers = "platform_system == \"Linux\" and platform_machine == \"x86_64\""}
+sympy = "*"
+triton = {version = "2.3.1", markers = "platform_system == \"Linux\" and platform_machine == \"x86_64\" and python_version < \"3.12\""}
+typing-extensions = ">=4.8.0"
+
+[package.extras]
+opt-einsum = ["opt-einsum (>=3.3)"]
+optree = ["optree (>=0.9.1)"]
+
+[[package]]
+name = "tqdm"
+version = "4.66.4"
+description = "Fast, Extensible Progress Meter"
+optional = false
+python-versions = ">=3.7"
+files = [
+    {file = "tqdm-4.66.4-py3-none-any.whl", hash = "sha256:b75ca56b413b030bc3f00af51fd2c1a1a5eac6a0c1cca83cbb37a5c52abce644"},
+    {file = "tqdm-4.66.4.tar.gz", hash = "sha256:e4d936c9de8727928f3be6079590e97d9abfe8d39a590be678eb5919ffc186bb"},
+]
+
+[package.dependencies]
+colorama = {version = "*", markers = "platform_system == \"Windows\""}
+
+[package.extras]
+dev = ["pytest (>=6)", "pytest-cov", "pytest-timeout", "pytest-xdist"]
+notebook = ["ipywidgets (>=6)"]
+slack = ["slack-sdk"]
+telegram = ["requests"]
+
+[[package]]
+name = "transformers"
+version = "4.42.3"
+description = "State-of-the-art Machine Learning for JAX, PyTorch and TensorFlow"
+optional = false
+python-versions = ">=3.8.0"
+files = [
+    {file = "transformers-4.42.3-py3-none-any.whl", hash = "sha256:a61a0df9609b7d69229d941b2fd857c841ba3043d6da503d0da1a4b133f65b92"},
+    {file = "transformers-4.42.3.tar.gz", hash = "sha256:7539873ff45809145265cbc94ea4619d2713c41ceaa277b692d8b0be3430f7eb"},
+]
+
+[package.dependencies]
+filelock = "*"
+huggingface-hub = ">=0.23.2,<1.0"
+numpy = ">=1.17,<2.0"
+packaging = ">=20.0"
+pyyaml = ">=5.1"
+regex = "!=2019.12.17"
+requests = "*"
+safetensors = ">=0.4.1"
+tokenizers = ">=0.19,<0.20"
+tqdm = ">=4.27"
+
+[package.extras]
+accelerate = ["accelerate (>=0.21.0)"]
+agents = ["Pillow (>=10.0.1,<=15.0)", "accelerate (>=0.21.0)", "datasets (!=2.5.0)", "diffusers", "opencv-python", "sentencepiece (>=0.1.91,!=0.1.92)", "torch"]
+all = ["Pillow (>=10.0.1,<=15.0)", "accelerate (>=0.21.0)", "av (==9.2.0)", "codecarbon (==1.2.0)", "decord (==0.6.0)", "flax (>=0.4.1,<=0.7.0)", "jax (>=0.4.1,<=0.4.13)", "jaxlib (>=0.4.1,<=0.4.13)", "kenlm", "keras-nlp (>=0.3.1)", "librosa", "onnxconverter-common", "optax (>=0.0.8,<=0.1.4)", "optuna", "phonemizer", "protobuf", "pyctcdecode (>=0.4.0)", "ray[tune] (>=2.7.0)", "scipy (<1.13.0)", "sentencepiece (>=0.1.91,!=0.1.92)", "sigopt", "tensorflow (>2.9,<2.16)", "tensorflow-text (<2.16)", "tf2onnx", "timm (<=0.9.16)", "tokenizers (>=0.19,<0.20)", "torch", "torchaudio", "torchvision"]
+audio = ["kenlm", "librosa", "phonemizer", "pyctcdecode (>=0.4.0)"]
+benchmark = ["optimum-benchmark (>=0.2.0)"]
+codecarbon = ["codecarbon (==1.2.0)"]
+deepspeed = ["accelerate (>=0.21.0)", "deepspeed (>=0.9.3)"]
+deepspeed-testing = ["GitPython (<3.1.19)", "accelerate (>=0.21.0)", "beautifulsoup4", "cookiecutter (==1.7.3)", "datasets (!=2.5.0)", "deepspeed (>=0.9.3)", "dill (<0.3.5)", "evaluate (>=0.2.0)", "faiss-cpu", "nltk", "optuna", "parameterized", "protobuf", "psutil", "pydantic", "pytest (>=7.2.0,<8.0.0)", "pytest-rich", "pytest-timeout", "pytest-xdist", "rjieba", "rouge-score (!=0.0.7,!=0.0.8,!=0.1,!=0.1.1)", "ruff (==0.4.4)", "sacrebleu (>=1.4.12,<2.0.0)", "sacremoses", "sentencepiece (>=0.1.91,!=0.1.92)", "tensorboard", "timeout-decorator"]
+dev = ["GitPython (<3.1.19)", "Pillow (>=10.0.1,<=15.0)", "accelerate (>=0.21.0)", "av (==9.2.0)", "beautifulsoup4", "codecarbon (==1.2.0)", "cookiecutter (==1.7.3)", "datasets (!=2.5.0)", "decord (==0.6.0)", "dill (<0.3.5)", "evaluate (>=0.2.0)", "faiss-cpu", "flax (>=0.4.1,<=0.7.0)", "fugashi (>=1.0)", "ipadic (>=1.0.0,<2.0)", "isort (>=5.5.4)", "jax (>=0.4.1,<=0.4.13)", "jaxlib (>=0.4.1,<=0.4.13)", "kenlm", "keras-nlp (>=0.3.1)", "librosa", "nltk", "onnxconverter-common", "optax (>=0.0.8,<=0.1.4)", "optuna", "parameterized", "phonemizer", "protobuf", "psutil", "pyctcdecode (>=0.4.0)", "pydantic", "pytest (>=7.2.0,<8.0.0)", "pytest-rich", "pytest-timeout", "pytest-xdist", "ray[tune] (>=2.7.0)", "rhoknp (>=1.1.0,<1.3.1)", "rjieba", "rouge-score (!=0.0.7,!=0.0.8,!=0.1,!=0.1.1)", "ruff (==0.4.4)", "sacrebleu (>=1.4.12,<2.0.0)", "sacremoses", "scikit-learn", "scipy (<1.13.0)", "sentencepiece (>=0.1.91,!=0.1.92)", "sigopt", "sudachidict-core (>=20220729)", "sudachipy (>=0.6.6)", "tensorboard", "tensorflow (>2.9,<2.16)", "tensorflow-text (<2.16)", "tf2onnx", "timeout-decorator", "timm (<=0.9.16)", "tokenizers (>=0.19,<0.20)", "torch", "torchaudio", "torchvision", "unidic (>=1.0.2)", "unidic-lite (>=1.0.7)", "urllib3 (<2.0.0)"]
+dev-tensorflow = ["GitPython (<3.1.19)", "Pillow (>=10.0.1,<=15.0)", "beautifulsoup4", "cookiecutter (==1.7.3)", "datasets (!=2.5.0)", "dill (<0.3.5)", "evaluate (>=0.2.0)", "faiss-cpu", "isort (>=5.5.4)", "kenlm", "keras-nlp (>=0.3.1)", "librosa", "nltk", "onnxconverter-common", "onnxruntime (>=1.4.0)", "onnxruntime-tools (>=1.4.2)", "parameterized", "phonemizer", "protobuf", "psutil", "pyctcdecode (>=0.4.0)", "pydantic", "pytest (>=7.2.0,<8.0.0)", "pytest-rich", "pytest-timeout", "pytest-xdist", "rjieba", "rouge-score (!=0.0.7,!=0.0.8,!=0.1,!=0.1.1)", "ruff (==0.4.4)", "sacrebleu (>=1.4.12,<2.0.0)", "sacremoses", "scikit-learn", "sentencepiece (>=0.1.91,!=0.1.92)", "tensorboard", "tensorflow (>2.9,<2.16)", "tensorflow-text (<2.16)", "tf2onnx", "timeout-decorator", "tokenizers (>=0.19,<0.20)", "urllib3 (<2.0.0)"]
+dev-torch = ["GitPython (<3.1.19)", "Pillow (>=10.0.1,<=15.0)", "accelerate (>=0.21.0)", "beautifulsoup4", "codecarbon (==1.2.0)", "cookiecutter (==1.7.3)", "datasets (!=2.5.0)", "dill (<0.3.5)", "evaluate (>=0.2.0)", "faiss-cpu", "fugashi (>=1.0)", "ipadic (>=1.0.0,<2.0)", "isort (>=5.5.4)", "kenlm", "librosa", "nltk", "onnxruntime (>=1.4.0)", "onnxruntime-tools (>=1.4.2)", "optuna", "parameterized", "phonemizer", "protobuf", "psutil", "pyctcdecode (>=0.4.0)", "pydantic", "pytest (>=7.2.0,<8.0.0)", "pytest-rich", "pytest-timeout", "pytest-xdist", "ray[tune] (>=2.7.0)", "rhoknp (>=1.1.0,<1.3.1)", "rjieba", "rouge-score (!=0.0.7,!=0.0.8,!=0.1,!=0.1.1)", "ruff (==0.4.4)", "sacrebleu (>=1.4.12,<2.0.0)", "sacremoses", "scikit-learn", "sentencepiece (>=0.1.91,!=0.1.92)", "sigopt", "sudachidict-core (>=20220729)", "sudachipy (>=0.6.6)", "tensorboard", "timeout-decorator", "timm (<=0.9.16)", "tokenizers (>=0.19,<0.20)", "torch", "torchaudio", "torchvision", "unidic (>=1.0.2)", "unidic-lite (>=1.0.7)", "urllib3 (<2.0.0)"]
+flax = ["flax (>=0.4.1,<=0.7.0)", "jax (>=0.4.1,<=0.4.13)", "jaxlib (>=0.4.1,<=0.4.13)", "optax (>=0.0.8,<=0.1.4)", "scipy (<1.13.0)"]
+flax-speech = ["kenlm", "librosa", "phonemizer", "pyctcdecode (>=0.4.0)"]
+ftfy = ["ftfy"]
+integrations = ["optuna", "ray[tune] (>=2.7.0)", "sigopt"]
+ja = ["fugashi (>=1.0)", "ipadic (>=1.0.0,<2.0)", "rhoknp (>=1.1.0,<1.3.1)", "sudachidict-core (>=20220729)", "sudachipy (>=0.6.6)", "unidic (>=1.0.2)", "unidic-lite (>=1.0.7)"]
+modelcreation = ["cookiecutter (==1.7.3)"]
+natten = ["natten (>=0.14.6,<0.15.0)"]
+onnx = ["onnxconverter-common", "onnxruntime (>=1.4.0)", "onnxruntime-tools (>=1.4.2)", "tf2onnx"]
+onnxruntime = ["onnxruntime (>=1.4.0)", "onnxruntime-tools (>=1.4.2)"]
+optuna = ["optuna"]
+quality = ["GitPython (<3.1.19)", "datasets (!=2.5.0)", "isort (>=5.5.4)", "ruff (==0.4.4)", "urllib3 (<2.0.0)"]
+ray = ["ray[tune] (>=2.7.0)"]
+retrieval = ["datasets (!=2.5.0)", "faiss-cpu"]
+ruff = ["ruff (==0.4.4)"]
+sagemaker = ["sagemaker (>=2.31.0)"]
+sentencepiece = ["protobuf", "sentencepiece (>=0.1.91,!=0.1.92)"]
+serving = ["fastapi", "pydantic", "starlette", "uvicorn"]
+sigopt = ["sigopt"]
+sklearn = ["scikit-learn"]
+speech = ["kenlm", "librosa", "phonemizer", "pyctcdecode (>=0.4.0)", "torchaudio"]
+testing = ["GitPython (<3.1.19)", "beautifulsoup4", "cookiecutter (==1.7.3)", "datasets (!=2.5.0)", "dill (<0.3.5)", "evaluate (>=0.2.0)", "faiss-cpu", "nltk", "parameterized", "psutil", "pydantic", "pytest (>=7.2.0,<8.0.0)", "pytest-rich", "pytest-timeout", "pytest-xdist", "rjieba", "rouge-score (!=0.0.7,!=0.0.8,!=0.1,!=0.1.1)", "ruff (==0.4.4)", "sacrebleu (>=1.4.12,<2.0.0)", "sacremoses", "sentencepiece (>=0.1.91,!=0.1.92)", "tensorboard", "timeout-decorator"]
+tf = ["keras-nlp (>=0.3.1)", "onnxconverter-common", "tensorflow (>2.9,<2.16)", "tensorflow-text (<2.16)", "tf2onnx"]
+tf-cpu = ["keras (>2.9,<2.16)", "keras-nlp (>=0.3.1)", "onnxconverter-common", "tensorflow-cpu (>2.9,<2.16)", "tensorflow-probability (<0.24)", "tensorflow-text (<2.16)", "tf2onnx"]
+tf-speech = ["kenlm", "librosa", "phonemizer", "pyctcdecode (>=0.4.0)"]
+timm = ["timm (<=0.9.16)"]
+tokenizers = ["tokenizers (>=0.19,<0.20)"]
+torch = ["accelerate (>=0.21.0)", "torch"]
+torch-speech = ["kenlm", "librosa", "phonemizer", "pyctcdecode (>=0.4.0)", "torchaudio"]
+torch-vision = ["Pillow (>=10.0.1,<=15.0)", "torchvision"]
+torchhub = ["filelock", "huggingface-hub (>=0.23.2,<1.0)", "importlib-metadata", "numpy (>=1.17,<2.0)", "packaging (>=20.0)", "protobuf", "regex (!=2019.12.17)", "requests", "sentencepiece (>=0.1.91,!=0.1.92)", "tokenizers (>=0.19,<0.20)", "torch", "tqdm (>=4.27)"]
+video = ["av (==9.2.0)", "decord (==0.6.0)"]
+vision = ["Pillow (>=10.0.1,<=15.0)"]
+
+[[package]]
+name = "triton"
+version = "2.3.1"
+description = "A language and compiler for custom Deep Learning operations"
+optional = false
+python-versions = "*"
+files = [
+    {file = "triton-2.3.1-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:3c84595cbe5e546b1b290d2a58b1494df5a2ef066dd890655e5b8a8a92205c33"},
+    {file = "triton-2.3.1-cp311-cp311-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:c9d64ae33bcb3a7a18081e3a746e8cf87ca8623ca13d2c362413ce7a486f893e"},
+    {file = "triton-2.3.1-cp312-cp312-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:eaf80e8761a9e3498aa92e7bf83a085b31959c61f5e8ac14eedd018df6fccd10"},
+    {file = "triton-2.3.1-cp37-cp37m-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:b13bf35a2b659af7159bf78e92798dc62d877aa991de723937329e2d382f1991"},
+    {file = "triton-2.3.1-cp38-cp38-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:63381e35ded3304704ea867ffde3b7cfc42c16a55b3062d41e017ef510433d66"},
+    {file = "triton-2.3.1-cp39-cp39-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:1d968264523c7a07911c8fb51b4e0d1b920204dae71491b1fe7b01b62a31e124"},
+]
+
+[package.dependencies]
+filelock = "*"
+
+[package.extras]
+build = ["cmake (>=3.20)", "lit"]
+tests = ["autopep8", "flake8", "isort", "numpy", "pytest", "scipy (>=1.7.1)", "torch"]
+tutorials = ["matplotlib", "pandas", "tabulate", "torch"]
+
+[[package]]
+name = "typing-extensions"
+version = "4.12.2"
+description = "Backported and Experimental Type Hints for Python 3.8+"
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "typing_extensions-4.12.2-py3-none-any.whl", hash = "sha256:04e5ca0351e0f3f85c6853954072df659d0d13fac324d0072316b67d7794700d"},
+    {file = "typing_extensions-4.12.2.tar.gz", hash = "sha256:1a7ead55c7e559dd4dee8856e3a88b41225abfe1ce8df57b7c13915fe121ffb8"},
+]
+
+[[package]]
+name = "urllib3"
+version = "2.2.2"
+description = "HTTP library with thread-safe connection pooling, file post, and more."
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "urllib3-2.2.2-py3-none-any.whl", hash = "sha256:a448b2f64d686155468037e1ace9f2d2199776e17f0a46610480d311f73e3472"},
+    {file = "urllib3-2.2.2.tar.gz", hash = "sha256:dd505485549a7a552833da5e6063639d0d177c04f23bc3864e41e5dc5f612168"},
+]
+
+[package.extras]
+brotli = ["brotli (>=1.0.9)", "brotlicffi (>=0.8.0)"]
+h2 = ["h2 (>=4,<5)"]
+socks = ["pysocks (>=1.5.6,!=1.5.7,<2.0)"]
+zstd = ["zstandard (>=0.18.0)"]
+
+[[package]]
+name = "vecs"
+version = "0.4.3"
+description = "pgvector client"
+optional = false
+python-versions = "*"
+files = [
+    {file = "vecs-0.4.3.tar.gz", hash = "sha256:0a60294143aec43bd0344bb9235b6e57f8f919d102538f6b989d7b85095a31ce"},
+]
+
+[package.dependencies]
+deprecated = "==1.2.*"
+flupy = "==1.*"
+pgvector = "==0.1.*"
+psycopg2-binary = "==2.9.*"
+sqlalchemy = "==2.*"
+
+[package.extras]
+dev = ["numpy", "parse", "pytest", "pytest-cov"]
+docs = ["mike", "mkdocs", "pygments", "pymarkdown", "pymdown-extensions"]
+text-embedding = ["sentence-transformers (==2.*)"]
+
+[[package]]
+name = "wrapt"
+version = "1.16.0"
+description = "Module for decorators, wrappers and monkey patching."
+optional = false
+python-versions = ">=3.6"
+files = [
+    {file = "wrapt-1.16.0-cp310-cp310-macosx_10_9_x86_64.whl", hash = "sha256:ffa565331890b90056c01db69c0fe634a776f8019c143a5ae265f9c6bc4bd6d4"},
+    {file = "wrapt-1.16.0-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:e4fdb9275308292e880dcbeb12546df7f3e0f96c6b41197e0cf37d2826359020"},
+    {file = "wrapt-1.16.0-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:bb2dee3874a500de01c93d5c71415fcaef1d858370d405824783e7a8ef5db440"},
+    {file = "wrapt-1.16.0-cp310-cp310-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:2a88e6010048489cda82b1326889ec075a8c856c2e6a256072b28eaee3ccf487"},
+    {file = "wrapt-1.16.0-cp310-cp310-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:ac83a914ebaf589b69f7d0a1277602ff494e21f4c2f743313414378f8f50a4cf"},
+    {file = "wrapt-1.16.0-cp310-cp310-musllinux_1_1_aarch64.whl", hash = "sha256:73aa7d98215d39b8455f103de64391cb79dfcad601701a3aa0dddacf74911d72"},
+    {file = "wrapt-1.16.0-cp310-cp310-musllinux_1_1_i686.whl", hash = "sha256:807cc8543a477ab7422f1120a217054f958a66ef7314f76dd9e77d3f02cdccd0"},
+    {file = "wrapt-1.16.0-cp310-cp310-musllinux_1_1_x86_64.whl", hash = "sha256:bf5703fdeb350e36885f2875d853ce13172ae281c56e509f4e6eca049bdfb136"},
+    {file = "wrapt-1.16.0-cp310-cp310-win32.whl", hash = "sha256:f6b2d0c6703c988d334f297aa5df18c45e97b0af3679bb75059e0e0bd8b1069d"},
+    {file = "wrapt-1.16.0-cp310-cp310-win_amd64.whl", hash = "sha256:decbfa2f618fa8ed81c95ee18a387ff973143c656ef800c9f24fb7e9c16054e2"},
+    {file = "wrapt-1.16.0-cp311-cp311-macosx_10_9_x86_64.whl", hash = "sha256:1a5db485fe2de4403f13fafdc231b0dbae5eca4359232d2efc79025527375b09"},
+    {file = "wrapt-1.16.0-cp311-cp311-macosx_11_0_arm64.whl", hash = "sha256:75ea7d0ee2a15733684badb16de6794894ed9c55aa5e9903260922f0482e687d"},
+    {file = "wrapt-1.16.0-cp311-cp311-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:a452f9ca3e3267cd4d0fcf2edd0d035b1934ac2bd7e0e57ac91ad6b95c0c6389"},
+    {file = "wrapt-1.16.0-cp311-cp311-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:43aa59eadec7890d9958748db829df269f0368521ba6dc68cc172d5d03ed8060"},
+    {file = "wrapt-1.16.0-cp311-cp311-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:72554a23c78a8e7aa02abbd699d129eead8b147a23c56e08d08dfc29cfdddca1"},
+    {file = "wrapt-1.16.0-cp311-cp311-musllinux_1_1_aarch64.whl", hash = "sha256:d2efee35b4b0a347e0d99d28e884dfd82797852d62fcd7ebdeee26f3ceb72cf3"},
+    {file = "wrapt-1.16.0-cp311-cp311-musllinux_1_1_i686.whl", hash = "sha256:6dcfcffe73710be01d90cae08c3e548d90932d37b39ef83969ae135d36ef3956"},
+    {file = "wrapt-1.16.0-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:eb6e651000a19c96f452c85132811d25e9264d836951022d6e81df2fff38337d"},
+    {file = "wrapt-1.16.0-cp311-cp311-win32.whl", hash = "sha256:66027d667efe95cc4fa945af59f92c5a02c6f5bb6012bff9e60542c74c75c362"},
+    {file = "wrapt-1.16.0-cp311-cp311-win_amd64.whl", hash = "sha256:aefbc4cb0a54f91af643660a0a150ce2c090d3652cf4052a5397fb2de549cd89"},
+    {file = "wrapt-1.16.0-cp312-cp312-macosx_10_9_x86_64.whl", hash = "sha256:5eb404d89131ec9b4f748fa5cfb5346802e5ee8836f57d516576e61f304f3b7b"},
+    {file = "wrapt-1.16.0-cp312-cp312-macosx_11_0_arm64.whl", hash = "sha256:9090c9e676d5236a6948330e83cb89969f433b1943a558968f659ead07cb3b36"},
+    {file = "wrapt-1.16.0-cp312-cp312-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:94265b00870aa407bd0cbcfd536f17ecde43b94fb8d228560a1e9d3041462d73"},
+    {file = "wrapt-1.16.0-cp312-cp312-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:f2058f813d4f2b5e3a9eb2eb3faf8f1d99b81c3e51aeda4b168406443e8ba809"},
+    {file = "wrapt-1.16.0-cp312-cp312-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:98b5e1f498a8ca1858a1cdbffb023bfd954da4e3fa2c0cb5853d40014557248b"},
+    {file = "wrapt-1.16.0-cp312-cp312-musllinux_1_1_aarch64.whl", hash = "sha256:14d7dc606219cdd7405133c713f2c218d4252f2a469003f8c46bb92d5d095d81"},
+    {file = "wrapt-1.16.0-cp312-cp312-musllinux_1_1_i686.whl", hash = "sha256:49aac49dc4782cb04f58986e81ea0b4768e4ff197b57324dcbd7699c5dfb40b9"},
+    {file = "wrapt-1.16.0-cp312-cp312-musllinux_1_1_x86_64.whl", hash = "sha256:418abb18146475c310d7a6dc71143d6f7adec5b004ac9ce08dc7a34e2babdc5c"},
+    {file = "wrapt-1.16.0-cp312-cp312-win32.whl", hash = "sha256:685f568fa5e627e93f3b52fda002c7ed2fa1800b50ce51f6ed1d572d8ab3e7fc"},
+    {file = "wrapt-1.16.0-cp312-cp312-win_amd64.whl", hash = "sha256:dcdba5c86e368442528f7060039eda390cc4091bfd1dca41e8046af7c910dda8"},
+    {file = "wrapt-1.16.0-cp36-cp36m-macosx_10_9_x86_64.whl", hash = "sha256:d462f28826f4657968ae51d2181a074dfe03c200d6131690b7d65d55b0f360f8"},
+    {file = "wrapt-1.16.0-cp36-cp36m-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:a33a747400b94b6d6b8a165e4480264a64a78c8a4c734b62136062e9a248dd39"},
+    {file = "wrapt-1.16.0-cp36-cp36m-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:b3646eefa23daeba62643a58aac816945cadc0afaf21800a1421eeba5f6cfb9c"},
+    {file = "wrapt-1.16.0-cp36-cp36m-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:3ebf019be5c09d400cf7b024aa52b1f3aeebeff51550d007e92c3c1c4afc2a40"},
+    {file = "wrapt-1.16.0-cp36-cp36m-musllinux_1_1_aarch64.whl", hash = "sha256:0d2691979e93d06a95a26257adb7bfd0c93818e89b1406f5a28f36e0d8c1e1fc"},
+    {file = "wrapt-1.16.0-cp36-cp36m-musllinux_1_1_i686.whl", hash = "sha256:1acd723ee2a8826f3d53910255643e33673e1d11db84ce5880675954183ec47e"},
+    {file = "wrapt-1.16.0-cp36-cp36m-musllinux_1_1_x86_64.whl", hash = "sha256:bc57efac2da352a51cc4658878a68d2b1b67dbe9d33c36cb826ca449d80a8465"},
+    {file = "wrapt-1.16.0-cp36-cp36m-win32.whl", hash = "sha256:da4813f751142436b075ed7aa012a8778aa43a99f7b36afe9b742d3ed8bdc95e"},
+    {file = "wrapt-1.16.0-cp36-cp36m-win_amd64.whl", hash = "sha256:6f6eac2360f2d543cc875a0e5efd413b6cbd483cb3ad7ebf888884a6e0d2e966"},
+    {file = "wrapt-1.16.0-cp37-cp37m-macosx_10_9_x86_64.whl", hash = "sha256:a0ea261ce52b5952bf669684a251a66df239ec6d441ccb59ec7afa882265d593"},
+    {file = "wrapt-1.16.0-cp37-cp37m-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:7bd2d7ff69a2cac767fbf7a2b206add2e9a210e57947dd7ce03e25d03d2de292"},
+    {file = "wrapt-1.16.0-cp37-cp37m-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:9159485323798c8dc530a224bd3ffcf76659319ccc7bbd52e01e73bd0241a0c5"},
+    {file = "wrapt-1.16.0-cp37-cp37m-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:a86373cf37cd7764f2201b76496aba58a52e76dedfaa698ef9e9688bfd9e41cf"},
+    {file = "wrapt-1.16.0-cp37-cp37m-musllinux_1_1_aarch64.whl", hash = "sha256:73870c364c11f03ed072dda68ff7aea6d2a3a5c3fe250d917a429c7432e15228"},
+    {file = "wrapt-1.16.0-cp37-cp37m-musllinux_1_1_i686.whl", hash = "sha256:b935ae30c6e7400022b50f8d359c03ed233d45b725cfdd299462f41ee5ffba6f"},
+    {file = "wrapt-1.16.0-cp37-cp37m-musllinux_1_1_x86_64.whl", hash = "sha256:db98ad84a55eb09b3c32a96c576476777e87c520a34e2519d3e59c44710c002c"},
+    {file = "wrapt-1.16.0-cp37-cp37m-win32.whl", hash = "sha256:9153ed35fc5e4fa3b2fe97bddaa7cbec0ed22412b85bcdaf54aeba92ea37428c"},
+    {file = "wrapt-1.16.0-cp37-cp37m-win_amd64.whl", hash = "sha256:66dfbaa7cfa3eb707bbfcd46dab2bc6207b005cbc9caa2199bcbc81d95071a00"},
+    {file = "wrapt-1.16.0-cp38-cp38-macosx_10_9_x86_64.whl", hash = "sha256:1dd50a2696ff89f57bd8847647a1c363b687d3d796dc30d4dd4a9d1689a706f0"},
+    {file = "wrapt-1.16.0-cp38-cp38-macosx_11_0_arm64.whl", hash = "sha256:44a2754372e32ab315734c6c73b24351d06e77ffff6ae27d2ecf14cf3d229202"},
+    {file = "wrapt-1.16.0-cp38-cp38-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:8e9723528b9f787dc59168369e42ae1c3b0d3fadb2f1a71de14531d321ee05b0"},
+    {file = "wrapt-1.16.0-cp38-cp38-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:dbed418ba5c3dce92619656802cc5355cb679e58d0d89b50f116e4a9d5a9603e"},
+    {file = "wrapt-1.16.0-cp38-cp38-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:941988b89b4fd6b41c3f0bfb20e92bd23746579736b7343283297c4c8cbae68f"},
+    {file = "wrapt-1.16.0-cp38-cp38-musllinux_1_1_aarch64.whl", hash = "sha256:6a42cd0cfa8ffc1915aef79cb4284f6383d8a3e9dcca70c445dcfdd639d51267"},
+    {file = "wrapt-1.16.0-cp38-cp38-musllinux_1_1_i686.whl", hash = "sha256:1ca9b6085e4f866bd584fb135a041bfc32cab916e69f714a7d1d397f8c4891ca"},
+    {file = "wrapt-1.16.0-cp38-cp38-musllinux_1_1_x86_64.whl", hash = "sha256:d5e49454f19ef621089e204f862388d29e6e8d8b162efce05208913dde5b9ad6"},
+    {file = "wrapt-1.16.0-cp38-cp38-win32.whl", hash = "sha256:c31f72b1b6624c9d863fc095da460802f43a7c6868c5dda140f51da24fd47d7b"},
+    {file = "wrapt-1.16.0-cp38-cp38-win_amd64.whl", hash = "sha256:490b0ee15c1a55be9c1bd8609b8cecd60e325f0575fc98f50058eae366e01f41"},
+    {file = "wrapt-1.16.0-cp39-cp39-macosx_10_9_x86_64.whl", hash = "sha256:9b201ae332c3637a42f02d1045e1d0cccfdc41f1f2f801dafbaa7e9b4797bfc2"},
+    {file = "wrapt-1.16.0-cp39-cp39-macosx_11_0_arm64.whl", hash = "sha256:2076fad65c6736184e77d7d4729b63a6d1ae0b70da4868adeec40989858eb3fb"},
+    {file = "wrapt-1.16.0-cp39-cp39-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:c5cd603b575ebceca7da5a3a251e69561bec509e0b46e4993e1cac402b7247b8"},
+    {file = "wrapt-1.16.0-cp39-cp39-manylinux_2_5_i686.manylinux1_i686.manylinux_2_17_i686.manylinux2014_i686.whl", hash = "sha256:b47cfad9e9bbbed2339081f4e346c93ecd7ab504299403320bf85f7f85c7d46c"},
+    {file = "wrapt-1.16.0-cp39-cp39-manylinux_2_5_x86_64.manylinux1_x86_64.manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:f8212564d49c50eb4565e502814f694e240c55551a5f1bc841d4fcaabb0a9b8a"},
+    {file = "wrapt-1.16.0-cp39-cp39-musllinux_1_1_aarch64.whl", hash = "sha256:5f15814a33e42b04e3de432e573aa557f9f0f56458745c2074952f564c50e664"},
+    {file = "wrapt-1.16.0-cp39-cp39-musllinux_1_1_i686.whl", hash = "sha256:db2e408d983b0e61e238cf579c09ef7020560441906ca990fe8412153e3b291f"},
+    {file = "wrapt-1.16.0-cp39-cp39-musllinux_1_1_x86_64.whl", hash = "sha256:edfad1d29c73f9b863ebe7082ae9321374ccb10879eeabc84ba3b69f2579d537"},
+    {file = "wrapt-1.16.0-cp39-cp39-win32.whl", hash = "sha256:ed867c42c268f876097248e05b6117a65bcd1e63b779e916fe2e33cd6fd0d3c3"},
+    {file = "wrapt-1.16.0-cp39-cp39-win_amd64.whl", hash = "sha256:eb1b046be06b0fce7249f1d025cd359b4b80fc1c3e24ad9eca33e0dcdb2e4a35"},
+    {file = "wrapt-1.16.0-py3-none-any.whl", hash = "sha256:6906c4100a8fcbf2fa735f6059214bb13b97f75b1a61777fcf6432121ef12ef1"},
+    {file = "wrapt-1.16.0.tar.gz", hash = "sha256:5f370f952971e7d17c7d1ead40e49f32345a7f7a5373571ef44d800d06b1899d"},
+]
+
+[[package]]
+name = "zipp"
+version = "3.19.2"
+description = "Backport of pathlib-compatible object wrapper for zip files"
+optional = false
+python-versions = ">=3.8"
+files = [
+    {file = "zipp-3.19.2-py3-none-any.whl", hash = "sha256:f091755f667055f2d02b32c53771a7a6c8b47e1fdbc4b72a8b9072b3eef8015c"},
+    {file = "zipp-3.19.2.tar.gz", hash = "sha256:bf1dcf6450f873a13e952a29504887c89e6de7506209e5b1bcc3460135d4de19"},
+]
+
+[package.extras]
+doc = ["furo", "jaraco.packaging (>=9.3)", "jaraco.tidelift (>=1.4)", "rst.linker (>=1.9)", "sphinx (>=3.5)", "sphinx-lint"]
+test = ["big-O", "importlib-resources", "jaraco.functools", "jaraco.itertools", "jaraco.test", "more-itertools", "pytest (>=6,!=8.1.*)", "pytest-checkdocs (>=2.4)", "pytest-cov", "pytest-enabler (>=2.2)", "pytest-ignore-flaky", "pytest-mypy", "pytest-ruff (>=0.2.1)"]
+
+[metadata]
+lock-version = "2.0"
+python-versions = "^3.9"
+content-hash = "6227ba7189596ddbf3307eb72dbd0fadcbe8fbd1c40f0d3924d3c3a689ae1145"
diff --git a/image-search/pyproject.toml b/image-search/pyproject.toml
new file mode 100644
index 00000000..ac094786
--- /dev/null
+++ b/image-search/pyproject.toml
@@ -0,0 +1,21 @@
+[tool.poetry]
+name = "image-search"
+version = "0.1.0"
+description = ""
+authors = ["Liam Arbuckle <liam@skinetics.tech>"]
+readme = "README.md"
+
+[tool.poetry.dependencies]
+python = "^3.9"
+vecs = "^0.4.3"
+sentence-transformers = "^3.0.1"
+matplotlib = "^3.9.0"
+
+
+[build-system]
+requires = ["poetry-core"]
+build-backend = "poetry.core.masonry.api"
+
+[tool.poetry.scripts]
+seed = "image_search.main:seed"
+search = "image_search.main:search"
\ No newline at end of file
diff --git a/database/__init__.py b/image-search/tests/__init__.py
similarity index 100%
rename from database/__init__.py
rename to image-search/tests/__init__.py
diff --git a/next-env.d.ts b/next-env.d.ts
deleted file mode 100644
index 4f11a03d..00000000
--- a/next-env.d.ts
+++ /dev/null
@@ -1,5 +0,0 @@
-/// <reference types="next" />
-/// <reference types="next/image-types/global" />
-
-// NOTE: This file should not be edited
-// see https://nextjs.org/docs/basic-features/typescript for more information.
diff --git a/package.json b/package.json
deleted file mode 100644
index 4e32ea50..00000000
--- a/package.json
+++ /dev/null
@@ -1,36 +0,0 @@
-{
-  "name": "sytizen-flask",
-  "version": "0.1.0",
-  "private": true,
-  "scripts": {
-    "dev": "next dev",
-    "build": "next build",
-    "start": "next start",
-    "lint": "next lint"
-  },
-  "dependencies": {
-    "@supabase/supabase-js": "^2.21.0",
-    "@thirdweb-dev/auth": "^2.0.37",
-    "@thirdweb-dev/react": "^3.6.7",
-    "@thirdweb-dev/sdk": "^3.6.2",
-    "dotenv": "^16.0.3",
-    "ethers": "^5.7.2",
-    "jsonwebtoken": "^8.5.1",
-    "moralis": "^2.9.0",
-    "next": "^13.0.6",
-    "react": "18.2.0",
-    "react-dom": "18.2.0",
-    "react-markdown": "^8.0.4"
-  },
-  "devDependencies": {
-    "@openzeppelin/contracts": "^4.8.0",
-    "@tailwindcss/forms": "0.4.0",
-    "@types/node": "18.0.0",
-    "@types/react": "18.0.14",
-    "@types/react-dom": "18.0.5",
-    "eslint": "8.18.0",
-    "postcss": "8.4.5",
-    "tailwindcss": "3.0.18",
-    "typescript": "^5.0.4"
-  }
-}
diff --git a/packages/classifydata/.gitignore b/packages/classifydata/.gitignore
deleted file mode 100644
index 76bf3046..00000000
--- a/packages/classifydata/.gitignore
+++ /dev/null
@@ -1,2 +0,0 @@
-/node_modules
-.git
diff --git a/packages/classifydata/.npmignore b/packages/classifydata/.npmignore
deleted file mode 100644
index 76bf3046..00000000
--- a/packages/classifydata/.npmignore
+++ /dev/null
@@ -1,2 +0,0 @@
-/node_modules
-.git
diff --git a/packages/classifydata/package.json b/packages/classifydata/package.json
deleted file mode 100644
index cefb03de..00000000
--- a/packages/classifydata/package.json
+++ /dev/null
@@ -1,25 +0,0 @@
-{
-  "name": "ssailors-data",
-  "version": "1.0.0",
-  "description": "Fetch citizen science data for use in your own tools, formulated & populated the Star Sailors way",
-  "main": "index.js",
-  "scripts": {
-    "build": "next build",
-    "test": "echo \"Error: no test specified\" && exit 1"
-  },
-  "repository": {
-    "type": "git",
-    "url": "git+https://github.com/signal-k/sytizen.git"
-  },
-  "author": "Signal Kinetics PTY LTD, Copernic Space Inc, Liam Arbuckle, Rhys Campbell, Manu Olariu",
-  "license": "MIT",
-  "bugs": {
-    "url": "https://github.com/signal-k/sytizen/issues"
-  },
-  "homepage": "https://github.com/signal-k/sytizen#readme",
-  "dependencies": {
-    "@supabase/auth-helpers-react": "^0.5.0",
-    "axios": "^1.6.8",
-    "react": "^18.3.1"
-  }
-}
diff --git a/packages/classifydata/src/index.ts b/packages/classifydata/src/index.ts
deleted file mode 100644
index 269da8b9..00000000
--- a/packages/classifydata/src/index.ts
+++ /dev/null
@@ -1,51 +0,0 @@
-import React, { useState, useEffect } from "react";
-import axios from "axios";
-
-export const RoverImage = ({ date, rover, onImageMetadataChange }: { date: string; rover: string; onImageMetadataChange: string; }) => {
-    const [imageUrl, setImageUrl] = useState('');
-    const apiKey = 'iT0FQTZKpvadCGPzerqXdO5F4b62arNBOP0dtkXE';
-
-    const [imageMetadata, setImageMetadata] = useState('');
-    const [metadata, setMetadata] = useState('');
-
-    useEffect(() => {
-        const apiUrl = `https://api.nasa.gov/mars-photos/api/v1/rovers/${rover}/photos?sol=${date}&api_key=${apiKey}`;
-
-        axios.get(apiUrl)
-            .then((response) => {
-                if (response.data.photos && response.data.photos.length > 0) {
-                    const firstImageMetadata = response.data.photos[0];
-                    // setImageUrl(firstImageMetadata.img_src || '');
-                    const firstImage = response.data.photos[0].img_src;
-                    setImageUrl(firstImage);
-                    const metadataText = JSON.stringify(firstImageMetadata, null, 2);
-                    setImageMetadata(metadataText);
-                    setMetadata(metadataText)
-                    // onImageMetadataChange(metadataText);
-                } else {
-                    setImageUrl('No images found for the given date & rover.');
-                    setImageMetadata('No images found for the given date & rover' + JSON.stringify(response));
-                }
-            })
-            .catch((error) => {
-                setImageUrl('An error occurred while fetching the image');
-                setImageMetadata('Error fetching image');
-                console.error(error);
-            });
-    }, [date, rover, onImageMetadataChange]);
-};
-
-/*
-            {/* <h2>Your Rover Photo</h2>
-            <p>Date: {date}</p>
-            <p>Rover model: {rover}</p> 
-            {imageUrl ? (
-                <>
-                    <img src={imageUrl} alt="Rover image" />
-                    {/* <RoverContentPostForm metadata={metadata} imageLink={imageUrl} /> 
-                    {/* <pre>{imageUrl}</pre> 
-                </>
-            ) : (
-                <p>Loading...</p> 
-            )}
-*/
\ No newline at end of file
diff --git a/packages/classifydata/ssailors-data-v1.0.0.tgz b/packages/classifydata/ssailors-data-v1.0.0.tgz
deleted file mode 100644
index 424c2181..00000000
Binary files a/packages/classifydata/ssailors-data-v1.0.0.tgz and /dev/null differ
diff --git a/packages/classifydata/yarn.lock b/packages/classifydata/yarn.lock
deleted file mode 100644
index 989d2ced..00000000
--- a/packages/classifydata/yarn.lock
+++ /dev/null
@@ -1,233 +0,0 @@
-# THIS IS AN AUTOGENERATED FILE. DO NOT EDIT THIS FILE DIRECTLY.
-# yarn lockfile v1
-
-
-"@next/env@14.2.3":
-  version "14.2.3"
-  resolved "https://registry.yarnpkg.com/@next/env/-/env-14.2.3.tgz#d6def29d1c763c0afb397343a15a82e7d92353a0"
-  integrity sha512-W7fd7IbkfmeeY2gXrzJYDx8D2lWKbVoTIj1o1ScPHNzvp30s1AuoEFSdr39bC5sjxJaxTtq3OTCZboNp0lNWHA==
-
-"@next/swc-darwin-arm64@14.2.3":
-  version "14.2.3"
-  resolved "https://registry.yarnpkg.com/@next/swc-darwin-arm64/-/swc-darwin-arm64-14.2.3.tgz#db1a05eb88c0224089b815ad10ac128ec79c2cdb"
-  integrity sha512-3pEYo/RaGqPP0YzwnlmPN2puaF2WMLM3apt5jLW2fFdXD9+pqcoTzRk+iZsf8ta7+quAe4Q6Ms0nR0SFGFdS1A==
-
-"@next/swc-darwin-x64@14.2.3":
-  version "14.2.3"
-  resolved "https://registry.yarnpkg.com/@next/swc-darwin-x64/-/swc-darwin-x64-14.2.3.tgz#a3f8af05b5f9a52ac3082e66ac29e125ab1d7b9c"
-  integrity sha512-6adp7waE6P1TYFSXpY366xwsOnEXM+y1kgRpjSRVI2CBDOcbRjsJ67Z6EgKIqWIue52d2q/Mx8g9MszARj8IEA==
-
-"@next/swc-linux-arm64-gnu@14.2.3":
-  version "14.2.3"
-  resolved "https://registry.yarnpkg.com/@next/swc-linux-arm64-gnu/-/swc-linux-arm64-gnu-14.2.3.tgz#4e63f43879285b52554bfd39e6e0cc78a9b27bbf"
-  integrity sha512-cuzCE/1G0ZSnTAHJPUT1rPgQx1w5tzSX7POXSLaS7w2nIUJUD+e25QoXD/hMfxbsT9rslEXugWypJMILBj/QsA==
-
-"@next/swc-linux-arm64-musl@14.2.3":
-  version "14.2.3"
-  resolved "https://registry.yarnpkg.com/@next/swc-linux-arm64-musl/-/swc-linux-arm64-musl-14.2.3.tgz#ebdaed26214448b1e6f2c3e8b3cd29bfba387990"
-  integrity sha512-0D4/oMM2Y9Ta3nGuCcQN8jjJjmDPYpHX9OJzqk42NZGJocU2MqhBq5tWkJrUQOQY9N+In9xOdymzapM09GeiZw==
-
-"@next/swc-linux-x64-gnu@14.2.3":
-  version "14.2.3"
-  resolved "https://registry.yarnpkg.com/@next/swc-linux-x64-gnu/-/swc-linux-x64-gnu-14.2.3.tgz#19e3bcc137c3b582a1ab867106817e5c90a20593"
-  integrity sha512-ENPiNnBNDInBLyUU5ii8PMQh+4XLr4pG51tOp6aJ9xqFQ2iRI6IH0Ds2yJkAzNV1CfyagcyzPfROMViS2wOZ9w==
-
-"@next/swc-linux-x64-musl@14.2.3":
-  version "14.2.3"
-  resolved "https://registry.yarnpkg.com/@next/swc-linux-x64-musl/-/swc-linux-x64-musl-14.2.3.tgz#794a539b98e064169cf0ff7741b2a4fb16adec7d"
-  integrity sha512-BTAbq0LnCbF5MtoM7I/9UeUu/8ZBY0i8SFjUMCbPDOLv+un67e2JgyN4pmgfXBwy/I+RHu8q+k+MCkDN6P9ViQ==
-
-"@next/swc-win32-arm64-msvc@14.2.3":
-  version "14.2.3"
-  resolved "https://registry.yarnpkg.com/@next/swc-win32-arm64-msvc/-/swc-win32-arm64-msvc-14.2.3.tgz#eda9fa0fbf1ff9113e87ac2668ee67ce9e5add5a"
-  integrity sha512-AEHIw/dhAMLNFJFJIJIyOFDzrzI5bAjI9J26gbO5xhAKHYTZ9Or04BesFPXiAYXDNdrwTP2dQceYA4dL1geu8A==
-
-"@next/swc-win32-ia32-msvc@14.2.3":
-  version "14.2.3"
-  resolved "https://registry.yarnpkg.com/@next/swc-win32-ia32-msvc/-/swc-win32-ia32-msvc-14.2.3.tgz#7c1190e3f640ab16580c6bdbd7d0e766b9920457"
-  integrity sha512-vga40n1q6aYb0CLrM+eEmisfKCR45ixQYXuBXxOOmmoV8sYST9k7E3US32FsY+CkkF7NtzdcebiFT4CHuMSyZw==
-
-"@next/swc-win32-x64-msvc@14.2.3":
-  version "14.2.3"
-  resolved "https://registry.yarnpkg.com/@next/swc-win32-x64-msvc/-/swc-win32-x64-msvc-14.2.3.tgz#2be4e39ee25bfbd85be78eea17c0e7751dc4323c"
-  integrity sha512-Q1/zm43RWynxrO7lW4ehciQVj+5ePBhOK+/K2P7pLFX3JaJ/IZVC69SHidrmZSOkqz7ECIOhhy7XhAFG4JYyHA==
-
-"@supabase/auth-helpers-react@^0.5.0":
-  version "0.5.0"
-  resolved "https://registry.yarnpkg.com/@supabase/auth-helpers-react/-/auth-helpers-react-0.5.0.tgz#c75f07df578ed06b6d7d66bb12c43e46501e60ed"
-  integrity sha512-5QSaV2CGuhDhd7RlQCoviVEAYsP7XnrFMReOcBazDvVmqSIyjKcDwhLhWvnrxMOq5qjOaA44MHo7wXqDiF0puQ==
-
-"@swc/counter@^0.1.3":
-  version "0.1.3"
-  resolved "https://registry.yarnpkg.com/@swc/counter/-/counter-0.1.3.tgz#cc7463bd02949611c6329596fccd2b0ec782b0e9"
-  integrity sha512-e2BR4lsJkkRlKZ/qCHPw9ZaSxc0MVUd7gtbtaB7aMvHeJVYe8sOB8DBZkP2DtISHGSku9sCK6T6cnY0CtXrOCQ==
-
-"@swc/helpers@0.5.5":
-  version "0.5.5"
-  resolved "https://registry.yarnpkg.com/@swc/helpers/-/helpers-0.5.5.tgz#12689df71bfc9b21c4f4ca00ae55f2f16c8b77c0"
-  integrity sha512-KGYxvIOXcceOAbEk4bi/dVLEK9z8sZ0uBB3Il5b1rhfClSpcX0yfRO0KmTkqR2cnQDymwLB+25ZyMzICg/cm/A==
-  dependencies:
-    "@swc/counter" "^0.1.3"
-    tslib "^2.4.0"
-
-asynckit@^0.4.0:
-  version "0.4.0"
-  resolved "https://registry.yarnpkg.com/asynckit/-/asynckit-0.4.0.tgz#c79ed97f7f34cb8f2ba1bc9790bcc366474b4b79"
-  integrity sha512-Oei9OH4tRh0YqU3GxhX79dM/mwVgvbZJaSNaRk+bshkj0S5cfHcgYakreBjrHwatXKbz+IoIdYLxrKim2MjW0Q==
-
-axios@^1.6.8:
-  version "1.6.8"
-  resolved "https://registry.yarnpkg.com/axios/-/axios-1.6.8.tgz#66d294951f5d988a00e87a0ffb955316a619ea66"
-  integrity sha512-v/ZHtJDU39mDpyBoFVkETcd/uNdxrWRrg3bKpOKzXFA6Bvqopts6ALSMU3y6ijYxbw2B+wPrIv46egTzJXCLGQ==
-  dependencies:
-    follow-redirects "^1.15.6"
-    form-data "^4.0.0"
-    proxy-from-env "^1.1.0"
-
-busboy@1.6.0:
-  version "1.6.0"
-  resolved "https://registry.yarnpkg.com/busboy/-/busboy-1.6.0.tgz#966ea36a9502e43cdb9146962523b92f531f6893"
-  integrity sha512-8SFQbg/0hQ9xy3UNTB0YEnsNBbWfhf7RtnzpL7TkBiTBRfrQ9Fxcnz7VJsleJpyp6rVLvXiuORqjlHi5q+PYuA==
-  dependencies:
-    streamsearch "^1.1.0"
-
-caniuse-lite@^1.0.30001579:
-  version "1.0.30001616"
-  resolved "https://registry.yarnpkg.com/caniuse-lite/-/caniuse-lite-1.0.30001616.tgz#4342712750d35f71ebba9fcac65e2cf8870013c3"
-  integrity sha512-RHVYKov7IcdNjVHJFNY/78RdG4oGVjbayxv8u5IO74Wv7Hlq4PnJE6mo/OjFijjVFNy5ijnCt6H3IIo4t+wfEw==
-
-client-only@0.0.1:
-  version "0.0.1"
-  resolved "https://registry.yarnpkg.com/client-only/-/client-only-0.0.1.tgz#38bba5d403c41ab150bff64a95c85013cf73bca1"
-  integrity sha512-IV3Ou0jSMzZrd3pZ48nLkT9DA7Ag1pnPzaiQhpW7c3RbcqqzvzzVu+L8gfqMp/8IM2MQtSiqaCxrrcfu8I8rMA==
-
-combined-stream@^1.0.8:
-  version "1.0.8"
-  resolved "https://registry.yarnpkg.com/combined-stream/-/combined-stream-1.0.8.tgz#c3d45a8b34fd730631a110a8a2520682b31d5a7f"
-  integrity sha512-FQN4MRfuJeHf7cBbBMJFXhKSDq+2kAArBlmRBvcvFE5BB1HZKXtSFASDhdlz9zOYwxh8lDdnvmMOe/+5cdoEdg==
-  dependencies:
-    delayed-stream "~1.0.0"
-
-delayed-stream@~1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/delayed-stream/-/delayed-stream-1.0.0.tgz#df3ae199acadfb7d440aaae0b29e2272b24ec619"
-  integrity sha512-ZySD7Nf91aLB0RxL4KGrKHBXl7Eds1DAmEdcoVawXnLD7SDhpNgtuII2aAkg7a7QS41jxPSZ17p4VdGnMHk3MQ==
-
-follow-redirects@^1.15.6:
-  version "1.15.6"
-  resolved "https://registry.yarnpkg.com/follow-redirects/-/follow-redirects-1.15.6.tgz#7f815c0cda4249c74ff09e95ef97c23b5fd0399b"
-  integrity sha512-wWN62YITEaOpSK584EZXJafH1AGpO8RVgElfkuXbTOrPX4fIfOyEpW/CsiNd8JdYrAoOvafRTOEnvsO++qCqFA==
-
-form-data@^4.0.0:
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/form-data/-/form-data-4.0.0.tgz#93919daeaf361ee529584b9b31664dc12c9fa452"
-  integrity sha512-ETEklSGi5t0QMZuiXoA/Q6vcnxcLQP5vdugSpuAyi6SVGi2clPPp+xgEhuMaHC+zGgn31Kd235W35f7Hykkaww==
-  dependencies:
-    asynckit "^0.4.0"
-    combined-stream "^1.0.8"
-    mime-types "^2.1.12"
-
-graceful-fs@^4.2.11:
-  version "4.2.11"
-  resolved "https://registry.yarnpkg.com/graceful-fs/-/graceful-fs-4.2.11.tgz#4183e4e8bf08bb6e05bbb2f7d2e0c8f712ca40e3"
-  integrity sha512-RbJ5/jmFcNNCcDV5o9eTnBLJ/HszWV0P73bc+Ff4nS/rJj+YaS6IGyiOL0VoBYX+l1Wrl3k63h/KrH+nhJ0XvQ==
-
-"js-tokens@^3.0.0 || ^4.0.0":
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/js-tokens/-/js-tokens-4.0.0.tgz#19203fb59991df98e3a287050d4647cdeaf32499"
-  integrity sha512-RdJUflcE3cUzKiMqQgsCu06FPu9UdIJO0beYbPhHN4k6apgJtifcoCtT9bcxOpYBtpD2kCM6Sbzg4CausW/PKQ==
-
-loose-envify@^1.1.0:
-  version "1.4.0"
-  resolved "https://registry.yarnpkg.com/loose-envify/-/loose-envify-1.4.0.tgz#71ee51fa7be4caec1a63839f7e682d8132d30caf"
-  integrity sha512-lyuxPGr/Wfhrlem2CL/UcnUc1zcqKAImBDzukY7Y5F/yQiNdko6+fRLevlw1HgMySw7f611UIY408EtxRSoK3Q==
-  dependencies:
-    js-tokens "^3.0.0 || ^4.0.0"
-
-mime-db@1.52.0:
-  version "1.52.0"
-  resolved "https://registry.yarnpkg.com/mime-db/-/mime-db-1.52.0.tgz#bbabcdc02859f4987301c856e3387ce5ec43bf70"
-  integrity sha512-sPU4uV7dYlvtWJxwwxHD0PuihVNiE7TyAbQ5SWxDCB9mUYvOgroQOwYQQOKPJ8CIbE+1ETVlOoK1UC2nU3gYvg==
-
-mime-types@^2.1.12:
-  version "2.1.35"
-  resolved "https://registry.yarnpkg.com/mime-types/-/mime-types-2.1.35.tgz#381a871b62a734450660ae3deee44813f70d959a"
-  integrity sha512-ZDY+bPm5zTTF+YpCrAU9nK0UgICYPT0QtT1NZWFv4s++TNkcgVaT0g6+4R2uI4MjQjzysHB1zxuWL50hzaeXiw==
-  dependencies:
-    mime-db "1.52.0"
-
-nanoid@^3.3.6:
-  version "3.3.7"
-  resolved "https://registry.yarnpkg.com/nanoid/-/nanoid-3.3.7.tgz#d0c301a691bc8d54efa0a2226ccf3fe2fd656bd8"
-  integrity sha512-eSRppjcPIatRIMC1U6UngP8XFcz8MQWGQdt1MTBQ7NaAmvXDfvNxbvWV3x2y6CdEUciCSsDHDQZbhYaB8QEo2g==
-
-next@^14.2.3:
-  version "14.2.3"
-  resolved "https://registry.yarnpkg.com/next/-/next-14.2.3.tgz#f117dd5d5f20c307e7b8e4f9c1c97d961008925d"
-  integrity sha512-dowFkFTR8v79NPJO4QsBUtxv0g9BrS/phluVpMAt2ku7H+cbcBJlopXjkWlwxrk/xGqMemr7JkGPGemPrLLX7A==
-  dependencies:
-    "@next/env" "14.2.3"
-    "@swc/helpers" "0.5.5"
-    busboy "1.6.0"
-    caniuse-lite "^1.0.30001579"
-    graceful-fs "^4.2.11"
-    postcss "8.4.31"
-    styled-jsx "5.1.1"
-  optionalDependencies:
-    "@next/swc-darwin-arm64" "14.2.3"
-    "@next/swc-darwin-x64" "14.2.3"
-    "@next/swc-linux-arm64-gnu" "14.2.3"
-    "@next/swc-linux-arm64-musl" "14.2.3"
-    "@next/swc-linux-x64-gnu" "14.2.3"
-    "@next/swc-linux-x64-musl" "14.2.3"
-    "@next/swc-win32-arm64-msvc" "14.2.3"
-    "@next/swc-win32-ia32-msvc" "14.2.3"
-    "@next/swc-win32-x64-msvc" "14.2.3"
-
-picocolors@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/picocolors/-/picocolors-1.0.0.tgz#cb5bdc74ff3f51892236eaf79d68bc44564ab81c"
-  integrity sha512-1fygroTLlHu66zi26VoTDv8yRgm0Fccecssto+MhsZ0D/DGW2sm8E8AjW7NU5VVTRt5GxbeZ5qBuJr+HyLYkjQ==
-
-postcss@8.4.31:
-  version "8.4.31"
-  resolved "https://registry.yarnpkg.com/postcss/-/postcss-8.4.31.tgz#92b451050a9f914da6755af352bdc0192508656d"
-  integrity sha512-PS08Iboia9mts/2ygV3eLpY5ghnUcfLV/EXTOW1E2qYxJKGGBUtNjN76FYHnMs36RmARn41bC0AZmn+rR0OVpQ==
-  dependencies:
-    nanoid "^3.3.6"
-    picocolors "^1.0.0"
-    source-map-js "^1.0.2"
-
-proxy-from-env@^1.1.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/proxy-from-env/-/proxy-from-env-1.1.0.tgz#e102f16ca355424865755d2c9e8ea4f24d58c3e2"
-  integrity sha512-D+zkORCbA9f1tdWRK0RaCR3GPv50cMxcrz4X8k5LTSUD1Dkw47mKJEZQNunItRTkWwgtaUSo1RVFRIG9ZXiFYg==
-
-react@^18.3.1:
-  version "18.3.1"
-  resolved "https://registry.yarnpkg.com/react/-/react-18.3.1.tgz#49ab892009c53933625bd16b2533fc754cab2891"
-  integrity sha512-wS+hAgJShR0KhEvPJArfuPVN1+Hz1t0Y6n5jLrGQbkb4urgPE/0Rve+1kMB1v/oWgHgm4WIcV+i7F2pTVj+2iQ==
-  dependencies:
-    loose-envify "^1.1.0"
-
-source-map-js@^1.0.2:
-  version "1.2.0"
-  resolved "https://registry.yarnpkg.com/source-map-js/-/source-map-js-1.2.0.tgz#16b809c162517b5b8c3e7dcd315a2a5c2612b2af"
-  integrity sha512-itJW8lvSA0TXEphiRoawsCksnlf8SyvmFzIhltqAHluXd88pkCd+cXJVHTDwdCr0IzwptSm035IHQktUu1QUMg==
-
-streamsearch@^1.1.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/streamsearch/-/streamsearch-1.1.0.tgz#404dd1e2247ca94af554e841a8ef0eaa238da764"
-  integrity sha512-Mcc5wHehp9aXz1ax6bZUyY5afg9u2rv5cqQI3mRrYkGC8rW2hM02jWuwjtL++LS5qinSyhj2QfLyNsuc+VsExg==
-
-styled-jsx@5.1.1:
-  version "5.1.1"
-  resolved "https://registry.yarnpkg.com/styled-jsx/-/styled-jsx-5.1.1.tgz#839a1c3aaacc4e735fed0781b8619ea5d0009d1f"
-  integrity sha512-pW7uC1l4mBZ8ugbiZrcIsiIvVx1UmTfw7UkC3Um2tmfUq9Bhk8IiyEIPl6F8agHgjzku6j0xQEZbfA5uSgSaCw==
-  dependencies:
-    client-only "0.0.1"
-
-tslib@^2.4.0:
-  version "2.6.2"
-  resolved "https://registry.yarnpkg.com/tslib/-/tslib-2.6.2.tgz#703ac29425e7b37cd6fd456e92404d46d1f3e4ae"
-  integrity sha512-AEYxH93jGFPn/a2iVAwW87VuUIkR1FVUKB77NwMF7nBTDkDrrT/Hpt/IrCJ0QXhW27jTBDcf5ZY7w6RiqTMw2Q==
diff --git a/requirements.txt b/requirements.txt
new file mode 100644
index 00000000..5daf254f
--- /dev/null
+++ b/requirements.txt
@@ -0,0 +1,4 @@
+flask
+psycopg2
+Flask-SQLAlchemy
+lightkurve
\ No newline at end of file
diff --git a/server b/server
deleted file mode 160000
index 5d98e83a..00000000
--- a/server
+++ /dev/null
@@ -1 +0,0 @@
-Subproject commit 5d98e83a0edd60a397d381369fc475df6ac76ac8
diff --git a/setup.py b/setup.py
deleted file mode 100644
index 71b5f457..00000000
--- a/setup.py
+++ /dev/null
@@ -1,33 +0,0 @@
-import os
-
-from setuptools import setup, find_packages
-
-def get_requirements():
-    basedir = os.path.dirname(__file__)
-    with open(os.path.join(basedir, 'requirements.txt')) as f:
-        return [l.strip() for l in f]
-
-def get_version():
-    basedir = os.path.dirname(__file__)
-    try:
-        with open(os.path.join(basedir, 'version.txt')) as f:
-            return f.read().strip()
-    except:
-        return "1.0.0"
-
-setup(  
-    name         = 'unityrest',
-    version      = get_version(),
-    
-    packages = find_packages(),
-
-    include_package_data = True,    
-    
-    tests_require = ['nose>=0.11', "coverage>=3.4"],
-
-    test_suite = "nose.collector",
-
-    zip_safe = False,
-
-    install_requires = get_requirements(),
-)
\ No newline at end of file
diff --git a/snippets/anomalyConfigurator.py b/snippets/anomalyConfigurator.py
new file mode 100644
index 00000000..f2a8512d
--- /dev/null
+++ b/snippets/anomalyConfigurator.py
@@ -0,0 +1,142 @@
+import csv
+import json
+from math import cos, pi, sqrt
+from collections import defaultdict
+
+def calculate_completion(params):
+    required_params = ['radius', 'mass', 'density', 'gravity', 'temperature_eq', 'temperature', 'smaxis', 'orbital_period']
+    provided_params = sum(1 for param in required_params if param in params and params[param] is not None)
+    completion_percentage = (provided_params / len(required_params)) * 100
+    return completion_percentage
+
+def determine_planet_type(params):
+    if 'radius' in params and params['radius'] is not None:
+        if params['radius'] <= 1.5:
+            return "Terrestrial"
+        elif params['radius'] <= 2.5:
+            if 'temperature' in params and params['temperature'] is not None and params['temperature'] < 273:
+                return "Icey terrestrial"
+            if 'smaxis' in params and params['smaxis'] is not None and params['smaxis'] < 1.5:
+                return "Water world"
+            return "Super-Earth"
+        elif params['radius'] <= 4:
+            return "Ice giant"
+        else:
+            return "Gas Giant"
+    return "Anomaly"
+
+def calculate_temperature(star_temp, distance=None, period=None):
+    """Calculate equilibrium and non-equilibrium temperature range."""
+    if distance is not None:
+        temp_eq = (star_temp * (1 - 0.3)**0.25) / sqrt(2 * distance)
+    elif period is not None:
+        temp_eq = (star_temp * (1 - 0.3)**0.25) / sqrt(2 * (period / (2 * pi))**(2/3))
+    else:
+        temp_eq = 0  # Default value if no information is provided
+    temp_non_eq = temp_eq * 1.1  # Non-equilibrium temperature
+    return temp_eq, temp_non_eq
+
+def generate_color_map(temp_eq, planet_type):
+    """Generate a color map based on temperature and planet type."""
+    color_map = []
+    if planet_type in ["Terrestrial", "Super-Earth"]:
+        if temp_eq > 373:
+            color_map = ['#d9534f', '#c9302c', '#ac2925', '#761c19']
+        elif temp_eq < 273:
+            color_map = ['#5bc0de', '#46b8da', '#31b0d5', '#269abc']
+        else:
+            color_map = ['#5cb85c', '#4cae4c', '#449d44', '#398439']
+    elif planet_type == "Water world":
+        color_map = ['#5bc0de', '#46b8da', '#31b0d5', '#269abc']
+    elif planet_type == "Ice giant":
+        color_map = ['#5bc0de', '#31b0d5', '#269abc', '#204d74']
+    elif planet_type == "Gas Giant":
+        color_map = ['#f0ad4e', '#ec971f', '#d58512', '#c67605']
+    else:
+        color_map = ['#5e5e5e', '#4e4e4e', '#3e3e3e', '#2e2e2e']
+
+    # Ensure the color map has exactly 8 colors
+    while len(color_map) < 8:
+        color_map.extend(color_map[:8 - len(color_map)])
+    return color_map[:8]
+
+def parse_configuration(config_str):
+    config = json.loads(config_str)
+    return {
+        'mass': float(config.get('mass', 0)),
+        'ticId': config.get('ticId'),
+        'radius': float(config.get('radius', 0)),
+        'smaxis': float(config.get('smaxis', 0)),
+        'density': float(config.get('density', 0)),
+        'gravity': float(config.get('gravity', 0)),
+        'lightkurve': config.get('lightkurve'),
+        'temperature': float(config.get('temperature', 0)),
+        'orbital_period': float(config.get('orbital_period', 0)),
+        'temperature_eq': float(config.get('temperature_eq', 0)),
+    }
+
+def generate_planet_image(params):
+    """Generate the planet image based on provided parameters."""
+    # Calculate temperature range
+    temp_eq, temp_non_eq = calculate_temperature(5778, params.get('smaxis'), params.get('orbital_period'))
+    
+    # Determine planet type
+    planet_type = determine_planet_type(params)
+    
+    # Generate color map
+    color_map = generate_color_map(temp_eq, planet_type)
+    
+    # Calculate completion percentage
+    completion_percentage = calculate_completion(params)
+    
+    return {
+        "color_map": color_map,
+        "planet_type": planet_type,
+        "completion_percentage": completion_percentage
+    }
+
+# Example usage
+csv_data = """id,content,ticId,anomalytype,type,radius,mass,density,gravity,temperatureEq,temperature,smaxis,orbital_period,classification_status,avatar_url,created_at,deepnote,lightkurve,configuration
+1,Kepler-69c,,planet,Super-Earth,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base3.png,2023-12-09 22:45:53.406827+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/c0a1f3fb754c4d8e9a4af06561bdf63b?height=2137,,"{""mass"":2.14,""ticId"":""KOI 172.02"",""radius"":1.71,""smaxis"":0.64,""density"":2.36,""gravity"":0.73,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"",""temperature"":325.15,""orbital_period"":242.47,""temperature_eq"":548.15}"
+2,Kepler-186f,,planet,Terrestrial Earth-like,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 02:14:32.494124+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/26fe61c341554e0eb36d116ea86cc371?height=1214.46875,,"{""mass"":1.44,""ticId"":""KOI 571.05"",""radius"":1.17,""smaxis"":0.432,""gravity"":1.17,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"",""temperature"":-85,""orbital_period"":129.95}"
+3,Kepler-442b,,planet,Terrestrial Super-Earth,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base2.png,2023-12-11 07:04:10.985628+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/cc87705e6f8741548f240421ad98eb8a?height=840.34375,,"{""mass"":2.3,""ticId"":""KOI-4742.01"",""radius"":1.34,""smaxis"":0.409,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710159536497"",""orbital_period"":112.3,""temperature_eq"":233}"
+4,Kepler-22b,,planet,Water world,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:06:10.540091+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/de23ffaa2ccc4d0d8889cefbfbda83df?height=388.78125,,"{""mass"":9.1,""ticId"":""KOI-87.01"",""radius"":2.1,""smaxis"":0.812,""density"":5.2,""temperature"":295,""orbital_period"":289.86,""temperature_eq"":279}"
+5,Trappist-1f,,planet,Terrestrial earth-size,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base1.png,2023-12-11 07:10:40.276653+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/2e256956eb414262ae3902216eeb924f?height=440,,"{""mass"":1.039,""ticId"":""TOI 6838.05"",""radius"":1.045,""smaxis"":0.03749,""density"":5.009,""orbital_period"":9.21,""temperature_eq"":217.65}"
+6,TOI-700d,,planet,Goldilocks terrestrial earth-like,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:12:23.761093+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/209424fcd5de426bbdd87d1e5420dde4?height=598.75,,"{""mass"":1.72,""ticId"":""TOI-700.02"",""radius"":1.073,""smaxis"":0.1633,""orbital_period"":37.42,""temperature_eq"":268.85}"""
+
+def process_csv_data(csv_data):
+    planets = []
+    reader = csv.DictReader(csv_data.splitlines())
+    for row in reader:
+        planet_data = parse_configuration(row['configuration'])
+        planet_data.update({
+            'id': row['id'],
+            'content': row['content'],
+            'ticId': row['ticId'],
+            'anomalytype': row['anomalytype'],
+            'type': row['type'],
+            'radius': float(row['radius']) if row['radius'] else None,
+            'mass': float(row['mass']) if row['mass'] else None,
+            'density': float(row['density']) if row['density'] else None,
+            'gravity': float(row['gravity']) if row['gravity'] else None,
+            'temperature_eq': float(row['temperatureEq']) if row['temperatureEq'] else None,
+            'temperature': float(row['temperature']) if row['temperature'] else None,
+            'smaxis': float(row['smaxis']) if row['smaxis'] else None,
+            'orbital_period': float(row['orbital_period']) if row['orbital_period'] else None,
+            'classification_status': row['classification_status'],
+            'avatar_url': row['avatar_url'],
+            'created_at': row['created_at'],
+            'deepnote': row['deepnote'],
+            'lightkurve': row['lightkurve']
+        })
+        planets.append(planet_data)
+    return planets
+
+planets = process_csv_data(csv_data)
+
+for planet in planets:
+    planet_info = generate_planet_image(planet)
+    print(f"Planet {planet['content']} ({planet['id']}):")
+    print("  Color Map:", planet_info["color_map"])
+    print("  Planet Type:", planet_info["planet_type"])
+    print("  Completion Percentage:", planet_info["completion_percentage"])
\ No newline at end of file
diff --git a/snippets/base/graphsForBaseSet.py b/snippets/base/graphsForBaseSet.py
new file mode 100644
index 00000000..c45a7071
--- /dev/null
+++ b/snippets/base/graphsForBaseSet.py
@@ -0,0 +1,107 @@
+import os
+import shutil
+import lightkurve as lk
+import matplotlib.pyplot as plt
+from supabase import create_client, Client
+
+# Initialize Supabase client
+supabase_url = 'https://hlufptwhzkpkkjztimzo.supabase.co'
+supabase_key = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImhsdWZwdHdoemtwa2tqenRpbXpvIiwicm9sZSI6ImFub24iLCJpYXQiOjE3MTYyOTk3NTUsImV4cCI6MjAzMTg3NTc1NX0.v_NDVWjIU_lJQSPbJ_Y6GkW3axrQWKXfXVsBEAbFv_I'
+supabase: Client = create_client(supabase_url, supabase_key)
+
+# Define the local folder path to save files
+local_folder = './graphs'
+
+# Function to upload images to Supabase storage
+def upload_to_supabase(filepath, bucket_name, folder_name, file_name):
+    # Check if the file already exists in the bucket
+    existing_files = supabase.storage.from_(bucket_name).list(folder_name)
+    if file_name in [file['name'] for file in existing_files]:
+        print(f"Skipping upload for {file_name} as it already exists.")
+        return
+    
+    with open(filepath, 'rb') as f:
+        supabase.storage.from_(bucket_name).upload(f"{folder_name}/{file_name}", f.read(), file_options={"content-type": "image/png"})
+
+# Function to generate light curves and save plots
+def generate_lightcurves(tic_id, output_dir):
+    # Search for lightcurve data
+    sector_data = lk.search_lightcurve(tic_id, author='SPOC')
+    select_sector = sector_data[0:4]
+    lc_collection = select_sector.download_all()
+
+    # Plot individual light curves
+    fig1, ax1 = plt.subplots()
+    lc = select_sector.download_all()
+    lc.plot(ax=ax1, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3)
+    fig1.savefig(os.path.join(output_dir, 'individual_light_curves.png'))
+    plt.close(fig1)
+
+    # Stitch the light curves
+    lc_collection_stitched = lc_collection.stitch()
+    fig2, ax2 = plt.subplots()
+    lc_collection_stitched.plot(ax=ax2, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3)
+    fig2.savefig(os.path.join(output_dir, 'stitched_light_curves.png'))
+    plt.close(fig2)
+
+    # Bin the light curves with a larger bin time
+    bin_time = 15 / 24 / 60  # 15-minute binning
+    lc_collection_binned = lc_collection_stitched.bin(bin_time)
+    fig3, ax3 = plt.subplots()
+    lc_collection_binned.plot(ax=ax3, linewidth=0, marker='o', markersize=4, color='red', alpha=0.7)
+    fig3.savefig(os.path.join(output_dir, 'binned_light_curves.png'))
+    plt.close(fig3)
+
+    # Plot stitched and binned light curves together
+    fig4, ax4 = plt.subplots(figsize=(10, 5))
+    lc_collection_stitched.plot(ax=ax4, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3, label='Unbinned')
+    lc_collection_binned.plot(ax=ax4, linewidth=0, marker='o', markersize=4, color='red', alpha=0.7, label='Binned')
+    ax4.legend()
+    fig4.savefig(os.path.join(output_dir, 'stitched_and_binned_light_curves.png'))
+    plt.close(fig4)
+
+    # Zoom in on a specific time range to highlight transits
+    fig5, ax5 = plt.subplots(figsize=(10, 5))
+    lc_collection_stitched.plot(ax=ax5, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3, label='Unbinned')
+    lc_collection_binned.plot(ax=ax5, linewidth=0, marker='o', markersize=4, color='red', alpha=0.7, label='Binned')
+    ax5.set_xlim(lc_collection_stitched.time.min().value, lc_collection_stitched.time.min().value + 5)  # Adjust zoom range here
+    ax5.legend()
+    fig5.savefig(os.path.join(output_dir, 'zoomed_light_curves.png'))
+    plt.close(fig5)
+
+    # Apply a smoothing filter to the light curve
+    smoothed_lc = lc_collection_stitched.flatten(window_length=301)
+    fig6, ax6 = plt.subplots(figsize=(10, 5))
+    smoothed_lc.plot(ax=ax6, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3, label='Smoothed')
+    fig6.savefig(os.path.join(output_dir, 'smoothed_light_curves.png'))
+    plt.close(fig6)
+
+# Function to process each TIC ID, generate graphs, and upload to Supabase
+def process_and_upload(tic_id, anomaly_id):
+    output_dir = os.path.join(local_folder, str(anomaly_id))
+    if not os.path.exists(output_dir):
+        os.makedirs(output_dir)
+
+    generate_lightcurves(tic_id, output_dir)
+
+    for filename in os.listdir(output_dir):
+        file_path = os.path.join(output_dir, filename)
+        if os.path.isfile(file_path):
+            upload_to_supabase(file_path, 'anomalies', str(anomaly_id), filename)
+
+    print(f"Processed TIC ID {tic_id}, Anomaly ID: {anomaly_id}")
+
+# Main function
+def main():
+    tic_ids = ['KIC 8692861', 'KIC 8120608', 'KIC 4138008', 'KIC 10593636', 'EPIC 246199087', 'TIC 150428135']
+    anomaly_ids = [1, 2, 3, 4, 5, 6]
+
+    if os.path.exists(local_folder):
+        shutil.rmtree(local_folder)
+    os.makedirs(local_folder)
+
+    for tic_id, anomaly_id in zip(tic_ids, anomaly_ids):
+        process_and_upload(tic_id, anomaly_id)
+
+if __name__ == "__main__":
+    main()
diff --git a/snippets/betterPhaseFolding.ipynb b/snippets/betterPhaseFolding.ipynb
new file mode 100644
index 00000000..2b704f4e
--- /dev/null
+++ b/snippets/betterPhaseFolding.ipynb
@@ -0,0 +1,220 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "ename": "AttributeError",
+     "evalue": "module 'numpy' has no attribute 'msort'",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)",
+      "Cell \u001b[0;32mIn[4], line 3\u001b[0m\n\u001b[1;32m      1\u001b[0m get_ipython()\u001b[38;5;241m.\u001b[39mrun_line_magic(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mmatplotlib\u001b[39m\u001b[38;5;124m'\u001b[39m, \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mnotebook\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m      2\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mmatplotlib\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpyplot\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mplt\u001b[39;00m\n\u001b[0;32m----> 3\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mlightkurve\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mlk\u001b[39;00m\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/__init__.py:109\u001b[0m\n\u001b[1;32m    107\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurve\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m    108\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurvefile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[0;32m--> 109\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcorrectors\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m    110\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtargetpixelfile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m    111\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/correctors/__init__.py:19\u001b[0m\n\u001b[1;32m     17\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpldcorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m     18\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01msffcorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[0;32m---> 19\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcbvcorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m     20\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mregressioncorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/correctors/cbvcorrector.py:30\u001b[0m\n\u001b[1;32m     28\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurve\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurve\n\u001b[1;32m     29\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m channel_to_module_output, validate_method, LightkurveDeprecationWarning\n\u001b[0;32m---> 30\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01msearch\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m search_lightcurve\n\u001b[1;32m     31\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mregressioncorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m RegressionCorrector\n\u001b[1;32m     32\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcollections\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurveCollection\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/search.py:21\u001b[0m\n\u001b[1;32m     18\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mrequests\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m HTTPError\n\u001b[1;32m     20\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m PACKAGEDIR, conf, config\n\u001b[0;32m---> 21\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcollections\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurveCollection, TargetPixelFileCollection\n\u001b[1;32m     22\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mio\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m read\n\u001b[1;32m     23\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtargetpixelfile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m TargetPixelFile\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/collections.py:12\u001b[0m\n\u001b[1;32m      9\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mastropy\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdecorators\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m deprecated\n\u001b[1;32m     11\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m MPLSTYLE\n\u001b[0;32m---> 12\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtargetpixelfile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m TargetPixelFile\n\u001b[1;32m     13\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightkurveWarning, LightkurveDeprecationWarning\n\u001b[1;32m     16\u001b[0m __all__ \u001b[38;5;241m=\u001b[39m [\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mLightCurveCollection\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mTargetPixelFileCollection\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/targetpixelfile.py:36\u001b[0m\n\u001b[1;32m     34\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m PACKAGEDIR, MPLSTYLE\n\u001b[1;32m     35\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurve\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurve, KeplerLightCurve, TessLightCurve\n\u001b[0;32m---> 36\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprf\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m KeplerPRF\n\u001b[1;32m     37\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m (\n\u001b[1;32m     38\u001b[0m     KeplerQualityFlags,\n\u001b[1;32m     39\u001b[0m     TessQualityFlags,\n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m     46\u001b[0m     finalize_notebook_url\n\u001b[1;32m     47\u001b[0m )\n\u001b[1;32m     48\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mio\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m detect_filetype\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/prf/__init__.py:2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprfmodel\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[0;32m----> 2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtpfmodel\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/prf/tpfmodel.py:48\u001b[0m\n\u001b[1;32m     45\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtqdm\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m tqdm\n\u001b[1;32m     46\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mwarnings\u001b[39;00m\n\u001b[0;32m---> 48\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01moktopus\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m Prior, GaussianPrior, UniformPrior, PoissonPosterior\n\u001b[1;32m     50\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprfmodel\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m KeplerPRF\n\u001b[1;32m     51\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m plot_image\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/oktopus/__init__.py:3\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mos\u001b[39;00m\n\u001b[1;32m      2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mversion\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m __version__\n\u001b[0;32m----> 3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mloss\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m      4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprior\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m      5\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlikelihood\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/oktopus/loss.py:2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mabc\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m abstractmethod\n\u001b[0;32m----> 2\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mnumpy\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mnp\u001b[39;00m\n\u001b[1;32m      3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m jacobian\n\u001b[1;32m      4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mscipy\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01moptimize\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m minimize, differential_evolution, basinhopping\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/__init__.py:2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m__future__\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m absolute_import\n\u001b[0;32m----> 2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdifferential_operators\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m (\n\u001b[1;32m      3\u001b[0m     make_vjp, grad, multigrad_dict, elementwise_grad, value_and_grad,\n\u001b[1;32m      4\u001b[0m     grad_and_aux, hessian_tensor_product, hessian_vector_product, hessian,\n\u001b[1;32m      5\u001b[0m     jacobian, tensor_jacobian_product, vector_jacobian_product, grad_named,\n\u001b[1;32m      6\u001b[0m     checkpoint, make_hvp, make_jvp, make_ggnvp, deriv, holomorphic_grad)\n\u001b[1;32m      7\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mbuiltins\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m, \u001b[38;5;28mtype\u001b[39m, \u001b[38;5;28mtuple\u001b[39m, \u001b[38;5;28mlist\u001b[39m, \u001b[38;5;28mdict\u001b[39m\n\u001b[1;32m      8\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcore\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m primitive_with_deprecation_warnings \u001b[38;5;28;01mas\u001b[39;00m primitive\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/differential_operators.py:16\u001b[0m\n\u001b[1;32m     13\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcore\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m make_vjp \u001b[38;5;28;01mas\u001b[39;00m _make_vjp, make_jvp \u001b[38;5;28;01mas\u001b[39;00m _make_jvp\n\u001b[1;32m     14\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mextend\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m primitive, defvjp_argnum, vspace\n\u001b[0;32m---> 16\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mnumpy\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mnp\u001b[39;00m\n\u001b[1;32m     18\u001b[0m make_vjp \u001b[38;5;241m=\u001b[39m unary_to_nary(_make_vjp)\n\u001b[1;32m     19\u001b[0m make_jvp \u001b[38;5;241m=\u001b[39m unary_to_nary(_make_jvp)\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/numpy/__init__.py:5\u001b[0m\n\u001b[1;32m      3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_boxes\n\u001b[1;32m      4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_vspaces\n\u001b[0;32m----> 5\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_vjps\n\u001b[1;32m      6\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_jvps\n\u001b[1;32m      7\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m linalg\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/numpy/numpy_vjps.py:563\u001b[0m\n\u001b[1;32m    561\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;01mlambda\u001b[39;00m g: unpermuter(g, sort_perm)\n\u001b[1;32m    562\u001b[0m defvjp(anp\u001b[38;5;241m.\u001b[39msort, grad_sort)\n\u001b[0;32m--> 563\u001b[0m defvjp(\u001b[43manp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmsort\u001b[49m, grad_sort)  \u001b[38;5;66;03m# Until multi-D is allowed, these are the same.\u001b[39;00m\n\u001b[1;32m    565\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mgrad_partition\u001b[39m(ans, x, kth, axis\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m, kind\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mintroselect\u001b[39m\u001b[38;5;124m'\u001b[39m, order\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m):\n\u001b[1;32m    566\u001b[0m     \u001b[38;5;66;03m#TODO: Cast input with np.asanyarray()\u001b[39;00m\n\u001b[1;32m    567\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(x\u001b[38;5;241m.\u001b[39mshape) \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m1\u001b[39m:\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/tracer.py:48\u001b[0m, in \u001b[0;36mprimitive.<locals>.f_wrapped\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m     46\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m new_box(ans, trace, node)\n\u001b[1;32m     47\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m---> 48\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mf_raw\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/numpy/__init__.py:410\u001b[0m, in \u001b[0;36m__getattr__\u001b[0;34m(attr)\u001b[0m\n\u001b[1;32m    407\u001b[0m     \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mnumpy\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mchar\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mchar\u001b[39;00m\n\u001b[1;32m    408\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m char\u001b[38;5;241m.\u001b[39mchararray\n\u001b[0;32m--> 410\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mAttributeError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmodule \u001b[39m\u001b[38;5;132;01m{!r}\u001b[39;00m\u001b[38;5;124m has no attribute \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    411\u001b[0m                      \u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m{!r}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;241m.\u001b[39mformat(\u001b[38;5;18m__name__\u001b[39m, attr))\n",
+      "\u001b[0;31mAttributeError\u001b[0m: module 'numpy' has no attribute 'msort'"
+     ]
+    }
+   ],
+   "source": [
+    "%matplotlib notebook\n",
+    "import matplotlib.pyplot as plt\n",
+    "import lightkurve as lk"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [
+    {
+     "ename": "AttributeError",
+     "evalue": "module 'numpy' has no attribute 'msort'",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)",
+      "Cell \u001b[0;32mIn[3], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mlightkurve\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mlk\u001b[39;00m\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/__init__.py:109\u001b[0m\n\u001b[1;32m    107\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurve\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m    108\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurvefile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[0;32m--> 109\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcorrectors\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m    110\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtargetpixelfile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m    111\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/correctors/__init__.py:19\u001b[0m\n\u001b[1;32m     17\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpldcorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m     18\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01msffcorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[0;32m---> 19\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcbvcorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m     20\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mregressioncorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/correctors/cbvcorrector.py:30\u001b[0m\n\u001b[1;32m     28\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurve\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurve\n\u001b[1;32m     29\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m channel_to_module_output, validate_method, LightkurveDeprecationWarning\n\u001b[0;32m---> 30\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01msearch\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m search_lightcurve\n\u001b[1;32m     31\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mregressioncorrector\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m RegressionCorrector\n\u001b[1;32m     32\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcollections\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurveCollection\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/search.py:21\u001b[0m\n\u001b[1;32m     18\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mrequests\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m HTTPError\n\u001b[1;32m     20\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m PACKAGEDIR, conf, config\n\u001b[0;32m---> 21\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcollections\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurveCollection, TargetPixelFileCollection\n\u001b[1;32m     22\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mio\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m read\n\u001b[1;32m     23\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtargetpixelfile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m TargetPixelFile\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/collections.py:12\u001b[0m\n\u001b[1;32m      9\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mastropy\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdecorators\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m deprecated\n\u001b[1;32m     11\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m MPLSTYLE\n\u001b[0;32m---> 12\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtargetpixelfile\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m TargetPixelFile\n\u001b[1;32m     13\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightkurveWarning, LightkurveDeprecationWarning\n\u001b[1;32m     16\u001b[0m __all__ \u001b[38;5;241m=\u001b[39m [\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mLightCurveCollection\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mTargetPixelFileCollection\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/targetpixelfile.py:36\u001b[0m\n\u001b[1;32m     34\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m PACKAGEDIR, MPLSTYLE\n\u001b[1;32m     35\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlightcurve\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LightCurve, KeplerLightCurve, TessLightCurve\n\u001b[0;32m---> 36\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprf\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m KeplerPRF\n\u001b[1;32m     37\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m (\n\u001b[1;32m     38\u001b[0m     KeplerQualityFlags,\n\u001b[1;32m     39\u001b[0m     TessQualityFlags,\n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m     46\u001b[0m     finalize_notebook_url\n\u001b[1;32m     47\u001b[0m )\n\u001b[1;32m     48\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mio\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m detect_filetype\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/prf/__init__.py:2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprfmodel\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[0;32m----> 2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtpfmodel\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/lightkurve/prf/tpfmodel.py:48\u001b[0m\n\u001b[1;32m     45\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtqdm\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m tqdm\n\u001b[1;32m     46\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mwarnings\u001b[39;00m\n\u001b[0;32m---> 48\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01moktopus\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m Prior, GaussianPrior, UniformPrior, PoissonPosterior\n\u001b[1;32m     50\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprfmodel\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m KeplerPRF\n\u001b[1;32m     51\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutils\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m plot_image\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/oktopus/__init__.py:3\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mos\u001b[39;00m\n\u001b[1;32m      2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mversion\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m __version__\n\u001b[0;32m----> 3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mloss\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m      4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mprior\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n\u001b[1;32m      5\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlikelihood\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;241m*\u001b[39m\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/oktopus/loss.py:2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mabc\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m abstractmethod\n\u001b[0;32m----> 2\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mnumpy\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mnp\u001b[39;00m\n\u001b[1;32m      3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m jacobian\n\u001b[1;32m      4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mscipy\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01moptimize\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m minimize, differential_evolution, basinhopping\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/__init__.py:2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m__future__\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m absolute_import\n\u001b[0;32m----> 2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdifferential_operators\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m (\n\u001b[1;32m      3\u001b[0m     make_vjp, grad, multigrad_dict, elementwise_grad, value_and_grad,\n\u001b[1;32m      4\u001b[0m     grad_and_aux, hessian_tensor_product, hessian_vector_product, hessian,\n\u001b[1;32m      5\u001b[0m     jacobian, tensor_jacobian_product, vector_jacobian_product, grad_named,\n\u001b[1;32m      6\u001b[0m     checkpoint, make_hvp, make_jvp, make_ggnvp, deriv, holomorphic_grad)\n\u001b[1;32m      7\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mbuiltins\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m, \u001b[38;5;28mtype\u001b[39m, \u001b[38;5;28mtuple\u001b[39m, \u001b[38;5;28mlist\u001b[39m, \u001b[38;5;28mdict\u001b[39m\n\u001b[1;32m      8\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcore\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m primitive_with_deprecation_warnings \u001b[38;5;28;01mas\u001b[39;00m primitive\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/differential_operators.py:16\u001b[0m\n\u001b[1;32m     13\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcore\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m make_vjp \u001b[38;5;28;01mas\u001b[39;00m _make_vjp, make_jvp \u001b[38;5;28;01mas\u001b[39;00m _make_jvp\n\u001b[1;32m     14\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mextend\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m primitive, defvjp_argnum, vspace\n\u001b[0;32m---> 16\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mautograd\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mnumpy\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mnp\u001b[39;00m\n\u001b[1;32m     18\u001b[0m make_vjp \u001b[38;5;241m=\u001b[39m unary_to_nary(_make_vjp)\n\u001b[1;32m     19\u001b[0m make_jvp \u001b[38;5;241m=\u001b[39m unary_to_nary(_make_jvp)\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/numpy/__init__.py:5\u001b[0m\n\u001b[1;32m      3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_boxes\n\u001b[1;32m      4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_vspaces\n\u001b[0;32m----> 5\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_vjps\n\u001b[1;32m      6\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m numpy_jvps\n\u001b[1;32m      7\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m linalg\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/numpy/numpy_vjps.py:563\u001b[0m\n\u001b[1;32m    561\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;01mlambda\u001b[39;00m g: unpermuter(g, sort_perm)\n\u001b[1;32m    562\u001b[0m defvjp(anp\u001b[38;5;241m.\u001b[39msort, grad_sort)\n\u001b[0;32m--> 563\u001b[0m defvjp(\u001b[43manp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmsort\u001b[49m, grad_sort)  \u001b[38;5;66;03m# Until multi-D is allowed, these are the same.\u001b[39;00m\n\u001b[1;32m    565\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mgrad_partition\u001b[39m(ans, x, kth, axis\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m, kind\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mintroselect\u001b[39m\u001b[38;5;124m'\u001b[39m, order\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m):\n\u001b[1;32m    566\u001b[0m     \u001b[38;5;66;03m#TODO: Cast input with np.asanyarray()\u001b[39;00m\n\u001b[1;32m    567\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(x\u001b[38;5;241m.\u001b[39mshape) \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m1\u001b[39m:\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/autograd/tracer.py:48\u001b[0m, in \u001b[0;36mprimitive.<locals>.f_wrapped\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m     46\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m new_box(ans, trace, node)\n\u001b[1;32m     47\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m---> 48\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mf_raw\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/Navigation/sytizen/.venv/lib/python3.12/site-packages/numpy/__init__.py:410\u001b[0m, in \u001b[0;36m__getattr__\u001b[0;34m(attr)\u001b[0m\n\u001b[1;32m    407\u001b[0m     \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mnumpy\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mchar\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mchar\u001b[39;00m\n\u001b[1;32m    408\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m char\u001b[38;5;241m.\u001b[39mchararray\n\u001b[0;32m--> 410\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mAttributeError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmodule \u001b[39m\u001b[38;5;132;01m{!r}\u001b[39;00m\u001b[38;5;124m has no attribute \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    411\u001b[0m                      \u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m{!r}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;241m.\u001b[39mformat(\u001b[38;5;18m__name__\u001b[39m, attr))\n",
+      "\u001b[0;31mAttributeError\u001b[0m: module 'numpy' has no attribute 'msort'"
+     ]
+    }
+   ],
+   "source": [
+    "import lightkurve as lk"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [
+    {
+     "ename": "NameError",
+     "evalue": "name 'lk' is not defined",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
+      "Cell \u001b[0;32mIn[2], line 2\u001b[0m\n\u001b[1;32m      1\u001b[0m TIC \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mkic 8692861\u001b[39m\u001b[38;5;124m'\u001b[39m\n\u001b[0;32m----> 2\u001b[0m sector_data \u001b[38;5;241m=\u001b[39m \u001b[43mlk\u001b[49m\u001b[38;5;241m.\u001b[39msearch_lightcurve(TIC, author \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mSPOC\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m      3\u001b[0m sector_data\n",
+      "\u001b[0;31mNameError\u001b[0m: name 'lk' is not defined"
+     ]
+    }
+   ],
+   "source": [
+    "TIC = 'kic 8692861'\n",
+    "sector_data = lk.search_lightcurve(TIC, author = 'SPOC')\n",
+    "sector_data"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "%matplotlib inline\n",
+    "select_sector = sector_data[0:4]\n",
+    "select_sector"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "lc_collection = select_sector.download_all()\n",
+    "lc_collection"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "%matplotlib inline\n",
+    "lc = select_sector.download_all()\n",
+    "lc.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "lc_collection_stitched = lc_collection.stitch()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "lc_collection_stitched.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "bin_time = 15/24/60\n",
+    "lc_collection_binned = lc_collection_stitched.bin(bin_time)\n",
+    "lc_collection_binned.plot(linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "fig, ax = plt.subplots(figsize = (10, 5)) # Figure & axis\n",
+    "lc_collection_stitched.plot(ax = ax, linewidth = 0, marker = '.', color = 'midnightblue', alpha = 0.5)\n",
+    "lc_collection_binned.plot(ax = ax, linewidth = 0, marker = 'o', color = 'red', alpha = 0.5)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import lightkurve as lk\n",
+    "import numpy as np\n",
+    "\n",
+    "TIC = 'kic 8692861'\n",
+    "lc_collection = lk.search_lightcurve(TIC, author='SPOC').download_all()\n",
+    "\n",
+    "# Preprocess the data\n",
+    "lc = lc_collection.stitch().remove_nans().normalize()\n",
+    "lc = lc.flatten(window_length=301)  # Flattening can help to remove long-term trends\n",
+    "\n",
+    "# Optimize bin size\n",
+    "binned_lc = lc.bin(time_bin_size=0.01)\n",
+    "\n",
+    "# Plot the light curve\n",
+    "%matplotlib inline\n",
+    "binned_lc.plot(linewidth=0, marker='.', color='midnightblue', alpha=0.5)\n"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": ".venv",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.12.4"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/snippets/clouds/assignClouds.py b/snippets/clouds/assignClouds.py
new file mode 100644
index 00000000..0c9af943
--- /dev/null
+++ b/snippets/clouds/assignClouds.py
@@ -0,0 +1,113 @@
+import os
+import random
+import time
+from supabase import create_client, Client
+
+# Set up Supabase client
+supabase_url = 'https://hlufptwhzkpkkjztimzo.supabase.co'
+supabase_key = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImhsdWZwdHdoemtwa2tqenRpbXpvIiwicm9sZSI6ImFub24iLCJpYXQiOjE3MTYyOTk3NTUsImV4cCI6MjAzMTg3NTc1NX0.v_NDVWjIU_lJQSPbJ_Y6GkW3axrQWKXfXVsBEAbFv_I'
+supabase: Client = create_client(supabase_url, supabase_key)
+
+# Get the list of image files from the directory
+image_directory = "../anomalies/clouds"
+image_files = [f for f in os.listdir(image_directory) if os.path.isfile(os.path.join(image_directory, f))]
+
+# Define a function to upload image to Supabase storage
+def upload_to_supabase(filepath, bucket_name, folder_name, file_name, retries=3):
+    for attempt in range(retries):
+        try:
+            # Check if the file already exists in the bucket
+            existing_files = supabase.storage.from_(bucket_name).list(folder_name)
+            existing_file_names = [file['name'] for file in existing_files]
+            if file_name in existing_file_names:
+                print(f"File {file_name} already exists in {folder_name}. Trying a different folder.")
+                raise FileExistsError("File already exists")  # Trigger an exception to try a different folder
+            
+            # Upload the file
+            with open(filepath, 'rb') as f:
+                supabase.storage.from_(bucket_name).upload(f"{folder_name}/{file_name}", f.read(), file_options={"content-type": "image/png"})
+            print(f"Uploaded {file_name} to folder {folder_name} in Supabase storage.")
+            break  # Exit loop if upload is successful
+        
+        except FileExistsError:
+            # Generate a new folder name to avoid conflicts
+            new_anomaly_id = random.choice(anomaly_ids)
+            new_folder_name = f"{new_anomaly_id}/clouds"
+            print(f"Retrying with a new folder {new_folder_name} for file {file_name}.")
+            folder_name = new_folder_name  # Update folder name for retry
+            
+        except Exception as e:
+            print(f"Error during upload: {e}. Retrying ({attempt + 1}/{retries})...")
+            if attempt == retries - 1:
+                print(f"Failed to upload {file_name} after {retries} attempts.")
+            else:
+                time.sleep(2)  # Wait before retrying
+
+# Fetch anomalies with anomalytype 'planet'
+anomalies_list = supabase.table("anomalies").select("id").eq("anomalytype", "planet").execute()
+anomaly_ids = [anomaly['id'] for anomaly in anomalies_list.data]
+
+# Get existing folders from the `anomalies` bucket
+def list_folders(bucket_name):
+    """List all folders in the given bucket."""
+    folders = []
+    response = supabase.storage.from_(bucket_name).list("")  # List all items in the bucket
+    items = response
+    for item in items:
+        path_parts = item['name'].split('/')
+        if len(path_parts) > 1 and path_parts[1] == 'clouds':
+            continue  # Skip paths already under a clouds folder
+        if len(path_parts) == 1 and path_parts[0].isdigit():  # Check if it's a folder with an ID
+            folders.append(path_parts[0])
+    return folders
+
+# Identify folders that do not have a `clouds` directory
+def identify_folders_without_clouds(bucket_name):
+    """Identify folders without a `clouds` directory."""
+    folders = list_folders(bucket_name)
+    folders_without_clouds = []
+    for folder in folders:
+        clouds_dir_exists = any(clouds_dir['name'] == f"{folder}/clouds" for clouds_dir in supabase.storage.from_(bucket_name).list(folder))
+        if not clouds_dir_exists:
+            folders_without_clouds.append(folder)
+    return folders_without_clouds
+
+folders_without_clouds = identify_folders_without_clouds('anomalies')
+
+# Define a function to upload images to folders that do not have a `clouds` directory
+def upload_to_folders_without_clouds(image_files, folders):
+    """Upload images to folders that do not have a `clouds` directory."""
+    for image_file in image_files:
+        for folder in folders:
+            file_path = os.path.join(image_directory, image_file)
+            folder_name = f"{folder}/clouds"
+            upload_to_supabase(file_path, 'anomalies', folder_name, image_file)
+            break  # Ensure that we only upload to one folder per image
+
+# Upload images to folders that do not have a `clouds` directory
+upload_to_folders_without_clouds(image_files, folders_without_clouds)
+
+# Upload remaining images to existing `clouds` directories or new folders
+def upload_to_existing_or_new_folders(image_files):
+    """Upload images to existing or new folders."""
+    for image_file in image_files:
+        file_path = os.path.join(image_directory, image_file)
+        for _ in range(5):  # Retry up to 5 times to find a folder
+            # Randomly select an anomaly
+            anomaly_id = random.choice(anomaly_ids)
+
+            # Define folder names
+            folder_name = f"{anomaly_id}/clouds"
+
+            # Try to upload the image file to Supabase storage
+            try:
+                upload_to_supabase(file_path, 'anomalies', folder_name, image_file)
+                break  # Exit loop if upload is successful
+            except Exception as e:
+                print(f"Error during upload to {folder_name}: {e}")
+                time.sleep(2)  # Wait before retrying
+        else:
+            print(f"Failed to upload {image_file} after several attempts.")
+
+# Upload remaining images to existing or new folders
+upload_to_existing_or_new_folders(image_files)
\ No newline at end of file
diff --git a/snippets/configurationClassifications.py b/snippets/configurationClassifications.py
new file mode 100644
index 00000000..cf618f8e
--- /dev/null
+++ b/snippets/configurationClassifications.py
@@ -0,0 +1,81 @@
+import pandas as pd
+from supabase import create_client, Client
+
+# Initialize Supabase client
+supabase_url = 'https://hlufptwhzkpkkjztimzo.supabase.co'
+supabase_key = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImhsdWZwdHdoemtwa2tqenRpbXpvIiwicm9sZSI6ImFub24iLCJpYXQiOjE3MTYyOTk3NTUsImV4cCI6MjAzMTg3NTc1NX0.v_NDVWjIU_lJQSPbJ_Y6GkW3axrQWKXfXVsBEAbFv_I'
+supabase: Client = create_client(supabase_url, supabase_key)
+
+# Fetch all anomalies with configuration data
+anomalies_response = supabase.table("anomalies").select("id, configuration").execute()
+
+# Filter anomalies with non-null configurations
+anomalies = [anomaly for anomaly in anomalies_response.data if anomaly['configuration'] is not None]
+
+# Create a list to store the results
+results = []
+
+# Process each anomaly
+for anomaly in anomalies:
+    anomaly_id = anomaly['id']
+    configuration = anomaly['configuration']
+
+    # Get classification types from configuration keys
+    classification_types = configuration.keys()
+
+    # Fetch classifications for the current anomaly with matching classification types
+    classifications_response = supabase.table("classifications").select("id, anomaly, content, created_at").eq("anomaly", anomaly_id).execute()
+
+    # Process each classification
+    for classification in classifications_response.data:
+        content = classification['content']
+ 
+        # Check if classification type matches any configuration key
+        for classification_type in classification_types:
+            if classification_type in content:
+                try:
+                    value = float(content[classification_type])
+                    results.append({
+                        'anomaly': anomaly_id,
+                        'classificationtype': classification_type,
+                        'value': value
+                    })
+                except ValueError:
+                    print(f"Skipping non-numeric classification for anomaly {anomaly_id}: {classification_type}={content[classification_type]}")
+
+# Debug: print results
+print("Results:", results)
+
+# Convert results to a DataFrame if there are any results
+if results:
+    df = pd.DataFrame(results)
+    # Debug: print DataFrame
+    print("DataFrame:", df)
+
+    # Group by anomaly and classificationtype, and calculate the average value
+    averaged_results = df.groupby(['anomaly', 'classificationtype']).agg({'value': 'mean'}).reset_index()
+
+    # Print the averaged results
+    print("Averaged Results:", averaged_results)
+
+    # Function to update anomaly configurations with averaged values
+    def update_anomaly_configurations(averaged_results):
+        for _, row in averaged_results.iterrows():
+            anomaly_id = row['anomaly']
+            classificationtype = row['classificationtype']
+            avg_value = row['value']
+            
+            # Fetch the current configuration for the anomaly
+            anomaly_response = supabase.table("anomalies").select("configuration").eq("id", anomaly_id).execute()
+            if anomaly_response.data:
+                configuration = anomaly_response.data[0]['configuration']
+                # Update the configuration with the averaged value
+                configuration[classificationtype] = avg_value
+                
+                # Update the anomaly configuration in the database
+                supabase.table("anomalies").update({'configuration': configuration}).eq("id", anomaly_id).execute()
+
+    # Update anomaly configurations with the averaged values
+    update_anomaly_configurations(averaged_results)
+else:
+    print("No valid results to process.")
\ No newline at end of file
diff --git a/snippets/graphs/1/binned_light_curves.png b/snippets/graphs/1/binned_light_curves.png
new file mode 100644
index 00000000..80fbc1a8
Binary files /dev/null and b/snippets/graphs/1/binned_light_curves.png differ
diff --git a/snippets/graphs/1/individual_light_curves.png b/snippets/graphs/1/individual_light_curves.png
new file mode 100644
index 00000000..cfb01002
Binary files /dev/null and b/snippets/graphs/1/individual_light_curves.png differ
diff --git a/snippets/graphs/1/smoothed_light_curves.png b/snippets/graphs/1/smoothed_light_curves.png
new file mode 100644
index 00000000..9f40eb0d
Binary files /dev/null and b/snippets/graphs/1/smoothed_light_curves.png differ
diff --git a/snippets/graphs/1/stitched_and_binned_light_curves.png b/snippets/graphs/1/stitched_and_binned_light_curves.png
new file mode 100644
index 00000000..62ea4c82
Binary files /dev/null and b/snippets/graphs/1/stitched_and_binned_light_curves.png differ
diff --git a/snippets/graphs/1/stitched_light_curves.png b/snippets/graphs/1/stitched_light_curves.png
new file mode 100644
index 00000000..a2a18b89
Binary files /dev/null and b/snippets/graphs/1/stitched_light_curves.png differ
diff --git a/snippets/graphs/1/zoomed_light_curves.png b/snippets/graphs/1/zoomed_light_curves.png
new file mode 100644
index 00000000..2f6a0587
Binary files /dev/null and b/snippets/graphs/1/zoomed_light_curves.png differ
diff --git a/snippets/graphs/2/binned_light_curves.png b/snippets/graphs/2/binned_light_curves.png
new file mode 100644
index 00000000..cff2f48d
Binary files /dev/null and b/snippets/graphs/2/binned_light_curves.png differ
diff --git a/snippets/graphs/2/individual_light_curves.png b/snippets/graphs/2/individual_light_curves.png
new file mode 100644
index 00000000..bda70d0e
Binary files /dev/null and b/snippets/graphs/2/individual_light_curves.png differ
diff --git a/snippets/graphs/2/smoothed_light_curves.png b/snippets/graphs/2/smoothed_light_curves.png
new file mode 100644
index 00000000..fb1305d1
Binary files /dev/null and b/snippets/graphs/2/smoothed_light_curves.png differ
diff --git a/snippets/graphs/2/stitched_and_binned_light_curves.png b/snippets/graphs/2/stitched_and_binned_light_curves.png
new file mode 100644
index 00000000..c7168a28
Binary files /dev/null and b/snippets/graphs/2/stitched_and_binned_light_curves.png differ
diff --git a/snippets/graphs/2/stitched_light_curves.png b/snippets/graphs/2/stitched_light_curves.png
new file mode 100644
index 00000000..38ee0e02
Binary files /dev/null and b/snippets/graphs/2/stitched_light_curves.png differ
diff --git a/snippets/graphs/2/zoomed_light_curves.png b/snippets/graphs/2/zoomed_light_curves.png
new file mode 100644
index 00000000..f3cdf251
Binary files /dev/null and b/snippets/graphs/2/zoomed_light_curves.png differ
diff --git a/snippets/output/binned_light_curves.png b/snippets/output/binned_light_curves.png
new file mode 100644
index 00000000..1940d907
Binary files /dev/null and b/snippets/output/binned_light_curves.png differ
diff --git a/snippets/output/individual_light_curves.png b/snippets/output/individual_light_curves.png
new file mode 100644
index 00000000..cbe33e14
Binary files /dev/null and b/snippets/output/individual_light_curves.png differ
diff --git a/snippets/output/smoothed_light_curves.png b/snippets/output/smoothed_light_curves.png
new file mode 100644
index 00000000..2b0707d1
Binary files /dev/null and b/snippets/output/smoothed_light_curves.png differ
diff --git a/snippets/output/stitched_and_binned_light_curves.png b/snippets/output/stitched_and_binned_light_curves.png
new file mode 100644
index 00000000..85fd21a8
Binary files /dev/null and b/snippets/output/stitched_and_binned_light_curves.png differ
diff --git a/snippets/output/stitched_light_curves.png b/snippets/output/stitched_light_curves.png
new file mode 100644
index 00000000..0e101eb1
Binary files /dev/null and b/snippets/output/stitched_light_curves.png differ
diff --git a/snippets/output/zoomed_light_curves.png b/snippets/output/zoomed_light_curves.png
new file mode 100644
index 00000000..279da4b7
Binary files /dev/null and b/snippets/output/zoomed_light_curves.png differ
diff --git a/snippets/planets/creation/createAnomalies.py b/snippets/planets/creation/createAnomalies.py
new file mode 100644
index 00000000..5d75f3a5
--- /dev/null
+++ b/snippets/planets/creation/createAnomalies.py
@@ -0,0 +1,152 @@
+import os
+import shutil
+import lightkurve as lk
+import matplotlib.pyplot as plt
+from supabase import create_client, Client
+import re  # Import the regex library
+
+# Initialize Supabase client
+supabase_url = 'https://hlufptwhzkpkkjztimzo.supabase.co'
+supabase_key = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImhsdWZwdHdoemtwa2tqenRpbXpvIiwicm9sZSI6ImFub24iLCJpYXQiOjE3MTYyOTk3NTUsImV4cCI6MjAzMTg3NTc1NX0.v_NDVWjIU_lJQSPbJ_Y6GkW3axrQWKXfXVsBEAbFv_I'
+supabase: Client = create_client(supabase_url, supabase_key)
+
+# Function to upload images to Supabase storage
+def upload_to_supabase(filepath, bucket_name, folder_name, file_name):
+    # Check if the file already exists in the bucket
+    existing_files = supabase.storage.from_(bucket_name).list(folder_name)
+    if file_name in [file['name'] for file in existing_files]:
+        print(f"Skipping upload for {file_name} as it already exists.")
+        return
+    
+    with open(filepath, 'rb') as f:
+        supabase.storage.from_(bucket_name).upload(f"{folder_name}/{file_name}", f.read(), file_options={"content-type": "image/png"})
+
+# Function to check if the anomaly already exists
+def anomaly_exists(tic_id):
+    match = re.search(r'\d+', tic_id)
+    tic_id_numeric = int(match.group()) if match else None
+    
+    if tic_id_numeric is None:
+        raise ValueError("TIC ID must contain a numeric value to be used as the anomaly ID.")
+    
+    response = supabase.table("anomalies").select("id").eq("id", tic_id_numeric).execute()
+    return len(response.data) > 0
+
+# Function to insert a new anomaly and get its ID
+def insert_anomaly(tic_id):
+    if anomaly_exists(tic_id):
+        print(f"Anomaly for {tic_id} already exists. Skipping...")
+        match = re.search(r'\d+', tic_id)
+        tic_id_numeric = int(match.group()) if match else None
+        return tic_id_numeric
+
+    # Extract the numeric part of the TIC ID for use as the id
+    match = re.search(r'\d+', tic_id)
+    tic_id_numeric = int(match.group()) if match else None
+    
+    if tic_id_numeric is None:
+        raise ValueError("TIC ID must contain a numeric value to be used as the anomaly ID.")
+
+    configuration = {
+        "mass": None,
+        "ticId": tic_id,
+        "radius": None,
+        "smaxis": None,
+        "ticId2": None,
+        "density": None,
+        "orbital_period": None,
+        "temperature_eq": None
+    }
+
+    data = {
+        "id": tic_id_numeric,  # Use the numeric part of the TIC ID as the primary key
+        "content": tic_id,
+        "ticId": tic_id,
+        "anomalytype": "planet",
+        "type": "unknown",
+        "configuration": configuration
+    }
+
+    response = supabase.table("anomalies").upsert(data).execute()
+    anomaly_id = response.data[0]['id']
+    return anomaly_id
+
+# Function to generate light curves and save plots
+def generate_lightcurves(tic_id, output_dir):
+    # Search for lightcurve data
+    sector_data = lk.search_lightcurve(tic_id, author='SPOC')
+    select_sector = sector_data[0:4]
+    lc_collection = select_sector.download_all()
+
+    # Plot individual light curves
+    fig1, ax1 = plt.subplots()
+    lc = select_sector.download_all()
+    lc.plot(ax=ax1, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3)
+    fig1.savefig(os.path.join(output_dir, 'individual_light_curves.png'))
+    plt.close(fig1)
+
+    # Stitch the light curves
+    lc_collection_stitched = lc_collection.stitch()
+    fig2, ax2 = plt.subplots()
+    lc_collection_stitched.plot(ax=ax2, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3)
+    fig2.savefig(os.path.join(output_dir, 'stitched_light_curves.png'))
+    plt.close(fig2)
+
+    # Bin the light curves with a larger bin time
+    bin_time = 15 / 24 / 60  # 15-minute binning
+    lc_collection_binned = lc_collection_stitched.bin(bin_time)
+    fig3, ax3 = plt.subplots()
+    lc_collection_binned.plot(ax=ax3, linewidth=0, marker='o', markersize=4, color='red', alpha=0.7)
+    fig3.savefig(os.path.join(output_dir, 'binned_light_curves.png'))
+    plt.close(fig3)
+
+    # Plot stitched and binned light curves together
+    fig4, ax4 = plt.subplots(figsize=(10, 5))
+    lc_collection_stitched.plot(ax=ax4, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3, label='Unbinned')
+    lc_collection_binned.plot(ax=ax4, linewidth=0, marker='o', markersize=4, color='red', alpha=0.7, label='Binned')
+    ax4.legend()
+    fig4.savefig(os.path.join(output_dir, 'stitched_and_binned_light_curves.png'))
+    plt.close(fig4)
+
+    # Zoom in on a specific time range to highlight transits
+    fig5, ax5 = plt.subplots(figsize=(10, 5))
+    lc_collection_stitched.plot(ax=ax5, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3, label='Unbinned')
+    lc_collection_binned.plot(ax=ax5, linewidth=0, marker='o', markersize=4, color='red', alpha=0.7, label='Binned')
+    ax5.set_xlim(lc_collection_stitched.time.min().value, lc_collection_stitched.time.min().value + 5)  # Adjust zoom range here
+    ax5.legend()
+    fig5.savefig(os.path.join(output_dir, 'zoomed_light_curves.png'))
+    plt.close(fig5)
+
+    # Apply a smoothing filter to the light curve
+    smoothed_lc = lc_collection_stitched.flatten(window_length=301)
+    fig6, ax6 = plt.subplots(figsize=(10, 5))
+    smoothed_lc.plot(ax=ax6, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3, label='Smoothed')
+    fig6.savefig(os.path.join(output_dir, 'smoothed_light_curves.png'))
+    plt.close(fig6)
+
+# Main function
+def main(tic_ids):
+    output_dir = 'output'
+    if os.path.exists(output_dir):
+        shutil.rmtree(output_dir)
+    os.makedirs(output_dir)
+
+    for tic_id in tic_ids:
+        if anomaly_exists(tic_id):
+            print(f"Anomaly for {tic_id} already exists. Skipping...")
+            continue
+
+        anomaly_id = insert_anomaly(tic_id)
+        anomaly_folder = str(anomaly_id)
+
+        generate_lightcurves(tic_id, output_dir)
+        for filename in os.listdir(output_dir):
+            file_path = os.path.join(output_dir, filename)
+            if os.path.isfile(file_path):
+                upload_to_supabase(file_path, 'anomalies', anomaly_folder, filename)
+
+        print(f"Processed TIC ID {tic_id}, Anomaly ID: {anomaly_id}")
+
+if __name__ == "__main__":
+    tic_ids_list = ['TIC 50365310', 'TIC 88863718', 'TIC 124709665', 'TIC 106997505', 'TIC 238597883', 'TIC 169904935', 'TIC 156115721', 'TIC 65212867', 'TIC 440801822']
+    main(tic_ids_list)
diff --git a/snippets/planets/creation/createCurvesAndUpload.py b/snippets/planets/creation/createCurvesAndUpload.py
new file mode 100644
index 00000000..a18d55d7
--- /dev/null
+++ b/snippets/planets/creation/createCurvesAndUpload.py
@@ -0,0 +1,55 @@
+import lightkurve as lk
+import matplotlib.pyplot as plt
+from supabase import create_client, Client
+
+# Initialize Supabase client
+supabase_url = 'https://hlufptwhzkpkkjztimzo.supabase.co'
+supabase_key = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImhsdWZwdHdoemtwa2tqenRpbXpvIiwicm9sZSI6ImFub24iLCJpYXQiOjE3MTYyOTk3NTUsImV4cCI6MjAzMTg3NTc1NX0.v_NDVWjIU_lJQSPbJ_Y6GkW3axrQWKXfXVsBEAbFv_I'
+supabase: Client = create_client(supabase_url, supabase_key)
+
+# Fetch anomalies with anomalytype 'planet'
+anomalies_list = supabase.table("anomalies").select("id, configuration").eq("anomalytype", "planet").execute()
+
+# Define a function to upload image to Supabase storage
+def upload_to_supabase(filepath, bucket_name, folder_name, file_name):
+    with open(filepath, 'rb') as f:
+        supabase.storage.from_(bucket_name).upload(f"{folder_name}/{file_name}", f.read(), file_options={"content-type": "image/png"})
+
+# Process each anomaly
+for anomaly in anomalies_list.data:
+    anomaly_id = anomaly['id']
+    config = anomaly['configuration']
+    tic_id = config['ticId']
+
+    # Define TIC and other parameters from the configuration
+    TIC = tic_id
+    period = config.get('orbital_period', 13)
+    t0 = 303  # You may need to adjust this value as per your requirements
+ 
+    # Search and download lightcurve data
+    sector_data = lk.search_lightcurve(TIC)
+    lc = sector_data.download()
+
+    # Plot original lightcurve and save as 'base.png'
+    fig, ax = plt.subplots()
+    lc.plot(ax=ax, color='blue', marker='.', lw=0)
+    plt.savefig('base.png', format='png')
+    upload_to_supabase('base.png', 'anomalies', str(anomaly_id), 'base.png')
+    plt.show()
+
+    # Bin the lightcurve data and save as 'binned.png'
+    bin_time = 15 / 24 / 60
+    lc_binned = lc.bin(bin_time)
+    fig, ax = plt.subplots()
+    lc_binned.plot(ax=ax, color='gold', lw=0, marker='.')
+    plt.savefig('binned.png', format='png')
+    upload_to_supabase('binned.png', 'anomalies', str(anomaly_id), 'binned.png')
+    plt.show()
+
+    # Fold the lightcurve and save as 'phased.png'
+    lc_phased = lc.fold(period=period, epoch_time=t0)
+    fig, ax = plt.subplots(figsize=(8, 4))
+    lc_phased.plot(ax=ax, linewidth=0, marker='o', color='pink', markersize=1, alpha=0.8)
+    plt.savefig('phased.png', format='png')
+    upload_to_supabase('phased.png', 'anomalies', str(anomaly_id), 'phased.png')
+    plt.show()
diff --git a/snippets/planets/creation/zoomed_curves.py b/snippets/planets/creation/zoomed_curves.py
new file mode 100644
index 00000000..3d2e0fbd
--- /dev/null
+++ b/snippets/planets/creation/zoomed_curves.py
@@ -0,0 +1,68 @@
+import os
+import shutil
+import matplotlib.pyplot as plt
+import lightkurve as lk
+
+# Clear the output directory
+output_dir = 'output'
+if os.path.exists(output_dir):
+    shutil.rmtree(output_dir)
+os.makedirs(output_dir)
+
+# Define the TIC
+TIC = 'TIC 50365310'
+
+# Search for lightcurve data
+sector_data = lk.search_lightcurve(TIC, author='SPOC')
+
+# Select the first 4 sectors
+select_sector = sector_data[0:4]
+
+# Download all selected sectors
+lc_collection = select_sector.download_all()
+
+# Plot individual light curves with adjustments
+lc = select_sector.download_all()
+fig1, ax1 = plt.subplots()
+lc.plot(ax=ax1, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3)
+fig1.savefig(os.path.join(output_dir, 'individual_light_curves.png'))
+plt.close(fig1)
+
+# Stitch the light curves
+lc_collection_stitched = lc_collection.stitch()
+fig2, ax2 = plt.subplots()
+lc_collection_stitched.plot(ax=ax2, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3)
+fig2.savefig(os.path.join(output_dir, 'stitched_light_curves.png'))
+plt.close(fig2)
+
+# Bin the light curves with a larger bin time
+bin_time = 1 / 12
+lc_collection_binned = lc_collection_stitched.bin(bin_time)
+fig3, ax3 = plt.subplots()
+lc_collection_binned.plot(ax=ax3, linewidth=0, marker='o', markersize=4, color='red', alpha=0.7)
+fig3.savefig(os.path.join(output_dir, 'binned_light_curves.png'))
+plt.close(fig3)
+
+# Plot stitched and binned light curves together with adjustments
+fig4, ax4 = plt.subplots(figsize=(10, 5))
+lc_collection_stitched.plot(ax=ax4, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3, label='Unbinned')
+lc_collection_binned.plot(ax=ax4, linewidth=0, marker='o', markersize=4, color='red', alpha=0.7, label='Binned')
+ax4.legend()
+fig4.savefig(os.path.join(output_dir, 'stitched_and_binned_light_curves.png'))
+plt.close(fig4)
+
+# Zoom in on a specific time range to highlight transits
+fig5, ax5 = plt.subplots(figsize=(10, 5))
+lc_collection_stitched.plot(ax=ax5, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3, label='Unbinned')
+lc_collection_binned.plot(ax=ax5, linewidth=0, marker='o', markersize=4, color='red', alpha=0.7, label='Binned')
+ax5.set_xlim(lc_collection_stitched.time.min().value, lc_collection_stitched.time.min().value + 5)  # Adjust zoom range here
+ax5.legend()
+fig5.savefig(os.path.join(output_dir, 'zoomed_light_curves.png'))
+plt.close(fig5)
+
+# Apply a smoothing filter to the light curve
+smoothed_lc = lc_collection_stitched.flatten(window_length=301)
+fig6, ax6 = plt.subplots(figsize=(10, 5))
+smoothed_lc.plot(ax=ax6, linewidth=0, marker='.', markersize=1, color='midnightblue', alpha=0.3, label='Smoothed')
+fig6.savefig(os.path.join(output_dir, 'smoothed_light_curves.png'))
+plt.close(fig6)
diff --git a/snippets/planets/downloadPlanetAnomalies.py b/snippets/planets/downloadPlanetAnomalies.py
new file mode 100644
index 00000000..c28ee29a
--- /dev/null
+++ b/snippets/planets/downloadPlanetAnomalies.py
@@ -0,0 +1,71 @@
+import os
+import requests
+from supabase import create_client, Client
+import logging
+
+# Initialize Supabase client
+supabase_url = 'https://hlufptwhzkpkkjztimzo.supabase.co'
+supabase_key = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6ImhsdWZwdHdoemtwa2tqenRpbXpvIiwicm9sZSI6ImFub24iLCJpYXQiOjE3MTYyOTk3NTUsImV4cCI6MjAzMTg3NTc1NX0.v_NDVWjIU_lJQSPbJ_Y6GkW3axrQWKXfXVsBEAbFv_I'
+supabase: Client = create_client(supabase_url, supabase_key)
+
+# Define the initial folder path
+initial_folder = '../anomalies/planets'
+
+# Ensure the initial folder exists
+if not os.path.exists(initial_folder):
+    os.makedirs(initial_folder)
+
+# Set up logging
+logging.basicConfig(level=logging.INFO)
+logger = logging.getLogger(__name__)
+
+# Base URL for public access to the storage bucket
+public_base_url = f'{supabase_url}/storage/v1/object/public/anomalies/'
+
+# Function to download images from Supabase storage and save them to the local file system
+def download_images_from_supabase():
+    offset = 0
+    while True:
+        try:
+            # List objects in the 'anomalies' bucket with pagination
+            files = supabase.storage.from_('anomalies').list('', {'limit': 1000, 'offset': offset})
+            if not files:
+                logger.info("No more files to download.")
+                break
+        except Exception as e:
+            logger.error(f"Error listing files from Supabase: {e}")
+            break
+
+        for file in files:
+            file_path = file['name']
+            anomaly_id = file_path.split('/')[0]  # Extract the anomaly ID from the file path
+            file_name = file_path.split('/')[-1]  # Extract the file name
+
+            # Create a directory for the anomaly ID if it doesn't exist
+            anomaly_folder = os.path.join(initial_folder, anomaly_id)
+            if not os.path.exists(anomaly_folder):
+                os.makedirs(anomaly_folder)
+
+            # Construct the public URL for the file
+            public_file_url = f'{public_base_url}{file_path}'
+            local_file_path = os.path.join(anomaly_folder, file_name)
+
+            try:
+                # Download the file from Supabase storage
+                response = requests.get(public_file_url)
+                response.raise_for_status()  # Check for HTTP errors
+
+                # Save the file to the local directory
+                with open(local_file_path, 'wb') as f:
+                    f.write(response.content)
+
+                logger.info(f"Downloaded {file_name} to {local_file_path}")
+
+            except requests.RequestException as e:
+                logger.error(f"Error downloading {file_path}: {e}")
+
+        offset += 1000
+
+# Run the download function
+if __name__ == "__main__":
+    download_images_from_supabase()
diff --git a/starsailors.code-workspace b/starsailors.code-workspace
deleted file mode 100644
index a9ad457d..00000000
--- a/starsailors.code-workspace
+++ /dev/null
@@ -1,17 +0,0 @@
-{
-  "folders": [
-    {
-      "name": "project-root",
-      "path": "./"
-    },
-    {
-      "name": "supabase-functions",
-      "path": "supabase/functions"
-    }
-  ],
-  "settings": {
-    "files.exclude": {
-      "supabase/functions/": true
-    }
-  }
-}
diff --git a/supabase/archive/Base Planet Sectors Rows.csv b/supabase/archive/Base Planet Sectors Rows.csv
new file mode 100644
index 00000000..f0070bef
--- /dev/null
+++ b/supabase/archive/Base Planet Sectors Rows.csv	
@@ -0,0 +1,9 @@
+id,anomaly,owner,deposit_old,created_at,coverUrl,exploration_start_time,explored,structure,deposit,note
+25,2,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,2024-03-18 03:29:51.470609+00,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00119/ids/edr/browse/zcam/ZR0_0119_0677499911_318EBY_N0041250ZCAM08113_1100LMJ01_1200.jpg,,false,,17,
+1,,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,Iron,2024-01-08 13:21:12.05609+00,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00090/ids/edr/browse/edl/EBE_0090_0674952393_193ECM_N0040048EDLC00090_0030LUJ01_1200.jpg,,false,,,
+2,2,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,Iron,2024-01-08 13:21:52.906999+00,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00090/ids/edr/browse/edl/EBE_0090_0674952393_193ECM_N0040048EDLC00090_0030LUJ01_1200.jpg,,false,,11,
+11,2,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,2024-02-17 04:16:45.972633+00,,,false,,20,
+18,2,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,2024-02-17 04:19:07.411643+00,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00150/ids/edr/browse/ncam/NLE_0150_0680270504_692ECM_N0051812NCAM00209_07_0LLJ01_1200.jpg,,false,,18,
+20,,acd2a804-4b6d-408f-8510-6716bd1bac99,,2024-03-02 21:49:16.297465+00,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00066/ids/edr/browse/ncam/NLF_0066_0672809564_553ECM_N0032208NCAM02066_01_295J01_1200.jpg,,false,,13,
+21,,acd2a804-4b6d-408f-8510-6716bd1bac99,,2024-03-02 21:49:23.519672+00,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00066/ids/edr/browse/ncam/NLF_0066_0672809564_553ECM_N0032208NCAM02066_01_295J01_1200.jpg,,false,,15,
+22,,acd2a804-4b6d-408f-8510-6716bd1bac99,,2024-03-02 21:49:30.590549+00,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00066/ids/edr/browse/ncam/NLF_0066_0672809564_553ECM_N0032208NCAM02066_01_295J01_1200.jpg,,false,,13,
\ No newline at end of file
diff --git a/supabase/archive/Base Planets Rows.csv b/supabase/archive/Base Planets Rows.csv
new file mode 100644
index 00000000..3a67a033
--- /dev/null
+++ b/supabase/archive/Base Planets Rows.csv	
@@ -0,0 +1,7 @@
+id,content,ticId,type,radius,mass,density,gravity,temperatureEq,temperature,smaxis,orbital_period,classification_status,avatar_url,created_at,deepnote,starSystem,Faction,lightkurve
+5,Trappist-1f,TOI 6838.05,Terrestrial earth-size,1.045,1.039,5.009,,217.65,,0.03749,9.21,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base1.png,2023-12-11 07:10:40.276653+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/2e256956eb414262ae3902216eeb924f?height=440,5,5,
+3,Kepler-442b,KOI-4742.01,Terrestrial Super-Earth,1.34,2.3,,,233,,0.409,112.3,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base2.png,2023-12-11 07:04:10.985628+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/cc87705e6f8741548f240421ad98eb8a?height=840.34375,3,3,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710159536497
+1,Kepler-69c,KOI 172.02,Super-Earth,1.71,2.14,2.36,0.73,548.15,325.15,0.64,242.47,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base3.png,2023-12-09 22:45:53.406827+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/c0a1f3fb754c4d8e9a4af06561bdf63b?height=2137,2,1,
+4,Kepler-22b,KOI-87.01,Water world,2.1,9.1,5.2,,279,295,0.812,289.86,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:06:10.540091+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/de23ffaa2ccc4d0d8889cefbfbda83df?height=388.78125,4,4,
+6,TOI-700d,TOI-700.02,Goldilocks terrestrial earth-like,1.073,1.72,,,268.85,,0.1633,37.42,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:12:23.761093+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/209424fcd5de426bbdd87d1e5420dde4?height=598.75,6,6,
+2,Kepler-186f,KOI 571.05,Terrestrial Earth-like,1.17,1.44,,1.17,-85,,0.432,129.95,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 02:14:32.494124+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/26fe61c341554e0eb36d116ea86cc371?height=1214.46875,1,2,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825
\ No newline at end of file
diff --git a/supabase/archive/Classifications Rows.csv b/supabase/archive/Classifications Rows.csv
new file mode 100644
index 00000000..0e26bfc9
--- /dev/null
+++ b/supabase/archive/Classifications Rows.csv	
@@ -0,0 +1,2 @@
+id,created_at,content,author,anomaly,media
+1,2024-06-10 15:23:10.567813+00,Test,c533b926-ac87-44f5-bbc4-76e3b4419475,2,[]
\ No newline at end of file
diff --git a/supabase/archive/Classifications rows (1).csv b/supabase/archive/Classifications rows (1).csv
new file mode 100644
index 00000000..065094db
--- /dev/null
+++ b/supabase/archive/Classifications rows (1).csv	
@@ -0,0 +1,5 @@
+id,created_at,content,author,anomaly,media,sector
+3,2023-12-30 13:27:44.763218+00,Test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,
+4,2023-12-30 13:43:34.686831+00,Test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2,,
+5,2024-01-01 08:27:43.994767+00,Second test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,"[""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1704097663339cebdc7a2-d8af-45b3-b37f-80f328ff54d6carbon (1).png""]",
+6,2024-03-03 09:11:40.96893+00,Test 2,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2,"[""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1709457085705cebdc7a2-d8af-45b3-b37f-80f328ff54d6Screenshot_20240303-170727.png""]",
\ No newline at end of file
diff --git a/supabase/archive/Comments Rows.csv b/supabase/archive/Comments Rows.csv
new file mode 100644
index 00000000..9cfb26d7
--- /dev/null
+++ b/supabase/archive/Comments Rows.csv	
@@ -0,0 +1,16 @@
+id,post_id,parent_comment_id,content,author,created_at,parent
+1,15,,This is a test comment,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-07-11 00:09:16+00,
+2,15,1,A test nested comment,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-07-11 05:20:17+00,
+3,17,,test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-07-21 01:49:43+00,
+10,16,1,Test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,
+11,15,1,Test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,
+12,8,1,Test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,
+13,27,1,"It was a little awkward to see with the light blue texture on white background, but there was a slight pattern of repeating dips on this light curve. I'll take a look and see if I can get some new sectors to add to this planet.",cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,
+14,25,1,Definitely looks like there's a planet here. Also worth noting that all the dips line up near-perfectly when the curve is phase-folded,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,
+15,22,1,test,e3344c5c-384f-4898-aea6-397c2ac1edf6,,
+16,22,1,,e3344c5c-384f-4898-aea6-397c2ac1edf6,,
+17,45,1,"Yep, if you look at the binned graph (on the left-hand side), you'll see there's a recurring pattern of dips. The phase-folded graph (on the right-hand side) shows all those dips folded onto each other. Since they all appear to line up, it's likely that there is a planet here :)",cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,
+18,78,1,Note that the jupyter file can be seen in the github link in the deepnote block for this planet :),cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,
+22,,,ipfs://QmVCkTNwiAneGd4CZ7j2GM12n2dj8qy2c7vjWyv3fCgZ38/Frame%201000002890.png,,,
+27,,,ipfs://QmbSNxhpW8PzfpTU6MCCrQRGmsVbpDnkbp3S1v2jb18U5R/Frame%201000002911.png,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,24
+28,,,ipfs://QmbSNxhpW8PzfpTU6MCCrQRGmsVbpDnkbp3S1v2jb18U5R/MVxWanderers_Storytelling101_Session2.m4a,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,24
\ No newline at end of file
diff --git a/supabase/archive/Inventory Items Rows.csv b/supabase/archive/Inventory Items Rows.csv
new file mode 100644
index 00000000..7f75a4b6
--- /dev/null
+++ b/supabase/archive/Inventory Items Rows.csv	
@@ -0,0 +1,24 @@
+id,name,description,cost,icon_url,ItemCategory,parentItem,itemLevel,oldAssets
+1,Potion,Heals you,1,https://cdn-icons-png.flaticon.com/512/5305/5305029.png,Consumable,,1,
+2,Sword,Stab stab,2,https://cdn-icons-png.flaticon.com/512/1218/1218741.png,Weapon,,1,
+3,Armour,Less stab,2,https://cdn-icons-png.flaticon.com/512/1065/1065537.png,Cosmetic,,1,
+5,Hoe,Till the dirt,10,https://cdn-icons-png.flaticon.com/512/2168/2168028.png,Tool,,1,
+4,Axe,Chop,2,https://cdn-icons-png.flaticon.com/512/1825/1825371.png,Tool,,1,
+17,Alloy,"Alloy used for building, composed of multiple trace metals",,https://cdn.cloud.scenario.com/assets/Ik6wffNpQmqcS7otyeEQqg?p=100&Policy=eyJTdGF0ZW1lbnQiOlt7IlJlc291cmNlIjoiaHR0cHM6Ly9jZG4uY2xvdWQuc2NlbmFyaW8uY29tL2Fzc2V0cy9JazZ3ZmZOcFFtcWNTN290eWVFUXFnP3A9MTAwKiIsIkNvbmRpdGlvbiI6eyJEYXRlTGVzc1RoYW4iOnsiQVdTOkVwb2NoVGltZSI6MTcwOTI1MTE5OX19fV19&Key-Pair-Id=K36FIAB9LE2OLR&Signature=Rhgv0Tw-q10wUfCS~tkV0m-nM9gkRTTBimXkyp6qzsNBZRfFHYMptI5thaYf-AcYlaOlMXmmnnCpNlN--pX82HGE1JsKDEuEUuNeKguzcywvEtgdE3BICiiBEkj6NqWNH2ntLwMvq-LV1o8EdSzTlNbuSYpCnKUdSCaQ~NrSdyRvLdLPLB8aDqRcx5aq-~vO9-M4-xH7voHz9h5K3AOJZe17a8ctQo-0eFWw7ayxYJME8RO-JIOhLfVFQGzKiJ0cTQ3evtAawWu7tuseLrNXbiODPM7gkB7d8gBhQG0tuTOxmyCBLGgh9U7jrkscQuaqytqoiyy8G2308lXdQfc-sQ__,Minerals,,1,
+6,Shovel,Bury me,1,https://cdn-icons-png.flaticon.com/512/4360/4360026.png,Tool,,1,
+7,Pencil,Good at splleing,3,https://cdn-icons-png.flaticon.com/512/2541/2541991.png,Tool,,1,
+10,Aerocamera,"Level 1 iteration of your camera, which allows you to see the stars and their hidden planets",0,https://github.com/Signal-K/client/blob/FCDB-4/public/assets/Inventory/Items/AeroCameraLevel1NoBg.png?raw=true,Achievement,8,1,
+19,Copper,Copper is used for powerful & complex electronic devices,,https://cdn.cloud.scenario.com/assets/OG4yLbIzQGKEyfWztscPQg?p=100&Policy=eyJTdGF0ZW1lbnQiOlt7IlJlc291cmNlIjoiaHR0cHM6Ly9jZG4uY2xvdWQuc2NlbmFyaW8uY29tL2Fzc2V0cy9PRzR5TGJJelFHS0V5Zld6dHNjUFFnP3A9MTAwKiIsIkNvbmRpdGlvbiI6eyJEYXRlTGVzc1RoYW4iOnsiQVdTOkVwb2NoVGltZSI6MTcwOTI1MTE5OX19fV19&Key-Pair-Id=K36FIAB9LE2OLR&Signature=W9DPvah~83J41SGaXnNCYN5Faj9qTj-e4obhwl4PvSvvvQo4iM9-ndWquNJPRYGha58o050idiBlxlX54c3PrFhdJ4XNNUoas2nQXmbXvfnpShbZBqr0A8AZAvl8ku6EUDZhyI0fmCdwyYr0ZASSiSj93qkROMOFimOTxGhWyYETbASj186209~BeEMbWUTrv1E5iocH2iueqyB46QnWcvArR71p6l-FG1z3LRLIFJIUbPJLwizRo0CWEG4fVJckr3vzW2abfim0rdOua5bGbhKoXHXvdx4T8K49taJCMU8kNhMcJ5F53d6doT8jaVYTl5pnLuBBpweFTZ3YfVDDsQ__,Minerals,,1,
+9,Golden Telescope,You've completed your first part of the journey as a Star Sailor - you're now able to view the closest and simplest of exoplanet candidates,0,https://github.com/Signal-K/client/blob/FCDB-4/public/assets/Inventory/Items/GoldenTelescopeLevel1noBg.png?raw=true,Achievement,8,1,
+20,Chromium,Processed chromium ingots used for crafting,,https://cdn.cloud.scenario.com/assets/asset_8ZRnWTEzz4d7gZ3Nz6jFJWNA?Policy=eyJTdGF0ZW1lbnQiOlt7IlJlc291cmNlIjoiaHR0cHM6Ly9jZG4uY2xvdWQuc2NlbmFyaW8uY29tL2Fzc2V0cy9hc3NldF84WlJuV1RFeno0ZDdnWjNOejZqRkpXTkE~KiIsIkNvbmRpdGlvbiI6eyJEYXRlTGVzc1RoYW4iOnsiQVdTOkVwb2NoVGltZSI6MTcwOTI1MTE5OX19fV19&Key-Pair-Id=K36FIAB9LE2OLR&Signature=DT1ZnrkonJ7~F6klHK~wpjPRpjFkK6o6uAUnRqCtOmOjlXU-W~RdWwe3N3y-Hi-Qoq0HQ9kmx28~tdRxgNng1P~iFScZnQGaT85wgbf~in4ADfOldILs5JDg5Q9A9hpHi~yu1oWrejH1I1vZ7lkpd68oSL~m7OtZHuC878VUZOsyH1~lHuykfxkyiutj~k1fdbdb-uFNkIQaGPf1muc8s6bcjMsY20EBsQdLxtKK0rHe5-A4fRm7ab3m7clcIvVsbM66zdgdgLvNTbnHCldJpu7jQGWKyNkIo3uDXjhlmYpWWSKtWVX0qiAEgfIsX7IzCrlZJn0q9R9B8FdAJszSQg__,Minerals,,1,
+8,The Golden Telescope,Each user gets one upon completion of the first tutorial mission,0,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/items/GoldenTelescopeLevel1noBg.png,Achievement,,1,"[""{\""old image\"":\""https://cdn-icons-png.flaticon.com/512/2991/2991566.png\""}""]"
+11,Coal,You can burn this to create power,1,https://raw.githubusercontent.com/Signal-K/client/initialClassification/public/assets/Inventory/Items/Coal.png,Minerals,,1,
+13,Silicates,"Silicon & combined resources that have been mined from a planet. Can be crafted into glass, quartz, and other useful building blocks",1,https://raw.githubusercontent.com/Signal-K/client/5b2959a9f3a4195c6e9583aee182b06b7d20bb27/public/assets/Inventory/Items/Silicates1.png,Minerals,,1,
+15,Iron,Partially processed iron ore from your planet,1,https://cdn.cloud.scenario.com/assets/asset_YswoTxMEsRnbmAPRMhEr1Zy9?Policy=eyJTdGF0ZW1lbnQiOlt7IlJlc291cmNlIjoiaHR0cHM6Ly9jZG4uY2xvdWQuc2NlbmFyaW8uY29tL2Fzc2V0cy9hc3NldF9Zc3dvVHhNRXNSbmJtQVBSTWhFcjFaeTk~KiIsIkNvbmRpdGlvbiI6eyJEYXRlTGVzc1RoYW4iOnsiQVdTOkVwb2NoVGltZSI6MTcwOTI1MTE5OX19fV19&Key-Pair-Id=K36FIAB9LE2OLR&Signature=Vm59WizbZGFqbqs3HWfQlxjF2MoWbYeXmeQapCpVWyJIOQslRG3zgSVZyiU652b2kH3aUJb1TGyYFe3Vwch4QQ4bJGZTIYGf58rfJJJ4yrIR1OSudBTHseASL6-DX~itm9TqhvQrCM5WPGxWLU0kWNnbSDz81n08fza8lEdHwZi1rNOr7-Nsh7hJ310kvw-FGyGh2DnfT5p4vyCMhSlF9LR3n2LwXi225YM4xqay5EwUbSypAl0LlL1G2Lxk3Ssx4nnvC~VAPlpvIu55FFa80CSmvQXpQRcETob5WZiuCkKsxgCAd558AdZf881FNMofXDemGjbKXDRnyZF7HVegww__,Minerals,,1,
+16,Nickel,Partially processed/refined nickel ore for use in electronics,1,https://cdn.cloud.scenario.com/assets/asset_nJgnGPaXsUNwQiBHMnQ5FkYN?Policy=eyJTdGF0ZW1lbnQiOlt7IlJlc291cmNlIjoiaHR0cHM6Ly9jZG4uY2xvdWQuc2NlbmFyaW8uY29tL2Fzc2V0cy9hc3NldF9uSmduR1BhWHNVTndRaUJITW5RNUZrWU4~KiIsIkNvbmRpdGlvbiI6eyJEYXRlTGVzc1RoYW4iOnsiQVdTOkVwb2NoVGltZSI6MTcwOTI1MTE5OX19fV19&Key-Pair-Id=K36FIAB9LE2OLR&Signature=oDsxuDwX-xV4hhCocPD5bpzI-YKJYkxleXgMrCd~6YkPpyAxxI7oP5V1vY37wo3MCl~SlFS3usZZad9CrhaBsjhmxArbs5Of8KRL7NM5-qs0T2QPjo24e9bZHWzsMwUh-E1QvcQMe8VjosQ3eQygqoyG6h4r5WsBmS2fY87vJ5HB7rGW2V268KY3rbjEOGIR1LNyJnJZ4vsBPW~4TijY9OxgRLBPHblBsL2u9Px6S7BO-PP4Ol3HQCepRmeLJvvRtYiTGDXwvtd4WpGcIJYzUbo0i~Ly1faU3WpU7xJ-Db7ICLlyjMDetyu~-q0eFgQJeP2At7SXRFIrzxUws1YccA__,Minerals,,1,
+12,Telescope Signal Receiver,This tool is used to receive transmissions from your transiting telescope and decode them into readable data,1,https://github.com/Signal-K/client/blob/initialClassification/public/assets/Inventory/Structures/Telescope2.png?raw=true,Structure,,1,"[""{\""old image\"":\""https://raw.githubusercontent.com/Signal-K/client/ddf402b0c7ac3929b574d64716cac0c4b212560f/public/assets/Inventory/Structures/TelescopeReceiverStruct.png""]"
+14,Transiting Telescope,The first telescope you build - can do short-range transitting scans of your base planet,2,https://github.com/Signal-K/client/blob/initialClassification/public/assets/Inventory/Structures/TelescopeReceiver.png?raw=true,Structure,8,1,"[""{\""old image\"":\""https://github.com/Signal-K/client/blob/initialClassification/public/assets/Inventory/Structures/Telescope.png?raw=true""]"
+21,Water,Water makes the world go round!,,https://cdn.cloud.scenario.com/assets/asset_57Adbp4nN9wnFq3GUJpAHZuE?Policy=eyJTdGF0ZW1lbnQiOlt7IlJlc291cmNlIjoiaHR0cHM6Ly9jZG4uY2xvdWQuc2NlbmFyaW8uY29tL2Fzc2V0cy9hc3NldF81N0FkYnA0bk45d25GcTNHVUpwQUhadUU~KiIsIkNvbmRpdGlvbiI6eyJEYXRlTGVzc1RoYW4iOnsiQVdTOkVwb2NoVGltZSI6MTcwOTI1MTE5OX19fV19&Key-Pair-Id=K36FIAB9LE2OLR&Signature=iMzfdg-a~D3AwOJ7zzl7HjowxUAxeJDmGGAXbcI5F-eLE5bAb5~r0S5qC~bQu1TCJdO104vNTUI3rCgGXRWxmkocTWc6ADy6e-lJQg2YOABbjR17Bfzjg2GxYfidmJTImGHJHSHfREY9~bKa2CowsHbNVCatljRh~082XpH1xAF~DowVXAD4tMcDXtVViYtKwqT8NsFZQmKqIqCcy~-NyneCSMz0l0K9RF-u9GUVYTYXDmBV78-Qwpg0GGhI~et~HASWH63ntTwYhi~DWXFbgN2TmfRnJaS~SsmfWTcf8KLrWyYxREx9HYdthctVdBE6oUsn46wD3~eR0DqYH7viKA__,Minerals,,1,
+18,Fuel,Fuel is used to power your structures & vehicles!,,https://raw.githubusercontent.com/Signal-K/client/70c11f756e9284c1cb787726d2427dcfa0194fb6/public/assets/Inventory/Items/Fuel.png,Minerals,,1,"[""{\""old image\"":\""https://cdn.cloud.scenario.com/assets/LVfOHafhQyC5ynOfBvNOBA?p=100&Policy=eyJTdGF0ZW1lbnQiOlt7IlJlc291cmNlIjoiaHR0cHM6Ly9jZG4uY2xvdWQuc2NlbmFyaW8uY29tL2Fzc2V0cy9MVmZPSGFmaFF5QzV5bk9mQnZOT0JBP3A9MTAwKiIsIkNvbmRpdGlvbiI6eyJEYXRlTGVzc1RoYW4iOnsiQVdTOkVwb2NoVGltZSI6MTcwOTI1MTE5OX19fV19&Key-Pair-Id=K36FIAB9LE2OLR&Signature=nUfA5IjqgaHnhmQ1dqL2DswSUKqjP2B3IwSFltl-nXC-v7dYVehKywgNFzk7Hf4cpNBPdAwc05wKT62ErbqipBgiLD693Q5Rk~HBPzM~kbd4e48~V2u0nXV3-xyh5c-c5O5Hamm97cThiLlNRQ3dqQ6QeDBDp-lGLG7kEzNh~fPNG8s1xoJJOv3-N4CVWZjqdmFlTapQXvlgOqKVuWHWur-JuV72XtWh5XADG7nHEiqIUifsFmAjEqsbljFeokAaoZx-L8CcD6S-ldZ1zqrfTznu5PIwUZ06C~xR~cS1O00OiCOLXQoF9tlgH3-TQhZCFPv9-Fy~TaUv3-mom1HcqQ__""]"
+22,Vehicle structure,"Sample/test, allows vehicles like rovers or spaceships to be docked and launched",1,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/avatars/r2d2.png,Structure,12,1,
+23,Rover 1,Modelled after Curiosity/Perseverance. basics of item gathering.,,https://cdn.cloud.scenario.com/assets/asset_eX92nBShzZbTFAVxomTZoVkt?Policy=eyJTdGF0ZW1lbnQiOlt7IlJlc291cmNlIjoiaHR0cHM6Ly9jZG4uY2xvdWQuc2NlbmFyaW8uY29tL2Fzc2V0cy9hc3NldF9lWDkybkJTaHpaYlRGQVZ4b21UWm9Wa3Q~KiIsIkNvbmRpdGlvbiI6eyJEYXRlTGVzc1RoYW4iOnsiQVdTOkVwb2NoVGltZSI6MTcxNzE5OTk5OX19fV19&Key-Pair-Id=K36FIAB9LE2OLR&Signature=tKuHQxf7gLWDQgnJ~0h6nOFJAn6f2wj3qkbOUd6EkhXYpCupDGYyoYQhCdPmSMURjmYsqpAuBs930Bb~rXMT8-dZFRqNENpDq4Vz7XY0lKjgNMa6laOcr8rOfV9fsT251WcvE~XYwlbxEbE0U4w1cOtgfXbR6gOOv66jjRSHYe-eIBaqkwLRJ0iqCSMTEkF-bjoXTlkFThl9kNRzXDYqIXc6FzveRW6NCHKEDS7e0UTiCZ2UQHF3Bk6-S64n81uB7fE8UHcw1W3Za-qhbuX734Zc1Q86JabZZJMQ8kWTOnXXT8fwh6B-VywwNynzRNrWrMFynySuq8u2Qsr0T~9qJA__,Automaton,22,2,
\ No newline at end of file
diff --git a/supabase/archive/Inventory Planets Rows.csv b/supabase/archive/Inventory Planets Rows.csv
new file mode 100644
index 00000000..7e218385
--- /dev/null
+++ b/supabase/archive/Inventory Planets Rows.csv	
@@ -0,0 +1,44 @@
+id,planet_id,owner_id,created_at,modifications
+1,48,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-08-27 02:07:36.252272+00,
+2,61,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-08-27 10:59:56.41631+00,
+3,50,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-08-27 11:26:37.840972+00,
+4,51,e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-08-27 11:27:23.221304+00,
+5,61,e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-08-29 02:47:04.420664+00,
+6,49,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-08-29 06:28:51.173254+00,
+7,58,83ec2c02-0ece-4be3-a714-9cd5ca5c10b2,2023-08-29 12:48:26.156061+00,
+11,51,8b09080f-1306-4ca7-b3b4-b284f047669e,2023-09-08 04:57:03.78749+00,
+12,47,8b09080f-1306-4ca7-b3b4-b284f047669e,2023-09-08 05:06:36.66111+00,
+13,47,8b09080f-1306-4ca7-b3b4-b284f047669e,2023-09-08 05:06:38.730551+00,
+14,50,8b09080f-1306-4ca7-b3b4-b284f047669e,2023-09-08 05:08:52.88084+00,
+15,50,8b09080f-1306-4ca7-b3b4-b284f047669e,2023-09-08 05:08:54.924586+00,
+16,62,de191534-352f-4136-bac5-391ff940ec09,2023-09-10 03:21:03.990312+00,
+17,62,de191534-352f-4136-bac5-391ff940ec09,2023-09-10 03:22:25.544521+00,
+18,59,de191534-352f-4136-bac5-391ff940ec09,2023-09-10 03:27:39.965437+00,
+19,51,de191534-352f-4136-bac5-391ff940ec09,2023-09-10 03:39:10.444397+00,
+20,50,de191534-352f-4136-bac5-391ff940ec09,2023-09-10 03:45:16.041115+00,
+21,58,de191534-352f-4136-bac5-391ff940ec09,2023-09-10 05:29:48.633968+00,
+22,47,de191534-352f-4136-bac5-391ff940ec09,2023-09-10 08:00:45.816795+00,
+23,61,de191534-352f-4136-bac5-391ff940ec09,2023-09-10 08:04:09.999409+00,
+24,48,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-09-12 05:56:03.469492+00,
+25,51,e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-14 12:17:33.456421+00,
+26,50,e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-14 12:19:31.886511+00,
+27,47,e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-14 12:24:18.235317+00,
+28,51,e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-19 09:03:02.043264+00,
+29,50,e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-19 09:03:10.746886+00,
+30,47,e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-19 09:03:18.07815+00,
+31,62,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-09-27 04:10:10.396844+00,
+32,62,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-09-27 04:13:24.649326+00,
+33,62,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-09-27 04:13:32.760663+00,
+34,62,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-09-27 04:17:39.960573+00,
+35,62,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-09-27 04:18:51.533926+00,
+36,62,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-09-27 04:19:03.092762+00,
+37,62,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-09-27 04:21:29.699297+00,
+38,59,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-09-27 04:22:01.379679+00,
+39,59,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-09-27 04:25:39.151003+00,
+40,51,56922ce7-dddb-441d-8656-3fc6e1f3867f,2023-09-27 08:33:53.535313+00,
+41,50,56922ce7-dddb-441d-8656-3fc6e1f3867f,2023-09-27 08:34:36.601515+00,
+42,47,56922ce7-dddb-441d-8656-3fc6e1f3867f,2023-09-27 08:35:52.393287+00,
+43,64,e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-27 13:59:20.078114+00,
+44,49,e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-27 14:00:53.544031+00,
+45,65,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-09-28 13:21:45.39828+00,
+46,64,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-11-26 08:55:44.367785+00,
\ No newline at end of file
diff --git a/supabase/archive/Inventory Users Rows.csv b/supabase/archive/Inventory Users Rows.csv
new file mode 100644
index 00000000..cdfd0892
--- /dev/null
+++ b/supabase/archive/Inventory Users Rows.csv	
@@ -0,0 +1,40 @@
+id,item,owner,quantity,location,sector,planetSector,notes,time_of_deploy,basePlanet
+9,1,e3344c5c-384f-4898-aea6-397c2ac1edf6,1,4,,,,,
+10,8,8b09080f-1306-4ca7-b3b4-b284f047669e,1,,,,,,
+11,8,fdccaca9-0b18-4e14-9ca8-75c9d69ccd43,1,,,,,,
+56,13,acd2a804-4b6d-408f-8510-6716bd1bac99,1,,,,,,
+57,13,acd2a804-4b6d-408f-8510-6716bd1bac99,1,,,,,,
+14,8,83ec2c02-0ece-4be3-a714-9cd5ca5c10b2,1,,,,,,
+15,8,cd4b7ab1-1297-40d7-9815-2adf18efce07,1,,,,,,
+17,10,e3344c5c-384f-4898-aea6-397c2ac1edf6,1,,,,,,
+19,9,8b09080f-1306-4ca7-b3b4-b284f047669e,1,,,,,,
+20,10,8b09080f-1306-4ca7-b3b4-b284f047669e,1,,,,,,
+21,8,de191534-352f-4136-bac5-391ff940ec09,1,,,,,,
+22,10,de191534-352f-4136-bac5-391ff940ec09,1,,,,,,
+23,8,cdfb438d-2fa4-4745-b96d-5bc277455425,1,,,,,,
+24,9,56922ce7-dddb-441d-8656-3fc6e1f3867f,1,,,,,,
+25,8,56922ce7-dddb-441d-8656-3fc6e1f3867f,1,,,,,,
+26,10,56922ce7-dddb-441d-8656-3fc6e1f3867f,1,,,,,,
+27,9,e3344c5c-384f-4898-aea6-397c2ac1edf6,1,,,,,,
+61,13,acd2a804-4b6d-408f-8510-6716bd1bac99,1,,,,,,
+106,23,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,,,,first rover created by user,,2
+18,10,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,,25,,,
+63,13,acd2a804-4b6d-408f-8510-6716bd1bac99,1,,20,,,,
+64,13,acd2a804-4b6d-408f-8510-6716bd1bac99,1,,20,,,,
+65,13,0bf3d653-fce9-43e5-88af-2c24cc4ba76b,1,,22,,,,
+54,14,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,18,18,,2024-04-24 06:51:00.013+00,
+108,14,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,,,Structure,,2
+58,11,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,,18,,2024-04-24 06:51:00.013+00,
+31,11,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,5,11,11,18,,2024-04-24 06:51:00.013+00,
+59,11,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,,18,,2024-04-24 06:51:00.013+00,
+60,11,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,2,18,,2024-04-24 06:51:00.013+00,
+55,18,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,18,18,,2024-04-24 06:51:00.013+00,
+68,11,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,2,18,,2024-04-24 06:51:00.013+00,
+69,18,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,18,18,,2024-04-24 06:51:00.013+00,
+32,13,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,5,1,2,18,,2024-04-24 06:51:00.013+00,
+4,8,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,,18,,2024-04-24 06:51:00.013+00,
+16,9,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,,18,,2024-04-24 06:51:00.013+00,
+78,11,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,0,,,,Reward collected from rover/automaton 74,,
+74,23,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,,18,18,first rover created by user,,
+104,22,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,,25,Structure,,2
+105,12,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,,25,Structure,,2
\ No newline at end of file
diff --git a/supabase/archive/Inventory rows.csv b/supabase/archive/Inventory rows.csv
new file mode 100644
index 00000000..b2554236
--- /dev/null
+++ b/supabase/archive/Inventory rows.csv	
@@ -0,0 +1,9 @@
+id,item,owner,quantity,notes,parentItem,time_of_deploy,anomaly
+1,29,c533b926-ac87-44f5-bbc4-76e3b4419475,1,Created upon the completion of mission 1,,2024-06-10 15:20:57.733+00,
+3,12,c533b926-ac87-44f5-bbc4-76e3b4419475,1,Reward for completing mission 3,,2024-06-10 15:21:15.145+00,2
+2,22,c533b926-ac87-44f5-bbc4-76e3b4419475,1,Reward for completing mission 2,,2024-06-10 15:21:10.5+00,2
+10,14,c533b926-ac87-44f5-bbc4-76e3b4419475,1,Created by crafting 14 for mission 7,3,2024-06-10 15:22:59.718+00,2
+4,23,c533b926-ac87-44f5-bbc4-76e3b4419475,1,First Rover Created By User using Vehicle Structure 2. For mission 5,,,2
+20,30,c533b926-ac87-44f5-bbc4-76e3b4419475,1,,,,2
+28,11,c533b926-ac87-44f5-bbc4-76e3b4419475,1,Reward from mining station id: 20,,,2
+29,26,c533b926-ac87-44f5-bbc4-76e3b4419475,1,,,,2
\ No newline at end of file
diff --git a/supabase/archive/Missions Rows.csv b/supabase/archive/Missions Rows.csv
new file mode 100644
index 00000000..74f65458
--- /dev/null
+++ b/supabase/archive/Missions Rows.csv	
@@ -0,0 +1,14 @@
+id,user,time_of_completion,mission,configuration,rewarded_items
+1,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2024-06-10 15:20:57.687+00,1,,
+2,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2024-06-10 15:21:10.477+00,2,,
+3,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2024-06-10 15:21:15.145+00,3,,"[""2""]"
+4,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2024-06-10 15:21:26.323+00,4,,"[""23""]"
+5,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2024-06-10 15:21:35.721+00,5,,"[""13""]"
+6,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2024-06-10 15:22:53.873+00,6,,"[""13"",""13"",""15""]"
+7,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2024-06-10 15:22:53.916+00,6,,"[""13"",""13"",""15""]"
+8,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2024-06-10 15:22:56.149+00,7,,"[""13""]"
+9,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2024-06-10 15:23:10.076+00,8,,"[""13"",""13"",""13"",""16""]"
+10,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2024-06-10 16:14:49.184+00,6,,"[""13"",""13"",""15""]"
+11,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2024-06-10 16:42:41.108+00,6,,"[""13"",""13"",""15""]"
+12,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2024-06-10 16:50:12.42+00,6,,"[""13"",""13"",""15""]"
+13,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2024-06-10 16:50:12.453+00,6,,"[""13"",""13"",""15""]"
\ No newline at end of file
diff --git a/supabase/archive/Old Posts Rows.csv b/supabase/archive/Old Posts Rows.csv
new file mode 100644
index 00000000..0bfcf046
--- /dev/null
+++ b/supabase/archive/Old Posts Rows.csv	
@@ -0,0 +1,30 @@
+id,content,author,created_at,media,planets
+8,User 2 test,fdd401bf-3925-49ba-a155-4c3dba8dd93f,2023-02-06 05:25:27.395683+00,[],
+9,User 1 test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-02-06 05:25:51.270489+00,[],
+10,"New day, new post, new me.",cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-02-07 04:36:39.502662+00,[],
+12,"Discussion about how data should be presented to the web client from the backend (for this ""citizen science"" discussion webapp):
+
+https://elianna.notion.site/Dataset-structure-Discussion-42d23cf1ced447138c6ffef1c01df286
+
+Based on my current understanding and very limited scope so far, I'm storing things in a database just as fields.
+E.g. stats/fields relating to exoplanet data (say, from the TESS telescope which provides the Lightkurve dataset/module) would include temperature, radius, etc. So there would be a table on the database for planets which is where any dataset relating to ""planets"" would store its data, and each datapoint would then be tagged by which collection it was part of (e.g. ""Exoplanet 42"" may have been added by ""Survey 21"" but is also included in ""Survey 27"" and everything is in the one table on the db)
+
+Most of the discussion/examples refer to planets simply because that's what we've built up so far
+
+There's a few limitations to this:
+1. Some datapoints (say from different collections) may have extra fields (e.g. Survey 31 may have a field for aphelion but every other survey doesn't...so how do we structure for missing fields?
+2. What happens if a user wants to add a dataset but adds new fields that are already existing -> e.g. Survey 109 adds a new radius field?
+3. What happens if an entry gets duplicated? We could set up a way for people to edit fields, but then how do we moderate that?
+
+Ultimately, I think we can build out the initial system with these limitations for now as it will only be us who's using & building on the platform, which means we can assume that there won't be any malicious intent, and there won't be so much data that it becomes impossible to fix mistakes. Once we have a better understanding of how we'll migrate this over to Nodes we'll hopefully get closer to solving this issues/limitations. I think the way the data will be stored will mostly remain the same -> either datasets in the form of tables, or preferably modules like Lightkurve that can then be imported (maybe we could look for a tool that could automate this process -> storing the data directly on IPFS anyway). Long-term we only will have user data & unpublished content existing on the relational off-chain DB so I think we'll be fine with this model. However, some research on the frontend & API structure will need to be put in as well to ensure that regardless of what model/dataset is being used, anything can be queried by the API and the UX/UI design remains consistent regardless of how many fields or what fields are being displayed
+
+In short, data should be presented in tabular format if possible -> Field Name, Field Content. For every collection/dataset/article we work with, we should write a standard for what each table should consist of so that I can set that up on the backend.",cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-02-21 15:00:32.964742+00,[],
+11,Some code & screenshot of the generator page in signal-k/client,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-02-08 13:26:15.649305+00,"[""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1675862738305cebdc7a2-d8af-45b3-b37f-80f328ff54d6carbon (1).png"",""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/imgonline-com-ua-twotoone-wnkSKAAFqNdmU3S.jpg""]",
+13,,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-03-07 05:51:53.777511+00,"[""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1678168309828cebdc7a2-d8af-45b3-b37f-80f328ff54d6ameer-basheer-gV6taBJuBTk-unsplash.jpg""]",
+16,Here's a pdf. The link to it is https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1679318445135cebdc7a2-d8af-45b3-b37f-80f328ff54d6Owl.pdf,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-03-20 13:20:50.829413+00,"[""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1679318445135cebdc7a2-d8af-45b3-b37f-80f328ff54d6Owl.pdf""]",
+17,I believe planetId 8 should be considered confirmed.,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-04-18 01:39:07.156388+00,[],
+18,I believe that planetId 43 should be considered a planet because it has a regular transit time.,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-04-21 04:51:53.089407+00,[],
+20,Excited to see how this works!,4860b718-7607-4f7f-bdb6-563b0320b460,2023-05-01 02:14:27.794993+00,[],
+21,Excited to see how this works!,4860b718-7607-4f7f-bdb6-563b0320b460,2023-05-01 02:14:27.897718+00,[],
+22,@gizmotronn oi dog get rid of the picture bruh,924d6839-d194-49c7-bc28-5791d5e9700e,2023-06-20 12:57:22.060335+00,[],
+24,Project 1,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2024-02-09 13:10:33.599983+00,[],
\ No newline at end of file
diff --git a/database/Tables/Planetsss.csv b/supabase/archive/Planet Rows.csv
similarity index 97%
rename from database/Tables/Planetsss.csv
rename to supabase/archive/Planet Rows.csv
index bac8788e..771e77c7 100644
--- a/database/Tables/Planetsss.csv
+++ b/supabase/archive/Planet Rows.csv	
@@ -1,32 +1,33 @@
-50,KOI-4871,,2023-04-26 10:16:47.349241+00,[],,303,,out0.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/50/download.png,,KOI-4871,0,0,https://embed.deepnote.com/b4c251b4-c11a-481e-8206-c29934eb75da/b56a0704304940e49c38823795edaa20/465beb64fd954806bad41557ab6b406d?height=641,1,in progress,,,,
-45,Kepler-10,,2023-04-25 14:43:10.521093+00,[],,295,,out0.png,https://upload.wikimedia.org/wikipedia/commons/7/76/Kepler-10_star_system.jpg,,Kepler-10,0,0,https://embed.deepnote.com/b4c251b4-c11a-481e-8206-c29934eb75da/b56a0704304940e49c38823795edaa20/84207144a5c440d78124657345fca05f?height=1460.171875,2,incomplete,,,,
-43,Saturn clone,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-04-21 04:20:47+00,,,-133.85,,https://www.cfht.hawaii.edu/Science/Astros/Imageofweek/ciw-image/131299-1.gif,https://a-z-animals.com/media/2022/07/iStock-1362060571-1024x552.jpg,,e465789,0,0,,,incomplete,,,,17.5711
-42,Jupiter,a64b1cbc-6b55-4fde-a863-44792c8398bb,2023-03-28 11:50:58+00,,,565,"'"0xCdc5929e1158F7f0B320e3B942528E6998D8b25c'"",out0.png,https://exoplanets.nasa.gov/rails/active_storage/blobs/eyJfcmFpbHMiOnsibWVzc2FnZSI6IkJBaHBBcElEIiwiZXhwIjpudWxsLCJwdXIiOiJibG9iX2lkIn19--5e7f055277aec9bb8da6555fd08a482b9f2f219f/1332_lava.jpg?disposition=inline,,TIC Sol1e,0,0,,,incomplete,,,,
-67,Kepler-186,,2023-10-26 04:24:35.63617+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/8tyiq6f717kz-removebg-preview.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/8tyiq6f717kz-removebg-preview.png,,,0,0,,,incomplete,-0.34,0.06102134,0.543276,12
-47,Kepler-22,,2023-04-25 23:54:39.844245+00,[],,294,,out0.png,https://upload.wikimedia.org/wikipedia/commons/thumb/1/1c/Kepler-22b.jpg/1200px-Kepler-22b.jpg,,Kepler-22,0,0,https://embed.deepnote.com/b4c251b4-c11a-481e-8206-c29934eb75da/b56a0704304940e49c38823795edaa20/cc9cea7e9e1448ad984db621ea412472?height=1245.5625,1,in progress,,,,
-60,TOI 1241.01,,2023-07-31 05:02:15.014666+00,[],,324,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/60/info.jpg,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/60/phase.png,,TIC 159107668.01,0,0,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/786f2b1633974744b7494397d4f4c4a1?height=377.71875,2,incomplete,5826,5.677181,1.05,11.1634
-59,TrES-2 b,,2023-07-26 00:00:26.832962+00,[],cebdc7a2-d8af-45b3-b37f-80f328ff54d6,890,,https://upload.wikimedia.org/wikipedia/commons/thumb/5/54/Kepler_First_Light_Detail_TrES-2.jpg/170px-Kepler_First_Light_Detail_TrES-2.jpg,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/59/binned.png,https://www.universetoday.com/wp-content/uploads/2009/08/ExoPlanet02.jpg (old cover),TIC 399860444,2.47,0,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/90838acbef1f4f91af5a5e458ffa4a04?height=596.1875,1,in progress,5854,1.09246325,1.057,10.854
-520,KOI-4878,,2023-04-30 12:59:24+00,,,1,,,,"",,1,1,,,incomplete,,,,
-530,KOI-456,,2023-04-30 12:59:31+00,,,1,,,,"",,1,1,,,incomplete,,,,
-8,Mars,71480dfe-7c9f-48fb-8abf-711040d2b5be,2023-03-07 10:28:01.054865+00,[],,100,"'"0xCdc5929e1158F7f0B320e3B942528E6998D8b25c'"",cebdc7a2-d8af-45b3-b37f-80f328ff54d6.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/covers/cebdc7a2-d8af-45b3-b37f-80f328ff54d6_cover_1676019303662,0xdf35Bb26d9AAD05EeC5183c6288f13c0136A7b43,TIC 53782,0,0,,,incomplete,6965,4.24766159,1.53,12.0315
-62,TIC 231663901,,2023-08-31 01:54:49.87043+00,[],,500,,"data:image/png;base64,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",https://th-thumbnailer.cdn-si-edu.com/zOUChg73J_B_m13CD1KHKrHUN4k=/800x600/filters:focal(396x217:397x218)/https://tf-cmsv2-smithsonianmag-media.s3.amazonaws.com/filer/70/6d/706d7622-bd1e-437a-851e-b5860d80e132/kepler-186f-art.jpg,,TIC 231663901,1.43,1326,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/20aa9eee5b144a81bb93695ed96d62e1?height=573.1875,1,in progress,5824,0.8224618,1.05,12.4069
-540,KOI-3456,,2023-04-30 12:59:37+00,,,1,,,,"",,1,1,,,incomplete,,,,
-550,KOI-5737,,2023-04-30 12:59:44+00,,,1,,,,"",,1,1,,,incomplete,,,,
-560,KOI-5806,,2023-04-30 12:59:57+00,,,1,,,,"",,1,1,,,incomplete,,,,
-570,KOI-5499,,2023-04-30 13:00:03+00,,,1,,,,"",,1,1,,,incomplete,,,,
-51,KOI-5737,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-04-27 06:55:19+00,,,311,,out0.png,https://wise2.ipac.caltech.edu/staff/jarrett/2mrs/2MRS.smooth-1.allsky.png,,KOI-5737,0,0,https://embed.deepnote.com/b4c251b4-c11a-481e-8206-c29934eb75da/b56a0704304940e49c38823795edaa20/ccf2424c886d481bb7846a6f41f5ddb8?height=597.953125,1,in progress,,,,
-1,Example Planet,,2023-08-16 01:08:32.292727+00,[],,0,"'"0xCdc5929e1158F7f0B320e3B942528E6998D8b25c'"",https://img.freepik.com/premium-vector/mysterious-blue-space-planet-game-ui-cartoon-icon_8071-9275.jpg?w=2000,http://stellarium.org/img/slideshow/slide-1.jpg,,,0,12765,,,incomplete,,,,
-61,TIC 274020586,,2023-08-02 03:56:28.348461+00,[],,2224,,https://www.digitaltrends.com/wp-content/uploads/2021/11/pr-planet-orbit-around-two-stars1.jpg?fit=720%2C720&p=1,https://www.digitaltrends.com/wp-content/uploads/2021/11/pr-planet-orbit-around-two-stars1.jpg?fit=720%2C720&p=1,,274020586,0,0.89,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/224d66e274a14bf6a60e1bc92755ed5c?height=379.734375,2,incomplete,8377,21.58404,2.07,13.2543
-24,Venus,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-03-16 06:42:37.971832+00,[],,895,"'"0xCdc5929e1158F7f0B320e3B942528E6998D8b25c'"",https://www.cfht.hawaii.edu/Science/Astros/Imageofweek/ciw-image/131299-1.gif,https://deepnote.com/api/project/b4c251b4-c11a-481e-8206-c29934eb75da/download-file?path=%2Fstatic%2Fout0.png&mtime=2023-03-17T15%3A08%3A25.000Z,original avatar: cebdc7a2-d8af-45b3-b37f-80f328ff54d6.png,TIC 53782,0,0,,,incomplete,6965,4.24766159,1.53,12.0315
-48,KIC 10593626,,2023-04-25 23:59:46.36274+00,[],,294,,out0.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/48/download.png,,KIC 10593626,0,0,https://embed.deepnote.com/b4c251b4-c11a-481e-8206-c29934eb75da/b56a0704304940e49c38823795edaa20/cc9cea7e9e1448ad984db621ea412472?height=1245.5625,3,incomplete,,,,17.303
-44,WASP-12b,,2023-04-21 04:21:57.586533+00,[],,2800,,planet44.jpeg,https://www.esa.int/var/esa/storage/images/esa_multimedia/images/2003/06/planet_transit/9798645-3-eng-GB/Planet_transit_pillars.jpg,,4567836637,0,0,TIC 86396382,,incomplete,6154,3.954701,1.17,11.0967
-49,Kepler-186,b25a1e47-3180-4afd-9366-e700031199fa,2023-04-26 00:10:48.376725+00,[],,312,,out0.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/49/download.png,,klpr008120608,0,0,https://embed.deepnote.com/b4c251b4-c11a-481e-8206-c29934eb75da/b56a0704304940e49c38823795edaa20/9d854cd350a640f38165bd99026b90b8?height=641,2,in progress,-0.26,0.257483125,0.81,15.7043
-63,TIC 270619211,,2023-09-13 07:21:21.878214+00,[],,480,,https://github.com/Signal-K/client/blob/04684e806325fd2c007c97f19cf32276e91b773f/public/assets/Inventory/Planets/Planet63.png?raw=true,https://github.com/Signal-K/client/blob/04684e806325fd2c007c97f19cf32276e91b773f/public/assets/Inventory/Planets/Planet63.png?raw=true,,TIC 270619211,77.43,10.1,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/bd7f824abfb149bc9ff8c4b8878a5671?height=395.265625,3,in progress,6718,4.450318,1.43,9.7548
-58,TIC 424965156,,2023-07-25 23:20:43.244244+00,[],,200,,out0.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/58/download.png,0xdf35Bb26d9AAD05EeC5183c6288f13c0136A7b43 | Old cover https://static.wikia.nocookie.net/spaceengineobjects/images/a/af/Image-1.jpg/revision/latest?cb=20140825175529,TIC 424865156,2.20474,0,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/862d756101614310a10ac2e878737749?height=634.1875,1,incomplete,6532.23,6.5192523,1.347,10.0274
-64,WASP-46b,,2023-09-27 03:53:19.525203+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/64/Planet64.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/64/Planet64.png,https://github.com/Signal-K/sytizen/commit/9c3811875039f1710eece424db7c0c847c0902df,TIC 231663901,0,120000,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/b117a9deab4444ad9d91d3382dce380b?height=134,1,in progress,5824,0.8224618,1.05,12.4069
-69,Kepler-22,,2023-11-29 11:45:53.778478+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/69/Kepler-22.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/69/Kepler-22.png,,Kepler-22,0,0,,,incomplete,-0.27,0.6453028,0.989,
-65,TIC 97409519,,2023-09-28 13:16:09.947836+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/65/65Cover.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/65/65Cover.png,,97409519,0,0,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/aa020c4c08a2406692cbf0e7cabff8d6?height=83,1,incomplete,6147,1.44490588,1.17,12.1893
-70,Kepler-442,,2023-11-29 11:47:23.570051+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/70/Kepler-69.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/70/Kepler-69.png,,,0,0,,,incomplete,-0.38,0.1494,0.72,
-66,TIC 200593988,,2023-10-01 07:04:06.320239+00,[],,456,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/66/66Cover.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/66/66Cover.png,,200593988,8,12,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/c7048a5b7da742b081d23933f6825d01?height=83,3,incomplete,3601,0.0329893269,0.46152,12.3069
-71,TOI-700,,2023-11-29 11:49:51.447245+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/69/Kepler22.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/69/Kepler22.png,,,0,0,,,incomplete,-0.76,0.0236,0.413,
-68,Kepler-69,,2023-11-25 14:40:45.432245+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/68/Kepler69.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/68/Kepler69.png,,Kepler-69,0,0,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/444f50e799124ee0ba9b190392d8450b/b9528f8a98e34452a329b56dfc8bc9a4?height=173,1,in progress,-0.191893,1.556918,1.03,12
+id,content,owner,created_at,media,planets,temperature,ownerAddress,avatar_url,cover,contract,ticId,orbital_period,radius,deepnote,difficulty,classification_status,metallicity,luminosity,mass,color,star
+50,KOI-4871,,2023-04-26 10:16:47.349241+00,[],,303,,out0.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/50/download.png,,KOI-4871,0,0,https://embed.deepnote.com/b4c251b4-c11a-481e-8206-c29934eb75da/b56a0704304940e49c38823795edaa20/465beb64fd954806bad41557ab6b406d?height=641,1,in progress,,,,,
+45,Kepler-10,,2023-04-25 14:43:10.521093+00,[],,295,,out0.png,https://upload.wikimedia.org/wikipedia/commons/7/76/Kepler-10_star_system.jpg,,Kepler-10,0,0,https://embed.deepnote.com/b4c251b4-c11a-481e-8206-c29934eb75da/b56a0704304940e49c38823795edaa20/84207144a5c440d78124657345fca05f?height=1460.171875,2,incomplete,,,,,
+43,Saturn clone,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-04-21 04:20:47+00,,,-133.85,,https://www.cfht.hawaii.edu/Science/Astros/Imageofweek/ciw-image/131299-1.gif,https://a-z-animals.com/media/2022/07/iStock-1362060571-1024x552.jpg,,e465789,0,0,,,incomplete,,,,17.5711,
+42,Jupiter,a64b1cbc-6b55-4fde-a863-44792c8398bb,2023-03-28 11:50:58+00,,,565,"""0xCdc5929e1158F7f0B320e3B942528E6998D8b25c""",out0.png,https://exoplanets.nasa.gov/rails/active_storage/blobs/eyJfcmFpbHMiOnsibWVzc2FnZSI6IkJBaHBBcElEIiwiZXhwIjpudWxsLCJwdXIiOiJibG9iX2lkIn19--5e7f055277aec9bb8da6555fd08a482b9f2f219f/1332_lava.jpg?disposition=inline,,TIC Sol1e,0,0,,,incomplete,,,,,
+67,Kepler-186,,2023-10-26 04:24:35.63617+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/8tyiq6f717kz-removebg-preview.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/8tyiq6f717kz-removebg-preview.png,,,0,0,,,incomplete,-0.34,0.06102134,0.543276,12,
+47,Kepler-22,,2023-04-25 23:54:39.844245+00,[],,294,,out0.png,https://upload.wikimedia.org/wikipedia/commons/thumb/1/1c/Kepler-22b.jpg/1200px-Kepler-22b.jpg,,Kepler-22,0,0,https://embed.deepnote.com/b4c251b4-c11a-481e-8206-c29934eb75da/b56a0704304940e49c38823795edaa20/cc9cea7e9e1448ad984db621ea412472?height=1245.5625,1,in progress,,,,,
+60,TOI 1241.01,,2023-07-31 05:02:15.014666+00,[],,324,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/60/info.jpg,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/60/phase.png,,TIC 159107668.01,0,0,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/786f2b1633974744b7494397d4f4c4a1?height=377.71875,2,incomplete,5826,5.677181,1.05,11.1634,
+59,TrES-2 b,,2023-07-26 00:00:26.832962+00,[],cebdc7a2-d8af-45b3-b37f-80f328ff54d6,890,,https://upload.wikimedia.org/wikipedia/commons/thumb/5/54/Kepler_First_Light_Detail_TrES-2.jpg/170px-Kepler_First_Light_Detail_TrES-2.jpg,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/59/binned.png,https://www.universetoday.com/wp-content/uploads/2009/08/ExoPlanet02.jpg (old cover),TIC 399860444,2.47,0,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/90838acbef1f4f91af5a5e458ffa4a04?height=596.1875,1,in progress,5854,1.09246325,1.057,10.854,
+520,KOI-4878,,2023-04-30 12:59:24+00,,,1,,,,,,1,1,,,incomplete,,,,,
+530,KOI-456,,2023-04-30 12:59:31+00,,,1,,,,,,1,1,,,incomplete,,,,,
+8,Mars,71480dfe-7c9f-48fb-8abf-711040d2b5be,2023-03-07 10:28:01.054865+00,[],,100,"""0xCdc5929e1158F7f0B320e3B942528E6998D8b25c""",cebdc7a2-d8af-45b3-b37f-80f328ff54d6.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/covers/cebdc7a2-d8af-45b3-b37f-80f328ff54d6_cover_1676019303662,0xdf35Bb26d9AAD05EeC5183c6288f13c0136A7b43,TIC 53782,0,0,,,incomplete,6965,4.24766159,1.53,12.0315,
+62,TIC 231663901,,2023-08-31 01:54:49.87043+00,[],,500,,"data:image/png;base64,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",https://th-thumbnailer.cdn-si-edu.com/zOUChg73J_B_m13CD1KHKrHUN4k=/800x600/filters:focal(396x217:397x218)/https://tf-cmsv2-smithsonianmag-media.s3.amazonaws.com/filer/70/6d/706d7622-bd1e-437a-851e-b5860d80e132/kepler-186f-art.jpg,,TIC 231663901,1.43,1326,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/20aa9eee5b144a81bb93695ed96d62e1?height=573.1875,1,in progress,5824,0.8224618,1.05,12.4069,
+540,KOI-3456,,2023-04-30 12:59:37+00,,,1,,,,,,1,1,,,incomplete,,,,,
+550,KOI-5737,,2023-04-30 12:59:44+00,,,1,,,,,,1,1,,,incomplete,,,,,
+560,KOI-5806,,2023-04-30 12:59:57+00,,,1,,,,,,1,1,,,incomplete,,,,,
+570,KOI-5499,,2023-04-30 13:00:03+00,,,1,,,,,,1,1,,,incomplete,,,,,
+51,KOI-5737,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-04-27 06:55:19+00,,,311,,out0.png,https://wise2.ipac.caltech.edu/staff/jarrett/2mrs/2MRS.smooth-1.allsky.png,,KOI-5737,0,0,https://embed.deepnote.com/b4c251b4-c11a-481e-8206-c29934eb75da/b56a0704304940e49c38823795edaa20/ccf2424c886d481bb7846a6f41f5ddb8?height=597.953125,1,in progress,,,,,
+1,Example Planet,,2023-08-16 01:08:32.292727+00,[],,0,"""0xCdc5929e1158F7f0B320e3B942528E6998D8b25c""",https://img.freepik.com/premium-vector/mysterious-blue-space-planet-game-ui-cartoon-icon_8071-9275.jpg?w=2000,http://stellarium.org/img/slideshow/slide-1.jpg,,,0,12765,,,incomplete,,,,,
+61,TIC 274020586,,2023-08-02 03:56:28.348461+00,[],,2224,,https://www.digitaltrends.com/wp-content/uploads/2021/11/pr-planet-orbit-around-two-stars1.jpg?fit=720%2C720&p=1,https://www.digitaltrends.com/wp-content/uploads/2021/11/pr-planet-orbit-around-two-stars1.jpg?fit=720%2C720&p=1,,274020586,0,0.89,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/224d66e274a14bf6a60e1bc92755ed5c?height=379.734375,2,incomplete,8377,21.58404,2.07,13.2543,
+24,Venus,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-03-16 06:42:37.971832+00,[],,895,"""0xCdc5929e1158F7f0B320e3B942528E6998D8b25c""",https://www.cfht.hawaii.edu/Science/Astros/Imageofweek/ciw-image/131299-1.gif,https://deepnote.com/api/project/b4c251b4-c11a-481e-8206-c29934eb75da/download-file?path=%2Fstatic%2Fout0.png&mtime=2023-03-17T15%3A08%3A25.000Z,original avatar: cebdc7a2-d8af-45b3-b37f-80f328ff54d6.png,TIC 53782,0,0,,,incomplete,6965,4.24766159,1.53,12.0315,
+48,KIC 10593626,,2023-04-25 23:59:46.36274+00,[],,294,,out0.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/48/download.png,,KIC 10593626,0,0,https://embed.deepnote.com/b4c251b4-c11a-481e-8206-c29934eb75da/b56a0704304940e49c38823795edaa20/cc9cea7e9e1448ad984db621ea412472?height=1245.5625,3,incomplete,,,,17.303,
+44,WASP-12b,,2023-04-21 04:21:57.586533+00,[],,2800,,planet44.jpeg,https://www.esa.int/var/esa/storage/images/esa_multimedia/images/2003/06/planet_transit/9798645-3-eng-GB/Planet_transit_pillars.jpg,,4567836637,0,0,TIC 86396382,,incomplete,6154,3.954701,1.17,11.0967,
+49,Kepler-186,b25a1e47-3180-4afd-9366-e700031199fa,2023-04-26 00:10:48.376725+00,[],,312,,out0.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/49/download.png,,klpr008120608,0,0,https://embed.deepnote.com/b4c251b4-c11a-481e-8206-c29934eb75da/b56a0704304940e49c38823795edaa20/9d854cd350a640f38165bd99026b90b8?height=641,2,in progress,-0.26,0.257483125,0.81,15.7043,
+63,TIC 270619211,,2023-09-13 07:21:21.878214+00,[],,480,,https://github.com/Signal-K/client/blob/04684e806325fd2c007c97f19cf32276e91b773f/public/assets/Inventory/Planets/Planet63.png?raw=true,https://github.com/Signal-K/client/blob/04684e806325fd2c007c97f19cf32276e91b773f/public/assets/Inventory/Planets/Planet63.png?raw=true,,TIC 270619211,77.43,10.1,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/bd7f824abfb149bc9ff8c4b8878a5671?height=395.265625,3,in progress,6718,4.450318,1.43,9.7548,
+58,TIC 424965156,,2023-07-25 23:20:43.244244+00,[],,200,,out0.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/58/download.png,0xdf35Bb26d9AAD05EeC5183c6288f13c0136A7b43 | Old cover https://static.wikia.nocookie.net/spaceengineobjects/images/a/af/Image-1.jpg/revision/latest?cb=20140825175529,TIC 424865156,2.20474,0,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/862d756101614310a10ac2e878737749?height=634.1875,1,incomplete,6532.23,6.5192523,1.347,10.0274,
+64,WASP-46b,,2023-09-27 03:53:19.525203+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/64/Planet64.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/64/Planet64.png,https://github.com/Signal-K/sytizen/commit/9c3811875039f1710eece424db7c0c847c0902df,TIC 231663901,0,120000,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/b117a9deab4444ad9d91d3382dce380b?height=134,1,in progress,5824,0.8224618,1.05,12.4069,
+69,Kepler-22,,2023-11-29 11:45:53.778478+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/69/Kepler-22.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/69/Kepler-22.png,,Kepler-22,0,0,,,incomplete,-0.27,0.6453028,0.989,,
+65,TIC 97409519,,2023-09-28 13:16:09.947836+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/65/65Cover.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/65/65Cover.png,,97409519,0,0,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/aa020c4c08a2406692cbf0e7cabff8d6?height=83,1,incomplete,6147,1.44490588,1.17,12.1893,
+70,Kepler-442,,2023-11-29 11:47:23.570051+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/70/Kepler-69.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/70/Kepler-69.png,,,0,0,,,incomplete,-0.38,0.1494,0.72,,
+66,TIC 200593988,,2023-10-01 07:04:06.320239+00,[],,456,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/66/66Cover.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/66/66Cover.png,,200593988,8,12,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/0e23e5e5e7d1486a9cdf09c91f818737/c7048a5b7da742b081d23933f6825d01?height=83,3,incomplete,3601,0.0329893269,0.46152,12.3069,
+71,TOI-700,,2023-11-29 11:49:51.447245+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/69/Kepler22.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/69/Kepler22.png,,,0,0,,,incomplete,-0.76,0.0236,0.413,,
+68,Kepler-69,,2023-11-25 14:40:45.432245+00,[],,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/68/Kepler69.png,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/68/Kepler69.png,,Kepler-69,0,0,https://embed.deepnote.com/50ad3984-69a9-496e-a121-efb59231e7e9/444f50e799124ee0ba9b190392d8450b/b9528f8a98e34452a329b56dfc8bc9a4?height=173,1,in progress,-0.191893,1.556918,1.03,12,
\ No newline at end of file
diff --git a/supabase/archive/Planet Sectors Rows.csv b/supabase/archive/Planet Sectors Rows.csv
new file mode 100644
index 00000000..cec184c4
--- /dev/null
+++ b/supabase/archive/Planet Sectors Rows.csv	
@@ -0,0 +1,3 @@
+id,planetId,ownerId,cost,metadata,sectorImage,images,deposits,created_at
+1,38,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,,{},"[""energy"",""iron""]",2023-10-15 08:38:41.832059+00
+2,38,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,,{},"[""minerals"",""Gold""]",2023-10-15 08:53:42.039603+00
\ No newline at end of file
diff --git a/supabase/archive/Profiles rows.csv b/supabase/archive/Profiles rows.csv
new file mode 100644
index 00000000..a3ee8df9
--- /dev/null
+++ b/supabase/archive/Profiles rows.csv	
@@ -0,0 +1,53 @@
+id,updated_at,username,full_name,avatar_url,website,address,cover,address2,experience,level,faction,location,factions,Factions
+65b5e64a-1667-4524-873e-0951cd1df5d9,,David,,,,,,,,,,,,
+f7f37173-03e3-4457-a63f-bfffafe4cba1,,Dave,,,,,,,,,,,,
+4860b718-7607-4f7f-bdb6-563b0320b460,,Nulll,,,,,,,,,,,,
+4b8874b8-f850-46da-9064-ba1e24d6573b,,,,,,,,,,,,,,
+cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-10-11 04:08:11.557+00,Gizmotronn,Liam Arbuckle,cebdc7a2-d8af-45b3-b37f-80f328ff54d6.png,https://skinetics.tech || Scroobomarot / Scroobomatron,"""0xCdc5929e1158F7f0B320e3B942528E6998D8b25c""",https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/covers/cebdc7a2-d8af-45b3-b37f-80f328ff54d6_cover_1676019303662,,58,,Cartographer,2,1,
+6b309378-e43d-4ced-8532-9f964443b861,,,,,,,,,,,,,,
+acd2a804-4b6d-408f-8510-6716bd1bac99,,,,,,,,,,,,,,
+44e76bb2-67d3-4306-adcd-5f6612cfb915,,Pascua,,,,,,,,,,,,
+0e7b600c-0de9-490a-88e5-45b6deea58a0,,,,,,,,,,,,,,
+fdd401bf-3925-49ba-a155-4c3dba8dd93f,,Liam,Liam Arbuckle,fdd401bf-3925-49ba-a155-4c3dba8dd93f.jpg,,,,,,,,,,
+b25a1e47-3180-4afd-9366-e700031199fa,,,,,,,,,,,,,,
+49dfa8bb-286c-4262-8606-00810b09a2e8,,rarbuckle,Ross Arbuckle,924d6839-d194-49c7-bc28-5791d5e9700e.jpg,,,,,,,,,,
+eb3b7b9a-dba7-4662-bd77-2d6a38d94de7,,,nathan weldegiorgis,https://lh3.googleusercontent.com/a/ACg8ocJpWDNfs7CWwdHhPwqd2YNt0fjLT9hYaQbUg3dKnwYCwyBGpJg=s96-c,,,,,,,,,,
+f49f410d-1a45-4c41-9195-5b9c86de1f25,,,Rhys Campbell,https://lh3.googleusercontent.com/a/ACg8ocIX5No2DlxnvTE_ucoFAa8aDw3OEsnWhBdgmP4o-Iyv4jukWQ=s96-c,,,,,,,,,,
+8b09080f-1306-4ca7-b3b4-b284f047669e,2023-09-04 07:11:49.38+00,AB936,,,,,,,5,,,,,
+fdccaca9-0b18-4e14-9ca8-75c9d69ccd43,,Kye,,,,,,,,,,,,
+cdfb438d-2fa4-4745-b96d-5bc277455425,,,,,,,,,,,Guardian,,,
+56922ce7-dddb-441d-8656-3fc6e1f3867f,,Jordan,,,,,,,3,,Navigator,,,
+a8dc8241-a0e0-45c3-b036-82b949fe6e55,,Edwin Montgomery,,,,,,,,,,,,
+e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-14 12:12:06.912+00,Rhys,,e3344c5c-384f-4898-aea6-397c2ac1edf6.jpg,,,,,4,,Navigator,1,,
+de191534-352f-4136-bac5-391ff940ec09,2023-09-10 03:01:02.179+00,TAREEBI,,,,,,,8,,,,,
+0bf3d653-fce9-43e5-88af-2c24cc4ba76b,,,,,,,,,,,,,,
+74c4e133-1ebf-4c58-8bed-da1efce01ffb,,Tessa Cliff,,,,,,,,,,,,
+662426ec-722e-471d-8149-84432c0276c9,,Michael,,,,,,,,,,,,
+71480dfe-7c9f-48fb-8abf-711040d2b5be,,Lukas,,,,,,,,,,,,
+f2c172f3-c163-4bef-8b6e-8ff282db21ec,,Abbey,,,,,,,,,,,,
+6101c11a-79cb-4aca-8e01-cfb7c0ac818b,,Teresa,,,,,,,,,,,,
+6e72b591-5cff-4220-a7d3-18354615e411,,Matthias,,,,,,,,,,,,
+256bbfcf-2309-4839-8186-b4bfc68fcbd6,,Andy,,,,,,,,,,,,
+d54ec27f-1e33-4597-ab79-a119aca5015d,,PlanetEater,,,,,,,,,,,,
+0e8bac16-c070-412a-989c-694e89429e7b,,,,,,,,,,,,,,
+a39d8686-b2c4-4d78-85b9-fe7fe29c26c8,2023-05-09 02:37:05.888+00,Dwight,,a39d8686-b2c4-4d78-85b9-fe7fe29c26c8.jpg,,,,,,,,,,
+a64b1cbc-6b55-4fde-a863-44792c8398bb,2023-05-06 16:42:28.708+00,,,a64b1cbc-6b55-4fde-a863-44792c8398bb.jpeg,,,,,,,,,,
+060691be-27af-49cb-9dd2-b67b8cb78cd8,,BlackMagicKnight,,,,,,,,,,,,
+2a4125c0-5d37-4f5c-9a4c-307f729f3df9,,,,,,,,,,,,,,
+5abf0934-8597-4400-9293-81db82ce7135,,Gelila,,,,,,,,,,,,
+81f2538f-2b01-493b-804b-39cff0512318,,Helen,,,,,,,,,,,,
+5db3ed8c-0b70-40d4-9526-c2f7b1815e91,,Anshul,,,,,,,,,,,,
+97dce0ac-ab6b-493e-bdb9-101ddb2327be,,,,,,,,,,,Navigator,,,
+4e6524eb-9c1a-4294-9649-59fed3fefb19,,,,,,,,,,,Cartographer,,,
+ddece478-b063-4e0d-b62e-be15c99ed192,,,,,,,,,,,,,,
+924d6839-d194-49c7-bc28-5791d5e9700e,2023-06-20 12:38:24.447+00,Luzz Bightyear,Luzz Bightyear,924d6839-d194-49c7-bc28-5791d5e9700e.jpg,mkane,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/covers/924d6839-d194-49c7-bc28-5791d5e9700e_cover_1682397748189,,,,,,,
+a8f178c9-44fd-4a42-b0ad-e33501859ab9,,,,,,,,,,,,,,
+da3d87ed-cfe2-49a2-93fb-1581d51d51c5,,Iman,,,,,,,,,,,,
+63ab8a9e-b7a2-4027-b5e8-eb9f556de4ae,,ShawnR,,,,,,,,,,,,
+27fcca73-55e8-410b-b7c7-10d5ada69fd8,,JoshP,,,,,,,,,,,,
+83ec2c02-0ece-4be3-a714-9cd5ca5c10b2,,,,,,,,,1,,,,,
+56c836fc-0905-4f46-b07e-6acf91ad659a,,,,,,,,,,,,,,
+cd4b7ab1-1297-40d7-9815-2adf18efce07,,,,,,,,,,,,,,
+91c85371-75ab-4fb7-8718-988f34aa3fab,,,,,,,,,,,,,,
+deee0c50-5a8b-4bc6-a005-96cc0dc1c071,,,,,,,,,,,,,,
+b3b2a7f2-57c7-4e55-8ba0-0b00da5f4d11,,,,,,,,,,,,,,
\ No newline at end of file
diff --git a/supabase/archive/Rover Images Rows.csv b/supabase/archive/Rover Images Rows.csv
new file mode 100644
index 00000000..a3aaf7ef
--- /dev/null
+++ b/supabase/archive/Rover Images Rows.csv	
@@ -0,0 +1,518 @@
+id,created_at,metadata,imageLink,planet,content,author,media,basePlanet,sector
+1,2023-10-13 00:28:36.242943+00,"{
+  ""id"": 942771,
+  ""sol"": 364,
+  ""camera"": {
+    ""id"": 38,
+    ""name"": ""NAVCAM_LEFT"",
+    ""rover_id"": 8,
+    ""full_name"": ""Navigation Camera - Left""
+  },
+  ""img_src"": ""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00364/ids/edr/browse/ncam/NLG_0364_0699253811_270ECM_N0110108NCAM00528_00_2I4J01_1200.jpg"",
+  ""earth_date"": ""2022-02-27"",
+  ""rover"": {
+    ""id"": 8,
+    ""name"": ""Perseverance"",
+    ""landing_date"": ""2021-02-18"",
+    ""launch_date"": ""2020-07-30"",
+    ""status"": ""active"",
+    ""max_sol"": 939,
+    ""max_date"": ""2023-10-10"",
+    ""total_photos"": 184796,
+    ""cameras"": [
+      {
+        ""name"": ""EDL_RUCAM"",
+        ""full_name"": ""Rover Up-Look Camera""
+      },
+      {
+        ""name"": ""EDL_DDCAM"",
+        ""full_name"": ""Descent Stage Down-Look Camera""
+      },
+      {
+        ""name"": ""EDL_PUCAM1"",
+        ""full_name"": ""Parachute Up-Look Camera A""
+      },
+      {
+        ""name"": ""EDL_PUCAM2"",
+        ""full_name"": ""Parachute Up-Look Camera B""
+      },
+      {
+        ""name"": ""NAVCAM_LEFT"",
+        ""full_name"": ""Navigation Camera - Left""
+      },
+      {
+        ""name"": ""NAVCAM_RIGHT"",
+        ""full_name"": ""Navigation Camera - Right""
+      },
+      {
+        ""name"": ""MCZ_RIGHT"",
+        ""full_name"": ""Mast Camera Zoom - Right""
+      },
+      {
+        ""name"": ""MCZ_LEFT"",
+        ""full_name"": ""Mast Camera Zoom - Left""
+      },
+      {
+        ""name"": ""FRONT_HAZCAM_LEFT_A"",
+        ""full_name"": ""Front Hazard Avoidance Camera - Left""
+      },
+      {
+        ""name"": ""FRONT_HAZCAM_RIGHT_A"",
+        ""full_name"": ""Front Hazard Avoidance Camera - Right""
+      },
+      {
+        ""name"": ""REAR_HAZCAM_LEFT"",
+        ""full_name"": ""Rear Hazard Avoidance Camera - Left""
+      },
+      {
+        ""name"": ""REAR_HAZCAM_RIGHT"",
+        ""full_name"": ""Rear Hazard Avoidance Camera - Right""
+      },
+      {
+        ""name"": ""EDL_RDCAM"",
+        ""full_name"": ""Rover Down-Look Camera""
+      },
+      {
+        ""name"": ""SKYCAM"",
+        ""full_name"": ""MEDA Skycam""
+      },
+      {
+        ""name"": ""SHERLOC_WATSON"",
+        ""full_name"": ""SHERLOC WATSON Camera""
+      },
+      {
+        ""name"": ""SUPERCAM_RMI"",
+        ""full_name"": ""SuperCam Remote Micro Imager""
+      },
+      {
+        ""name"": ""LCAM"",
+        ""full_name"": ""Lander Vision System Camera""
+      }
+    ]
+  }
+}",https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00364/ids/edr/browse/ncam/NLG_0364_0699253811_270ECM_N0110108NCAM00528_00_2I4J01_1200.jpg,45,Greyscale landscape shot from left nav camera,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,,
+2,2023-10-14 03:32:01.148985+00,"{
+  ""id"": 849661,
+  ""sol"": 116,
+  ""camera"": {
+    ""id"": 38,
+    ""name"": ""NAVCAM_LEFT"",
+    ""rover_id"": 8,
+    ""full_name"": ""Navigation Camera - Left""
+  },
+  ""img_src"": ""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00116/ids/edr/browse/ncam/NLF_0116_0677245872_058ECM_N0041250NCAM02116_01_195J01_1200.jpg"",
+  ""earth_date"": ""2021-06-17"",
+  ""rover"": {
+    ""id"": 8,
+    ""name"": ""Perseverance"",
+    ""landing_date"": ""2021-02-18"",
+    ""launch_date"": ""2020-07-30"",
+    ""status"": ""active"",
+    ""max_sol"": 941,
+    ""max_date"": ""2023-10-12"",
+    ""total_photos"": 185078,
+    ""cameras"": [
+      {
+        ""name"": ""EDL_RUCAM"",
+        ""full_name"": ""Rover Up-Look Camera""
+      },
+      {
+        ""name"": ""EDL_DDCAM"",
+        ""full_name"": ""Descent Stage Down-Look Camera""
+      },
+      {
+        ""name"": ""EDL_PUCAM1"",
+        ""full_name"": ""Parachute Up-Look Camera A""
+      },
+      {
+        ""name"": ""EDL_PUCAM2"",
+        ""full_name"": ""Parachute Up-Look Camera B""
+      },
+      {
+        ""name"": ""NAVCAM_LEFT"",
+        ""full_name"": ""Navigation Camera - Left""
+      },
+      {
+        ""name"": ""NAVCAM_RIGHT"",
+        ""full_name"": ""Navigation Camera - Right""
+      },
+      {
+        ""name"": ""MCZ_RIGHT"",
+        ""full_name"": ""Mast Camera Zoom - Right""
+      },
+      {
+        ""name"": ""MCZ_LEFT"",
+        ""full_name"": ""Mast Camera Zoom - Left""
+      },
+      {
+        ""name"": ""FRONT_HAZCAM_LEFT_A"",
+        ""full_name"": ""Front Hazard Avoidance Camera - Left""
+      },
+      {
+        ""name"": ""FRONT_HAZCAM_RIGHT_A"",
+        ""full_name"": ""Front Hazard Avoidance Camera - Right""
+      },
+      {
+        ""name"": ""REAR_HAZCAM_LEFT"",
+        ""full_name"": ""Rear Hazard Avoidance Camera - Left""
+      },
+      {
+        ""name"": ""REAR_HAZCAM_RIGHT"",
+        ""full_name"": ""Rear Hazard Avoidance Camera - Right""
+      },
+      {
+        ""name"": ""EDL_RDCAM"",
+        ""full_name"": ""Rover Down-Look Camera""
+      },
+      {
+        ""name"": ""SKYCAM"",
+        ""full_name"": ""MEDA Skycam""
+      },
+      {
+        ""name"": ""SHERLOC_WATSON"",
+        ""full_name"": ""SHERLOC WATSON Camera""
+      },
+      {
+        ""name"": ""SUPERCAM_RMI"",
+        ""full_name"": ""SuperCam Remote Micro Imager""
+      },
+      {
+        ""name"": ""LCAM"",
+        ""full_name"": ""Lander Vision System Camera""
+      }
+    ]
+  }
+}",https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00116/ids/edr/browse/ncam/NLF_0116_0677245872_058ECM_N0041250NCAM02116_01_195J01_1200.jpg,45,"From the Percy rover, left nav camera, image of a few rocks, what could be dunes in the distance, but mostly a flat plain",cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,,
+3,2024-01-06 07:57:17.541422+00,,,,Test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,,
+4,2024-01-06 08:04:29.987211+00,"{
+  ""id"": 838562,
+  ""sol"": 91,
+  ""camera"": {
+    ""id"": 38,
+    ""name"": ""NAVCAM_LEFT"",
+    ""rover_id"": 8,
+    ""full_name"": ""Navigation Camera - Left""
+  },
+  ""img_src"": ""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00091/ids/edr/browse/ncam/NLF_0091_0675031881_510ECM_N0040136NCAM02091_01_295J01_1200.jpg"",
+  ""earth_date"": ""2021-05-22"",
+  ""rover"": {
+    ""id"": 8,
+    ""name"": ""Perseverance"",
+    ""landing_date"": ""2021-02-18"",
+    ""launch_date"": ""2020-07-30"",
+    ""status"": ""active"",
+    ""max_sol"": 1022,
+    ""max_date"": ""2024-01-04"",
+    ""total_photos"": 192971,
+    ""cameras"": [
+      {
+        ""name"": ""EDL_RUCAM"",
+        ""full_name"": ""Rover Up-Look Camera""
+      },
+      {
+        ""name"": ""EDL_DDCAM"",
+        ""full_name"": ""Descent Stage Down-Look Camera""
+      },
+      {
+        ""name"": ""EDL_PUCAM1"",
+        ""full_name"": ""Parachute Up-Look Camera A""
+      },
+      {
+        ""name"": ""EDL_PUCAM2"",
+        ""full_name"": ""Parachute Up-Look Camera B""
+      },
+      {
+        ""name"": ""NAVCAM_LEFT"",
+        ""full_name"": ""Navigation Camera - Left""
+      },
+      {
+        ""name"": ""NAVCAM_RIGHT"",
+        ""full_name"": ""Navigation Camera - Right""
+      },
+      {
+        ""name"": ""MCZ_RIGHT"",
+        ""full_name"": ""Mast Camera Zoom - Right""
+      },
+      {
+        ""name"": ""MCZ_LEFT"",
+        ""full_name"": ""Mast Camera Zoom - Left""
+      },
+      {
+        ""name"": ""FRONT_HAZCAM_LEFT_A"",
+        ""full_name"": ""Front Hazard Avoidance Camera - Left""
+      },
+      {
+        ""name"": ""FRONT_HAZCAM_RIGHT_A"",
+        ""full_name"": ""Front Hazard Avoidance Camera - Right""
+      },
+      {
+        ""name"": ""REAR_HAZCAM_LEFT"",
+        ""full_name"": ""Rear Hazard Avoidance Camera - Left""
+      },
+      {
+        ""name"": ""REAR_HAZCAM_RIGHT"",
+        ""full_name"": ""Rear Hazard Avoidance Camera - Right""
+      },
+      {
+        ""name"": ""EDL_RDCAM"",
+        ""full_name"": ""Rover Down-Look Camera""
+      },
+      {
+        ""name"": ""SKYCAM"",
+        ""full_name"": ""MEDA Skycam""
+      },
+      {
+        ""name"": ""SHERLOC_WATSON"",
+        ""full_name"": ""SHERLOC WATSON Camera""
+      },
+      {
+        ""name"": ""SUPERCAM_RMI"",
+        ""full_name"": ""SuperCam Remote Micro Imager""
+      },
+      {
+        ""name"": ""LCAM"",
+        ""full_name"": ""Lander Vision System Camera""
+      }
+    ]
+  }
+}",,,Test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,,
+5,2024-01-09 13:40:58.964333+00,"{
+  ""id"": 115691,
+  ""sol"": 853,
+  ""camera"": {
+    ""id"": 14,
+    ""name"": ""FHAZ"",
+    ""rover_id"": 6,
+    ""full_name"": ""Front Hazard Avoidance Camera""
+  },
+  ""img_src"": ""http://mars.nasa.gov/mer/gallery/all/1/f/853/1F203909967EFF72U6P1275L0M1-BR.JPG"",
+  ""earth_date"": ""2006-06-19"",
+  ""rover"": {
+    ""id"": 6,
+    ""name"": ""Opportunity"",
+    ""landing_date"": ""2004-01-25"",
+    ""launch_date"": ""2003-07-07"",
+    ""status"": ""complete"",
+    ""max_sol"": 5111,
+    ""max_date"": ""2018-06-11"",
+    ""total_photos"": 198439,
+    ""cameras"": [
+      {
+        ""name"": ""FHAZ"",
+        ""full_name"": ""Front Hazard Avoidance Camera""
+      },
+      {
+        ""name"": ""NAVCAM"",
+        ""full_name"": ""Navigation Camera""
+      },
+      {
+        ""name"": ""PANCAM"",
+        ""full_name"": ""Panoramic Camera""
+      },
+      {
+        ""name"": ""MINITES"",
+        ""full_name"": ""Miniature Thermal Emission Spectrometer (Mini-TES)""
+      },
+      {
+        ""name"": ""ENTRY"",
+        ""full_name"": ""Entry, Descent, and Landing Camera""
+      },
+      {
+        ""name"": ""RHAZ"",
+        ""full_name"": ""Rear Hazard Avoidance Camera""
+      }
+    ]
+  }
+}",http://mars.nasa.gov/mer/gallery/all/1/f/853/1F203909967EFF72U6P1275L0M1-BR.JPG,,Classification from Kepler-186f,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,,
+6,2024-01-09 13:46:05.663803+00,"{
+  ""id"": 117890,
+  ""sol"": 181,
+  ""camera"": {
+    ""id"": 14,
+    ""name"": ""FHAZ"",
+    ""rover_id"": 6,
+    ""full_name"": ""Front Hazard Avoidance Camera""
+  },
+  ""img_src"": ""http://mars.nasa.gov/mer/gallery/all/1/f/181/1F144251514EFF3352P1105L0M1-BR.JPG"",
+  ""earth_date"": ""2004-07-28"",
+  ""rover"": {
+    ""id"": 6,
+    ""name"": ""Opportunity"",
+    ""landing_date"": ""2004-01-25"",
+    ""launch_date"": ""2003-07-07"",
+    ""status"": ""complete"",
+    ""max_sol"": 5111,
+    ""max_date"": ""2018-06-11"",
+    ""total_photos"": 198439,
+    ""cameras"": [
+      {
+        ""name"": ""FHAZ"",
+        ""full_name"": ""Front Hazard Avoidance Camera""
+      },
+      {
+        ""name"": ""NAVCAM"",
+        ""full_name"": ""Navigation Camera""
+      },
+      {
+        ""name"": ""PANCAM"",
+        ""full_name"": ""Panoramic Camera""
+      },
+      {
+        ""name"": ""MINITES"",
+        ""full_name"": ""Miniature Thermal Emission Spectrometer (Mini-TES)""
+      },
+      {
+        ""name"": ""ENTRY"",
+        ""full_name"": ""Entry, Descent, and Landing Camera""
+      },
+      {
+        ""name"": ""RHAZ"",
+        ""full_name"": ""Rear Hazard Avoidance Camera""
+      }
+    ]
+  }
+}",http://mars.nasa.gov/mer/gallery/all/1/f/181/1F144251514EFF3352P1105L0M1-BR.JPG,,Test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,,
+7,2024-01-09 13:46:50.468842+00,"{
+  ""id"": 117890,
+  ""sol"": 181,
+  ""camera"": {
+    ""id"": 14,
+    ""name"": ""FHAZ"",
+    ""rover_id"": 6,
+    ""full_name"": ""Front Hazard Avoidance Camera""
+  },
+  ""img_src"": ""http://mars.nasa.gov/mer/gallery/all/1/f/181/1F144251514EFF3352P1105L0M1-BR.JPG"",
+  ""earth_date"": ""2004-07-28"",
+  ""rover"": {
+    ""id"": 6,
+    ""name"": ""Opportunity"",
+    ""landing_date"": ""2004-01-25"",
+    ""launch_date"": ""2003-07-07"",
+    ""status"": ""complete"",
+    ""max_sol"": 5111,
+    ""max_date"": ""2018-06-11"",
+    ""total_photos"": 198439,
+    ""cameras"": [
+      {
+        ""name"": ""FHAZ"",
+        ""full_name"": ""Front Hazard Avoidance Camera""
+      },
+      {
+        ""name"": ""NAVCAM"",
+        ""full_name"": ""Navigation Camera""
+      },
+      {
+        ""name"": ""PANCAM"",
+        ""full_name"": ""Panoramic Camera""
+      },
+      {
+        ""name"": ""MINITES"",
+        ""full_name"": ""Miniature Thermal Emission Spectrometer (Mini-TES)""
+      },
+      {
+        ""name"": ""ENTRY"",
+        ""full_name"": ""Entry, Descent, and Landing Camera""
+      },
+      {
+        ""name"": ""RHAZ"",
+        ""full_name"": ""Rear Hazard Avoidance Camera""
+      }
+    ]
+  }
+}",http://mars.nasa.gov/mer/gallery/all/1/f/181/1F144251514EFF3352P1105L0M1-BR.JPG,,Test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,,2
+8,2024-01-09 13:47:12.943724+00,"{
+  ""id"": 115691,
+  ""sol"": 853,
+  ""camera"": {
+    ""id"": 14,
+    ""name"": ""FHAZ"",
+    ""rover_id"": 6,
+    ""full_name"": ""Front Hazard Avoidance Camera""
+  },
+  ""img_src"": ""http://mars.nasa.gov/mer/gallery/all/1/f/853/1F203909967EFF72U6P1275L0M1-BR.JPG"",
+  ""earth_date"": ""2006-06-19"",
+  ""rover"": {
+    ""id"": 6,
+    ""name"": ""Opportunity"",
+    ""landing_date"": ""2004-01-25"",
+    ""launch_date"": ""2003-07-07"",
+    ""status"": ""complete"",
+    ""max_sol"": 5111,
+    ""max_date"": ""2018-06-11"",
+    ""total_photos"": 198439,
+    ""cameras"": [
+      {
+        ""name"": ""FHAZ"",
+        ""full_name"": ""Front Hazard Avoidance Camera""
+      },
+      {
+        ""name"": ""NAVCAM"",
+        ""full_name"": ""Navigation Camera""
+      },
+      {
+        ""name"": ""PANCAM"",
+        ""full_name"": ""Panoramic Camera""
+      },
+      {
+        ""name"": ""MINITES"",
+        ""full_name"": ""Miniature Thermal Emission Spectrometer (Mini-TES)""
+      },
+      {
+        ""name"": ""ENTRY"",
+        ""full_name"": ""Entry, Descent, and Landing Camera""
+      },
+      {
+        ""name"": ""RHAZ"",
+        ""full_name"": ""Rear Hazard Avoidance Camera""
+      }
+    ]
+  }
+}",http://mars.nasa.gov/mer/gallery/all/1/f/853/1F203909967EFF72U6P1275L0M1-BR.JPG,,Test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,,2
+9,2024-03-18 03:32:04.517812+00,"{
+  ""id"": 115691,
+  ""sol"": 853,
+  ""camera"": {
+    ""id"": 14,
+    ""name"": ""FHAZ"",
+    ""rover_id"": 6,
+    ""full_name"": ""Front Hazard Avoidance Camera""
+  },
+  ""img_src"": ""http://mars.nasa.gov/mer/gallery/all/1/f/853/1F203909967EFF72U6P1275L0M1-BR.JPG"",
+  ""earth_date"": ""2006-06-19"",
+  ""rover"": {
+    ""id"": 6,
+    ""name"": ""Opportunity"",
+    ""landing_date"": ""2004-01-25"",
+    ""launch_date"": ""2003-07-07"",
+    ""status"": ""complete"",
+    ""max_sol"": 5111,
+    ""max_date"": ""2018-06-11"",
+    ""total_photos"": 198439,
+    ""cameras"": [
+      {
+        ""name"": ""FHAZ"",
+        ""full_name"": ""Front Hazard Avoidance Camera""
+      },
+      {
+        ""name"": ""NAVCAM"",
+        ""full_name"": ""Navigation Camera""
+      },
+      {
+        ""name"": ""PANCAM"",
+        ""full_name"": ""Panoramic Camera""
+      },
+      {
+        ""name"": ""MINITES"",
+        ""full_name"": ""Miniature Thermal Emission Spectrometer (Mini-TES)""
+      },
+      {
+        ""name"": ""ENTRY"",
+        ""full_name"": ""Entry, Descent, and Landing Camera""
+      },
+      {
+        ""name"": ""RHAZ"",
+        ""full_name"": ""Rear Hazard Avoidance Camera""
+      }
+    ]
+  }
+}",http://mars.nasa.gov/mer/gallery/all/1/f/853/1F203909967EFF72U6P1275L0M1-BR.JPG,,Tracks!,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,,,25
\ No newline at end of file
diff --git a/supabase/archive/Signal Kinetics posts duplicates.csv b/supabase/archive/Signal Kinetics posts duplicates.csv
new file mode 100644
index 00000000..b37f9860
--- /dev/null
+++ b/supabase/archive/Signal Kinetics posts duplicates.csv	
@@ -0,0 +1,59 @@
+id,content,author,created_at,media,planets2,extended_content,anomaly,faction
+2,Testing capability of auto-tagging,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-04-23 14:18:27.11369+00,[],24,,,
+3,i'd say this is a planet,924d6839-d194-49c7-bc28-5791d5e9700e,2023-04-25 03:28:40.464215+00,[],24,,,
+4,Seems like it may qualify for a planet,49dfa8bb-286c-4262-8606-00810b09a2e8,2023-04-25 05:00:34.529914+00,[],44,,,
+1,Testing capability of auto-tagging,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-04-23 14:17:18.605795+00,[],43,,,
+7,"There's a lot of dips but they seem to be irregular, I'm not sure what this means?",a8dc8241-a0e0-45c3-b036-82b949fe6e55,2023-05-01 02:14:31.980018+00,[],48,,,
+8,Here's a similar curve that's been phase folded for comparison.,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-05-01 06:03:55.450258+00,"[""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1682921022578cebdc7a2-d8af-45b3-b37f-80f328ff54d6KOI-1597.png""]",51,,,
+9,"What to the blank spaces at ~1418-1421 and ~1423-1425 mean? ",6e72b591-5cff-4220-a7d3-18354615e411,2023-05-02 04:21:45.365698+00,[],43,,,
+10,"There are two sharp dips but these aren't repeated anywhere, so I'm guessing this isn't a planet then?",6101c11a-79cb-4aca-8e01-cfb7c0ac818b,2023-05-02 04:33:59.97253+00,[],8,,,
+11,There seems to be a slight pattern in the graph but not enough to classify it as a pattern,b25a1e47-3180-4afd-9366-e700031199fa,2023-05-03 12:46:13.119605+00,[],49,,,
+12,"There’s a dip but not repeated ",a64b1cbc-6b55-4fde-a863-44792c8398bb,2023-05-06 16:43:56.149413+00,[],42,,,
+13,"The colour of these dots makes it hard to be confident, but there is a ""W"" shape around the center-left of the curve and it is repeated (although not to the same magnitude) on the right side of the graph. To make it easier to identify, I'd recommend changing the colour of the background, or the colour of the dots themselves, and adding more graphs or a wider range of dates/time.",a39d8686-b2c4-4d78-85b9-fe7fe29c26c8,2023-05-09 02:39:42.181018+00,[],47,,,
+14,"My spidey senses are telling me there's a slim possibility this is a planet. Just about as slim as me, and I'm rather slim. no significant dips except for some odd dots on either side, and there's no repetitive pattern to these either. There seems to be no sign of intelligent life forms anywhere. BUZZ LOOK AN ALIEN! WHERE?! AAAHHHH hahah. This data is binned, I don't know where I'd locate some more delicious data, but I think it would be needed to draw a conclusion on this fine specimen of space shite. There could be some potential gaps where the telescope wasn't pointing at the  so called ""planet"", but it already gives us a solid chunk of data to work with. ",924d6839-d194-49c7-bc28-5791d5e9700e,2023-06-20 12:31:26.153828+00,[],51,,,
+17,"Kepler-10 is also referred to as KIC 11904151. It appears there's a regular period of ~0.8 days (which is confirmed by Exofop > Tess), but it's a bit hard to see because there's so much noise that even after binning the data it's hard to identify any noticeable pattern.",cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-07-12 03:28:26.235451+00,[],45,,,
+15,"Hey Luzz,
+
+Just so people know, the information that Luzz shared, while being discussed semi-satiracally, is relevant and helpful. Firstly, there are some points on the phase folded graph that appear to be evidence of a potential dip, however you are correct in that they're not recurring enough to be conclusive evidence for a planet. ",cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-06-20 12:41:11.376569+00,"[""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1687264622494cebdc7a2-d8af-45b3-b37f-80f328ff54d6image.png"",""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1687264638567cebdc7a2-d8af-45b3-b37f-80f328ff54d6Screenshot 2023-06-20 at 10.37.08 pm.png""]",51,"I also agree that we need more data, which is why I will attach some extra graphs from different sectors for this object of interest/anomaly.
+
+Thanks for the contribution, you'll now be awarded a share in the constituent anomalies generated from this object once we get off our arse and start building the economy feature.
+
+Happy hunting/star sailing!",,
+24,This data set shows promise of an orbiting planet as the light dims over time,8b09080f-1306-4ca7-b3b4-b284f047669e,2023-08-19 00:59:24.588143+00,[],59,,,
+16,"Just another thing, keep an eye on the deepnote block 
+for each planet",cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-06-20 12:42:51.534812+00,"[""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1687264968793cebdc7a2-d8af-45b3-b37f-80f328ff54d6binned.png""]",51,"for future references:
+https://embed.deepnote.com/b4c251b4-c11a-481e-8206-c29934eb75da/b56a0704304940e49c38823795edaa20/ccf2424c886d481bb7846a6f41f5ddb8
+
+",,
+5,Check planet id 4,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-04-25 05:12:33.816259+00,[],44,,,
+18,"Hey guys, new update -> you can now create semi-interactive post cards based on your planet! Check out the demo section on your chosen planet",cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-07-14 02:14:11+00,"[""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1689300823303cebdc7a2-d8af-45b3-b37f-80f328ff54d6Screenshot 2023-07-14 121008.png"",""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1689300825883cebdc7a2-d8af-45b3-b37f-80f328ff54d6b9206f25-ec0e-47c0-9006-65acce26b072.png""]",45,,,
+20,"It’s gold and black and seems to have a large moon or it is a moon, and looks to be made up of gases ",fdccaca9-0b18-4e14-9ca8-75c9d69ccd43,2023-08-15 21:08:02.732728+00,[],61,,,
+21,,,2023-08-15 22:43:12.782703+00,[],,,,
+22,"This planet seems highly volatile, clouds of sulfuric gas stream through the sky, similar to Venus",8b09080f-1306-4ca7-b3b4-b284f047669e,2023-08-19 00:48:02.424374+00,[],61,,,
+23,"This star has no dimmed light over time, brightness remains constant, likely not a planet candidate",8b09080f-1306-4ca7-b3b4-b284f047669e,2023-08-19 00:56:18.23917+00,[],60,,,
+25,"Strong likelihood of planetary system orbiting a star, normalized flux decreases by .007 avg at a phase of .75",8b09080f-1306-4ca7-b3b4-b284f047669e,2023-08-19 01:13:27.319435+00,[],58,,,
+26,"The planent orbiting this star is BIG and FAST. Flux disappears over time, with frequent lightcurve fluxuation.",8b09080f-1306-4ca7-b3b4-b284f047669e,2023-08-19 01:26:10.545105+00,[],51,,,
+27,Planetary system not likely,8b09080f-1306-4ca7-b3b4-b284f047669e,2023-08-19 02:08:21.684764+00,[],48,,,
+44,Likely that there's a planet here - consistent dip and rise with the lightcurve,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-08-29 06:28:50.926897+00,[],49,,,
+45,That U shape dip is a textbook sign for a likely planet right?,83ec2c02-0ece-4be3-a714-9cd5ca5c10b2,2023-08-29 12:48:25.667816+00,[],58,,,
+49,Data suggests that there is an exoplanet orbiting around this star formation,8b09080f-1306-4ca7-b3b4-b284f047669e,2023-09-08 04:57:02.615125+00,[],51,,,
+50,I see no propensity from the data that suggests there is a planet in orbit,8b09080f-1306-4ca7-b3b4-b284f047669e,2023-09-08 05:06:34.631573+00,[],47,,,
+51,I see no propensity from the data that suggests there is a planet in orbit,8b09080f-1306-4ca7-b3b4-b284f047669e,2023-09-08 05:06:37.155871+00,[],47,,,
+52,Wave in the lightcurve suggest a possibility of planet in orbit,8b09080f-1306-4ca7-b3b4-b284f047669e,2023-09-08 05:08:50.706801+00,[],50,,,
+53,Wave in the lightcurve suggest a possibility of planet in orbit,8b09080f-1306-4ca7-b3b4-b284f047669e,2023-09-08 05:08:52.309907+00,[],50,,,
+54,"FINDINGS: PLANET HAS SIGNS OF WATER, POSSIBILITY IT IS VIABLE FOR LIFE",de191534-352f-4136-bac5-391ff940ec09,2023-09-10 03:21:01.710595+00,[],62,,,
+56,"FINDINGS: HIGH TEMPERATURES, POSSIBLY SULFUR BASED",de191534-352f-4136-bac5-391ff940ec09,2023-09-10 03:27:38.633995+00,[],59,,,
+57,FINDINGS: PLANET IS A CLASSIFIED EXOPLANET WITH HABITABLE CONDITIONS,de191534-352f-4136-bac5-391ff940ec09,2023-09-10 03:39:09.632433+00,[],51,,,
+58,"FINDINGS: ""KOI-4878.01 is an exoplanet candidate that orbits the F-type main-sequence star KOI-4878. It is located about 1075 light years (329 parsecs) from Earth."" HIGHLY POSSIBLE VIABLE FOR LIFE",de191534-352f-4136-bac5-391ff940ec09,2023-09-10 03:45:14.614959+00,[],50,,,
+59,"FINDINGS: [TIC 172900988] A Transiting Circumbinary Planet Detected ""An exoplanet planet about as big around as Jupiter belongs to a system that’s a stunner. The planet orbits two stars and, viewed from Earth, crosses the faces of both.""",de191534-352f-4136-bac5-391ff940ec09,2023-09-10 05:29:47.679506+00,[],58,,,
+60,"FINDINGS: [Kepler-22] a Sun-like star in the northern constellation of Cygnus, the swan, that is orbited by a planet found to be unequivocally within the star's habitable zone. (Cygnus being located within the Milky Way Galaxy)",de191534-352f-4136-bac5-391ff940ec09,2023-09-10 08:00:44.549033+00,[],47,,,
+61,"FINDINGS: [TIC 257060897-b] is a gas giant exoplanet that orbits an F-type star. Its mass is 0.67 Jupiters, it takes 3.7 days to complete one orbit of its star, and is 0.051 AU from its star (Similar to JUPITER in physical appearance)",de191534-352f-4136-bac5-391ff940ec09,2023-09-10 08:04:09.241156+00,[],61,,,
+62,"According to Exofop, this lightcurve does refer to a very well-known confirmed exoplanet. The repeated dips in the phase-folded ( & binned ) graph show that there's a regularly orbiting body around the parent star.",cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-09-12 05:56:02.914888+00,[],48,,,
+63,the Light curve data of KOI-5737 shows a somewhat definitive presence of an exoplanet.,e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-14 12:17:33.168438+00,[],51,,,
+64,This shows a definitive pattern of Light interaction from an exoplanet when viewing KOI-4871,e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-14 12:19:31.63374+00,[],50,,,
+65,"Although the binned data shows very minimal likelihood through a tiny noticeable pattern, however, it is not consistently measurable - the phase folded data does show some formality to light interference of some kind of space anomaly. - Kepler-22 requires more data before confirmation - however it seems it could be a potential and should not be ruled out",e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-14 12:24:17.948333+00,[],47,,,
+76,The data shows a very distinct dip in light. Once the data has been Phase folded this is further confirmed.,e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-27 13:59:19.705502+00,[],64,,,
+77,"This shows a fair likelihood of a planet being present, a  consistent pattern right across the light curve data.",e3344c5c-384f-4898-aea6-397c2ac1edf6,2023-09-27 14:00:53.274331+00,[],49,,,
+78,"As seen in the jupyter snippet where the period is set (which can be observed in the binned data, allowing us to phase fold the dips to showcase a potential/likely transit event), we have a consistent dipping occur over a period of ~30 days, with a similar amount of light being blocked out each time. This body is likely to be extremely close to its parent star and as such will likely be tidally locked.",cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-09-28 13:21:44.966445+00,"[""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1695907182769cebdc7a2-d8af-45b3-b37f-80f328ff54d665Binned.png"",""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1695907220249cebdc7a2-d8af-45b3-b37f-80f328ff54d6Screenshot 2023-09-28 at 11.20.03 pm.png""]",65,,,
+79,"As seen in the Lightkurves, there's a repeating dip every ~1.5 days, starting around day 1326. When we phase fold the sector in Jupyter, we get a consistent normalised flux of around 0.97 at day 0.0 (JD phase)",cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2023-11-26 08:55:43.994937+00,[],64,,,
+85,Test,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2024-01-11 12:15:50.169524+00,"[""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/media/1704975349315cebdc7a2-d8af-45b3-b37f-80f328ff54d6Frame 1000002890.png""]",,,1,1
\ No newline at end of file
diff --git a/supabase/archive/Spaceship Inventory.csv b/supabase/archive/Spaceship Inventory.csv
new file mode 100644
index 00000000..85279ffe
--- /dev/null
+++ b/supabase/archive/Spaceship Inventory.csv	
@@ -0,0 +1,8 @@
+id,created_at,owner,spaceship_id,state,current_planet
+1,2023-09-14 06:17:06.863833+00,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2,,
+2,2023-09-14 06:21:18.84422+00,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,1,,
+3,2023-09-19 08:28:36.054673+00,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,3,,
+4,2023-09-19 09:03:23.296998+00,e3344c5c-384f-4898-aea6-397c2ac1edf6,3,,
+5,2023-09-19 21:42:05.439047+00,cdfb438d-2fa4-4745-b96d-5bc277455425,3,,
+6,2023-09-27 08:32:16.716966+00,56922ce7-dddb-441d-8656-3fc6e1f3867f,3,,
+7,2023-09-27 12:37:53.418564+00,e3344c5c-384f-4898-aea6-397c2ac1edf6,2,,
\ No newline at end of file
diff --git a/supabase/archive/Spaceships Inventory.csv b/supabase/archive/Spaceships Inventory.csv
new file mode 100644
index 00000000..f6773ea0
--- /dev/null
+++ b/supabase/archive/Spaceships Inventory.csv	
@@ -0,0 +1,2 @@
+id,created_at,owner,spaceship_id,state,current_planet
+1,2023-09-14 06:20:41+00,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,2,,
\ No newline at end of file
diff --git a/supabase/archive/Spaceships Rows.csv b/supabase/archive/Spaceships Rows.csv
new file mode 100644
index 00000000..e8b4da9c
--- /dev/null
+++ b/supabase/archive/Spaceships Rows.csv	
@@ -0,0 +1,4 @@
+id,created_at,owner,name,image,hp,speed,attack,cost
+1,2023-03-26 09:56:54.614576+00,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,Perseverance Rover,https://upload.wikimedia.org/wikipedia/commons/6/6f/Perseverance_rover_design.png,5,5,5,10
+2,2023-03-26 09:57:27.27258+00,cebdc7a2-d8af-45b3-b37f-80f328ff54d6,TESS,https://github.com/Signal-K/sytizen/blob/planti/src/Assets/StatElements/TessStat.png?raw=true,5,5,5,10
+3,2023-09-19 08:16:51.051927+00,,Base Spaceship,https://starprotocol-gizmotronn.vercel.app/assets/Onboarding/Missions/Silfur/SolarShip2.png,1,1,1,0
\ No newline at end of file
diff --git a/supabase/archive/Star Systems Rows.csv b/supabase/archive/Star Systems Rows.csv
new file mode 100644
index 00000000..10c10231
--- /dev/null
+++ b/supabase/archive/Star Systems Rows.csv	
@@ -0,0 +1,7 @@
+id,content,created_at,temperature,metallicity,luminosity,colour,starType,distanceFromEarth,galaxy,constellation
+1,KOI-571,2023-12-11 02:18:39.878811+00,3755,-0.26,0.055,,M1,582,Milky Way,Cygnus
+2,KOI-172,2023-12-11 02:21:40.840099+00,5911.15,0.29,0.8,,G4V,2430,Milky Way,Cygnus
+3,KOI-4742,2023-12-11 06:53:00.803436+00,4402,-0.37,0.117,,K5V,1206,Milky Way,Lyra
+4,KOI-87,2023-12-11 06:53:44.251352+00,5596,-0.255,0.79,,G5V,640,Milky Way,Cygnus
+5,K2-112,2023-12-11 06:59:23.393353+00,2566,0.04,0.000553,,M8V,40.66,Milky Way,Aquarius
+6,TOI-700,2023-12-11 07:00:06.861286+00,3840,-0.07,0.0233,,M2V,101.4,Milky Way,Dorado
\ No newline at end of file
diff --git a/supabase/archive/User anomalies rows.csv b/supabase/archive/User anomalies rows.csv
new file mode 100644
index 00000000..993511db
--- /dev/null
+++ b/supabase/archive/User anomalies rows.csv	
@@ -0,0 +1,2 @@
+id,user_id,anomaly_id,ownership_date
+1,d4eaa880-47a2-4481-a432-dd2ce6bcfc25,2,2024-06-10 15:23:11.985713+00
\ No newline at end of file
diff --git a/supabase/archive/galaxy/Spacefile b/supabase/archive/galaxy/Spacefile
new file mode 100644
index 00000000..e0586d51
--- /dev/null
+++ b/supabase/archive/galaxy/Spacefile
@@ -0,0 +1,7 @@
+# Spacefile Docs: https://go.deta.dev/docs/spacefile/v0
+v: 0
+micros:
+  - name: galaxy
+    src: ./
+    engine: python3.9
+    primary: true
diff --git a/galaxy/app.py b/supabase/archive/galaxy/app.py
similarity index 98%
rename from galaxy/app.py
rename to supabase/archive/galaxy/app.py
index f176b924..e6d1c23d 100644
--- a/galaxy/app.py
+++ b/supabase/archive/galaxy/app.py
@@ -31,4 +31,4 @@ def get_user_inventory(user_id):
 
 # Main function to run the Flask app
 if __name__ == '__main__':
-    app.run(debug=True)
\ No newline at end of file
+    app.run(debug=True) 
\ No newline at end of file
diff --git a/galaxy/docker-compose.yml b/supabase/archive/galaxy/docker-compose.yml
similarity index 100%
rename from galaxy/docker-compose.yml
rename to supabase/archive/galaxy/docker-compose.yml
diff --git a/galaxy/dockerfile b/supabase/archive/galaxy/dockerfile
similarity index 100%
rename from galaxy/dockerfile
rename to supabase/archive/galaxy/dockerfile
diff --git a/galaxy/lightkurve.py b/supabase/archive/galaxy/lightkurve.py
similarity index 100%
rename from galaxy/lightkurve.py
rename to supabase/archive/galaxy/lightkurve.py
diff --git a/galaxy/requirements.txt b/supabase/archive/galaxy/requirements.txt
similarity index 100%
rename from galaxy/requirements.txt
rename to supabase/archive/galaxy/requirements.txt
diff --git a/views/Unity/retrieveData.cs b/supabase/archive/galaxy/views/Unity/retrieveData.cs
similarity index 100%
rename from views/Unity/retrieveData.cs
rename to supabase/archive/galaxy/views/Unity/retrieveData.cs
diff --git a/views/Unity/tests/get.py b/supabase/archive/galaxy/views/Unity/tests/get.py
similarity index 100%
rename from views/Unity/tests/get.py
rename to supabase/archive/galaxy/views/Unity/tests/get.py
diff --git a/views/Unity/unity-integration.py b/supabase/archive/galaxy/views/Unity/unity-integration.py
similarity index 100%
rename from views/Unity/unity-integration.py
rename to supabase/archive/galaxy/views/Unity/unity-integration.py
diff --git a/views/Unity/unitySetup.sql b/supabase/archive/galaxy/views/Unity/unitySetup.sql
similarity index 100%
rename from views/Unity/unitySetup.sql
rename to supabase/archive/galaxy/views/Unity/unitySetup.sql
diff --git a/views/__init__.py b/supabase/archive/galaxy/views/__init__.py
similarity index 100%
rename from views/__init__.py
rename to supabase/archive/galaxy/views/__init__.py
diff --git a/views/lightkurve.py b/supabase/archive/galaxy/views/lightkurve.py
similarity index 100%
rename from views/lightkurve.py
rename to supabase/archive/galaxy/views/lightkurve.py
diff --git a/supabase/archive/inventory/Inventar Zeilen 13.09.24.csv b/supabase/archive/inventory/Inventar Zeilen 13.09.24.csv
new file mode 100644
index 00000000..58921ddf
--- /dev/null
+++ b/supabase/archive/inventory/Inventar Zeilen 13.09.24.csv	
@@ -0,0 +1,61 @@
+id,item,owner,quantity,notes,time_of_deploy,anomaly,parentItem,configuration
+1,23,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,Created for mission 1370104,,4,,"{""Power"":3,""Speed"":3,""Capacity"":3}"
+5,23,2a9fedd4-1036-4ff8-b5ff-d7925c8fa04a,1,Created for mission 1370104,,4,,"{""Power"":3,""Speed"":3,""Capacity"":2}"
+6,17,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,2,Created by rover 1,2024-08-27 15:33:08.495+00,3,,
+7,19,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,3,Created by rover 1,2024-08-29 02:29:22.275+00,4,,
+8,17,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,14,Created by rover 1,2024-08-29 02:32:48.839+00,4,,
+9,16,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,28,Created by rover 1,2024-08-29 13:57:37.483+00,4,,
+12,21,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,4,Created by rover 1,2024-08-31 03:36:29.542+00,4,,
+13,3102,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,,4,,"{""Uses"":5}"
+14,3101,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,,,,"{""Uses"":1}"
+15,11,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:35.619+00,4,,
+17,13,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:35.619+00,4,,
+18,14,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:35.619+00,4,,
+20,16,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:35.619+00,4,,
+21,19,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:35.619+00,4,,
+24,26,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:35.619+00,4,,
+29,11,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:39.615+00,4,,
+31,13,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:39.615+00,4,,
+34,16,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:39.615+00,4,,
+35,19,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:39.615+00,4,,
+43,11,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.153+00,4,,
+45,13,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.153+00,4,,
+48,16,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.153+00,4,,
+49,19,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.153+00,4,,
+53,28,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.153+00,4,,
+55,30,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.153+00,4,,
+57,11,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.631+00,4,,
+59,13,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.631+00,4,,
+62,16,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.631+00,4,,
+63,19,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.631+00,4,,
+64,22,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.631+00,4,,
+66,26,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.631+00,4,,
+68,29,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.631+00,4,,
+70,32,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.631+00,4,,
+71,11,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.788+00,4,,
+73,13,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.788+00,4,,
+76,16,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.788+00,4,,
+77,19,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:44.788+00,4,,
+85,11,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:45.016+00,4,,
+87,13,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:45.016+00,4,,
+90,16,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:45.016+00,4,,
+91,19,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-02 11:31:45.016+00,4,,
+100,16,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,2,Created by rover 1,2024-09-03 02:57:53.104+00,4,,
+101,16,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,2,Created by rover 1,2024-09-03 02:58:26.027+00,4,,
+102,16,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,2,Created by rover 1,2024-09-03 02:59:09.713+00,4,,
+103,19,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,3,Created by rover 1,2024-09-03 12:31:16.754+00,4,,
+240,19,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,3,Created by rover 1,2024-09-06 06:09:19.562+00,4,,
+859,3104,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,,,2024-09-06 06:36:33.139+00,4,,"{""Uses"":8}"
+861,3103,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,,,2024-09-06 06:47:53.103+00,4,,"{""Uses"":117}"
+863,3105,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,,,2024-09-06 06:48:24.406+00,4,,"{""Uses"":1,""Mission ID"":137121301,""Created for"":""Starter mission""}"
+871,10600,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,,4,,
+872,10601,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,,4,,
+873,3104,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-11 14:21:27.999+00,5,,
+874,3103,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,2024-09-11 14:24:03.16+00,5,,
+875,15,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,7,,,4,,
+876,3102,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,,4,,
+877,3102,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,,4,,
+878,23,f036a99b-e02d-45b3-b56e-c3a09faa7746,1,Created for mission 1370104,,,,
+879,23,f036a99b-e02d-45b3-b56e-c3a09faa7746,1,Created for mission 1370104,,,,
+880,3106,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,,4,,"{""Uses"":8}"
+881,3102,8b36a3d3-eb24-4858-ab71-05fe4b95dba7,1,,,4,,
\ No newline at end of file
diff --git a/supabase/archive/tables./Anomalies/Anomalies Rows (1).csv b/supabase/archive/tables./Anomalies/Anomalies Rows (1).csv
new file mode 100644
index 00000000..5f2310b5
--- /dev/null
+++ b/supabase/archive/tables./Anomalies/Anomalies Rows (1).csv	
@@ -0,0 +1,7 @@
+id,content,ticId,anomalytype,type,radius,mass,density,gravity,temperatureEq,temperature,smaxis,orbital_period,classification_status,avatar_url,created_at,deepnote,lightkurve,configuration
+1,Kepler-69c,,,Super-Earth,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base3.png,2023-12-09 22:45:53.406827+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/c0a1f3fb754c4d8e9a4af06561bdf63b?height=2137,,
+2,Kepler-186f,,,Terrestrial Earth-like,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 02:14:32.494124+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/26fe61c341554e0eb36d116ea86cc371?height=1214.46875,,
+3,Kepler-442b,,,Terrestrial Super-Earth,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base2.png,2023-12-11 07:04:10.985628+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/cc87705e6f8741548f240421ad98eb8a?height=840.34375,,
+4,Kepler-22b,,,Water world,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:06:10.540091+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/de23ffaa2ccc4d0d8889cefbfbda83df?height=388.78125,,
+5,Trappist-1f,,,Terrestrial earth-size,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base1.png,2023-12-11 07:10:40.276653+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/2e256956eb414262ae3902216eeb924f?height=440,,
+6,TOI-700d,,,Goldilocks terrestrial earth-like,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:12:23.761093+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/209424fcd5de426bbdd87d1e5420dde4?height=598.75,,
\ No newline at end of file
diff --git a/supabase/archive/tables./Anomalies/Anomalies Rows.csv b/supabase/archive/tables./Anomalies/Anomalies Rows.csv
new file mode 100644
index 00000000..7d0715ef
--- /dev/null
+++ b/supabase/archive/tables./Anomalies/Anomalies Rows.csv	
@@ -0,0 +1,7 @@
+id,content,ticId,anomalytype,type,radius,mass,density,gravity,temperatureEq,temperature,smaxis,orbital_period,classification_status,avatar_url,created_at,deepnote,lightkurve,configuration
+1,Kepler-69c,,,Super-Earth,,,,,,,,,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base3.png,2023-12-09 22:45:53.406827+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/c0a1f3fb754c4d8e9a4af06561bdf63b?height=2137,,"{"ticId": "KOI 172.02", "radius": 1.71, "mass": 2.14, "density": 2.36, "gravity": 0.73, "temperature_eq": 548.15, "temperature": 325.15, "smaxis": 0.64, "orbital_period": 242.47, "lightkurve": "https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"}"
+2,Kepler-186f,,,Terrestrial Earth-like,,,,,,,,,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 02:14:32.494124+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/26fe61c341554e0eb36d116ea86cc371?height=1214.46875,,"{"ticId": "KOI 571.05", "radius": 1.17, "mass": 1.44, "gravity": 1.17, "temperature": -85, "smaxis": 0.432, "orbital_period": 129.95, "lightkurve": "https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"}"
+3,Kepler-442b,,,Terrestrial Super-Earth,,,,,,,,,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base2.png,2023-12-11 07:04:10.985628+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/cc87705e6f8741548f240421ad98eb8a?height=840.34375,,"{"ticId": "KOI-4742.01", "radius": 1.34, "mass": 2.3, "temperature_eq": 233, "smaxis": 0.409, "orbital_period": 112.3, "lightkurve": "https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710159536497"}"
+4,Kepler-22b,,,Water world,,,,,,,,,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:06:10.540091+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/de23ffaa2ccc4d0d8889cefbfbda83df?height=388.78125,,"{"ticId": "KOI-87.01", "radius": 2.1, "mass": 9.1, "density": 5.2, "temperature_eq": 279, "temperature": 295, "smaxis": 0.812, "orbital_period": 289.86}"
+5,Trappist-1f,,,Terrestrial earth-size,,,,,,,,,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base1.png,2023-12-11 07:10:40.276653+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/2e256956eb414262ae3902216eeb924f?height=440,,"{"ticId": "TOI 6838.05", "radius": 1.045, "mass": 1.039, "density": 5.009, "temperature_eq": 217.65, "smaxis": 0.03749, "orbital_period": 9.21}"
+6,TOI-700d,,,Goldilocks terrestrial earth-like,,,,,,,,,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:12:23.761093+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/209424fcd5de426bbdd87d1e5420dde4?height=598.75,,"{"ticId": "TOI-700.02", "radius": 1.073, "mass": 1.72, "temperature_eq": 268.85, "smaxis": 0.1633, "orbital_period": 37.42}"
\ No newline at end of file
diff --git a/supabase/archive/tables./Anomalies/Base Planets Rows 2.csv b/supabase/archive/tables./Anomalies/Base Planets Rows 2.csv
new file mode 100644
index 00000000..c7f7d091
--- /dev/null
+++ b/supabase/archive/tables./Anomalies/Base Planets Rows 2.csv	
@@ -0,0 +1,7 @@
+id,content,type,classification_status,avatar_url,created_at,deepnote,configuration
+1,Kepler-69c,Super-Earth,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base3.png,2023-12-09 22:45:53.406827+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/c0a1f3fb754c4d8e9a4af06561bdf63b?height=2137,1,{"ticId": "KOI 172.02", "radius": 1.71, "mass": 2.14, "density": 2.36, "gravity": 0.73, "temperature_eq": 548.15, "temperature": 325.15, "smaxis": 0.64, "orbital_period": 242.47, "lightkurve": "https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"}
+2,Kepler-186f,Terrestrial Earth-like,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 02:14:32.494124+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/26fe61c341554e0eb36d116ea86cc371?height=1214.46875,2,{"ticId": "KOI 571.05", "radius": 1.17, "mass": 1.44, "gravity": 1.17, "temperature": -85, "smaxis": 0.432, "orbital_period": 129.95, "lightkurve": "https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"}
+3,Kepler-442b,Terrestrial Super-Earth,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base2.png,2023-12-11 07:04:10.985628+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/cc87705e6f8741548f240421ad98eb8a?height=840.34375,3,{"ticId": "KOI-4742.01", "radius": 1.34, "mass": 2.3, "temperature_eq": 233, "smaxis": 0.409, "orbital_period": 112.3, "lightkurve": "https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710159536497"}
+4,Kepler-22b,Water world,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:06:10.540091+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/de23ffaa2ccc4d0d8889cefbfbda83df?height=388.78125,4,{"ticId": "KOI-87.01", "radius": 2.1, "mass": 9.1, "density": 5.2, "temperature_eq": 279, "temperature": 295, "smaxis": 0.812, "orbital_period": 289.86}
+5,Trappist-1f,Terrestrial earth-size,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base1.png,2023-12-11 07:10:40.276653+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/2e256956eb414262ae3902216eeb924f?height=440,5,{"ticId": "TOI 6838.05", "radius": 1.045, "mass": 1.039, "density": 5.009, "temperature_eq": 217.65, "smaxis": 0.03749, "orbital_period": 9.21}
+6,TOI-700d,Goldilocks terrestrial earth-like,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:12:23.761093+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/209424fcd5de426bbdd87d1e5420dde4?height=598.75,6,{"ticId": "TOI-700.02", "radius": 1.073, "mass": 1.72, "temperature_eq": 268.85, "smaxis": 0.1633, "orbital_period": 37.42}
diff --git a/supabase/tables./Base Planets Rows.csv b/supabase/archive/tables./Anomalies/Base Planets Rows.csv
similarity index 100%
rename from supabase/tables./Base Planets Rows.csv
rename to supabase/archive/tables./Anomalies/Base Planets Rows.csv
diff --git a/supabase/archive/tables./Anomalies/Star Sailors anomalies.csv b/supabase/archive/tables./Anomalies/Star Sailors anomalies.csv
new file mode 100644
index 00000000..69ca7cd3
--- /dev/null
+++ b/supabase/archive/tables./Anomalies/Star Sailors anomalies.csv	
@@ -0,0 +1,7 @@
+id,content,ticId,anomalytype,type,radius,mass,density,gravity,temperatureEq,temperature,smaxis,orbital_period,classification_status,avatar_url,created_at,deepnote,lightkurve,configuration
+6,TOI-700d,,,Goldilocks terrestrial earth-like,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:12:23.761093+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/209424fcd5de426bbdd87d1e5420dde4?height=598.75,,"{""mass"":1.72,""ticId"":""TOI-700.02"",""radius"":1.073,""smaxis"":0.1633,""orbital_period"":37.42,""temperature_eq"":268.85}"
+5,Trappist-1f,,,Terrestrial earth-size,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base1.png,2023-12-11 07:10:40.276653+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/2e256956eb414262ae3902216eeb924f?height=440,,"{""mass"":1.039,""ticId"":""TOI 6838.05"",""radius"":1.045,""smaxis"":0.03749,""density"":5.009,""orbital_period"":9.21,""temperature_eq"":217.65}"
+4,Kepler-22b,,,Water world,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:06:10.540091+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/de23ffaa2ccc4d0d8889cefbfbda83df?height=388.78125,,"{""mass"":9.1,""ticId"":""KOI-87.01"",""radius"":2.1,""smaxis"":0.812,""density"":5.2,""temperature"":295,""orbital_period"":289.86,""temperature_eq"":279}"
+3,Kepler-442b,,,Terrestrial Super-Earth,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base2.png,2023-12-11 07:04:10.985628+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/cc87705e6f8741548f240421ad98eb8a?height=840.34375,,"{""mass"":2.3,""ticId"":""KOI-4742.01"",""radius"":1.34,""smaxis"":0.409,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710159536497"",""orbital_period"":112.3,""temperature_eq"":233}"
+2,Kepler-186f,,,Terrestrial Earth-like,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 02:14:32.494124+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/26fe61c341554e0eb36d116ea86cc371?height=1214.46875,,"{""mass"":1.44,""ticId"":""KOI 571.05"",""radius"":1.17,""smaxis"":0.432,""gravity"":1.17,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"",""temperature"":-85,""orbital_period"":129.95}"
+1,Kepler-69c,,,Super-Earth,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base3.png,2023-12-09 22:45:53.406827+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/c0a1f3fb754c4d8e9a4af06561bdf63b?height=2137,,"{""mass"":2.14,""ticId"":""KOI 172.02"",""radius"":1.71,""smaxis"":0.64,""density"":2.36,""gravity"":0.73,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"",""temperature"":325.15,""orbital_period"":242.47,""temperature_eq"":548.15}"
\ No newline at end of file
diff --git a/supabase/archive/tables./Anomalies/anomalies.csv b/supabase/archive/tables./Anomalies/anomalies.csv
new file mode 100644
index 00000000..69ca7cd3
--- /dev/null
+++ b/supabase/archive/tables./Anomalies/anomalies.csv
@@ -0,0 +1,7 @@
+id,content,ticId,anomalytype,type,radius,mass,density,gravity,temperatureEq,temperature,smaxis,orbital_period,classification_status,avatar_url,created_at,deepnote,lightkurve,configuration
+6,TOI-700d,,,Goldilocks terrestrial earth-like,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:12:23.761093+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/209424fcd5de426bbdd87d1e5420dde4?height=598.75,,"{""mass"":1.72,""ticId"":""TOI-700.02"",""radius"":1.073,""smaxis"":0.1633,""orbital_period"":37.42,""temperature_eq"":268.85}"
+5,Trappist-1f,,,Terrestrial earth-size,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base1.png,2023-12-11 07:10:40.276653+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/2e256956eb414262ae3902216eeb924f?height=440,,"{""mass"":1.039,""ticId"":""TOI 6838.05"",""radius"":1.045,""smaxis"":0.03749,""density"":5.009,""orbital_period"":9.21,""temperature_eq"":217.65}"
+4,Kepler-22b,,,Water world,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:06:10.540091+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/de23ffaa2ccc4d0d8889cefbfbda83df?height=388.78125,,"{""mass"":9.1,""ticId"":""KOI-87.01"",""radius"":2.1,""smaxis"":0.812,""density"":5.2,""temperature"":295,""orbital_period"":289.86,""temperature_eq"":279}"
+3,Kepler-442b,,,Terrestrial Super-Earth,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base2.png,2023-12-11 07:04:10.985628+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/cc87705e6f8741548f240421ad98eb8a?height=840.34375,,"{""mass"":2.3,""ticId"":""KOI-4742.01"",""radius"":1.34,""smaxis"":0.409,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710159536497"",""orbital_period"":112.3,""temperature_eq"":233}"
+2,Kepler-186f,,,Terrestrial Earth-like,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 02:14:32.494124+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/26fe61c341554e0eb36d116ea86cc371?height=1214.46875,,"{""mass"":1.44,""ticId"":""KOI 571.05"",""radius"":1.17,""smaxis"":0.432,""gravity"":1.17,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"",""temperature"":-85,""orbital_period"":129.95}"
+1,Kepler-69c,,,Super-Earth,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base3.png,2023-12-09 22:45:53.406827+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/c0a1f3fb754c4d8e9a4af06561bdf63b?height=2137,,"{""mass"":2.14,""ticId"":""KOI 172.02"",""radius"":1.71,""smaxis"":0.64,""density"":2.36,""gravity"":0.73,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"",""temperature"":325.15,""orbital_period"":242.47,""temperature_eq"":548.15}"
\ No newline at end of file
diff --git a/supabase/archive/tables./Anomalies/anomalies_rows.csv b/supabase/archive/tables./Anomalies/anomalies_rows.csv
new file mode 100644
index 00000000..75ad7939
--- /dev/null
+++ b/supabase/archive/tables./Anomalies/anomalies_rows.csv
@@ -0,0 +1,2 @@
+id,content,ticId,anomalytype,type,radius,mass,density,gravity,temperatureEq,temperature,smaxis,orbital_period,classification_status,avatar_url,created_at,deepnote,lightkurve,configuration
+6,TOI-700d,,,Goldilocks terrestrial earth-like,,,,,,,,,in progress,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:12:23.761093+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/209424fcd5de426bbdd87d1e5420dde4?height=598.75,,"{""mass"":1.72,""ticId"":""TOI-700.02"",""radius"":1.073,""smaxis"":0.1633,""orbital_period"":37.42,""temperature_eq"":268.85}"
\ No newline at end of file
diff --git a/supabase/archive/tables./Inventory rows.csv b/supabase/archive/tables./Inventory rows.csv
new file mode 100644
index 00000000..b0bce9f9
--- /dev/null
+++ b/supabase/archive/tables./Inventory rows.csv	
@@ -0,0 +1,8 @@
+id,item,owner,quantity,notes,parentItem,time_of_deploy,anomaly
+7,13,5c521fb2-2824-4a77-a740-57f2976fc4e1,3,Created upon the completion of mission 5,,2024-06-06 16:40:00.911+00,1
+8,15,5c521fb2-2824-4a77-a740-57f2976fc4e1,2,Created upon the completion of mission 5,,2024-06-06 16:40:00.911+00,1
+18,13,5c521fb2-2824-4a77-a740-57f2976fc4e1,2,"Created upon the deployment of the user's first automaton, for mission 6",6,2024-06-06 18:06:46.091+00,1
+19,15,5c521fb2-2824-4a77-a740-57f2976fc4e1,1,"Created upon the deployment of the user's first automaton, for mission 6",6,2024-06-06 18:06:46.091+00,1
+23,13,5c521fb2-2824-4a77-a740-57f2976fc4e1,1,,,,1
+24,13,5c521fb2-2824-4a77-a740-57f2976fc4e1,1,,,,1
+25,15,5c521fb2-2824-4a77-a740-57f2976fc4e1,1,,,,1
\ No newline at end of file
diff --git a/supabase/migrations/20240520133259_createAnomaliesTable.sql b/supabase/migrations/20240520133259_createAnomaliesTable.sql
index 5958ffaf..100c2a5e 100644
--- a/supabase/migrations/20240520133259_createAnomaliesTable.sql
+++ b/supabase/migrations/20240520133259_createAnomaliesTable.sql
@@ -1,9 +1,9 @@
 create table
-  public."anomalies" (
+  public.anomalies (
     id bigint generated by default as identity,
     content text null,
     "ticId" text null,
-    anomalyType text null,
+    anomalytype text null,
     type text null,
     radius double precision null,
     mass double precision null,
@@ -12,12 +12,14 @@ create table
     "temperatureEq" double precision null,
     temperature double precision null,
     smaxis double precision null,
-    orbital_period double precision null, 
+    orbital_period double precision null,
     classification_status text null,
     avatar_url text null,
     created_at timestamp with time zone not null default now(),
     deepnote text null,
     lightkurve text null,
-    configuration jsonb null, -- Adding the new JSONB column
-    constraint basePlanets_pkey primary key (id)
-) tablespace pg_default;
+    configuration jsonb null,
+    "parentAnomaly" bigint null,
+    constraint baseplanets_pkey primary key (id),
+    constraint anomalies_parentAnomaly_fkey foreign key ("parentAnomaly") references anomalies (id)
+  ) tablespace pg_default;
\ No newline at end of file
diff --git a/supabase/migrations/20240520134813_addClassificationTable.sql b/supabase/migrations/20240520134813_addClassificationTable.sql
index 6232db13..ca8f4c03 100644
--- a/supabase/migrations/20240520134813_addClassificationTable.sql
+++ b/supabase/migrations/20240520134813_addClassificationTable.sql
@@ -5,6 +5,7 @@ create table
     content text null,
     author uuid null,
     anomaly bigint null,
+    classificationType text null,
     media json null,
     constraint classifications_pkey primary key (id),
     constraint classifications_anomaly_fkey foreign key (anomaly) references "anomalies" (id),
diff --git a/supabase/migrations/20240520140724_addInventoryTable.sql b/supabase/migrations/20240520140724_addInventoryTable.sql
index 3e9b2d88..dd1dbbd9 100644
--- a/supabase/migrations/20240520140724_addInventoryTable.sql
+++ b/supabase/migrations/20240520140724_addInventoryTable.sql
@@ -1,20 +1,14 @@
-create table
-  public."inventory" (
+CREATE TABLE public."inventory" (
     id bigint generated by default as identity,
     item bigint null, 
     owner uuid null,
     quantity double precision null,
-    -- location bigint null,
-    -- sector bigint null,
-    -- "planetSector" bigint null,
     notes text null,
+    "parentItem" bigint null,
     time_of_deploy timestamp with time zone null,
     "anomaly" bigint null,
     constraint inventory_pkey primary key (id),
-    -- constraint inventory_item_fkey foreign key (item) references "inventoryITEMS" (id),
-    -- constraint inventory_location_fkey foreign key (location) references "inventoryPLANETS" (id),
-    constraint inventory_anomaly_fkey foreign key ("anomaly") references "anomalies" (id),
-    -- constraint inventory_planetSector_fkey foreign key ("planetSector") references "basePlanetSectors" (id),
-    -- constraint inventory_sector_fkey foreign key (sector) references "basePlanetSectors" (id),
-    constraint inventory_owner_fkey foreign key (owner) references profiles (id)
+    constraint inventory_parentItem_fkey foreign key ("parentItem") references public."inventory" (id), -- Corrected table name in foreign key reference
+    constraint inventory_anomaly_fkey foreign key ("anomaly") references public."anomalies" (id), -- Corrected table name in foreign key reference
+    constraint inventory_owner_fkey foreign key (owner) references public.profiles (id) -- Assuming "profiles" table is in the public schema
 ) tablespace pg_default;
\ No newline at end of file
diff --git a/supabase/migrations/20240529211305_missions.sql b/supabase/migrations/20240529211305_missions.sql
index 18bb6212..34a2eeea 100644
--- a/supabase/migrations/20240529211305_missions.sql
+++ b/supabase/migrations/20240529211305_missions.sql
@@ -1,10 +1,11 @@
-create table
-    public."missions" (
-        id bigint generated by default as identity,
-        user uuid null,
-        time_of_completion timestamp with time zone null,
-        mission bigint null, -- I'm thinking that we have a grouping i.e. group# followed by "000" and then mission #
-        configuration jsonb null, -- This will house the information on how the achievement was completed (e.g. what item id in `inventory` table was used to complete the mission)
-        constraint missions_pkey primary key (id),
-        constraint missions_user_fkey foreign key (user) references profiles (id)
-    ) tablespace pg_default;
\ No newline at end of file
+CREATE TABLE public.missions (
+    id BIGINT GENERATED BY DEFAULT AS IDENTITY,
+    "user" UUID NOT NULL,
+    time_of_completion TIMESTAMP WITH TIME ZONE NULL,
+    mission BIGINT NULL,
+    configuration JSONB NULL,
+    rewarded_items BIGINT[] NULL, -- New field to store rewarded item IDs
+    CONSTRAINT missions_pkey PRIMARY KEY (id),
+    CONSTRAINT missions_user_fkey FOREIGN KEY ("user") REFERENCES profiles (id)
+        ON DELETE CASCADE
+);
\ No newline at end of file
diff --git a/supabase/migrations/20240609211933_ownedAnomalies.sql b/supabase/migrations/20240609211933_ownedAnomalies.sql
new file mode 100644
index 00000000..46a9c419
--- /dev/null
+++ b/supabase/migrations/20240609211933_ownedAnomalies.sql
@@ -0,0 +1,9 @@
+create table public.user_anomalies (
+    id bigint generated by default as identity primary key,
+    user_id uuid not null,
+    anomaly_id bigint not null,
+    ownership_date timestamp with time zone not null default now(),
+    constraint user_anomalies_user_fkey foreign key (user_id) references profiles (id) on delete cascade,
+    constraint user_anomalies_anomaly_fkey foreign key (anomaly_id) references anomalies (id) on delete cascade
+) tablespace pg_default;
+ 
\ No newline at end of file
diff --git a/supabase/migrations/20240616150227_remote_schema.sql b/supabase/migrations/20240616150227_remote_schema.sql
new file mode 100644
index 00000000..52d66294
--- /dev/null
+++ b/supabase/migrations/20240616150227_remote_schema.sql
@@ -0,0 +1,21 @@
+alter table "public"."anomalies" drop constraint "anomalies_parentanomaly_fkey";
+
+alter table "public"."inventory" drop constraint "inventory_parentitem_fkey";
+
+alter table "public"."missions" drop constraint "missions_user_fkey";
+
+alter table "public"."anomalies" drop column "parentAnomaly";
+
+alter table "public"."classifications" drop column "classificationtype";
+
+alter table "public"."inventory" drop column "parentItem";
+
+alter table "public"."missions" drop column "rewarded_items";
+
+alter table "public"."missions" alter column "user" drop not null;
+
+alter table "public"."missions" add constraint "missions_user_fkey" FOREIGN KEY ("user") REFERENCES profiles(id) not valid;
+
+alter table "public"."missions" validate constraint "missions_user_fkey";
+
+
diff --git a/supabase/migrations/20240617160236_addRewardsToMissions.sql b/supabase/migrations/20240617160236_addRewardsToMissions.sql
new file mode 100644
index 00000000..188cf614
--- /dev/null
+++ b/supabase/migrations/20240617160236_addRewardsToMissions.sql
@@ -0,0 +1,50 @@
+ALTER TABLE public.missions
+ADD COLUMN rewarded_items BIGINT[] NULL;
+
+-- Add the parentItem column if it does not already exist
+DO $$
+BEGIN
+    IF NOT EXISTS (SELECT 1 FROM information_schema.columns 
+                   WHERE table_name='inventory' AND column_name='parentItem') THEN
+        ALTER TABLE public."inventory"
+        ADD COLUMN "parentItem" BIGINT NULL;
+    END IF;
+END
+$$;
+
+-- Add the foreign key constraint for parentItem
+ALTER TABLE public."inventory"
+ADD CONSTRAINT inventory_parentItem_fkey FOREIGN KEY ("parentItem") REFERENCES public."inventory" (id);
+
+-- Ensure the existing foreign key constraints are added (skip if they already exist)
+DO $$
+BEGIN
+    IF NOT EXISTS (SELECT 1 FROM information_schema.table_constraints 
+                   WHERE table_name='inventory' AND constraint_name='inventory_anomaly_fkey') THEN
+        ALTER TABLE public."inventory"
+        ADD CONSTRAINT inventory_anomaly_fkey FOREIGN KEY (anomaly) REFERENCES public."anomalies" (id);
+    END IF;
+END
+$$;
+
+DO $$
+BEGIN
+    IF NOT EXISTS (SELECT 1 FROM information_schema.table_constraints 
+                   WHERE table_name='inventory' AND constraint_name='inventory_owner_fkey') THEN
+        ALTER TABLE public."inventory"
+        ADD CONSTRAINT inventory_owner_fkey FOREIGN KEY (owner) REFERENCES public.profiles (id);
+    END IF;
+END
+$$;
+
+-- Add the parentAnomaly column
+ALTER TABLE public.anomalies
+ADD COLUMN "parentAnomaly" BIGINT NULL;
+
+-- Add the foreign key constraint for parentAnomaly
+ALTER TABLE public.anomalies
+ADD CONSTRAINT anomalies_parentAnomaly_fkey FOREIGN KEY ("parentAnomaly") REFERENCES public.anomalies (id);
+
+-- Add the classificationType column
+ALTER TABLE public.classifications
+ADD COLUMN classificationType TEXT NULL;
diff --git a/supabase/migrations/archive/20240612173813_cloudBucket.sql.md b/supabase/migrations/archive/20240612173813_cloudBucket.sql.md
new file mode 100644
index 00000000..58de3c81
--- /dev/null
+++ b/supabase/migrations/archive/20240612173813_cloudBucket.sql.md
@@ -0,0 +1,6 @@
+-- Use Postgres to create a bucket.
+
+insert into storage.buckets
+  (id, name, public)
+values
+  ('citiCloud', true);
diff --git a/supabase/migrations/archive/inventoryOld.md b/supabase/migrations/archive/inventoryOld.md
new file mode 100644
index 00000000..4b898fb7
--- /dev/null
+++ b/supabase/migrations/archive/inventoryOld.md
@@ -0,0 +1,22 @@
+create table
+  public."inventory" (
+    id bigint generated by default as identity,
+    item bigint null, 
+    owner uuid null,
+    quantity double precision null,
+    -- location bigint null,
+    -- sector bigint null,
+    -- "planetSector" bigint null,
+    notes text null,
+    "parentItem" bigint null,
+    time_of_deploy timestamp with time zone null,
+    "anomaly" bigint null,
+    constraint inventory_pkey primary key (id),
+    constraint inventory_parentItem_fkey foreign key ("parentItem") references "inentory" (id)
+    -- constraint inventory_item_fkey foreign key (item) references "inventoryITEMS" (id),
+    -- constraint inventory_location_fkey foreign key (location) references "inventoryPLANETS" (id),
+    constraint inventory_anomaly_fkey foreign key ("anomaly") references "anomalies" (id),
+    -- constraint inventory_planetSector_fkey foreign key ("planetSector") references "basePlanetSectors" (id),
+    -- constraint inventory_sector_fkey foreign key (sector) references "basePlanetSectors" (id),
+    constraint inventory_owner_fkey foreign key (owner) references profiles (id)
+) tablespace pg_default;
\ No newline at end of file
diff --git a/supabase/storage/policies/bucketUpload.sql b/supabase/storage/policies/bucketUpload.sql
new file mode 100644
index 00000000..19c57785
--- /dev/null
+++ b/supabase/storage/policies/bucketUpload.sql
@@ -0,0 +1,8 @@
+-- Allow authenticated users to insert (upload) files
+CREATE POLICY "Allow file uploads for authenticated users"
+ON storage.objects
+FOR INSERT
+USING (auth.uid() IS NOT NULL);
+
+-- Secondary
+(bucket_id = 'anomalies'::text)
\ No newline at end of file
diff --git a/supabase/supabase_storage_starsailors.tar b/supabase/supabase_storage_starsailors.tar
new file mode 100644
index 00000000..06d74050
Binary files /dev/null and b/supabase/supabase_storage_starsailors.tar differ
diff --git a/supabase/tables/anomalies.csv b/supabase/tables/anomalies.csv
index 69ca7cd3..5289b1b6 100644
--- a/supabase/tables/anomalies.csv
+++ b/supabase/tables/anomalies.csv
@@ -1,7 +1,24 @@
-id,content,ticId,anomalytype,type,radius,mass,density,gravity,temperatureEq,temperature,smaxis,orbital_period,classification_status,avatar_url,created_at,deepnote,lightkurve,configuration
-6,TOI-700d,,,Goldilocks terrestrial earth-like,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:12:23.761093+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/209424fcd5de426bbdd87d1e5420dde4?height=598.75,,"{""mass"":1.72,""ticId"":""TOI-700.02"",""radius"":1.073,""smaxis"":0.1633,""orbital_period"":37.42,""temperature_eq"":268.85}"
-5,Trappist-1f,,,Terrestrial earth-size,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base1.png,2023-12-11 07:10:40.276653+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/2e256956eb414262ae3902216eeb924f?height=440,,"{""mass"":1.039,""ticId"":""TOI 6838.05"",""radius"":1.045,""smaxis"":0.03749,""density"":5.009,""orbital_period"":9.21,""temperature_eq"":217.65}"
-4,Kepler-22b,,,Water world,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:06:10.540091+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/de23ffaa2ccc4d0d8889cefbfbda83df?height=388.78125,,"{""mass"":9.1,""ticId"":""KOI-87.01"",""radius"":2.1,""smaxis"":0.812,""density"":5.2,""temperature"":295,""orbital_period"":289.86,""temperature_eq"":279}"
-3,Kepler-442b,,,Terrestrial Super-Earth,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base2.png,2023-12-11 07:04:10.985628+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/cc87705e6f8741548f240421ad98eb8a?height=840.34375,,"{""mass"":2.3,""ticId"":""KOI-4742.01"",""radius"":1.34,""smaxis"":0.409,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710159536497"",""orbital_period"":112.3,""temperature_eq"":233}"
-2,Kepler-186f,,,Terrestrial Earth-like,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 02:14:32.494124+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/26fe61c341554e0eb36d116ea86cc371?height=1214.46875,,"{""mass"":1.44,""ticId"":""KOI 571.05"",""radius"":1.17,""smaxis"":0.432,""gravity"":1.17,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"",""temperature"":-85,""orbital_period"":129.95}"
-1,Kepler-69c,,,Super-Earth,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base3.png,2023-12-09 22:45:53.406827+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/c0a1f3fb754c4d8e9a4af06561bdf63b?height=2137,,"{""mass"":2.14,""ticId"":""KOI 172.02"",""radius"":1.71,""smaxis"":0.64,""density"":2.36,""gravity"":0.73,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"",""temperature"":325.15,""orbital_period"":242.47,""temperature_eq"":548.15}"
\ No newline at end of file
+id,content,ticId,anomalytype,type,radius,mass,density,gravity,temperatureEq,temperature,smaxis,orbital_period,classification_status,avatar_url,created_at,deepnote,lightkurve,configuration,parentAnomaly
+5,Trappist-1f,,planet,Terrestrial earth-size,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base1.png,2023-12-11 07:10:40.276653+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/2e256956eb414262ae3902216eeb924f?height=440,,"{""mass"":1.039,""ticId"":""Trappist-1"",""radius"":1.045,""smaxis"":0.03749,""ticId2"":""TOI 6838.05"",""density"":5.009,""orbital_period"":9.21,""temperature_eq"":217.65}",
+6,TOI-700d,,planet,Goldilocks terrestrial earth-like,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:12:23.761093+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/209424fcd5de426bbdd87d1e5420dde4?height=598.75,,"{""mass"":1.72,""ticId"":""TIC 150428135"",""radius"":1.073,""smaxis"":0.1633,""ticId2"":""TOI-700.02"",""orbital_period"":37.42,""temperature_eq"":268.85}",
+450361,Rover image by 4d9a57e6-ea3c-4836-aa18-1c3ee7f6f725,,roverImg,,,,,,,,,,,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654086_606ECM_N0092982NCAM00500_00_2I4J01_1200.jpg,2024-06-30 15:16:49.026+00,,,"{""photos"":[{""id"":933206,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654086_606ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933207,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654090_737ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933208,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654094_770ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933209,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654158_911ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933210,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654163_737ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933211,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654167_755ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933212,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654194_054ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933213,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654198_659ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933214,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654202_659ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933215,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654229_115ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933216,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654233_737ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933217,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654237_987ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933218,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654265_274ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933219,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654269_659ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933220,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLG_0346_0697654273_816ECM_N0092982NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933378,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLF_0346_0697658941_355ECM_N0092982NCAM00347_01_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933379,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLF_0346_0697658941_355ECM_N0092982NCAM00347_04_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933380,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLF_0346_0697658941_355ECM_N0092982NCAM00347_07_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933381,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLF_0346_0697658941_355ECM_N0092982NCAM00347_10_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933386,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLE_0346_0697660062_069ECM_N0092982NCAM00709_01_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933387,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLE_0346_0697660062_069ECM_N0092982NCAM00709_02_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933388,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLE_0346_0697660062_069ECM_N0092982NCAM00709_03_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933389,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLE_0346_0697660062_069ECM_N0092982NCAM00709_04_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933390,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLE_0346_0697660062_069ECM_N0092982NCAM00709_05_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933391,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLE_0346_0697660062_069ECM_N0092982NCAM00709_06_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933392,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLE_0346_0697660062_069ECM_N0092982NCAM00709_07_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933393,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLE_0346_0697660062_069ECM_N0092982NCAM00709_08_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933394,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLE_0346_0697660062_069ECM_N0092982NCAM00709_09_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933395,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLF_0346_0697660062_069EBY_N0092982NCAM00709_01_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933396,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLF_0346_0697660062_069EBY_N0092982NCAM00709_02_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933397,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLF_0346_0697660062_069EBY_N0092982NCAM00709_03_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933398,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLF_0346_0697660062_069EBY_N0092982NCAM00709_04_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933399,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLF_0346_0697660062_069EBY_N0092982NCAM00709_05_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933400,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLF_0346_0697660062_069EBY_N0092982NCAM00709_06_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933401,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLF_0346_0697660062_069EBY_N0092982NCAM00709_07_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933402,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLF_0346_0697660062_069EBY_N0092982NCAM00709_08_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933403,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NLF_0346_0697660062_069EBY_N0092982NCAM00709_09_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933382,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRF_0346_0697658941_355ECM_N0092982NCAM00347_01_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933383,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRF_0346_0697658941_355ECM_N0092982NCAM00347_04_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933384,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRF_0346_0697658941_355ECM_N0092982NCAM00347_07_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933385,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRF_0346_0697658941_355ECM_N0092982NCAM00347_10_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933404,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRE_0346_0697660062_069ECM_N0092982NCAM00709_01_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933405,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRE_0346_0697660062_069ECM_N0092982NCAM00709_02_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933406,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRE_0346_0697660062_069ECM_N0092982NCAM00709_03_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933407,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRE_0346_0697660062_069ECM_N0092982NCAM00709_04_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933408,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRE_0346_0697660062_069ECM_N0092982NCAM00709_05_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933409,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRE_0346_0697660062_069ECM_N0092982NCAM00709_06_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933410,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRE_0346_0697660062_069ECM_N0092982NCAM00709_07_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933411,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRE_0346_0697660062_069ECM_N0092982NCAM00709_08_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933412,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRE_0346_0697660062_069ECM_N0092982NCAM00709_09_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933413,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRF_0346_0697660062_069EBY_N0092982NCAM00709_01_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933414,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRF_0346_0697660062_069EBY_N0092982NCAM00709_02_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933415,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRF_0346_0697660062_069EBY_N0092982NCAM00709_03_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933416,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRF_0346_0697660062_069EBY_N0092982NCAM00709_04_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933417,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRF_0346_0697660062_069EBY_N0092982NCAM00709_05_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933418,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRF_0346_0697660062_069EBY_N0092982NCAM00709_06_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933419,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRF_0346_0697660062_069EBY_N0092982NCAM00709_07_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933420,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRF_0346_0697660062_069EBY_N0092982NCAM00709_08_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933421,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/ncam/NRF_0346_0697660062_069EBY_N0092982NCAM00709_09_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933127,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653523_660EBY_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933128,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR3_0346_0697653531_660EBY_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933147,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR1_0346_0697653752_598EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933148,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR1_0346_0697653752_598ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933149,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653523_660ECM_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933150,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653759_598EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933151,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653759_598ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933152,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653927_523ECM_N0092982ZCAM01026_034080J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933153,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653956_519ECM_N0092982ZCAM01026_034080J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933154,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653979_514ECM_N0092982ZCAM01026_034080J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933155,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR3_0346_0697653531_660ECM_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933156,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR3_0346_0697653767_598EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933157,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR3_0346_0697653767_598ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933158,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR4_0346_0697653539_660EBY_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933159,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR4_0346_0697653539_660ECM_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933160,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR4_0346_0697653775_639EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933161,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR4_0346_0697653775_639ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933162,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR5_0346_0697653547_660EBY_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933163,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR5_0346_0697653547_660ECM_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933164,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR5_0346_0697653783_598EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933165,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR5_0346_0697653783_598ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933166,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR6_0346_0697653557_660EBY_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933167,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR6_0346_0697653557_660ECM_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933168,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR6_0346_0697653793_598EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933169,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR6_0346_0697653793_598ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933170,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR7_0346_0697653905_524EBY_N0092982ZCAM01026_0340LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933171,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR7_0346_0697653905_524ECM_N0092982ZCAM01026_0340LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933239,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR0_0346_0697652805_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933240,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR0_0346_0697653025_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933241,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR0_0346_0697653487_660EBY_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933242,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR0_0346_0697653722_598EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933292,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR0_0346_0697652805_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933293,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR0_0346_0697653025_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933294,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR0_0346_0697653487_660ECM_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933295,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR0_0346_0697653722_598ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933296,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR1_0346_0697653516_660EBY_N0092982ZCAM03314_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933297,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR4_0346_0697653072_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933316,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR0_0346_0697653263_269ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933317,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR1_0346_0697653043_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933318,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR1_0346_0697653254_270ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933319,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR1_0346_0697653516_660ECM_N0092982ZCAM03314_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933320,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653054_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933321,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653054_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933322,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR3_0346_0697653063_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933323,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR4_0346_0697653227_269ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933324,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR5_0346_0697653082_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933325,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR6_0346_0697653094_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933326,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR7_0346_0697653105_274ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933351,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR1_0346_0697652826_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933352,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR1_0346_0697652826_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933353,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR1_0346_0697653043_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933354,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697652839_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933355,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697652839_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933356,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653245_269ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933357,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR3_0346_0697652855_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933358,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR3_0346_0697652855_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933359,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR3_0346_0697653063_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933360,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR3_0346_0697653236_269ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933361,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR4_0346_0697652871_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933362,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR4_0346_0697652871_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933363,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR4_0346_0697653072_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933364,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR5_0346_0697652887_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933365,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR5_0346_0697652887_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933366,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR5_0346_0697653082_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933367,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR5_0346_0697653216_269ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933368,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR6_0346_0697652905_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933369,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR6_0346_0697652905_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933370,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR6_0346_0697653094_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933371,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR6_0346_0697653204_269ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933748,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653523_660EBY_N0092982ZCAM03314_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933749,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR3_0346_0697653531_660EBY_N0092982ZCAM03314_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933768,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR1_0346_0697653752_598EBY_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933769,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR1_0346_0697653752_598ECM_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933770,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653523_660ECM_N0092982ZCAM03314_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933771,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653759_598EBY_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933772,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653759_598ECM_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933773,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653927_523ECM_N0092982ZCAM01026_034080J02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933774,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653956_519ECM_N0092982ZCAM01026_034080J02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933775,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR2_0346_0697653979_514ECM_N0092982ZCAM01026_034080J02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933776,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR3_0346_0697653531_660ECM_N0092982ZCAM03314_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933777,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR3_0346_0697653767_598EBY_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933778,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR3_0346_0697653767_598ECM_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933779,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR4_0346_0697653539_660EBY_N0092982ZCAM03314_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933780,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR4_0346_0697653539_660ECM_N0092982ZCAM03314_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933781,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR4_0346_0697653775_639EBY_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933782,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR4_0346_0697653775_639ECM_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933783,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR5_0346_0697653547_660EBY_N0092982ZCAM03314_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933784,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR5_0346_0697653547_660ECM_N0092982ZCAM03314_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933785,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR5_0346_0697653783_598EBY_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933786,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR5_0346_0697653783_598ECM_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933787,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR6_0346_0697653557_660EBY_N0092982ZCAM03314_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933788,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR6_0346_0697653557_660ECM_N0092982ZCAM03314_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933789,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR6_0346_0697653793_598EBY_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933790,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR6_0346_0697653793_598ECM_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933791,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR7_0346_0697653905_524EBY_N0092982ZCAM01026_0340LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933792,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR7_0346_0697653905_524ECM_N0092982ZCAM01026_0340LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933793,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR1_0346_0697653516_660EBY_N0092982ZCAM03314_1100LMJ03_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933794,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZR1_0346_0697653516_660ECM_N0092982ZCAM03314_1100LMJ03_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933126,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL7_0346_0697653905_524ECM_N0092982ZCAM01026_0340LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933131,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL1_0346_0697653679_598EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933132,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL1_0346_0697653679_598ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933133,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL2_0346_0697653686_598EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933134,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL2_0346_0697653686_598ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933135,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL3_0346_0697653693_598EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933136,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL3_0346_0697653693_598ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933137,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL4_0346_0697653701_598EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933138,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL4_0346_0697653701_598ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933139,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL5_0346_0697653708_598EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933140,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL5_0346_0697653708_598ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933141,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653715_598EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933142,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653715_598ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933143,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653927_523ECM_N0092982ZCAM01026_034080J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933144,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653956_519ECM_N0092982ZCAM01026_034080J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933145,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653979_514ECM_N0092982ZCAM01026_034080J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933146,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL7_0346_0697653905_524EBY_N0092982ZCAM01026_0340LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933224,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697652719_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933225,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697652958_239EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933226,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697653427_678EBY_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933227,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697653427_678ECM_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933228,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697653661_598EBY_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933229,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697660555_917EBY_N0092982ZCAM05065_0480LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933230,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697660555_917ECM_N0092982ZCAM05065_0480LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933231,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697660666_789EBY_N0092982ZCAM05065_0480LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933232,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697660666_789ECM_N0092982ZCAM05065_0480LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933233,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697660684_733EBY_N0092982ZCAM05065_0480LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933234,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697660684_733ECM_N0092982ZCAM05065_0480LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933235,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697660713_072EBY_N0092982ZCAM05066_0340LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933236,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697660713_072ECM_N0092982ZCAM05066_0340LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933237,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697660772_994EBY_N0092982ZCAM05067_0340LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933238,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697660772_994ECM_N0092982ZCAM05067_0340LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933289,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697652719_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933290,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697652958_239ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933291,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697653661_598ECM_N0092982ZCAM03315_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933298,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL0_0346_0697653263_269ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933299,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL1_0346_0697652965_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933300,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL1_0346_0697653254_270ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933301,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL1_0346_0697653445_678EBY_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933302,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL1_0346_0697653445_678ECM_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933303,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL2_0346_0697653245_269ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933304,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL2_0346_0697653452_660EBY_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933305,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL2_0346_0697653452_660ECM_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933306,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL3_0346_0697653459_660EBY_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933307,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL3_0346_0697653459_660ECM_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933308,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL4_0346_0697653466_660EBY_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933309,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL4_0346_0697653466_660ECM_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933310,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL5_0346_0697653473_660EBY_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933311,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL5_0346_0697653473_660ECM_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933312,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653014_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933313,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653204_269ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933314,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653480_660EBY_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933315,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653480_660ECM_N0092982ZCAM03314_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933327,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL1_0346_0697652728_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933328,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL1_0346_0697652965_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933329,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL2_0346_0697652741_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933330,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL2_0346_0697652974_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933331,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL2_0346_0697652974_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933332,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL3_0346_0697652754_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933333,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL3_0346_0697652754_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933334,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL3_0346_0697652983_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933335,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL3_0346_0697652983_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933336,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL3_0346_0697653236_269ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933337,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL4_0346_0697652766_263EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933338,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL4_0346_0697652766_263ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933339,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL4_0346_0697652992_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933340,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL4_0346_0697652992_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933341,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL4_0346_0697653227_269ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933342,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL5_0346_0697652779_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933343,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL5_0346_0697652779_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933344,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL5_0346_0697653003_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933345,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL5_0346_0697653003_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933346,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL5_0346_0697653216_269ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933347,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697652792_223EBY_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933348,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697652792_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933349,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653014_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933350,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL7_0346_0697653105_274ECM_N0092982ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933372,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL1_0346_0697652728_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933373,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL2_0346_0697652741_223ECM_N0092982ZCAM03313_1100LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933747,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL7_0346_0697653905_524ECM_N0092982ZCAM01026_0340LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933752,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL1_0346_0697653679_598EBY_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933753,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL1_0346_0697653679_598ECM_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933754,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL2_0346_0697653686_598EBY_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933755,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL2_0346_0697653686_598ECM_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933756,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL3_0346_0697653693_598EBY_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933757,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL3_0346_0697653693_598ECM_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933758,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL4_0346_0697653701_598EBY_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933759,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL4_0346_0697653701_598ECM_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933760,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL5_0346_0697653708_598EBY_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933761,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL5_0346_0697653708_598ECM_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933762,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653715_598EBY_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933763,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653715_598ECM_N0092982ZCAM03315_1100LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933764,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653927_523ECM_N0092982ZCAM01026_034080J02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933765,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653956_519ECM_N0092982ZCAM01026_034080J02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933766,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL6_0346_0697653979_514ECM_N0092982ZCAM01026_034080J02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933767,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/zcam/ZL7_0346_0697653905_524EBY_N0092982ZCAM01026_0340LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933172,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697657033_431ECM_N0092982FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933173,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697657106_909ECM_N0092982FHAZ00203_01_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933174,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697657106_909ECM_N0092982FHAZ00203_04_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933175,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697657106_909ECM_N0092982FHAZ00203_07_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933176,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697657106_909ECM_N0092982FHAZ00203_10_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933177,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697657106_909ECM_N0092982FHAZ00203_13_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933178,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697657106_909ECM_N0092982FHAZ00203_16_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933179,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697658670_319ECM_N0092982FHAZ00203_01_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933180,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697658670_319ECM_N0092982FHAZ00203_04_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933181,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697658670_319ECM_N0092982FHAZ00203_07_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933182,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697658670_319ECM_N0092982FHAZ00203_10_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933183,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697658670_319ECM_N0092982FHAZ00203_13_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933184,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697658670_319ECM_N0092982FHAZ00203_16_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933185,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697658773_909ECM_N0092982FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933186,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697660199_987EBY_N0092982FHAZ02008_06_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933187,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697660199_987EBY_N0092982FHAZ02008_10_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933188,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697660199_987EBY_N0092982FHAZ02008_12_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933189,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697661527_052ECM_N0092982FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933243,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLE_0346_0697660199_987ECM_N0092982FHAZ02008_02_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933244,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLE_0346_0697660199_987ECM_N0092982FHAZ02008_03_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933245,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLE_0346_0697660199_987ECM_N0092982FHAZ02008_04_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933246,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLE_0346_0697660199_987ECM_N0092982FHAZ02008_05_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933247,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLE_0346_0697660199_987ECM_N0092982FHAZ02008_06_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933248,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLE_0346_0697660199_987ECM_N0092982FHAZ02008_07_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933249,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLE_0346_0697660199_987ECM_N0092982FHAZ02008_08_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933250,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLE_0346_0697660199_987ECM_N0092982FHAZ02008_09_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933251,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLE_0346_0697660199_987ECM_N0092982FHAZ02008_10_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933252,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLE_0346_0697660199_987ECM_N0092982FHAZ02008_11_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933253,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLE_0346_0697660199_987ECM_N0092982FHAZ02008_12_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933254,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697660199_987EBY_N0092982FHAZ02008_02_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933255,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697660199_987EBY_N0092982FHAZ02008_03_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933256,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697660199_987EBY_N0092982FHAZ02008_04_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933257,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697660199_987EBY_N0092982FHAZ02008_05_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933258,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697660199_987EBY_N0092982FHAZ02008_07_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933259,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697660199_987EBY_N0092982FHAZ02008_08_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933260,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697660199_987EBY_N0092982FHAZ02008_09_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933261,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697660199_987EBY_N0092982FHAZ02008_11_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933374,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLE_0346_0697660199_987ECM_N0092982FHAZ02008_01_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933375,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FLF_0346_0697660199_987EBY_N0092982FHAZ02008_01_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933190,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697657033_431ECM_N0092982FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933191,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697657106_909ECM_N0092982FHAZ00203_01_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933192,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697657106_909ECM_N0092982FHAZ00203_04_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933193,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697657106_909ECM_N0092982FHAZ00203_07_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933194,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697657106_909ECM_N0092982FHAZ00203_10_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933195,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697657106_909ECM_N0092982FHAZ00203_13_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933196,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697657106_909ECM_N0092982FHAZ00203_16_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933197,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697658670_319ECM_N0092982FHAZ00203_01_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933198,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697658670_319ECM_N0092982FHAZ00203_04_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933199,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697658670_319ECM_N0092982FHAZ00203_07_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933200,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697658670_319ECM_N0092982FHAZ00203_10_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933201,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697658670_319ECM_N0092982FHAZ00203_13_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933202,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697658670_319ECM_N0092982FHAZ00203_16_195J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933203,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697658773_909ECM_N0092982FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933204,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697660199_987EBY_N0092982FHAZ02008_07_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933205,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697661527_052ECM_N0092982FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933262,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRE_0346_0697660199_987ECM_N0092982FHAZ02008_02_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933263,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRE_0346_0697660199_987ECM_N0092982FHAZ02008_03_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933264,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRE_0346_0697660199_987ECM_N0092982FHAZ02008_04_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933265,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRE_0346_0697660199_987ECM_N0092982FHAZ02008_05_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933266,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRE_0346_0697660199_987ECM_N0092982FHAZ02008_06_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933267,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRE_0346_0697660199_987ECM_N0092982FHAZ02008_07_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933268,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRE_0346_0697660199_987ECM_N0092982FHAZ02008_08_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933269,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRE_0346_0697660199_987ECM_N0092982FHAZ02008_09_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933270,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRE_0346_0697660199_987ECM_N0092982FHAZ02008_10_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933271,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRE_0346_0697660199_987ECM_N0092982FHAZ02008_11_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933272,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRE_0346_0697660199_987ECM_N0092982FHAZ02008_12_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933273,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697660199_987EBY_N0092982FHAZ02008_02_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933274,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697660199_987EBY_N0092982FHAZ02008_03_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933275,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697660199_987EBY_N0092982FHAZ02008_04_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933276,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697660199_987EBY_N0092982FHAZ02008_05_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933277,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697660199_987EBY_N0092982FHAZ02008_06_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933278,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697660199_987EBY_N0092982FHAZ02008_08_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933279,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697660199_987EBY_N0092982FHAZ02008_09_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933280,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697660199_987EBY_N0092982FHAZ02008_10_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933281,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697660199_987EBY_N0092982FHAZ02008_11_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933282,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697660199_987EBY_N0092982FHAZ02008_12_0LLJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933376,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRE_0346_0697660199_987ECM_N0092982FHAZ02008_01_0LLJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933377,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/fcam/FRF_0346_0697660199_987EBY_N0092982FHAZ02008_01_0LLJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933125,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/meda/WSM_0346_0697662356_000ECM_N0092982MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933223,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/meda/WSM_0346_0697642005_000ECM_N0092982MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933746,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/meda/WSM_0346_0697662356_000ECM_N0092982MEDA00000_0000LUJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933119,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SI1_0346_0697661128_738ECM_N0092982SRLC02504_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933120,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SI1_0346_0697661440_582ECM_N0092982SRLC01034_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933121,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SIF_0346_0697661128_738EBY_N0092982SRLC02504_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933122,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SIF_0346_0697661262_769EBY_N0092982SRLC01034_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933123,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SIF_0346_0697661440_582EBY_N0092982SRLC01034_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933124,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SIF_0346_0697661625_363EBY_N0092982SRLC00758_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933129,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SI1_0346_0697661262_769ECM_N0092982SRLC01034_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933130,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SI1_0346_0697661625_363ECM_N0092982SRLC00758_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933221,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SIF_0346_0697661249_792EBY_N0092982SRLC01034_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933222,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SIF_0346_0697661611_539EBY_N0092982SRLC00758_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933283,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SI1_0346_0697661114_996ECM_N0092982SRLC02504_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933284,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SI1_0346_0697661249_792ECM_N0092982SRLC01034_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933285,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SI1_0346_0697661426_867ECM_N0092982SRLC01034_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933286,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SI1_0346_0697661611_539ECM_N0092982SRLC00758_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933287,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SIF_0346_0697661114_996EBY_N0092982SRLC02504_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933288,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SIF_0346_0697661426_867EBY_N0092982SRLC01034_0000LMJ01_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933740,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SI1_0346_0697661128_738ECM_N0092982SRLC02504_0000LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933741,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SI1_0346_0697661440_582ECM_N0092982SRLC01034_0000LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933742,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SIF_0346_0697661128_738EBY_N0092982SRLC02504_0000LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933743,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SIF_0346_0697661262_769EBY_N0092982SRLC01034_0000LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933744,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SIF_0346_0697661440_582EBY_N0092982SRLC01034_0000LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933745,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SIF_0346_0697661625_363EBY_N0092982SRLC00758_0000LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933750,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SI1_0346_0697661262_769ECM_N0092982SRLC01034_0000LMJ02_1200.jpg"",""earth_date"":""2022-02-08""},{""id"":933751,""sol"":346,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1194,""max_date"":""2024-06-28"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225550},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00346/ids/edr/browse/shrlc/SI1_0346_0697661625_363ECM_N0092982SRLC00758_0000LMJ02_1200.jpg"",""earth_date"":""2022-02-08""}]}",4
+585448,Rover image by 4d9a57e6-ea3c-4836-aa18-1c3ee7f6f725,,roverImg,,,,,,,,,,,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLMV0764_0734769278_319ECM_N0380899TRAV00286_00_2LLJ01_1200.jpg,2024-07-01 15:17:45.978+00,,,"{""photos"":[{""id"":1124047,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLMV0764_0734769278_319ECM_N0380899TRAV00286_00_2LLJ01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124050,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734771852_988ECM_N0380944NCAM03764_10_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124051,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734772157_880ECM_N0380944NCAM03764_01_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124056,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734771852_988ECM_N0380944NCAM03764_01_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124057,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734771852_988ECM_N0380944NCAM03764_04_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124058,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734771852_988ECM_N0380944NCAM03764_07_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124059,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734772002_862ECM_N0380944NCAM03764_01_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124060,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734772002_862ECM_N0380944NCAM03764_04_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124061,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734772002_862ECM_N0380944NCAM03764_07_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124062,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734772002_862ECM_N0380944NCAM03764_10_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124063,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734772157_880ECM_N0380944NCAM03764_04_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124064,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734772157_880ECM_N0380944NCAM03764_07_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124065,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734772157_880ECM_N0380944NCAM03764_10_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124638,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734774729_801ECM_N0380944NCAM02764_01_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124639,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734774729_801ECM_N0380944NCAM02764_04_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124640,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734774729_801ECM_N0380944NCAM02764_07_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124641,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734774729_801ECM_N0380944NCAM02764_10_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124642,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734774939_801ECM_N0380944NCAM02764_01_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124643,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734774939_801ECM_N0380944NCAM02764_04_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124644,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734774939_801ECM_N0380944NCAM02764_07_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124645,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734774939_801ECM_N0380944NCAM02764_10_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124646,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734779773_930ECM_N0380944NCAM00514_01_295J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124647,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734779789_489ECM_N0380944NCAM00514_01_295J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124648,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734779805_621ECM_N0380944NCAM00514_01_295J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124649,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734779836_566ECM_N0380944NCAM00514_01_295J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124650,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734779857_550ECM_N0380944NCAM00514_01_295J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124651,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734779872_816ECM_N0380944NCAM00514_01_295J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124652,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734779887_659ECM_N0380944NCAM00514_01_295J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124653,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLF_0764_0734779902_550ECM_N0380944NCAM00514_01_295J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124654,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779656_678ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124655,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779661_191ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124656,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779665_190ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124657,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779669_190ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124658,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779673_272ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124659,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779677_300ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124660,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779681_284ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124661,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779685_316ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124662,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779689_316ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124663,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779693_506ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124664,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779698_659ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124665,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779703_225ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124666,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779707_237ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124667,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779711_300ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124668,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779715_305ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124669,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779719_395ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124670,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779724_190ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124671,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779728_222ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124672,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779732_221ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124673,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779736_225ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124674,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NLG_0764_0734779740_270ECM_N0380944NCAM00520_00_2I4J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124048,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRMV0764_0734769278_319ECM_N0380899TRAV00286_00_2LLJ01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124052,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734771852_988ECM_N0380944NCAM03764_10_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124053,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734772157_880ECM_N0380944NCAM03764_07_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124054,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734772157_880ECM_N0380944NCAM03764_10_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124066,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734771852_988ECM_N0380944NCAM03764_01_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124067,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734771852_988ECM_N0380944NCAM03764_04_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124068,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734771852_988ECM_N0380944NCAM03764_07_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124069,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734772002_862ECM_N0380944NCAM03764_01_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124070,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734772002_862ECM_N0380944NCAM03764_04_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124071,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734772002_862ECM_N0380944NCAM03764_07_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124072,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734772002_862ECM_N0380944NCAM03764_10_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124073,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734772157_880ECM_N0380944NCAM03764_01_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124074,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734772157_880ECM_N0380944NCAM03764_04_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124675,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734774729_801ECM_N0380944NCAM02764_01_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124676,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734774729_801ECM_N0380944NCAM02764_04_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124677,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734774729_801ECM_N0380944NCAM02764_07_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124678,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734774729_801ECM_N0380944NCAM02764_10_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124679,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734774939_801ECM_N0380944NCAM02764_01_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124680,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734774939_801ECM_N0380944NCAM02764_04_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124681,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734774939_801ECM_N0380944NCAM02764_07_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124682,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/ncam/NRF_0764_0734774939_801ECM_N0380944NCAM02764_10_195J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124432,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773028_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124433,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773179_535ECM_N0380944ZCAM08777_1100LMJ04_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124434,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773264_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124435,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773278_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124436,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773305_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124437,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773322_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124438,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773409_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124439,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773434_534EBY_N0380944ZCAM08777_1100LMJ01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124440,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773479_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124441,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773491_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124442,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773504_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124443,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773549_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124444,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773589_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124445,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773618_568EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124446,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773618_568ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124447,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773698_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124448,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773743_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124449,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773743_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124450,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773756_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124451,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773811_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124452,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773853_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124453,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773853_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124454,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773875_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124455,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773962_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124456,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773976_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124457,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773989_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124458,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734774002_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124459,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734774002_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124460,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734774043_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124461,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734774076_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124462,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734774076_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124463,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734774093_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124464,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734774093_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124465,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734774109_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124466,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR7_0764_0734774172_864EBY_N0380944ZCAM01069_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124500,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773015_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124501,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773126_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124502,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773179_535EBY_N0380944ZCAM08777_1100LMJ04_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124503,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773193_534EBY_N0380944ZCAM08777_1100LMJ03_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124504,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773206_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124505,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773233_519EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124506,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773250_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124507,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773335_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124508,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773348_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124509,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773376_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124510,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773395_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124511,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773422_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124512,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773462_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124513,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773532_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124514,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773549_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124515,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773562_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124516,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773562_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124517,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773589_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124518,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773606_520EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124519,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773606_520ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124520,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773630_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124521,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773630_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124522,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773643_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124523,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773660_521EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124524,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773660_521ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124525,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773673_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124526,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773673_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124527,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773686_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124528,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773686_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124529,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773698_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124530,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773726_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124531,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773726_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124532,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773756_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124533,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773769_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124534,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773769_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124535,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773782_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124536,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773782_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124537,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773811_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124538,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773828_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124539,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773828_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124540,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773841_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124541,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773841_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124542,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773875_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124543,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773890_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124544,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773890_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124545,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773904_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124546,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773904_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124547,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773916_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124548,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773916_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124549,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773945_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124550,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773945_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124551,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773962_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124552,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773976_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124553,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773989_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124554,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734774015_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124555,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734774015_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124556,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734774043_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124557,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734774109_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124558,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR2_0764_0734774180_831ECM_N0380944ZCAM01069_034080J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124559,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR2_0764_0734774275_831ECM_N0380944ZCAM01069_034080J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124560,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR2_0764_0734774299_831ECM_N0380944ZCAM01069_034080J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124561,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR7_0764_0734774172_864ECM_N0380944ZCAM01069_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124565,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734760872_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124566,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734772700_443EBY_N0380944ZCAM07114_0340LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124567,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734772700_443ECM_N0380944ZCAM07114_0340LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124568,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734772775_443EBY_N0380944ZCAM07114_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124569,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734772775_443ECM_N0380944ZCAM07114_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124570,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734772915_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124571,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734772915_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124572,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734772976_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124573,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734772976_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124574,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773001_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124575,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773001_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124576,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773015_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124577,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773028_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124578,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773057_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124579,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773057_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124580,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773076_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124581,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773076_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124582,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773090_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124583,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773090_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124584,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773109_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124585,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773109_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124586,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773126_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124587,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773158_521EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124588,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773158_521ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124589,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773193_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124590,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773206_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124591,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773233_519ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124592,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773250_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124593,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773264_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124594,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773278_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124595,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773305_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124596,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773322_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124597,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773335_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124598,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773348_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124599,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773376_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124600,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773395_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124601,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773409_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124602,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773422_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124603,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773434_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124604,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773462_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124605,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773479_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124606,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773491_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124607,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773504_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124608,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773532_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124609,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR0_0764_0734773643_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124610,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR1_0764_0734760863_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124611,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR2_0764_0734760854_803ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124612,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR3_0764_0734760845_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124613,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR4_0764_0734760663_738EBY_N0380000ZCAM03615_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124614,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR4_0764_0734760835_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124615,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR5_0764_0734760679_738EBY_N0380000ZCAM03615_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124616,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR5_0764_0734760679_738ECM_N0380000ZCAM03615_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124617,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR6_0764_0734760697_738EBY_N0380000ZCAM03615_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124623,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR3_0764_0734760648_738EBY_N0380000ZCAM03615_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124624,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR3_0764_0734760648_738ECM_N0380000ZCAM03615_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124625,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR4_0764_0734760663_738ECM_N0380000ZCAM03615_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124626,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR5_0764_0734760824_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124627,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR6_0764_0734760697_738ECM_N0380000ZCAM03615_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124628,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR6_0764_0734760811_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124629,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZR7_0764_0734760714_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124416,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773376_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124417,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773376_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124418,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773395_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124419,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773395_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124420,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773409_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124421,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773409_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124422,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734772700_443ECM_N0380944ZCAM07114_0340LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124423,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734772775_443ECM_N0380944ZCAM07114_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124424,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734772915_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124425,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734772915_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124426,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773001_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124427,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773028_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124428,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773179_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124429,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773193_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124430,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773264_534EBY_N0380944ZCAM08777_1100LMJ04_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124431,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL6_0764_0734774299_831ECM_N0380944ZCAM01069_034080J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124467,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734772700_443EBY_N0380944ZCAM07114_0340LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124468,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734772775_443EBY_N0380944ZCAM07114_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124469,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734772976_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124470,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734772976_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124471,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773001_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124472,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773015_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124473,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773015_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124474,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773028_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124475,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773057_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124476,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773057_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124477,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773076_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124478,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773076_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124479,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773090_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124480,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773090_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124481,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773109_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124482,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773109_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124483,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773126_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124484,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773126_535ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124485,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773158_521EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124486,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773158_521ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124487,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773179_535EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124488,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773193_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124489,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773206_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124490,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773206_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124491,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773233_519EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124492,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773233_519ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124493,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773250_534EBY_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124494,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773250_534ECM_N0380944ZCAM08777_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124495,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734773264_534ECM_N0380944ZCAM08777_1100LMJ04_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124496,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL6_0764_0734774180_831ECM_N0380944ZCAM01069_034080J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124497,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL6_0764_0734774275_831ECM_N0380944ZCAM01069_034080J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124498,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL7_0764_0734774154_832EBY_N0380944ZCAM01069_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124499,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL7_0764_0734774154_832ECM_N0380944ZCAM01069_1100LMJ02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124562,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL0_0764_0734760872_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124563,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL1_0764_0734760863_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124564,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL3_0764_0734760845_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124618,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL2_0764_0734760854_803ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124619,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL4_0764_0734760835_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124620,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL5_0764_0734760824_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124621,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL6_0764_0734760811_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124622,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL7_0764_0734760714_818ECM_N0380000ZCAM03014_048085J02_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124630,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL1_0764_0734760522_738EBY_N0380000ZCAM03615_1100LMJ01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124631,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/zcam/ZL1_0764_0734760522_738ECM_N0380000ZCAM03615_1100LMJ01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124049,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/fcam/FLF_0764_0734771733_867ECM_N0380944FHAZ02418_01_295J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124055,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/fcam/FRF_0764_0734771733_867ECM_N0380944FHAZ02418_01_295J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124075,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":44,""name"":""REAR_HAZCAM_LEFT"",""rover_id"":8,""full_name"":""Rear Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/rcam/RLF_0764_0734771780_050ECM_N0380944RHAZ02420_01_295J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124076,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":45,""name"":""REAR_HAZCAM_RIGHT"",""rover_id"":8,""full_name"":""Rear Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/rcam/RRF_0764_0734771780_050ECM_N0380944RHAZ02420_01_295J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124632,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/scam/LRE_0764_0734758781_191ECM_N0380000SCAM01764_0010I6J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124633,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/scam/LRE_0764_0734759368_183ECM_N0380000SCAM01764_0030I6J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124634,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/scam/LRE_0764_0734760164_262ECM_N0380000SCAM01764_0050I6J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124635,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/scam/LRF_0764_0734758781_191EBY_N0380000SCAM01764_0010I6J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124636,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/scam/LRF_0764_0734759368_183EBY_N0380000SCAM01764_0030I6J01_1200.jpg"",""earth_date"":""2023-04-14""},{""id"":1124637,""sol"":764,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1195,""max_date"":""2024-06-29"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225644},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00764/ids/edr/browse/scam/LRF_0764_0734760164_262EBY_N0380000SCAM01764_0050I6J01_1200.jpg"",""earth_date"":""2023-04-14""}]}",4
+1,Kepler-69c,,planet,Super-Earth,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base3.png,2023-12-09 22:45:53.406827+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/c0a1f3fb754c4d8e9a4af06561bdf63b?height=2137,,"{""mass"":2.14,""ticId"":""Kepler-69"",""radius"":1.71,""smaxis"":0.64,""ticId2"":""KOI 172.02"",""density"":2.36,""gravity"":0.73,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"",""temperature"":325.15,""orbital_period"":242.47,""temperature_eq"":548.15}",
+2,Kepler-186f,,planet,Terrestrial Earth-like,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 02:14:32.494124+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/26fe61c341554e0eb36d116ea86cc371?height=1214.46875,,"{""mass"":1.44,""ticId"":""Kepler 186"",""radius"":1.17,""smaxis"":0.432,""ticId2"":""KOI 571.05"",""gravity"":1.17,""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710155300825"",""temperature"":-85,""orbital_period"":129.95}",
+3,Kepler-442b,,planet,Terrestrial Super-Earth,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base2.png,2023-12-11 07:04:10.985628+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/cc87705e6f8741548f240421ad98eb8a?height=840.34375,,"{""mass"":2.3,""ticId"":""Kepler-442"",""radius"":1.34,""smaxis"":0.409,""ticId2"":""KOI-4742.01"",""lightkurve"":""https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planetsss/_1710159536497"",""orbital_period"":112.3,""temperature_eq"":233}",
+4,Kepler-22b,,planet,Water world,,,,,,,,,,https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/avatars/Base6.png,2023-12-11 07:06:10.540091+00,https://embed.deepnote.com/f8de697b-ba49-4014-b2b2-fe5f4cc3c026/da5fa6f8ac26477b841b89a02a690805/de23ffaa2ccc4d0d8889cefbfbda83df?height=388.78125,,"{""mass"":9.1,""ticId"":""Kepler-22"",""radius"":2.1,""smaxis"":0.812,""ticId2"":""KOI 172.02"",""density"":5.2,""temperature"":295,""orbital_period"":289.86,""temperature_eq"":279}",
+50365310,TIC 50365310,TIC 50365310,planet,unknown,,,,,,,,,,,2024-07-04 09:22:28.919411+00,,,"{""mass"":null,""ticId"":""TIC 50365310"",""radius"":null,""smaxis"":null,""ticId2"":null,""density"":null,""orbital_period"":null,""temperature_eq"":null}",
+88863718,TIC 88863718,TIC 88863718,planet,unknown,,,,,,,,,,,2024-07-04 10:59:57.576379+00,,,"{""mass"":null,""ticId"":""TIC 88863718"",""radius"":null,""smaxis"":null,""ticId2"":null,""density"":null,""orbital_period"":null,""temperature_eq"":null}",
+124709665,TIC 124709665,TIC 124709665,planet,unknown,,,,,,,,,,,2024-07-04 11:05:32.865853+00,,,"{""mass"":null,""ticId"":""TIC 124709665"",""radius"":null,""smaxis"":null,""ticId2"":null,""density"":null,""orbital_period"":null,""temperature_eq"":null}",
+106997505,TIC 106997505,TIC 106997505,planet,unknown,,,,,,,,,,,2024-07-04 11:06:28.683252+00,,,"{""mass"":null,""ticId"":""TIC 106997505"",""radius"":null,""smaxis"":null,""ticId2"":null,""density"":null,""orbital_period"":null,""temperature_eq"":null}",
+238597883,TIC 238597883,TIC 238597883,planet,unknown,,,,,,,,,,,2024-07-04 11:06:58.076879+00,,,"{""mass"":null,""ticId"":""TIC 238597883"",""radius"":null,""smaxis"":null,""ticId2"":null,""density"":null,""orbital_period"":null,""temperature_eq"":null}",
+169904935,TIC 169904935,TIC 169904935,planet,unknown,,,,,,,,,,,2024-07-04 11:07:48.068033+00,,,"{""mass"":null,""ticId"":""TIC 169904935"",""radius"":null,""smaxis"":null,""ticId2"":null,""density"":null,""orbital_period"":null,""temperature_eq"":null}",
+156115721,TIC 156115721,TIC 156115721,planet,unknown,,,,,,,,,,,2024-07-04 11:08:46.220393+00,,,"{""mass"":null,""ticId"":""TIC 156115721"",""radius"":null,""smaxis"":null,""ticId2"":null,""density"":null,""orbital_period"":null,""temperature_eq"":null}",
+65212867,TIC 65212867,TIC 65212867,planet,unknown,,,,,,,,,,,2024-07-04 11:09:57.487488+00,,,"{""mass"":null,""ticId"":""TIC 65212867"",""radius"":null,""smaxis"":null,""ticId2"":null,""density"":null,""orbital_period"":null,""temperature_eq"":null}",
+440801822,TIC 440801822,TIC 440801822,planet,unknown,,,,,,,,,,,2024-07-04 11:10:51.212995+00,,,"{""mass"":null,""ticId"":""TIC 440801822"",""radius"":null,""smaxis"":null,""ticId2"":null,""density"":null,""orbital_period"":null,""temperature_eq"":null}",
+881924,Rover image by ba8e612a-7d21-47b0-86fc-62c177225b69,,roverImg,,,,,,,,,,,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769866_992ECM_N0261222NCAM00529_00_2I4J01_1200.jpg,2024-07-06 10:50:27.284+00,,,"{""photos"":[{""id"":1003809,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769866_992ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003810,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769871_005ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003811,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769875_880ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003812,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769880_005ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003813,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769884_880ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003814,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769888_901ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003815,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769892_909ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003816,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769896_909ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003817,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769901_034ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003818,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769905_880ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003819,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769909_909ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003820,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769914_755ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003821,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769918_880ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003822,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769922_895ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003825,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769836_974ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003826,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769841_895ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003827,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769845_927ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003828,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769850_659ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003829,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769854_881ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003830,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769858_909ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003831,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLG_0505_0711769862_909ECM_N0261222NCAM00529_00_2I4J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003841,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLF_0505_0711787852_440ECM_N0261222NCAM00501_01_295J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003842,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLF_0505_0711787900_261ECM_N0261222NCAM00501_01_295J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003843,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLF_0505_0711787960_325ECM_N0261222NCAM00501_01_295J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003844,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLF_0505_0711788060_492ECM_N0261222NCAM00501_01_295J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003867,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/ncam/NLF_0505_0711788009_948ECM_N0261222NCAM00501_01_295J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003733,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR0_0505_0711770437_473EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003734,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR0_0505_0711770437_473ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003735,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR1_0505_0711770484_473EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003736,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR1_0505_0711770484_473ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003737,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR2_0505_0711770495_488EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003738,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR2_0505_0711770495_488ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003739,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR3_0505_0711770506_473EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003740,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR3_0505_0711770506_473ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003741,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR4_0505_0711770517_488EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003742,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR4_0505_0711770517_488ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003743,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR5_0505_0711770295_474EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003744,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR5_0505_0711770529_473EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003745,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR5_0505_0711770529_473ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003763,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR0_0505_0711770186_519EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003764,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR0_0505_0711770186_519ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003765,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR1_0505_0711770206_488EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003766,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR1_0505_0711770206_488ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003767,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR2_0505_0711770226_473EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003768,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR3_0505_0711770247_488EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003769,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR3_0505_0711770247_488ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003770,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR4_0505_0711770269_488EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003771,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR4_0505_0711770269_488ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003772,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR5_0505_0711770295_474ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003773,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR6_0505_0711770320_474EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003774,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR6_0505_0711770320_474ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003788,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR2_0505_0711770226_473ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003839,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR0_0505_0711778395_239EBY_N0261222ZCAM08526_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003840,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR7_0505_0711770923_144EBY_N0261222ZCAM01002_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003855,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR0_0505_0711770819_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003856,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR0_0505_0711778395_239ECM_N0261222ZCAM08526_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003857,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR1_0505_0711770806_894ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003858,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR2_0505_0711770793_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003859,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR3_0505_0711770779_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003860,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR4_0505_0711770765_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003861,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR5_0505_0711770749_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003862,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR6_0505_0711770543_488EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003863,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR6_0505_0711770543_488ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003864,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR6_0505_0711770733_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003865,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR7_0505_0711770703_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003866,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZR7_0505_0711770923_144ECM_N0261222ZCAM01002_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003723,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL0_0505_0711770325_474EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003724,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL1_0505_0711770372_488EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003725,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL2_0505_0711770383_473EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003726,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL3_0505_0711770394_473EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003727,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL4_0505_0711770087_473EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003728,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL4_0505_0711770404_473EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003729,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL5_0505_0711770415_488EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003730,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL5_0505_0711770415_488ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003731,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL6_0505_0711770426_473EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003732,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL6_0505_0711770426_473ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003749,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL0_0505_0711770012_488EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003750,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL0_0505_0711770325_474ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003751,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL1_0505_0711770031_473EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003752,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL1_0505_0711770372_488ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003753,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL2_0505_0711770050_474EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003754,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL2_0505_0711770383_473ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003755,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL3_0505_0711770069_488EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003756,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL3_0505_0711770069_488ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003757,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL3_0505_0711770394_473ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003758,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL4_0505_0711770087_473ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003759,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL4_0505_0711770404_473ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003760,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL5_0505_0711770106_488EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003761,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL6_0505_0711770125_474EBY_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003762,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL6_0505_0711770125_474ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003784,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL0_0505_0711770012_488ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003785,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL1_0505_0711770031_473ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003786,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL2_0505_0711770050_474ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003787,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL5_0505_0711770106_488ECM_N0261222ZCAM03405_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003837,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL0_0505_0711778395_239EBY_N0261222ZCAM08526_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003838,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL7_0505_0711770899_144EBY_N0261222ZCAM01002_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003845,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL0_0505_0711770691_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003846,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL0_0505_0711778395_239ECM_N0261222ZCAM08526_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003847,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL1_0505_0711770678_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003848,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL2_0505_0711770665_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003849,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL3_0505_0711770652_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003850,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL4_0505_0711770639_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003851,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL5_0505_0711770628_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003852,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL6_0505_0711770615_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003853,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL7_0505_0711770592_910ECM_N0261222ZCAM03022_100085J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003854,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/zcam/ZL7_0505_0711770899_144ECM_N0261222ZCAM01002_1100LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003789,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/fcam/FLF_0505_0711772618_319ECM_N0261222FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003790,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/fcam/FLF_0505_0711773275_756ECM_N0261222FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003791,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/fcam/FLF_0505_0711774532_631ECM_N0261222FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003792,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/fcam/FRF_0505_0711773275_756ECM_N0261222FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003793,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/fcam/FRF_0505_0711774532_631ECM_N0261222FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003808,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/fcam/FRF_0505_0711772618_319ECM_N0261222FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003834,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/meda/WSM_0505_0711761425_000ECM_N0261222MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003835,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/meda/WSM_0505_0711778310_000ECM_N0261222MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003836,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/meda/WSM_0505_0711801303_000ECM_N0261222MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003746,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SIF_0505_0711772895_652EBY_N0261222SRLC02500_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003747,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SIF_0505_0711774447_843EBY_N0261222SRLC00736_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003748,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SIF_0505_0711774631_285EBY_N0261222SRLC00372_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003775,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SI1_0505_0711774631_285ECM_N0261222SRLC00372_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003776,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SIF_0505_0711772370_457EBY_N0261222SRLC00648_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003777,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SIF_0505_0711772538_988EBY_N0261222SRLC00648_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003778,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SIF_0505_0711772712_707EBY_N0261222SRLC00448_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003779,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SIF_0505_0711773024_726EBY_N0261222SRLC00730_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003780,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SIF_0505_0711773194_738EBY_N0261222SRLC00730_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003781,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SIF_0505_0711773375_292EBY_N0261222SRLC00360_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003782,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SIF_0505_0711774146_621EBY_N0261222SRLC02500_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003783,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SIF_0505_0711774278_656EBY_N0261222SRLC00736_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003796,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SI1_0505_0711772370_457ECM_N0261222SRLC00648_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003797,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SI1_0505_0711772538_988ECM_N0261222SRLC00648_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003798,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SI1_0505_0711772712_707ECM_N0261222SRLC00448_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003799,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SI1_0505_0711772895_652ECM_N0261222SRLC02500_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003800,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SI1_0505_0711773024_726ECM_N0261222SRLC00730_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003801,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SI1_0505_0711773194_738ECM_N0261222SRLC00730_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003802,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SI1_0505_0711773375_292ECM_N0261222SRLC00360_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003803,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SI1_0505_0711774146_621ECM_N0261222SRLC02500_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003804,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SI1_0505_0711774278_656ECM_N0261222SRLC00736_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003805,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SI1_0505_0711774447_843ECM_N0261222SRLC00736_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003806,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SIF_0505_0711773566_562EBY_N0261222SRLC04001_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003807,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SIF_0505_0711774832_328EBY_N0261222SRLC04001_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003832,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SI1_0505_0711773566_562ECM_N0261222SRLC04001_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003833,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/shrlc/SI1_0505_0711774832_328ECM_N0261222SRLC04001_0000LMJ01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003794,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/scam/LRF_0505_0711777848_450EBY_N0261222SCAM01505_0010I6J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003795,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/scam/LRF_0505_0711778237_242EBY_N0261222SCAM01505_0050I6J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003823,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/scam/LRE_0505_0711777848_450ECM_N0261222SCAM01505_0010I6J01_1200.jpg"",""earth_date"":""2022-07-21""},{""id"":1003824,""sol"":505,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00505/ids/edr/browse/scam/LRE_0505_0711778237_242ECM_N0261222SCAM01505_0050I6J01_1200.jpg"",""earth_date"":""2022-07-21""}]}",2
+4258,Rover image by ba8e612a-7d21-47b0-86fc-62c177225b69,,roverImg,,,,,,,,,,,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353157_113ECM_N0422700NCAM00500_00_2I4J01_1200.jpg,2024-07-06 12:02:09.218+00,,,"{""photos"":[{""id"":1171911,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353157_113ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171912,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353161_445ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171913,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353165_440ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171914,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353191_824ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171915,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353296_882ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171916,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353301_441ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171917,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353305_441ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171918,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353336_447ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171919,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353340_440ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171932,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353196_441ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171933,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353200_440ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171934,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353260_724ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171935,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353265_441ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171936,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353269_441ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171937,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLG_0872_0744353332_067ECM_N0422700NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171939,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLM_0872_0744357017_177ECM_N0422742TRAV00313_00_2LLJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172123,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLMV0872_0744357017_177ECM_N0422742TRAV00313_00_2LLJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172303,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363955_410ECM_N0430000NCAM03872_10_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172304,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744364304_316ECM_N0430000NCAM02872_01_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172305,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744364304_316ECM_N0430000NCAM02872_04_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172333,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363089_362ECM_N0430000NCAM00709_01_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172334,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363656_425ECM_N0430000NCAM03872_10_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172335,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363809_488ECM_N0430000NCAM03872_07_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172336,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744364113_316ECM_N0430000NCAM02872_01_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172337,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744364113_316ECM_N0430000NCAM02872_04_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172356,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363089_362ECM_N0430000NCAM00709_06_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172357,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363656_425ECM_N0430000NCAM03872_04_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172381,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363809_488ECM_N0430000NCAM03872_04_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172408,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363089_362ECM_N0430000NCAM00709_05_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172409,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363089_362ECM_N0430000NCAM00709_07_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172410,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363089_362ECM_N0430000NCAM00709_09_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172411,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363955_410ECM_N0430000NCAM03872_01_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172442,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363089_362ECM_N0430000NCAM00709_02_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172443,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363656_425ECM_N0430000NCAM03872_01_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172444,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363809_488ECM_N0430000NCAM03872_01_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172445,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363809_488ECM_N0430000NCAM03872_10_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172446,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363955_410ECM_N0430000NCAM03872_07_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172447,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744364304_316ECM_N0430000NCAM02872_07_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172448,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744364304_316ECM_N0430000NCAM02872_10_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172467,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363089_362ECM_N0430000NCAM00709_03_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172468,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363955_410ECM_N0430000NCAM03872_04_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172469,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744364113_316ECM_N0430000NCAM02872_10_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172484,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363089_362ECM_N0430000NCAM00709_08_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172489,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363089_362ECM_N0430000NCAM00709_04_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172490,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744363656_425ECM_N0430000NCAM03872_07_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172491,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NLF_0872_0744364113_316ECM_N0430000NCAM02872_07_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171920,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRM_0872_0744357017_177ECM_N0422742TRAV00313_00_2LLJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172124,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRMV0872_0744357017_177ECM_N0422742TRAV00313_00_2LLJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172296,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363089_362ECM_N0430000NCAM00709_03_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172306,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363089_362ECM_N0430000NCAM00709_02_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172307,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363089_362ECM_N0430000NCAM00709_05_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172308,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363656_425ECM_N0430000NCAM03872_01_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172309,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363955_410ECM_N0430000NCAM03872_01_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172310,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744364304_316ECM_N0430000NCAM02872_07_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172311,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744364304_316ECM_N0430000NCAM02872_10_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172338,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744364304_316ECM_N0430000NCAM02872_01_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172339,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744364304_316ECM_N0430000NCAM02872_04_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172358,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363089_362ECM_N0430000NCAM00709_07_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172359,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363955_410ECM_N0430000NCAM03872_04_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172382,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363089_362ECM_N0430000NCAM00709_06_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172383,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363089_362ECM_N0430000NCAM00709_08_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172384,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744364113_316ECM_N0430000NCAM02872_10_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172412,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363656_425ECM_N0430000NCAM03872_07_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172413,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363656_425ECM_N0430000NCAM03872_10_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172414,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363955_410ECM_N0430000NCAM03872_10_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172449,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363656_425ECM_N0430000NCAM03872_04_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172450,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363809_488ECM_N0430000NCAM03872_04_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172451,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744364113_316ECM_N0430000NCAM02872_01_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172492,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363089_362ECM_N0430000NCAM00709_01_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172493,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363089_362ECM_N0430000NCAM00709_04_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172494,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363089_362ECM_N0430000NCAM00709_09_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172495,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363809_488ECM_N0430000NCAM03872_01_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172496,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363809_488ECM_N0430000NCAM03872_07_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172497,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363809_488ECM_N0430000NCAM03872_10_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172498,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744363955_410ECM_N0430000NCAM03872_07_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172499,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744364113_316ECM_N0430000NCAM02872_04_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172500,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/ncam/NRF_0872_0744364113_316ECM_N0430000NCAM02872_07_195J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171908,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744351952_394EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171921,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328688_478EBY_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171922,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328688_478ECM_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171923,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744351674_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171924,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744351674_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171925,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744351952_394ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172146,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352546_263EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172147,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352560_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172148,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352575_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172149,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352690_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172150,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353027_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172151,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353044_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172152,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353073_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172153,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353073_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172154,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353087_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172155,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744365612_488EBY_N0430000ZCAM07114_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172156,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744365737_488ECM_N0430000ZCAM07114_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172157,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR7_0872_0744365898_769EBY_N0430000ZCAM01064_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172158,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR7_0872_0744365898_769ECM_N0430000ZCAM01064_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172196,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352588_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172197,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352675_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172198,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352690_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172199,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352964_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172200,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352978_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172201,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352993_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172202,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353027_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172203,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353059_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172204,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353087_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172205,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744360528_895EBY_N0422760ZCAM05156_0480LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172206,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744360528_895ECM_N0422760ZCAM05156_0480LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172207,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744365612_488ECM_N0430000ZCAM07114_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172208,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744365737_488EBY_N0430000ZCAM07114_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172212,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352546_263ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172213,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352560_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172214,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352575_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172215,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352588_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172216,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352604_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172217,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352604_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172218,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352618_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172219,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352618_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172220,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352631_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172221,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352631_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172222,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352645_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172223,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352645_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172224,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352675_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172225,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352964_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172226,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352978_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172227,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352993_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172228,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353012_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172229,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353012_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172230,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353044_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172231,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353059_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172232,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353101_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172233,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353101_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172234,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353117_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172235,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744353117_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172236,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR2_0872_0744365906_769ECM_N0430000ZCAM01064_034080J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172237,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR2_0872_0744365998_769ECM_N0430000ZCAM01064_034080J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172238,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR2_0872_0744366023_769ECM_N0430000ZCAM01064_034080J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172299,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328867_473ECM_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172300,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352467_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172301,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR3_0872_0744351761_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172316,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328794_473ECM_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172317,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328810_473EBY_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172318,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328837_473EBY_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172319,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328867_473EBY_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172320,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352315_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172321,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352394_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172322,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352409_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172323,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352423_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172324,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352452_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172325,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352532_223ECM_N0422700ZCAM08875_0630LMJ02_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172326,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR1_0872_0744351987_397ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172327,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR6_0872_0744352192_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172328,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR7_0872_0744329125_348ECM_N0422700ZCAM01062_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172344,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328810_473ECM_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172345,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352358_263EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172346,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352452_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172347,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352499_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172348,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR3_0872_0744352224_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172349,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR5_0872_0744351793_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172350,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR5_0872_0744352046_394ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172351,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR6_0872_0744351812_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172352,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR7_0872_0744329125_348EBY_N0422700ZCAM01062_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172368,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328850_473ECM_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172369,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352358_263ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172370,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352378_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172371,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352436_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172372,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352480_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172373,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352514_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172374,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352532_223EBY_N0422700ZCAM08875_0630LMJ02_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172375,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744361630_615EBY_N0422760ZCAM05157_0480LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172376,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR2_0872_0744328959_348ECM_N0422700ZCAM01062_034080J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172377,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR3_0872_0744352015_394ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172378,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR4_0872_0744352030_398EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172379,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR5_0872_0744352046_394EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172395,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328773_473EBY_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172396,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328823_473EBY_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172397,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328823_473ECM_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172398,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352378_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172399,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352423_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172400,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352499_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172401,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352514_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172402,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR1_0872_0744351732_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172403,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR2_0872_0744351745_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172404,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR3_0872_0744352015_394EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172405,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR4_0872_0744351777_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172406,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR5_0872_0744351793_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172407,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR6_0872_0744352064_394EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172422,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328794_473EBY_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172423,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328850_473EBY_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172424,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352251_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172425,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352394_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172426,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352409_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172427,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352436_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172428,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR1_0872_0744351732_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172429,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR1_0872_0744351987_397EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172430,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR2_0872_0744328986_348ECM_N0422700ZCAM01062_034080J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172431,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR2_0872_0744352000_394EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172432,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR4_0872_0744352030_398ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172433,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR5_0872_0744352204_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172434,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR6_0872_0744352064_394ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172435,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR7_0872_0744352081_430ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172457,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352315_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172458,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352467_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172459,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744352480_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172460,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR1_0872_0744352242_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172461,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR2_0872_0744352000_394ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172462,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR2_0872_0744352233_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172463,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR4_0872_0744352215_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172464,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR6_0872_0744351812_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172475,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328773_473ECM_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172476,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328837_473ECM_N0422700ZCAM01076_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172477,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744361630_615ECM_N0422760ZCAM05157_0480LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172478,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR2_0872_0744328882_350ECM_N0422700ZCAM01062_034080J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172479,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR3_0872_0744351761_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172480,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR4_0872_0744351777_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172485,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR2_0872_0744351745_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172501,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328688_478EBY_N0422700ZCAM01076_0340LMJ02_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172502,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZR0_0872_0744328688_478ECM_N0422700ZCAM01076_0340LMJ02_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172125,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352315_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172126,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352315_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172127,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352358_263EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172128,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352358_263ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172129,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352378_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172130,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352409_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172131,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352480_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172132,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352499_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172133,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352514_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172134,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352514_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172135,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352560_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172136,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352588_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172137,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352588_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172138,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352618_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172139,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352631_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172140,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352631_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172141,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352645_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172142,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352675_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172143,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352690_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172144,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352731_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172145,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL6_0872_0744365998_769ECM_N0430000ZCAM01064_034080J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172159,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352378_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172160,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352394_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172161,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352394_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172162,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352409_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172163,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352423_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172164,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352423_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172165,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352436_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172166,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352436_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172167,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352452_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172168,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352452_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172169,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352467_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172170,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352467_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172171,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352480_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172172,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352499_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172173,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352532_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172174,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352532_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172175,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352546_263EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172176,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352546_263ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172177,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352560_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172178,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352575_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172179,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352575_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172180,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352604_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172181,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352604_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172182,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352618_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172183,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352645_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172184,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352675_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172185,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352690_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172186,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352705_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172187,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352705_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172188,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352718_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172189,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352718_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172190,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352731_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172191,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352745_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172192,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352745_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172193,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744360528_895EBY_N0422760ZCAM05156_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172194,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL6_0872_0744365906_769ECM_N0430000ZCAM01064_034080J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172195,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL7_0872_0744365876_769EBY_N0430000ZCAM01064_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172209,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744360528_895ECM_N0422760ZCAM05156_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172210,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL6_0872_0744366023_769ECM_N0430000ZCAM01064_034080J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172211,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL7_0872_0744365876_769ECM_N0430000ZCAM01064_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172239,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352759_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172240,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352773_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172241,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352787_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172242,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352801_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172243,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352815_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172244,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352843_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172245,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352872_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172246,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352886_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172247,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352918_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172248,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352933_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172249,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352964_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172250,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352978_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172251,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352993_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172252,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353012_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172253,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353027_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172254,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353044_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172255,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353059_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172256,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353073_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172257,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353087_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172258,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353117_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172259,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744365612_488EBY_N0430000ZCAM07114_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172260,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744365737_488EBY_N0430000ZCAM07114_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172261,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744365737_488ECM_N0430000ZCAM07114_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172262,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352759_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172263,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352773_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172264,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352787_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172265,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352801_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172266,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352815_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172267,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352829_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172268,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352829_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172269,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352843_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172270,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352857_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172271,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352857_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172272,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352872_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172273,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352886_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172274,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352902_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172275,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352902_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172276,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352918_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172277,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352933_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172278,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352949_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172279,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352949_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172280,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352964_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172281,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352978_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172282,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352993_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172283,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353012_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172284,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353027_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172285,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353044_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172286,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353059_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172287,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353073_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172288,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353087_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172289,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353101_223EBY_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172290,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353101_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172291,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744353117_223ECM_N0422700ZCAM08875_0630LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172292,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744365612_488ECM_N0430000ZCAM07114_0340LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172298,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL2_0872_0744352233_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172312,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL3_0872_0744352224_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172313,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL4_0872_0744352215_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172314,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL6_0872_0744328986_348ECM_N0422700ZCAM01062_034080J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172315,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL6_0872_0744351939_400EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172340,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744351846_394EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172341,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744352251_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172342,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL3_0872_0744351901_394ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172343,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL5_0872_0744351926_394ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172360,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744351537_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172361,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744351846_394ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172362,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744361630_615EBY_N0422760ZCAM05157_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172363,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL1_0872_0744351875_394EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172364,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL2_0872_0744351888_394ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172365,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL3_0872_0744351621_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172366,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL3_0872_0744351621_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172367,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL4_0872_0744351633_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172385,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744351537_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172386,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL1_0872_0744351591_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172387,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL3_0872_0744351901_394EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172388,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL4_0872_0744351913_397ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172389,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL5_0872_0744351646_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172390,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL5_0872_0744351926_394EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172391,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL5_0872_0744352204_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172392,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL6_0872_0744351659_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172393,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL6_0872_0744351659_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172394,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL7_0872_0744352081_430ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172415,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL1_0872_0744351591_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172416,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL2_0872_0744351604_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172417,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL2_0872_0744351888_394EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172418,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL4_0872_0744351633_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172419,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL4_0872_0744351913_397EBY_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172420,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL5_0872_0744351646_193EBY_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172421,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL7_0872_0744329101_348EBY_N0422700ZCAM01062_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172452,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL1_0872_0744351875_394ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172453,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL1_0872_0744352242_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172454,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL2_0872_0744351604_193ECM_N0422700ZCAM03723_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172455,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL6_0872_0744351939_400ECM_N0422700ZCAM03724_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172456,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL6_0872_0744352192_428ECM_N0422700ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172471,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL0_0872_0744361630_615ECM_N0422760ZCAM05157_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172472,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL6_0872_0744328882_350ECM_N0422700ZCAM01062_034080J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172473,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL6_0872_0744328959_348ECM_N0422700ZCAM01062_034080J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172474,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/zcam/ZL7_0872_0744329101_348ECM_N0422700ZCAM01062_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172302,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FLF_0872_0744363227_410ECM_N0430000FHAZ02008_03_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172329,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FLF_0872_0744363227_410ECM_N0430000FHAZ02008_04_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172330,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FLF_0872_0744363227_410ECM_N0430000FHAZ02008_11_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172353,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FLF_0872_0744363227_410ECM_N0430000FHAZ02008_05_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172354,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FLF_0872_0744363227_410ECM_N0430000FHAZ02008_08_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172355,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FLF_0872_0744363227_410ECM_N0430000FHAZ02008_12_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172380,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FLF_0872_0744363227_410ECM_N0430000FHAZ02008_07_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172436,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FLF_0872_0744363227_410ECM_N0430000FHAZ02008_01_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172437,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FLF_0872_0744363227_410ECM_N0430000FHAZ02008_09_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172465,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FLF_0872_0744363227_410ECM_N0430000FHAZ02008_02_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172481,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FLF_0872_0744363227_410ECM_N0430000FHAZ02008_06_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172486,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FLF_0872_0744363227_410ECM_N0430000FHAZ02008_10_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172295,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FRF_0872_0744363227_410ECM_N0430000FHAZ02008_04_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172331,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FRF_0872_0744363227_410ECM_N0430000FHAZ02008_01_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172332,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FRF_0872_0744363227_410ECM_N0430000FHAZ02008_05_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172438,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FRF_0872_0744363227_410ECM_N0430000FHAZ02008_03_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172439,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FRF_0872_0744363227_410ECM_N0430000FHAZ02008_06_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172440,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FRF_0872_0744363227_410ECM_N0430000FHAZ02008_08_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172441,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FRF_0872_0744363227_410ECM_N0430000FHAZ02008_12_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172466,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FRF_0872_0744363227_410ECM_N0430000FHAZ02008_10_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172482,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FRF_0872_0744363227_410ECM_N0430000FHAZ02008_07_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172483,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FRF_0872_0744363227_410ECM_N0430000FHAZ02008_09_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172487,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FRF_0872_0744363227_410ECM_N0430000FHAZ02008_02_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172488,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/fcam/FRF_0872_0744363227_410ECM_N0430000FHAZ02008_11_095J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172297,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":44,""name"":""REAR_HAZCAM_LEFT"",""rover_id"":8,""full_name"":""Rear Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/rcam/RLF_0872_0744363512_487ECM_N0430000RHAZ02420_01_295J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172470,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":45,""name"":""REAR_HAZCAM_RIGHT"",""rover_id"":8,""full_name"":""Rear Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/rcam/RRF_0872_0744363512_487ECM_N0430000RHAZ02420_01_295J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171903,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/meda/WSM_0872_0744329104_000ECM_N0422700MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171904,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/meda/WSM_0872_0744333686_000ECM_N0422700MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172293,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/meda/WSM_0872_0744363136_000ECM_N0430000MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1172294,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/meda/WSM_0872_0744368934_000ECM_N0430000MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171905,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/scam/LRE_0872_0744348932_551ECM_N0422700SCAM02872_0010I6J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171906,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/scam/LRE_0872_0744351311_223ECM_N0422700SCAM02872_0100I6J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171907,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/scam/LRF_0872_0744351311_223EBY_N0422700SCAM02872_0100I6J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171909,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/scam/LRE_0872_0744347062_475ECM_N0422700SCAM01872_0050I6J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171910,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/scam/LRF_0872_0744348347_305EBY_N0422700SCAM01872_0100I6J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171926,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/scam/LRE_0872_0744346141_464ECM_N0422700SCAM01872_0010I6J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171927,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/scam/LRE_0872_0744349918_556ECM_N0422700SCAM02872_0050I6J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171928,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/scam/LRF_0872_0744346141_464EBY_N0422700SCAM01872_0010I6J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171929,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/scam/LRF_0872_0744347062_475EBY_N0422700SCAM01872_0050I6J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171930,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/scam/LRF_0872_0744348932_551EBY_N0422700SCAM02872_0010I6J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171931,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/scam/LRF_0872_0744349918_556EBY_N0422700SCAM02872_0050I6J01_1200.jpg"",""earth_date"":""2023-08-02""},{""id"":1171938,""sol"":872,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00872/ids/edr/browse/scam/LRE_0872_0744348347_305ECM_N0422700SCAM01872_0100I6J01_1200.jpg"",""earth_date"":""2023-08-02""}]}",2
+813480,Rover image by ba8e612a-7d21-47b0-86fc-62c177225b69,,roverImg,,,,,,,,,,,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLF_0733_0732015839_535EBY_N0363294SCAM02733_00_0LLJ01_1200.jpg,2024-07-06 12:02:23.723+00,,,"{""photos"":[{""id"":1109575,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLF_0733_0732015839_535EBY_N0363294SCAM02733_00_0LLJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109576,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLF_0733_0732034145_926ECM_N0363294NCAM00501_01_295J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109577,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLF_0733_0732034235_792ECM_N0363294NCAM00501_01_295J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109578,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLF_0733_0732034310_191ECM_N0363294NCAM00501_01_295J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109579,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLF_0733_0732034452_932ECM_N0363294NCAM00501_01_295J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109580,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLF_0733_0732034547_678ECM_N0363294NCAM00501_01_295J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109581,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021819_909ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109582,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021823_909ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109583,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021828_005ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109584,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021832_054ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109585,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021836_034ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109586,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021840_909ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109587,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021844_974ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109588,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021848_987ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109589,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021853_317ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109590,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021857_909ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109591,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021862_909ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109592,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021866_909ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109593,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021870_925ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109594,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021874_981ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109626,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLE_0733_0732015839_535ECM_N0363294SCAM02733_00_0LLJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109627,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732011394_620ECM_N0363294SCAM00733_00_1LLJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109628,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021790_800ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109629,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021794_909ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109630,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021799_040ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109631,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021803_909ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109632,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021807_925ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109633,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021811_909ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109634,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NLG_0733_0732021815_909ECM_N0363294NCAM00524_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109635,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":39,""name"":""NAVCAM_RIGHT"",""rover_id"":8,""full_name"":""Navigation Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/ncam/NRG_0733_0732011394_620ECM_N0363294SCAM00733_00_1LLJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109486,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR0_0733_0732010966_206EBY_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109487,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR4_0733_0732011106_207EBY_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109488,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR5_0733_0732011122_206EBY_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109499,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR0_0733_0732010966_206ECM_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109500,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR0_0733_0732011300_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109501,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR1_0733_0732011061_206EBY_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109502,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR1_0733_0732011061_206ECM_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109503,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR1_0733_0732011291_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109504,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR2_0733_0732011074_206EBY_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109505,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR2_0733_0732011074_206ECM_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109506,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR2_0733_0732011282_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109507,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR3_0733_0732011090_206EBY_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109508,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR3_0733_0732011090_206ECM_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109509,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR3_0733_0732011272_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109510,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR4_0733_0732011106_207ECM_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109511,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR4_0733_0732011263_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109512,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR5_0733_0732011122_206ECM_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109513,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR5_0733_0732011252_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109514,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR6_0733_0732011140_206EBY_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109515,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR6_0733_0732011140_206ECM_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109516,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR6_0733_0732011240_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109517,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZR7_0733_0732011159_945ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109485,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL6_0733_0732010953_206EBY_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109490,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732011300_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109491,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL1_0733_0732011291_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109492,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL2_0733_0732011282_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109493,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL3_0733_0732011272_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109494,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL4_0733_0732011263_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109495,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL5_0733_0732011252_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109496,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL6_0733_0732010953_206ECM_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109497,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL6_0733_0732011240_943ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109498,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL7_0733_0732011159_945ECM_N0363294ZCAM03019_048085J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109518,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009812_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109519,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009906_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109520,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009951_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109521,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009979_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109522,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010024_069EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109523,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010041_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109524,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010070_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109525,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010087_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109526,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010115_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109527,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010132_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109528,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010160_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109529,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010177_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109530,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010205_082EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109531,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010233_864EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109532,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010267_863EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109533,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010284_864EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109534,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010312_863EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109535,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010330_864EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109536,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010330_864ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109537,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010361_863EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109538,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010378_864EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109539,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010409_863EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109540,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010426_864EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109541,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010457_863EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109542,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010474_864EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109543,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010502_864EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109544,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010539_863EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109545,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010539_863ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109546,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010556_864EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109547,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010556_864ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109548,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010586_863EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109549,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010603_864EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109550,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010603_864ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109551,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010634_863EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109552,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010634_863ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109553,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010651_864EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109554,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010651_864ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109555,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010681_863EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109556,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010681_863ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109557,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010698_864EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109558,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010698_864ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109559,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010731_863EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109560,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010731_863ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109561,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010749_864EBY_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109562,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010749_864ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109563,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010796_206EBY_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109564,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010796_206ECM_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109565,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL1_0733_0732010887_206EBY_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109566,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL1_0733_0732010887_206ECM_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109567,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL2_0733_0732010900_206EBY_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109568,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL2_0733_0732010900_206ECM_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109569,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL3_0733_0732010913_206EBY_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109570,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL3_0733_0732010913_206ECM_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109571,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL4_0733_0732010926_206EBY_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109572,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL4_0733_0732010926_206ECM_N0363294ZCAM03575_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109573,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL5_0733_0732010939_206EBY_N0363294ZCAM03575_0340LMJ02_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109574,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL5_0733_0732010939_206ECM_N0363294ZCAM03575_0340LMJ02_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109595,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009812_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109596,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009886_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109597,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009886_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109598,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009906_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109599,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009934_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109600,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009934_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109601,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009951_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109602,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009979_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109603,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009996_081EBY_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109604,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732009996_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109605,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010024_069ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109606,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010041_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109607,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010070_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109608,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010087_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109609,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010115_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109610,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010132_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109611,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010160_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109612,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010177_081ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109613,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010205_082ECM_N0363294ZCAM08742_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109614,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010233_864ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109615,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010267_863ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109616,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010284_864ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109617,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010312_863ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109618,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010361_863ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109619,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010378_864ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109620,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010409_863ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109621,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010426_864ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109622,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010457_863ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109623,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010474_864ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109624,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010502_864ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109625,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/zcam/ZL0_0733_0732010586_863ECM_N0363294ZCAM08743_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109484,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/meda/WSM_0733_0732001836_000ECM_N0363294MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1110452,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/meda/WSM_0733_0732024523_000ECM_N0363294MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109483,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/scam/LRF_0733_0732035342_159EBY_N0363294SCAM05733_0010I9J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109489,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/scam/LRE_0733_0732035342_159ECM_N0363294SCAM05733_0010I9J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109636,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/scam/LRE_0733_0732013089_465ECM_N0363294SCAM02733_0010I6J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109637,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/scam/LRE_0733_0732014164_466ECM_N0363294SCAM02733_0050I6J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109638,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/scam/LRE_0733_0732015675_302ECM_N0363294SCAM02733_0100I6J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109639,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/scam/LRF_0733_0732013089_465EBY_N0363294SCAM02733_0010I6J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109640,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/scam/LRF_0733_0732014164_466EBY_N0363294SCAM02733_0050I6J01_1200.jpg"",""earth_date"":""2023-03-13""},{""id"":1109641,""sol"":733,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1200,""max_date"":""2024-07-04"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":225895},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00733/ids/edr/browse/scam/LRF_0733_0732015675_302EBY_N0363294SCAM02733_0100I6J01_1200.jpg"",""earth_date"":""2023-03-13""}]}",2
+909346,Rover image by 353333e1-7576-49f6-8d85-0b9cbcc00eef,,roverImg,,,,,,,,,,,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838848_005ECM_N0440898NCAM00500_00_2I4J01_1200.jpg,2024-07-10 14:24:06.877+00,,,"{""photos"":[{""id"":1185392,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838848_005ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185393,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838874_645ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185394,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838879_024ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185395,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838909_528ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185396,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838949_020ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185397,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838953_050ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185398,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838773_097ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185399,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838778_066ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185400,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838782_159ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185401,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838843_272ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185402,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838852_020ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185403,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838883_035ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185404,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838914_034ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185405,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838918_050ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185406,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/ncam/NLG_0900_0746838944_535ECM_N0440898NCAM00500_00_2I4J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185331,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746831103_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185332,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746834016_848EBY_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185333,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR1_0900_0746833617_239EBY_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185334,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR2_0900_0746839161_443ECM_N0440898ZCAM01058_034080J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185335,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR4_0900_0746831228_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185336,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR5_0900_0746831244_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185338,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR1_0900_0746834117_818EBY_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185348,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746833523_239EBY_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185349,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR1_0900_0746833625_239EBY_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185350,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR1_0900_0746834117_818ECM_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185351,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR1_0900_0746834123_818ECM_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185352,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR3_0900_0746830873_613ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185353,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR4_0900_0746830864_598ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185354,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR6_0900_0746830841_598ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185355,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR6_0900_0746831263_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185374,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746833517_239ECM_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185375,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746833523_239ECM_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185376,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746834016_848ECM_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185377,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746834022_818ECM_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185378,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR1_0900_0746830891_598ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185379,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR1_0900_0746831184_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185380,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR1_0900_0746833617_239ECM_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185381,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR1_0900_0746833625_239ECM_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185382,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR2_0900_0746830882_598ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185383,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR2_0900_0746839068_443ECM_N0440898ZCAM01058_034080J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185384,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR2_0900_0746839184_443ECM_N0440898ZCAM01058_034080J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185385,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR3_0900_0746831212_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185386,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR4_0900_0746831228_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185387,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR5_0900_0746830853_598ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185388,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR5_0900_0746831244_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185389,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR6_0900_0746831263_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185390,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR7_0900_0746830725_607ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185391,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR7_0900_0746839059_443ECM_N0440898ZCAM01058_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185408,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746874094_348EBY_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185418,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746874094_348ECM_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185419,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746874234_348EBY_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185420,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746874234_348ECM_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185421,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR7_0900_0746873905_357EBY_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185422,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR7_0900_0746873905_357ECM_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185423,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR7_0900_0746873969_348EBY_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185424,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR7_0900_0746873969_348ECM_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185425,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR7_0900_0746874359_348EBY_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185426,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR7_0900_0746874359_348ECM_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185429,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746831103_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185430,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746833517_239EBY_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185431,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR2_0900_0746831197_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185432,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR2_0900_0746831197_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185433,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR7_0900_0746839059_443EBY_N0440898ZCAM01058_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185439,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746830900_598ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185440,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR0_0900_0746834022_818EBY_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185441,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR1_0900_0746831184_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185442,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR1_0900_0746834123_818EBY_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185443,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZR3_0900_0746831212_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185320,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746830900_598ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185321,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746833227_239EBY_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185322,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746833234_239EBY_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185323,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746833783_818EBY_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185324,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL1_0900_0746833336_239EBY_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185325,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL1_0900_0746833885_818EBY_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185326,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL1_0900_0746833893_818ECM_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185327,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL2_0900_0746830882_598ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185328,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL2_0900_0746831041_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185329,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL5_0900_0746831077_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185330,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL5_0900_0746831077_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185337,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL7_0900_0746839035_443EBY_N0440898ZCAM01058_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185340,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746833791_818ECM_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185341,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL1_0900_0746833343_239ECM_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185342,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL1_0900_0746833893_818EBY_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185343,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL4_0900_0746831065_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185344,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL6_0900_0746831090_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185345,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL6_0900_0746839184_443ECM_N0440898ZCAM01058_034080J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185346,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL7_0900_0746830725_607ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185347,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL7_0900_0746839035_443ECM_N0440898ZCAM01058_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185357,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL1_0900_0746833343_239EBY_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185358,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746830953_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185359,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746833234_239ECM_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185360,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL1_0900_0746830891_598ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185361,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL1_0900_0746831028_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185362,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL1_0900_0746831028_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185363,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL1_0900_0746833336_239ECM_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185364,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL1_0900_0746833885_818ECM_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185365,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL3_0900_0746830873_613ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185366,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL3_0900_0746831053_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185367,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL3_0900_0746831053_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185368,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL4_0900_0746830864_598ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185369,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL4_0900_0746831065_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185370,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL5_0900_0746830853_598ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185371,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL6_0900_0746831090_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185372,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL6_0900_0746839068_443ECM_N0440898ZCAM01058_034080J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185373,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL6_0900_0746839161_443ECM_N0440898ZCAM01058_034080J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185407,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL7_0900_0746874359_348EBY_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185409,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746874094_348EBY_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185410,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746874094_348ECM_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185411,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746874234_348EBY_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185412,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746874234_348ECM_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185413,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL7_0900_0746873905_357EBY_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185414,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL7_0900_0746873905_357ECM_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185415,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL7_0900_0746873969_348EBY_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185416,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL7_0900_0746873969_348ECM_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185417,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL7_0900_0746874359_348ECM_N0440898ZCAM01070_0260LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185427,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746830953_081EBY_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185428,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL2_0900_0746831041_081ECM_N0440898ZCAM03754_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185435,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746833227_239ECM_N0440898ZCAM00064_1000LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185436,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746833783_818ECM_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185437,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL0_0900_0746833791_818EBY_N0440898ZCAM00065_1100LMJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185438,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/zcam/ZL6_0900_0746830841_598ECM_N0440898ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185319,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/meda/WSM_0900_0746845741_000ECM_N0440898MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185339,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/meda/WSM_0900_0746854374_000ECM_N0440898MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185356,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/meda/WSM_0900_0746822408_000ECM_N0440898MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2023-08-31""},{""id"":1185434,""sol"":900,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00900/ids/edr/browse/meda/WSM_0900_0746814741_000ECM_N0440898MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2023-08-31""}]}",6
+73358,Rover image by 353333e1-7576-49f6-8d85-0b9cbcc00eef,,roverImg,,,,,,,,,,,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722799_284ECM_N0370000NCAM00518_00_2I3J01_1200.jpg,2024-07-10 14:24:33.613+00,,,"{""photos"":[{""id"":1113427,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722799_284ECM_N0370000NCAM00518_00_2I3J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113428,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722824_284ECM_N0370000NCAM00518_00_2I3J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113429,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722928_677ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113430,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722937_534ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113431,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722950_362ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113432,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722967_506ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113433,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722971_663ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113434,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722976_506ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113435,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722981_380ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113436,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722985_521ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113437,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722989_534ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113438,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722994_602ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113451,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722699_129ECM_N0370000NCAM00518_00_2I3J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113452,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722724_284ECM_N0370000NCAM00518_00_2I3J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113453,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722749_284ECM_N0370000NCAM00518_00_2I3J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113454,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722774_284ECM_N0370000NCAM00518_00_2I3J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113455,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722849_284ECM_N0370000NCAM00518_00_2I3J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113456,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722874_270ECM_N0370000NCAM00518_00_2I3J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113457,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722906_949ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113458,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722911_521ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113459,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722915_550ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113460,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722920_521ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113461,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722924_534ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113462,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722933_522ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113463,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722941_534ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113464,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722945_566ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113465,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722954_521ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113466,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722958_534ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113467,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":38,""name"":""NAVCAM_LEFT"",""rover_id"":8,""full_name"":""Navigation Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/ncam/NLG_0741_0732722962_550ECM_N0370000NCAM00525_00_2I4J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113263,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR5_0741_0732725258_473EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113273,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732725106_473EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113274,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732725106_473ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113275,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR1_0741_0732724882_410ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113276,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR1_0741_0732725198_456EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113277,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR1_0741_0732725198_456ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113278,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732724873_410ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113279,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732725211_473EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113280,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732725211_473ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113281,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR3_0741_0732725226_473EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113282,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR3_0741_0732725226_473ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113283,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR4_0741_0732725242_473EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113284,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR4_0741_0732725242_473ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113285,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR5_0741_0732724690_011EBY_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113286,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR5_0741_0732724844_410ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113287,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR5_0741_0732725258_473ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113288,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR6_0741_0732724708_024EBY_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113289,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR6_0741_0732724708_024ECM_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113290,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR6_0741_0732725276_456EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113291,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR6_0741_0732725276_456ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113292,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR7_0741_0732724725_414ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113302,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732724891_410ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113303,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR3_0741_0732724864_410ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113304,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR4_0741_0732724855_410ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113305,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR5_0741_0732724690_011ECM_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113306,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR6_0741_0732724832_443ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113307,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732724613_019EBY_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113308,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732724261_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113309,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732724643_021EBY_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113310,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR6_0741_0732724189_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113314,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732724613_019ECM_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113315,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732724057_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113339,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732723037_520ECM_N0370000ZCAM08751_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113340,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732723471_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113341,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR1_0741_0732723511_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113342,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR1_0741_0732723824_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113343,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR1_0741_0732724001_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113344,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR1_0741_0732724319_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113345,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR1_0741_0732724630_020EBY_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113346,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732723567_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113347,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732723766_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113348,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732724057_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113349,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732724261_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113350,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR3_0741_0732724658_023EBY_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113351,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR4_0741_0732724674_013EBY_N0370000ZCAM03581_1100LMJ02_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113352,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR4_0741_0732724674_013ECM_N0370000ZCAM03581_1100LMJ02_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113353,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR6_0741_0732723632_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113354,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR6_0741_0732723699_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113355,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR6_0741_0732724122_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113391,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732723037_520EBY_N0370000ZCAM08751_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113392,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732723471_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113393,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732723882_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113394,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732723882_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113395,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732723961_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113396,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732723961_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113397,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732724377_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113398,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR0_0741_0732724377_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113399,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR1_0741_0732723511_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113400,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR1_0741_0732723824_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113401,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR1_0741_0732724001_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113402,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR1_0741_0732724319_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113403,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR1_0741_0732724630_020ECM_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113404,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732723257_784ECM_N0370000ZCAM01058_034080J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113405,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732723350_785ECM_N0370000ZCAM01058_034080J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113406,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732723374_784ECM_N0370000ZCAM01058_034080J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113407,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732723567_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113408,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732723766_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113409,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR2_0741_0732724643_021ECM_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113410,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR3_0741_0732724658_023ECM_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113411,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR6_0741_0732723632_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113412,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR6_0741_0732723699_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113413,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR6_0741_0732724122_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113414,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR6_0741_0732724189_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113415,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR7_0741_0732723246_784EBY_N0370000ZCAM01058_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113416,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR7_0741_0732723246_784ECM_N0370000ZCAM01058_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1114069,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR4_0741_0732724674_013EBY_N0370000ZCAM03581_1100LMJ03_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1114070,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":40,""name"":""MCZ_RIGHT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZR4_0741_0732724674_013ECM_N0370000ZCAM03581_1100LMJ03_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113259,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL1_0741_0732725027_456EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113260,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL3_0741_0732725053_473EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113261,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL4_0741_0732725065_456EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113262,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL5_0741_0732725078_456EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113264,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732724943_456EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113265,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL1_0741_0732725027_456ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113266,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL2_0741_0732725040_456EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113267,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL3_0741_0732724864_410ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113268,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL3_0741_0732725053_473ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113269,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL4_0741_0732725065_456ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113270,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL5_0741_0732725078_456ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113271,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732725091_473EBY_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113272,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732725091_473ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113293,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732724891_410ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113294,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732724943_456ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113295,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL1_0741_0732724882_410ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113296,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL2_0741_0732724873_410ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113297,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL2_0741_0732725040_456ECM_N0370000ZCAM03582_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113298,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL4_0741_0732724855_410ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113299,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL5_0741_0732724844_410ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113300,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732724832_443ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113301,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL7_0741_0732724725_414ECM_N0370000ZCAM03014_048085J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113311,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732724377_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113312,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732724527_014ECM_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113313,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732723632_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113318,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732723037_520EBY_N0370000ZCAM08751_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113319,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732724527_014EBY_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113320,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL1_0741_0732723511_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113321,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL1_0741_0732723824_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113322,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL1_0741_0732724001_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113323,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL1_0741_0732724319_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113324,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL1_0741_0732724536_009EBY_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113325,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL2_0741_0732724549_022EBY_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113326,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL3_0741_0732724562_024EBY_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113327,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL4_0741_0732724574_019EBY_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113328,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL5_0741_0732723567_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113329,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL5_0741_0732723766_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113330,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL5_0741_0732724057_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113331,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL5_0741_0732724261_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113332,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL5_0741_0732724587_014EBY_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113333,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732723632_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113334,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732723699_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113335,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732724122_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113336,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732724189_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113337,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732724600_019EBY_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113338,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL7_0741_0732723224_785EBY_N0370000ZCAM01058_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113362,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732723037_520ECM_N0370000ZCAM08751_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113363,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732723471_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113364,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732723471_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113365,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732723882_693EBY_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113366,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732723882_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113367,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732723961_303EBY_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113368,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732723961_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113369,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL0_0741_0732724377_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113370,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL1_0741_0732723511_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113371,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL1_0741_0732723824_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113372,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL1_0741_0732724001_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113373,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL1_0741_0732724319_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113374,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL1_0741_0732724536_009ECM_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113375,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL2_0741_0732724549_022ECM_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113376,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL3_0741_0732724562_024ECM_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113377,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL4_0741_0732724574_019ECM_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113378,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL5_0741_0732723567_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113379,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL5_0741_0732723766_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113380,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL5_0741_0732724057_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113381,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL5_0741_0732724261_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113382,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL5_0741_0732724587_014ECM_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113383,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732723257_784ECM_N0370000ZCAM01058_034080J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113384,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732723350_785ECM_N0370000ZCAM01058_034080J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113385,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732723374_784ECM_N0370000ZCAM01058_034080J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113386,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732723699_693ECM_N0370000ZCAM03580_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113387,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732724122_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113388,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732724189_303ECM_N0370000ZCAM03579_0340LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113389,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL6_0741_0732724600_019ECM_N0370000ZCAM03581_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113390,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":41,""name"":""MCZ_LEFT"",""rover_id"":8,""full_name"":""Mast Camera Zoom - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/zcam/ZL7_0741_0732723224_785ECM_N0370000ZCAM01058_1100LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113356,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/fcam/FLF_0741_0732729159_160ECM_N0370000FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113417,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/fcam/FLF_0741_0732728599_543ECM_N0370000FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113418,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/fcam/FLF_0741_0732728865_508ECM_N0370000FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113357,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/fcam/FRF_0741_0732729159_160ECM_N0370000FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113419,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/fcam/FRF_0741_0732728599_543ECM_N0370000FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113420,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/fcam/FRF_0741_0732728865_508ECM_N0370000FHAZ00206_01_295J02_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1114066,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/meda/WSM_0741_0732732685_000ECM_N0370000MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1114067,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/meda/WSM_0741_0732742181_000ECM_N0370000MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1114068,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":46,""name"":""SKYCAM"",""rover_id"":8,""full_name"":""MEDA Skycam""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/meda/WSM_0741_0732746072_000ECM_N0370000MEDA00000_0000LUJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113316,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SIF_0741_0732727831_734EBY_N0370000SRLC07008_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113317,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SIF_0741_0732727956_707EBY_N0370000SRLC07009_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113360,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SI1_0741_0732727831_734ECM_N0370000SRLC07008_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113361,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SI1_0741_0732727956_707ECM_N0370000SRLC07009_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113439,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SIF_0741_0732728557_667EBY_N0370000SRLC04001_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113440,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SIF_0741_0732728692_480EBY_N0370000SRLC00701_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113441,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SIF_0741_0732728828_765EBY_N0370000SRLC04001_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113442,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SIF_0741_0732728966_148EBY_N0370000SRLC00701_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113443,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SIF_0741_0732729105_902EBY_N0370000SRLC04001_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113444,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SIF_0741_0732729260_335EBY_N0370000SRLC00701_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113468,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SI1_0741_0732728557_667ECM_N0370000SRLC04001_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113469,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SI1_0741_0732728692_480ECM_N0370000SRLC00701_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113470,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SI1_0741_0732728828_765ECM_N0370000SRLC04001_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113471,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SI1_0741_0732728966_148ECM_N0370000SRLC00701_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113472,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SI1_0741_0732729105_902ECM_N0370000SRLC04001_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113473,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/shrlc/SI1_0741_0732729260_335ECM_N0370000SRLC00701_0000LMJ01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113358,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRE_0741_0732722328_353ECM_N0370000SCAM03741_0010I6J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113359,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRF_0741_0732722328_353EBY_N0370000SCAM03741_0010I6J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113421,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRF_0741_0732716897_024EBY_N0370000SCAM01741_0010I6J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113422,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRF_0741_0732717608_139EBY_N0370000SCAM01741_0040I6J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113423,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRF_0741_0732718326_024EBY_N0370000SCAM01741_0070I6J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113424,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRF_0741_0732719225_354EBY_N0370000SCAM01741_0100I6J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113425,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRF_0741_0732719728_272EBY_N0370000SCAM02741_0010I6J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113426,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRF_0741_0732722111_234EBY_N0370000SCAM02741_0100I6J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113445,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRE_0741_0732716897_024ECM_N0370000SCAM01741_0010I6J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113446,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRE_0741_0732717608_139ECM_N0370000SCAM01741_0040I6J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113447,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRE_0741_0732718326_024ECM_N0370000SCAM01741_0070I6J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113448,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRE_0741_0732719225_354ECM_N0370000SCAM01741_0100I6J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113449,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRE_0741_0732719728_272ECM_N0370000SCAM02741_0010I6J01_1200.jpg"",""earth_date"":""2023-03-21""},{""id"":1113450,""sol"":741,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":48,""name"":""SUPERCAM_RMI"",""rover_id"":8,""full_name"":""SuperCam Remote Micro Imager""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00741/ids/edr/browse/scam/LRE_0741_0732722111_234ECM_N0370000SCAM02741_0100I6J01_1200.jpg"",""earth_date"":""2023-03-21""}]}",6
+9269,Rover image by 353333e1-7576-49f6-8d85-0b9cbcc00eef,,roverImg,,,,,,,,,,,https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/fcam/FLF_0161_0681240839_418ECM_N0060000FHAZ00206_01_295J01_1200.jpg,2024-07-10 14:24:58.621+00,,,"{""photos"":[{""id"":867717,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/fcam/FLF_0161_0681240839_418ECM_N0060000FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":867718,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/fcam/FLF_0161_0681241416_005ECM_N0060000FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":867719,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":42,""name"":""FRONT_HAZCAM_LEFT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Left""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/fcam/FLF_0161_0681248136_305ECM_N0060000FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":867720,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/fcam/FRF_0161_0681240839_418ECM_N0060000FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":867721,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/fcam/FRF_0161_0681241416_005ECM_N0060000FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":867722,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":43,""name"":""FRONT_HAZCAM_RIGHT_A"",""rover_id"":8,""full_name"":""Front Hazard Avoidance Camera - Right""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/fcam/FRF_0161_0681248136_305ECM_N0060000FHAZ00206_01_295J01_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":867723,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/shrlc/SI1_0161_0681241114_320ECM_N0060000SRLC00669_0000LMJ01_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":867724,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/shrlc/SI1_0161_0681241314_519ECM_N0060000SRLC00669_0000LMJ01_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":867725,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/shrlc/SIF_0161_0681241114_320EBY_N0060000SRLC00669_0000LMJ01_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":867726,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/shrlc/SIF_0161_0681241314_519EBY_N0060000SRLC00669_0000LMJ01_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":867727,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/shrlc/SI1_0161_0681241524_816ECM_N0060000SRLC08008_0000LMJ02_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":867728,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/shrlc/SIF_0161_0681241524_816EBY_N0060000SRLC08008_0000LMJ02_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":867729,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/shrlc/SI1_0161_0681240794_699ECM_N0060000SRLC03502_000085J02_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":867730,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/shrlc/SI1_0161_0681240940_632ECM_N0060000SRLC00702_000085J02_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":868064,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/shrlc/SI1_0161_0681241524_816ECM_N0060000SRLC08008_0000LMJ03_1200.jpg"",""earth_date"":""2021-08-02""},{""id"":868065,""sol"":161,""rover"":{""id"":8,""name"":""Perseverance"",""status"":""active"",""cameras"":[{""name"":""EDL_RUCAM"",""full_name"":""Rover Up-Look Camera""},{""name"":""EDL_DDCAM"",""full_name"":""Descent Stage Down-Look Camera""},{""name"":""EDL_PUCAM1"",""full_name"":""Parachute Up-Look Camera A""},{""name"":""EDL_PUCAM2"",""full_name"":""Parachute Up-Look Camera B""},{""name"":""NAVCAM_LEFT"",""full_name"":""Navigation Camera - Left""},{""name"":""NAVCAM_RIGHT"",""full_name"":""Navigation Camera - Right""},{""name"":""MCZ_RIGHT"",""full_name"":""Mast Camera Zoom - Right""},{""name"":""MCZ_LEFT"",""full_name"":""Mast Camera Zoom - Left""},{""name"":""FRONT_HAZCAM_LEFT_A"",""full_name"":""Front Hazard Avoidance Camera - Left""},{""name"":""FRONT_HAZCAM_RIGHT_A"",""full_name"":""Front Hazard Avoidance Camera - Right""},{""name"":""REAR_HAZCAM_LEFT"",""full_name"":""Rear Hazard Avoidance Camera - Left""},{""name"":""REAR_HAZCAM_RIGHT"",""full_name"":""Rear Hazard Avoidance Camera - Right""},{""name"":""EDL_RDCAM"",""full_name"":""Rover Down-Look Camera""},{""name"":""SKYCAM"",""full_name"":""MEDA Skycam""},{""name"":""SHERLOC_WATSON"",""full_name"":""SHERLOC WATSON Camera""},{""name"":""SUPERCAM_RMI"",""full_name"":""SuperCam Remote Micro Imager""},{""name"":""LCAM"",""full_name"":""Lander Vision System Camera""}],""max_sol"":1204,""max_date"":""2024-07-09"",""launch_date"":""2020-07-30"",""landing_date"":""2021-02-18"",""total_photos"":226091},""camera"":{""id"":47,""name"":""SHERLOC_WATSON"",""rover_id"":8,""full_name"":""SHERLOC WATSON Camera""},""img_src"":""https://mars.nasa.gov/mars2020-raw-images/pub/ods/surface/sol/00161/ids/edr/browse/shrlc/SIF_0161_0681241524_816EBY_N0060000SRLC08008_0000LMJ03_1200.jpg"",""earth_date"":""2021-08-02""}]}",6
\ No newline at end of file
diff --git a/test.py b/test.py
new file mode 100644
index 00000000..6f259174
--- /dev/null
+++ b/test.py
@@ -0,0 +1,49 @@
+from flask import Flask, request, send_file
+import lightkurve as lk
+import matplotlib.pyplot as plt
+from io import BytesIO
+import asyncio
+
+app = Flask(__name__)
+
+async def fetch_lightcurve(tic_id):
+    try:
+        # Search for the lightcurve using search_lightcurve() instead of deprecated search_lightcurvefile()
+        lc = lk.search_lightcurve("TIC " + tic_id).download_all().PDCSAP_FLUX.normalize().flatten(window_length=301).to_lightcurve()
+        
+        plt.figure(figsize=(10, 5))
+        lc.plot()
+        plt.title(f'Lightcurve for TIC ID {tic_id}')
+        plt.xlabel('Time (days)')
+        plt.ylabel('Normalized Flux')
+
+        img_bytes = BytesIO()
+        plt.savefig(img_bytes, format='png')
+        img_bytes.seek(0)
+        
+        plt.close()
+        
+        return img_bytes
+    except Exception as e:
+        print(f"Error fetching lightcurve for TIC ID {tic_id}: {str(e)}")
+        return None
+
+@app.route('/lightcurve', methods=['GET'])
+def get_lightcurve():
+    tic_id = request.args.get('tic_id')
+
+    if not tic_id:
+        return "Error: Please provide a TIC ID in the 'tic_id' query parameter.", 400
+
+    loop = asyncio.new_event_loop()
+    asyncio.set_event_loop(loop)
+    
+    img_bytes = loop.run_until_complete(fetch_lightcurve(tic_id))
+    
+    if img_bytes:
+        return send_file(img_bytes, mimetype='image/png')
+    else:
+        return f"Error fetching lightcurve for TIC ID {tic_id}", 500
+
+if __name__ == '__main__':
+    app.run(debug=True)
diff --git a/tests/nextService.py b/tests/nextService.py
deleted file mode 100644
index fbe9b3ef..00000000
--- a/tests/nextService.py
+++ /dev/null
@@ -1,162 +0,0 @@
-from flask import Flask, request, jsonify
-import lightkurve as lk
-from astroquery.mast import Catalogs
-import numpy as np
-from flask_cors import CORS
-from math import log10
-
-app = Flask(__name__)
-CORS(app)
-
-app.config['TIMEOUT'] = 600
-
-data_store = [] # Empty list -> will cross-reference db data at next stage
-
-@app.route('/receive_data', methods=['POST'])
-def receive_data():
-    request_data = request.get_json()
-
-    planet_name = request_data.get('planetName')
-    user_name = request_data.get('userName')
-    planet_data = request_data.get('planetData')
-
-    if not planet_name or not user_name or not planet_data:
-        return jsonify({"error": "Invalid data format"}), 400
-
-    # Save the received data to the data store
-    data_store.append({
-        "planetName": planet_name,
-        "userName": user_name,
-        "planetData": planet_data
-    })
-
-    return jsonify({"message": "Data received successfully", "data_store": data_store}), 200
-
-@app.route('/get_data', methods=['GET'])
-def get_data():
-    return jsonify(data_store)
-
-@app.route('/process_tic_id', methods=['POST'])
-def process_tic_id():
-    request_data = request.get_json()
-
-    tic_id = request_data.get('ticId')
-
-    if not tic_id:
-        return jsonify({"error": "TIC ID is required"}), 400
-
-    try:
-        # Use lightkurve to process the TIC ID and generate a period value
-        search_result = lk.search_lightcurvefile(tic_id)#, quarter=1)
-        if not search_result:
-            return jsonify({"error": "No light curve data found for the given TIC ID"}), 404
-
-        # Download the light curve data
-        lc = search_result.download()
-
-        # Calculate the period (dummy example: using the first observed period in days)
-        period = lc.to_periodogram().period_at_max_power
-
-        # Append the processed data to the data store
-        data_store.append({
-            "ticId": tic_id,
-            "period": period
-        })
-
-        return jsonify({"message": "TIC ID processed successfully", "period": period, "data_store": data_store}), 200
-
-    except Exception as e:
-        return jsonify({"error": str(e)}), 500
-
-@app.route('/flux_variability', methods=['POST'])
-def flux_variability():
-    request_data = request.get_json()
-
-    tic_id = request_data.get('ticId')
-
-    if not tic_id:
-        return jsonify({"error": "TIC ID is required"}), 400
-
-    try:
-        # Use lightkurve to process the TIC ID and calculate the flux variability metric (e.g., standard deviation)
-        search_result = lk.search_lightcurvefile(tic_id)
-        
-        if len(search_result) == 0:
-            return jsonify({"error": "No light curve data found for the given TIC ID"}), 404
-
-        # Download the first available light curve
-        lc = search_result[0].download().SAP_FLUX  # Access the 'SAP_FLUX' attribute directly
-
-        # Access the scalar value of the flux data and calculate the standard deviation
-        flux_data = lc.flux.value
-
-        # Check if the flux data is empty or contains NaN values
-        if len(flux_data) == 0 or np.isnan(flux_data).all():
-            return jsonify({"ticId": tic_id, "flux_stddev": None, "error": "Unable to calculate flux variability due to data characteristics"}), 200
-
-        # Calculate the standard deviation and convert to a Python float
-        flux_stddev = float(np.std(flux_data))
-
-        return jsonify({"ticId": tic_id, "flux_stddev": flux_stddev}), 200
-
-    except Exception as e:
-        return jsonify({"error": str(e)}), 500
-
-@app.route('/get_star_info', methods=['POST'])
-def get_star_info():
-    try:
-        tic_id = request.json.get("ticId")
-        result = Catalogs.query_criteria(catalog="Tic", ID=tic_id)
-
-        if len(result) == 0:
-            return jsonify({"error": "No information found for the given TIC ID."})
-
-        star = result[0]
-        Tmag = star['Tmag']  # Tmag as a substitute for color index
-        BV = (Tmag - 2.85) / (-0.075)  # Calculate B-V color index
-        color = BV
-
-        mass = star['mass']  # Stellar mass in solar masses
-        radius = star['rad']  # Stellar radius in solar radii
-        luminosity = star['lum']  # Stellar luminosity in solar luminosities
-
-        # Use assumptions to estimate metallicity based on color, star type, mass, radius, and luminosity
-        metallicity = 0.0  # Initialize metallicity
-
-        # Adjust metallicity based on mass, radius, and luminosity (for illustrative purposes)
-        if mass > 2.0 and radius > 2.0 and luminosity > 10.0:
-            metallicity -= 0.5  # Lower metallicity for high-mass giants
-
-        return jsonify({
-            "Color (B-V Index Approximation)": color,
-            "Stellar Mass (solar masses)": mass,
-            "Stellar Radius (solar radii)": radius,
-            "Stellar Luminosity (solar luminosities)": luminosity,
-        #    "Star Type": star_type,
-        #    "Star": star,
-            "Estimated Metallicity ([Fe/H])": metallicity
-        })
-    except Exception as e:
-        return jsonify({"error": str(e)})
-
-@app.route('/get_metallicity', methods=['POST'])
-def get_metallicity():
-    try:
-        data = request.get_json()
-        tic_id = data['tic_id']
-
-        # Query the MAST catalog for the star's information
-        result = Catalogs.query_criteria(catalog="Tic", ID=tic_id)
-        
-        if len(result) == 0:
-            return jsonify({"error": "No information found for the given TIC ID."}), 404
-
-        # Extract the metallicity information (assuming it's labeled as [Fe/H])
-        metallicity = result[0]['[Fe/H]']
-
-        return jsonify({"metallicity": metallicity})
-    except Exception as e:
-        return jsonify({"error": str(e)})
-
-if __name__ == '__main__':
-    app.run(debug=True)
\ No newline at end of file
diff --git a/tests/stars/stellarRepresentation.py b/tests/stars/stellarRepresentation.py
deleted file mode 100644
index d359bad2..00000000
--- a/tests/stars/stellarRepresentation.py
+++ /dev/null
@@ -1,40 +0,0 @@
-import pygame
-import math
-
-# Initialize Pygame
-pygame.init()
-
-# Set up the display
-width, height = 800, 800
-screen = pygame.display.set_mode((width, height))
-
-# Star properties
-metallicity = 0.7  # Adjust as needed (0.0 to 1.0)
-luminosity = 0.8   # Adjust as needed (0.0 to 1.0)
-mass = 0.6         # Adjust as needed (0.0 to 1.0)
-color = (255, 255, 0)  # Yellow color
-
-# Define a function to draw the star
-def draw_star(surface, color, size, x, y):
-    pygame.draw.circle(surface, color, (x, y), size)
-
-running = True
-while running:
-    for event in pygame.event.get():
-        if event.type == pygame.QUIT:
-            running = False
-
-    # Calculate size based on luminosity and mass
-    star_size = int(50 * luminosity * mass)
-
-    # Calculate color based on metallicity
-    r = int(color[0] * (1 - metallicity))
-    g = int(color[1] * (1 - metallicity))
-    b = color[2]
-
-    # Draw the star
-    draw_star(screen, (r, g, b), star_size, width // 2, height // 2)
-
-    pygame.display.flip()
-
-pygame.quit()
\ No newline at end of file
diff --git a/tests/stars/ticStarData.py b/tests/stars/ticStarData.py
deleted file mode 100644
index 05b0a557..00000000
--- a/tests/stars/ticStarData.py
+++ /dev/null
@@ -1,63 +0,0 @@
-import numpy as np
-from astroquery.mast import Catalogs
-from astropy import units as u
-from astropy.coordinates import SkyCoord
-from astroquery.gaia import Gaia
-
-def get_star_info(tic_id):
-    # Query the TIC catalog for star information
-    result = Catalogs.query_criteria(catalog="Tic", ID=tic_id)
-    
-    if len(result) == 0:
-        return "No information found for the given TIC ID."
-
-    # Extract relevant information
-    star = result[0]
-    luminosity = star['lum']
-    mass = star['mass']
-    color = star['Tmag']
-    temperature = star['Teff']
-    # star_type = star['StarType']
-    # metallicity = star['Teff']
-    # metallicity = result[0]['[Fe/H]']
-
-    return {
-        "Metallicity (Teff)": metallicity,
-        "Luminosity (lum)": luminosity,
-        "Mass (mass)": mass,
-        "Color (Tmag)": color,
-        # "Star Type": star_type
-    } # https://www.notion.so/skinetics/Unity-Randomisation-LightKurve-via-Flask-fac86634e02f4086b7c936c83e66f79a?pvs=4
-
-def get_metallicity_from_gaia(tic_id):
-    query = f"SELECT metallicity FROM gaiadr2.gaia_source WHERE source_id = {tic_id}"
-    job = Gaia.launch_job(query)
-    result = job.get_results()
-    
-    if len(result) == 0:
-        return "No information found for the given TIC ID."
-
-    metallicity = result['metallicity'][0]
-
-    return {
-        "Metallicity": metallicity,
-    }
-
-# Example usage:
-tic_id = 55525572 
-metallicity_info = get_metallicity_from_gaia(tic_id)
-print(metallicity_info)
-
-if __name__ == "__main__":
-    # Input the TIC ID
-    tic_id = input("Enter a TIC ID: ")
-
-    # Call the function to retrieve star information
-    star_info = get_star_info(tic_id)
-    
-    # Display the retrieved information
-    if isinstance(star_info, dict):
-        for key, value in star_info.items():
-            print(f"{key}: {value}")
-    else:
-        print(star_info)
\ No newline at end of file
diff --git a/tests/temperature.py b/tests/temperature.py
deleted file mode 100644
index 808f2e73..00000000
--- a/tests/temperature.py
+++ /dev/null
@@ -1,94 +0,0 @@
-import random
-import time
-from datetime import datetime
-import lightkurve as lk
-from supabase_py import create_client
-
-# Define your Supabase credentials
-supabase_url = 'https://qwbufbmxkjfaikoloudl.supabase.co'
-supabase_key = 'eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJpc3MiOiJzdXBhYmFzZSIsInJlZiI6InF3YnVmYm14a2pmYWlrb2xvdWRsIiwicm9sZSI6ImFub24iLCJpYXQiOjE2Njk5NDE3NTksImV4cCI6MTk4NTUxNzc1OX0.RNz5bvsVwLvfYpZtUjy0vBPcho53_VS2AIVzT8Fm-lk'
-# Connect to supabase
-
-# Initialize Supabase client
-supabase = create_client(SUPABASE_URL, SUPABASE_KEY)
-
-# List of TIC IDs
-tic_ids = [
-    'KOI-4878', 'KOI-3456', 'KOI-5737', 'KOI-5806', 'KOI-5499', 'KOI-2194',
-    'KOI-6108', 'KOI-5938', 'KOI-5087', 'KOI-5948', 'KOI-5176', 'KOI-5949',
-    'KOI-5506', 'KOI-6239', 'KOI-5888', 'KOI-5068', 'KOI-5541', 'KOI-5959',
-    'KOI-5236', 'KOI-5819', 'KOI-5413', 'KOI-5202', 'KOI-1871', 'KOI-5653',
-    'KOI-5237', 'KOI-6151', 'KOI-5545'
-]
-
-# Loop through each TIC ID
-for tic_id in tic_ids:
-    # Set the ticId value to the current TIC ID
-    tic_id_value = tic_id
-
-    # Generate a random planet name
-    planet_name = random.choice(['Alderaan', 'Tatooine', 'Hoth', 'Endor', 'Naboo'])
-
-    # Set the 'content' value to the random planet name
-    content_value = planet_name
-
-    # Set 'owner' to null
-    owner_value = None
-
-    # Set 'id' value to 58
-    id_value = 58
-
-    # Set 'media' value to an empty array
-    media_value = []
-
-    # Estimate the radius of the TIC ID using lightkurve
-    search_result = lk.search_lightcurvefile(f'TIC {tic_id}')
-    if search_result:
-        lc_file = search_result.download(quality_bitmask='hardest')
-        lc = lc_file.PDCSAP_FLUX.normalize().remove_nans().remove_outliers()
-        periodogram = lc.to_periodogram(method='bls', period=np.arange(1, 10, 0.01))
-        best_fit = periodogram.get_best_fit()
-        estimated_radius = best_fit.rp
-
-        # Set the 'radius' value to the estimated radius
-        radius_value = estimated_radius
-    else:
-        # If the TIC ID is not found, set the 'radius' value to None
-        radius_value = None
-
-    # Set the 'cover' value
-    cover_value = f'https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/{planet_name.lower()}_cover.png'
-
-    # Set the 'avatar_url' value
-    avatar_url_value = f'https://qwbufbmxkjfaikoloudl.supabase.co/storage/v1/object/public/planets/{planet_name.lower()}_avatar.png'
-
-    # Set the 'contract' value to null
-    contract_value = None
-
-    # Estimate the orbital period
-    estimated_orbital_period = 1.0  # Replace with your own method to estimate orbital period
-
-    # Set the 'orbital_period' value to the estimated orbital period
-    orbital_period_value = estimated_orbital_period
-
-    # Define the data for the new row
-    data = {
-        'ticId': tic_id_value,
-        'content': content_value,
-        'owner': owner_value,
-        'id': id_value,
-        'media': media_value,
-        'radius': radius_value,
-        'cover': cover_value,
-        'avatar_url': avatar_url_value,
-        'contract': contract_value,
-        'orbital_period': orbital_period_value
-    }
-
-    # Insert the new row into the 'planetsss' table
-    supabase.table('planetsss').insert([data]).execute()
-
-    # Wait for a brief moment to avoid rate limiting
-    time.sleep(1)
-
-print('Data insertion completed.')
\ No newline at end of file
diff --git a/tests/tessPoint.py b/tests/tessPoint.py
deleted file mode 100644
index 23a3d2c9..00000000
--- a/tests/tessPoint.py
+++ /dev/null
@@ -1,121 +0,0 @@
-from flask import Flask, request, jsonify
-from flask_cors import CORS
-import requests
-import numpy as np
-from astroquery.mast import Catalogs
-from astropy import units as u
-from astropy.coordinates import SkyCoord
-import lightkurve as lk
-
-app = Flask(__name__)
-CORS(app, resources={r"/get_star_info": {"origins": "http://localhost:3000"}})
-
-TIC_API_URL = "https://exo.mast.stsci.edu/api/v0.1/exoplanets/keplerid/"
-
-def estimate_planet_radius(tic_id):
-    # Retrieve light curve data using lightkurve
-    lc = lk.search_lightcurvefile(target=f"TIC {tic_id}", mission="TESS").download()
-
-    # Estimate planet radius
-    radius_estimate = lc.estimate_radius()
-
-    return {"radius_estimate": radius_estimate}
-
-@app.route("/estimate_planet_radius", methods=["POST"])
-def estimate_planet_radius_route():
-    try:
-        tic_id = request.json.get("ticId")  # Assuming JSON data with a "ticId" field
-
-        result = estimate_planet_radius(tic_id)
-
-        return jsonify(result)
-    except Exception as e:
-        return jsonify({"error": str(e)})
-
-def get_star_info(tic_id):
-    # Query the TIC catalog for star information
-    result = Catalogs.query_criteria(catalog="Tic", ID=tic_id)
-    
-    if len(result) == 0:
-        return "No information found for the given TIC ID."
-
-    # Extract relevant information
-    star = result[0]
-    metallicity = star['Teff']
-    luminosity = star['lum']
-    mass = star['mass']
-    color = star['Tmag']
-    # star_type = star['StarType']
-
-    return {
-        "Metallicity (Teff)": metallicity,
-        "Luminosity (lum)": luminosity,
-        "Mass (mass)": mass,
-        "Color (Tmag)": color,
-        # "Star Type": star_type
-    }
-
-@app.route("/get_star_info", methods=["POST"])
-def get_star_info_route():
-    try:
-        # Get the TIC ID from the POST request data
-        tic_id = request.json.get("ticId")
-        
-        # Call the function to retrieve star information
-        star_info = get_star_info(tic_id)
-        
-        # Return the retrieved information as JSON response
-        return jsonify(star_info)
-    except Exception as e:
-        return jsonify({"error": str(e)})
-
-if __name__ == "__main__":
-    app.run(debug=True)
-
-def get_stellar_parameters(tic_id):
-    try:
-        # Query the MAST catalog for stellar parameters
-        result = Catalogs.query_criteria(catalog="Tic", ID=tic_id)
-
-        if result is not None:
-            # Extract relevant stellar parameters from the result
-            star_name = result['TICID'][0]
-            radius = result['rad'][0]  # Stellar radius
-            metallicity = result['met'][0]  # Metallicity
-            mass = result['mass'][0]  # Stellar mass
-            density = result['rho'][0]  # Stellar density
-            luminosity = result['lum'][0]  # Luminosity
-
-            # Return the extracted data
-            stellar_data = {
-                "star_name": star_name,
-                "radius": radius,
-                "metallicity": metallicity,
-                "mass": mass,
-                "density": density,
-                "luminosity": luminosity
-            }
-            return stellar_data
-        else:
-            return {"error": "Star not found in the MAST catalog"}
-    except Exception as e:
-        return {"error": str(e)}
-
-@app.route("/generate_sector_plot", methods=["POST"])
-def generate_sector_plot():
-    try:
-        tic_id = request.json.get("ticId")
-        lc = lk.search_lightcurvefile(target=f"TIC {tic_id}", mission="TESS").download()
-        lc.plot() # Generate a simple Lightkurve plot
-
-        plot_filename = "/output/{tic_id}.png"
-        plt.savefig(plot_filename)
-        plt.close()
-
-        # Return the path to the saved plot
-        return jsonify({"plot_path": plot_filename})
-    except Exception as e:
-        return jsonify({"error": str(e)})
-
-if __name__ == "__main__":
-    app.run(debug=True)
\ No newline at end of file
diff --git a/views/models.py b/views/models.py
deleted file mode 100644
index cdb3cc3b..00000000
--- a/views/models.py
+++ /dev/null
@@ -1,10 +0,0 @@
-from . import db
-
-class Planet(db.Model):
-    id = db.Column(db.Integer, primary_key=True)
-    name = db.Column(db.String(50))
-    moons = db.Column(db.String(50))
-
-    def __init__(self, name, moons):
-        self.name = name
-        self.moons = moons
\ No newline at end of file
diff --git a/yarn.lock b/yarn.lock
deleted file mode 100644
index 2cb99ef2..00000000
--- a/yarn.lock
+++ /dev/null
@@ -1,6441 +0,0 @@
-# THIS IS AN AUTOGENERATED FILE. DO NOT EDIT THIS FILE DIRECTLY.
-# yarn lockfile v1
-
-
-"@assemblyscript/loader@^0.9.4":
-  version "0.9.4"
-  resolved "https://registry.yarnpkg.com/@assemblyscript/loader/-/loader-0.9.4.tgz#a483c54c1253656bb33babd464e3154a173e1577"
-  integrity sha512-HazVq9zwTVwGmqdwYzu7WyQ6FQVZ7SwET0KKQuKm55jD0IfUpZgN0OPIiZG3zV1iSrVYcN0bdwLRXI/VNCYsUA==
-
-"@babel/code-frame@^7.0.0":
-  version "7.21.4"
-  resolved "https://registry.yarnpkg.com/@babel/code-frame/-/code-frame-7.21.4.tgz#d0fa9e4413aca81f2b23b9442797bda1826edb39"
-  integrity sha512-LYvhNKfwWSPpocw8GI7gpK2nq3HSDuEPC/uSYaALSJu9xjsalaaYFOq0Pwt5KmVqwEbZlDu81aLXwBOmD/Fv9g==
-  dependencies:
-    "@babel/highlight" "^7.18.6"
-
-"@babel/helper-module-imports@^7.16.7":
-  version "7.21.4"
-  resolved "https://registry.yarnpkg.com/@babel/helper-module-imports/-/helper-module-imports-7.21.4.tgz#ac88b2f76093637489e718a90cec6cf8a9b029af"
-  integrity sha512-orajc5T2PsRYUN3ZryCEFeMDYwyw09c/pZeaQEZPH0MpKzSvn3e0uXsDBu3k03VI+9DBiRo+l22BfKTpKwa/Wg==
-  dependencies:
-    "@babel/types" "^7.21.4"
-
-"@babel/helper-string-parser@^7.19.4":
-  version "7.19.4"
-  resolved "https://registry.yarnpkg.com/@babel/helper-string-parser/-/helper-string-parser-7.19.4.tgz#38d3acb654b4701a9b77fb0615a96f775c3a9e63"
-  integrity sha512-nHtDoQcuqFmwYNYPz3Rah5ph2p8PFeFCsZk9A/48dPc/rGocJ5J3hAAZ7pb76VWX3fZKu+uEr/FhH5jLx7umrw==
-
-"@babel/helper-validator-identifier@^7.18.6", "@babel/helper-validator-identifier@^7.19.1":
-  version "7.19.1"
-  resolved "https://registry.yarnpkg.com/@babel/helper-validator-identifier/-/helper-validator-identifier-7.19.1.tgz#7eea834cf32901ffdc1a7ee555e2f9c27e249ca2"
-  integrity sha512-awrNfaMtnHUr653GgGEs++LlAvW6w+DcPrOliSMXWCKo597CwL5Acf/wWdNkf/tfEQE3mjkeD1YOVZOUV/od1w==
-
-"@babel/highlight@^7.18.6":
-  version "7.18.6"
-  resolved "https://registry.yarnpkg.com/@babel/highlight/-/highlight-7.18.6.tgz#81158601e93e2563795adcbfbdf5d64be3f2ecdf"
-  integrity sha512-u7stbOuYjaPezCuLj29hNW1v64M2Md2qupEKP1fHc7WdOA3DgLh37suiSrZYY7haUB7iBeQZ9P1uiRF359do3g==
-  dependencies:
-    "@babel/helper-validator-identifier" "^7.18.6"
-    chalk "^2.0.0"
-    js-tokens "^4.0.0"
-
-"@babel/runtime@^7.12.5", "@babel/runtime@^7.13.10", "@babel/runtime@^7.17.2", "@babel/runtime@^7.18.3":
-  version "7.21.0"
-  resolved "https://registry.yarnpkg.com/@babel/runtime/-/runtime-7.21.0.tgz#5b55c9d394e5fcf304909a8b00c07dc217b56673"
-  integrity sha512-xwII0//EObnq89Ji5AKYQaRYiW/nZ3llSv29d49IuxPhKbtJoLP+9QUUZ4nVragQVtaVGeZrpB+ZtG/Pdy/POw==
-  dependencies:
-    regenerator-runtime "^0.13.11"
-
-"@babel/types@^7.21.4":
-  version "7.21.4"
-  resolved "https://registry.yarnpkg.com/@babel/types/-/types-7.21.4.tgz#2d5d6bb7908699b3b416409ffd3b5daa25b030d4"
-  integrity sha512-rU2oY501qDxE8Pyo7i/Orqma4ziCOrby0/9mvbDUGEfvZjb279Nk9k19e2fiCxHbRRpY2ZyrgW1eq22mvmOIzA==
-  dependencies:
-    "@babel/helper-string-parser" "^7.19.4"
-    "@babel/helper-validator-identifier" "^7.19.1"
-    to-fast-properties "^2.0.0"
-
-"@coinbase/wallet-sdk@^3.6.3":
-  version "3.6.6"
-  resolved "https://registry.yarnpkg.com/@coinbase/wallet-sdk/-/wallet-sdk-3.6.6.tgz#4a0758fe0fe0ba3ed7e33b5bb6eb094ff8bd6c98"
-  integrity sha512-vX+epj/Ttjo7XRwlr3TFUUfW5GTRMvORpERPwiu7z2jl3DSVL4rXLmHt5y6LDPlUVreas2gumdcFbu0fLRG9Jg==
-  dependencies:
-    "@metamask/safe-event-emitter" "2.0.0"
-    "@solana/web3.js" "^1.70.1"
-    bind-decorator "^1.0.11"
-    bn.js "^5.1.1"
-    buffer "^6.0.3"
-    clsx "^1.1.0"
-    eth-block-tracker "6.1.0"
-    eth-json-rpc-filters "5.1.0"
-    eth-rpc-errors "4.0.2"
-    json-rpc-engine "6.1.0"
-    keccak "^3.0.1"
-    preact "^10.5.9"
-    qs "^6.10.3"
-    rxjs "^6.6.3"
-    sha.js "^2.4.11"
-    stream-browserify "^3.0.0"
-    util "^0.12.4"
-
-"@cspotcode/source-map-support@^0.8.0":
-  version "0.8.1"
-  resolved "https://registry.yarnpkg.com/@cspotcode/source-map-support/-/source-map-support-0.8.1.tgz#00629c35a688e05a88b1cda684fb9d5e73f000a1"
-  integrity sha512-IchNf6dN4tHoMFIn/7OE8LWZ19Y6q/67Bmf6vnGREv8RSbBVb9LPJxEcnwrcwX6ixSvaiGoomAUvu4YSxXrVgw==
-  dependencies:
-    "@jridgewell/trace-mapping" "0.3.9"
-
-"@emotion/babel-plugin@^11.10.8":
-  version "11.10.8"
-  resolved "https://registry.yarnpkg.com/@emotion/babel-plugin/-/babel-plugin-11.10.8.tgz#bae325c902937665d00684038fd5294223ef9e1d"
-  integrity sha512-gxNky50AJL3AlkbjvTARiwAqei6/tNUxDZPSKd+3jqWVM3AmdVTTdpjHorR/an/M0VJqdsuq5oGcFH+rjtyujQ==
-  dependencies:
-    "@babel/helper-module-imports" "^7.16.7"
-    "@babel/runtime" "^7.18.3"
-    "@emotion/hash" "^0.9.0"
-    "@emotion/memoize" "^0.8.0"
-    "@emotion/serialize" "^1.1.1"
-    babel-plugin-macros "^3.1.0"
-    convert-source-map "^1.5.0"
-    escape-string-regexp "^4.0.0"
-    find-root "^1.1.0"
-    source-map "^0.5.7"
-    stylis "4.1.4"
-
-"@emotion/cache@^11.10.8":
-  version "11.10.8"
-  resolved "https://registry.yarnpkg.com/@emotion/cache/-/cache-11.10.8.tgz#3b39b4761bea0ae2f4f07f0a425eec8b6977c03e"
-  integrity sha512-5fyqGHi51LU95o7qQ/vD1jyvC4uCY5GcBT+UgP4LHdpO9jPDlXqhrRr9/wCKmfoAvh5G/F7aOh4MwQa+8uEqhA==
-  dependencies:
-    "@emotion/memoize" "^0.8.0"
-    "@emotion/sheet" "^1.2.1"
-    "@emotion/utils" "^1.2.0"
-    "@emotion/weak-memoize" "^0.3.0"
-    stylis "4.1.4"
-
-"@emotion/hash@^0.9.0":
-  version "0.9.0"
-  resolved "https://registry.yarnpkg.com/@emotion/hash/-/hash-0.9.0.tgz#c5153d50401ee3c027a57a177bc269b16d889cb7"
-  integrity sha512-14FtKiHhy2QoPIzdTcvh//8OyBlknNs2nXRwIhG904opCby3l+9Xaf/wuPvICBF0rc1ZCNBd3nKe9cd2mecVkQ==
-
-"@emotion/is-prop-valid@^1.2.0":
-  version "1.2.0"
-  resolved "https://registry.yarnpkg.com/@emotion/is-prop-valid/-/is-prop-valid-1.2.0.tgz#7f2d35c97891669f7e276eb71c83376a5dc44c83"
-  integrity sha512-3aDpDprjM0AwaxGE09bOPkNxHpBd+kA6jty3RnaEXdweX1DF1U3VQpPYb0g1IStAuK7SVQ1cy+bNBBKp4W3Fjg==
-  dependencies:
-    "@emotion/memoize" "^0.8.0"
-
-"@emotion/memoize@^0.8.0":
-  version "0.8.0"
-  resolved "https://registry.yarnpkg.com/@emotion/memoize/-/memoize-0.8.0.tgz#f580f9beb67176fa57aae70b08ed510e1b18980f"
-  integrity sha512-G/YwXTkv7Den9mXDO7AhLWkE3q+I92B+VqAE+dYG4NGPaHZGvt3G8Q0p9vmE+sq7rTGphUbAvmQ9YpbfMQGGlA==
-
-"@emotion/react@^11.10.0":
-  version "11.10.8"
-  resolved "https://registry.yarnpkg.com/@emotion/react/-/react-11.10.8.tgz#02e274ecb45e03ab9d7a8eb9f0f0c064613eaf7b"
-  integrity sha512-ZfGfiABtJ1P1OXqOBsW08EgCDp5fK6C5I8hUJauc/VcJBGSzqAirMnFslhFWnZJ/w5HxPI36XbvMV0l4KZHl+w==
-  dependencies:
-    "@babel/runtime" "^7.18.3"
-    "@emotion/babel-plugin" "^11.10.8"
-    "@emotion/cache" "^11.10.8"
-    "@emotion/serialize" "^1.1.1"
-    "@emotion/use-insertion-effect-with-fallbacks" "^1.0.0"
-    "@emotion/utils" "^1.2.0"
-    "@emotion/weak-memoize" "^0.3.0"
-    hoist-non-react-statics "^3.3.1"
-
-"@emotion/serialize@^1.1.1":
-  version "1.1.1"
-  resolved "https://registry.yarnpkg.com/@emotion/serialize/-/serialize-1.1.1.tgz#0595701b1902feded8a96d293b26be3f5c1a5cf0"
-  integrity sha512-Zl/0LFggN7+L1liljxXdsVSVlg6E/Z/olVWpfxUTxOAmi8NU7YoeWeLfi1RmnB2TATHoaWwIBRoL+FvAJiTUQA==
-  dependencies:
-    "@emotion/hash" "^0.9.0"
-    "@emotion/memoize" "^0.8.0"
-    "@emotion/unitless" "^0.8.0"
-    "@emotion/utils" "^1.2.0"
-    csstype "^3.0.2"
-
-"@emotion/sheet@^1.2.1":
-  version "1.2.1"
-  resolved "https://registry.yarnpkg.com/@emotion/sheet/-/sheet-1.2.1.tgz#0767e0305230e894897cadb6c8df2c51e61a6c2c"
-  integrity sha512-zxRBwl93sHMsOj4zs+OslQKg/uhF38MB+OMKoCrVuS0nyTkqnau+BM3WGEoOptg9Oz45T/aIGs1qbVAsEFo3nA==
-
-"@emotion/styled@^11.10.0":
-  version "11.10.8"
-  resolved "https://registry.yarnpkg.com/@emotion/styled/-/styled-11.10.8.tgz#a3fd68efd90bd7e8a06b82b95adec643d386fa69"
-  integrity sha512-gow0lF4Uw/QEdX2REMhI8v6wLOabPKJ+4HKNF0xdJ2DJdznN6fxaXpQOx6sNkyBhSUL558Rmcu1Lq/MYlVo4vw==
-  dependencies:
-    "@babel/runtime" "^7.18.3"
-    "@emotion/babel-plugin" "^11.10.8"
-    "@emotion/is-prop-valid" "^1.2.0"
-    "@emotion/serialize" "^1.1.1"
-    "@emotion/use-insertion-effect-with-fallbacks" "^1.0.0"
-    "@emotion/utils" "^1.2.0"
-
-"@emotion/unitless@^0.8.0":
-  version "0.8.0"
-  resolved "https://registry.yarnpkg.com/@emotion/unitless/-/unitless-0.8.0.tgz#a4a36e9cbdc6903737cd20d38033241e1b8833db"
-  integrity sha512-VINS5vEYAscRl2ZUDiT3uMPlrFQupiKgHz5AA4bCH1miKBg4qtwkim1qPmJj/4WG6TreYMY111rEFsjupcOKHw==
-
-"@emotion/use-insertion-effect-with-fallbacks@^1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@emotion/use-insertion-effect-with-fallbacks/-/use-insertion-effect-with-fallbacks-1.0.0.tgz#ffadaec35dbb7885bd54de3fa267ab2f860294df"
-  integrity sha512-1eEgUGmkaljiBnRMTdksDV1W4kUnmwgp7X9G8B++9GYwl1lUdqSndSriIrTJ0N7LQaoauY9JJ2yhiOYK5+NI4A==
-
-"@emotion/utils@^1.2.0":
-  version "1.2.0"
-  resolved "https://registry.yarnpkg.com/@emotion/utils/-/utils-1.2.0.tgz#9716eaccbc6b5ded2ea5a90d65562609aab0f561"
-  integrity sha512-sn3WH53Kzpw8oQ5mgMmIzzyAaH2ZqFEbozVVBSYp538E06OSE6ytOp7pRAjNQR+Q/orwqdQYJSe2m3hCOeznkw==
-
-"@emotion/weak-memoize@^0.3.0":
-  version "0.3.0"
-  resolved "https://registry.yarnpkg.com/@emotion/weak-memoize/-/weak-memoize-0.3.0.tgz#ea89004119dc42db2e1dba0f97d553f7372f6fcb"
-  integrity sha512-AHPmaAx+RYfZz0eYu6Gviiagpmiyw98ySSlQvCUhVGDRtDFe4DBS0x1bSjdF3gqUDYOczB+yYvBTtEylYSdRhg==
-
-"@eslint/eslintrc@^1.3.0":
-  version "1.4.1"
-  resolved "https://registry.yarnpkg.com/@eslint/eslintrc/-/eslintrc-1.4.1.tgz#af58772019a2d271b7e2d4c23ff4ddcba3ccfb3e"
-  integrity sha512-XXrH9Uarn0stsyldqDYq8r++mROmWRI1xKMXa640Bb//SY1+ECYX6VzT6Lcx5frD0V30XieqJ0oX9I2Xj5aoMA==
-  dependencies:
-    ajv "^6.12.4"
-    debug "^4.3.2"
-    espree "^9.4.0"
-    globals "^13.19.0"
-    ignore "^5.2.0"
-    import-fresh "^3.2.1"
-    js-yaml "^4.1.0"
-    minimatch "^3.1.2"
-    strip-json-comments "^3.1.1"
-
-"@ethersproject/abi@5.7.0", "@ethersproject/abi@^5.6.3", "@ethersproject/abi@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/abi/-/abi-5.7.0.tgz#b3f3e045bbbeed1af3947335c247ad625a44e449"
-  integrity sha512-351ktp42TiRcYB3H1OP8yajPeAQstMW/yCFokj/AthP9bLHzQFPlOrxOcwYEDkUAICmOHljvN4K39OMTMUa9RA==
-  dependencies:
-    "@ethersproject/address" "^5.7.0"
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/constants" "^5.7.0"
-    "@ethersproject/hash" "^5.7.0"
-    "@ethersproject/keccak256" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-    "@ethersproject/strings" "^5.7.0"
-
-"@ethersproject/abstract-provider@5.7.0", "@ethersproject/abstract-provider@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/abstract-provider/-/abstract-provider-5.7.0.tgz#b0a8550f88b6bf9d51f90e4795d48294630cb9ef"
-  integrity sha512-R41c9UkchKCpAqStMYUpdunjo3pkEvZC3FAwZn5S5MGbXoMQOHIdHItezTETxAO5bevtMApSyEhn9+CHcDsWBw==
-  dependencies:
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/networks" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-    "@ethersproject/transactions" "^5.7.0"
-    "@ethersproject/web" "^5.7.0"
-
-"@ethersproject/abstract-signer@5.7.0", "@ethersproject/abstract-signer@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/abstract-signer/-/abstract-signer-5.7.0.tgz#13f4f32117868452191a4649723cb086d2b596b2"
-  integrity sha512-a16V8bq1/Cz+TGCkE2OPMTOUDLS3grCpdjoJCYNnVBbdYEMSgKrU0+B90s8b6H+ByYTBZN7a3g76jdIJi7UfKQ==
-  dependencies:
-    "@ethersproject/abstract-provider" "^5.7.0"
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-
-"@ethersproject/address@5.7.0", "@ethersproject/address@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/address/-/address-5.7.0.tgz#19b56c4d74a3b0a46bfdbb6cfcc0a153fc697f37"
-  integrity sha512-9wYhYt7aghVGo758POM5nqcOMaE168Q6aRLJZwUmiqSrAungkG74gSSeKEIR7ukixesdRZGPgVqme6vmxs1fkA==
-  dependencies:
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/keccak256" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/rlp" "^5.7.0"
-
-"@ethersproject/base64@5.7.0", "@ethersproject/base64@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/base64/-/base64-5.7.0.tgz#ac4ee92aa36c1628173e221d0d01f53692059e1c"
-  integrity sha512-Dr8tcHt2mEbsZr/mwTPIQAf3Ai0Bks/7gTw9dSqk1mQvhW3XvRlmDJr/4n+wg1JmCl16NZue17CDh8xb/vZ0sQ==
-  dependencies:
-    "@ethersproject/bytes" "^5.7.0"
-
-"@ethersproject/basex@5.7.0", "@ethersproject/basex@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/basex/-/basex-5.7.0.tgz#97034dc7e8938a8ca943ab20f8a5e492ece4020b"
-  integrity sha512-ywlh43GwZLv2Voc2gQVTKBoVQ1mti3d8HK5aMxsfu/nRDnMmNqaSJ3r3n85HBByT8OpoY96SXM1FogC533T4zw==
-  dependencies:
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-
-"@ethersproject/bignumber@5.7.0", "@ethersproject/bignumber@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/bignumber/-/bignumber-5.7.0.tgz#e2f03837f268ba655ffba03a57853e18a18dc9c2"
-  integrity sha512-n1CAdIHRWjSucQO3MC1zPSVgV/6dy/fjL9pMrPP9peL+QxEg9wOsVqwD4+818B6LUEtaXzVHQiuivzRoxPxUGw==
-  dependencies:
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    bn.js "^5.2.1"
-
-"@ethersproject/bytes@5.7.0", "@ethersproject/bytes@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/bytes/-/bytes-5.7.0.tgz#a00f6ea8d7e7534d6d87f47188af1148d71f155d"
-  integrity sha512-nsbxwgFXWh9NyYWo+U8atvmMsSdKJprTcICAkvbBffT75qDocbuggBU0SJiVK2MuTrp0q+xvLkTnGMPK1+uA9A==
-  dependencies:
-    "@ethersproject/logger" "^5.7.0"
-
-"@ethersproject/constants@5.7.0", "@ethersproject/constants@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/constants/-/constants-5.7.0.tgz#df80a9705a7e08984161f09014ea012d1c75295e"
-  integrity sha512-DHI+y5dBNvkpYUMiRQyxRBYBefZkJfo70VUkUAsRjcPs47muV9evftfZ0PJVCXYbAiCgght0DtcF9srFQmIgWA==
-  dependencies:
-    "@ethersproject/bignumber" "^5.7.0"
-
-"@ethersproject/contracts@5.7.0", "@ethersproject/contracts@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/contracts/-/contracts-5.7.0.tgz#c305e775abd07e48aa590e1a877ed5c316f8bd1e"
-  integrity sha512-5GJbzEU3X+d33CdfPhcyS+z8MzsTrBGk/sc+G+59+tPa9yFkl6HQ9D6L0QMgNTA9q8dT0XKxxkyp883XsQvbbg==
-  dependencies:
-    "@ethersproject/abi" "^5.7.0"
-    "@ethersproject/abstract-provider" "^5.7.0"
-    "@ethersproject/abstract-signer" "^5.7.0"
-    "@ethersproject/address" "^5.7.0"
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/constants" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-    "@ethersproject/transactions" "^5.7.0"
-
-"@ethersproject/hash@5.7.0", "@ethersproject/hash@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/hash/-/hash-5.7.0.tgz#eb7aca84a588508369562e16e514b539ba5240a7"
-  integrity sha512-qX5WrQfnah1EFnO5zJv1v46a8HW0+E5xuBBDTwMFZLuVTx0tbU2kkx15NqdjxecrLGatQN9FGQKpb1FKdHCt+g==
-  dependencies:
-    "@ethersproject/abstract-signer" "^5.7.0"
-    "@ethersproject/address" "^5.7.0"
-    "@ethersproject/base64" "^5.7.0"
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/keccak256" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-    "@ethersproject/strings" "^5.7.0"
-
-"@ethersproject/hdnode@5.7.0", "@ethersproject/hdnode@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/hdnode/-/hdnode-5.7.0.tgz#e627ddc6b466bc77aebf1a6b9e47405ca5aef9cf"
-  integrity sha512-OmyYo9EENBPPf4ERhR7oj6uAtUAhYGqOnIS+jE5pTXvdKBS99ikzq1E7Iv0ZQZ5V36Lqx1qZLeak0Ra16qpeOg==
-  dependencies:
-    "@ethersproject/abstract-signer" "^5.7.0"
-    "@ethersproject/basex" "^5.7.0"
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/pbkdf2" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-    "@ethersproject/sha2" "^5.7.0"
-    "@ethersproject/signing-key" "^5.7.0"
-    "@ethersproject/strings" "^5.7.0"
-    "@ethersproject/transactions" "^5.7.0"
-    "@ethersproject/wordlists" "^5.7.0"
-
-"@ethersproject/json-wallets@5.7.0", "@ethersproject/json-wallets@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/json-wallets/-/json-wallets-5.7.0.tgz#5e3355287b548c32b368d91014919ebebddd5360"
-  integrity sha512-8oee5Xgu6+RKgJTkvEMl2wDgSPSAQ9MB/3JYjFV9jlKvcYHUXZC+cQp0njgmxdHkYWn8s6/IqIZYm0YWCjO/0g==
-  dependencies:
-    "@ethersproject/abstract-signer" "^5.7.0"
-    "@ethersproject/address" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/hdnode" "^5.7.0"
-    "@ethersproject/keccak256" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/pbkdf2" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-    "@ethersproject/random" "^5.7.0"
-    "@ethersproject/strings" "^5.7.0"
-    "@ethersproject/transactions" "^5.7.0"
-    aes-js "3.0.0"
-    scrypt-js "3.0.1"
-
-"@ethersproject/keccak256@5.7.0", "@ethersproject/keccak256@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/keccak256/-/keccak256-5.7.0.tgz#3186350c6e1cd6aba7940384ec7d6d9db01f335a"
-  integrity sha512-2UcPboeL/iW+pSg6vZ6ydF8tCnv3Iu/8tUmLLzWWGzxWKFFqOBQFLo6uLUv6BDrLgCDfN28RJ/wtByx+jZ4KBg==
-  dependencies:
-    "@ethersproject/bytes" "^5.7.0"
-    js-sha3 "0.8.0"
-
-"@ethersproject/logger@5.7.0", "@ethersproject/logger@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/logger/-/logger-5.7.0.tgz#6ce9ae168e74fecf287be17062b590852c311892"
-  integrity sha512-0odtFdXu/XHtjQXJYA3u9G0G8btm0ND5Cu8M7i5vhEcE8/HmF4Lbdqanwyv4uQTr2tx6b7fQRmgLrsnpQlmnig==
-
-"@ethersproject/networks@5.7.1", "@ethersproject/networks@^5.7.0":
-  version "5.7.1"
-  resolved "https://registry.yarnpkg.com/@ethersproject/networks/-/networks-5.7.1.tgz#118e1a981d757d45ccea6bb58d9fd3d9db14ead6"
-  integrity sha512-n/MufjFYv3yFcUyfhnXotyDlNdFb7onmkSy8aQERi2PjNcnWQ66xXxa3XlS8nCcA8aJKJjIIMNJTC7tu80GwpQ==
-  dependencies:
-    "@ethersproject/logger" "^5.7.0"
-
-"@ethersproject/pbkdf2@5.7.0", "@ethersproject/pbkdf2@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/pbkdf2/-/pbkdf2-5.7.0.tgz#d2267d0a1f6e123f3771007338c47cccd83d3102"
-  integrity sha512-oR/dBRZR6GTyaofd86DehG72hY6NpAjhabkhxgr3X2FpJtJuodEl2auADWBZfhDHgVCbu3/H/Ocq2uC6dpNjjw==
-  dependencies:
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/sha2" "^5.7.0"
-
-"@ethersproject/properties@5.7.0", "@ethersproject/properties@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/properties/-/properties-5.7.0.tgz#a6e12cb0439b878aaf470f1902a176033067ed30"
-  integrity sha512-J87jy8suntrAkIZtecpxEPxY//szqr1mlBaYlQ0r4RCaiD2hjheqF9s1LVE8vVuJCXisjIP+JgtK/Do54ej4Sw==
-  dependencies:
-    "@ethersproject/logger" "^5.7.0"
-
-"@ethersproject/providers@5.7.2", "@ethersproject/providers@^5.7.2":
-  version "5.7.2"
-  resolved "https://registry.yarnpkg.com/@ethersproject/providers/-/providers-5.7.2.tgz#f8b1a4f275d7ce58cf0a2eec222269a08beb18cb"
-  integrity sha512-g34EWZ1WWAVgr4aptGlVBF8mhl3VWjv+8hoAnzStu8Ah22VHBsuGzP17eb6xDVRzw895G4W7vvx60lFFur/1Rg==
-  dependencies:
-    "@ethersproject/abstract-provider" "^5.7.0"
-    "@ethersproject/abstract-signer" "^5.7.0"
-    "@ethersproject/address" "^5.7.0"
-    "@ethersproject/base64" "^5.7.0"
-    "@ethersproject/basex" "^5.7.0"
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/constants" "^5.7.0"
-    "@ethersproject/hash" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/networks" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-    "@ethersproject/random" "^5.7.0"
-    "@ethersproject/rlp" "^5.7.0"
-    "@ethersproject/sha2" "^5.7.0"
-    "@ethersproject/strings" "^5.7.0"
-    "@ethersproject/transactions" "^5.7.0"
-    "@ethersproject/web" "^5.7.0"
-    bech32 "1.1.4"
-    ws "7.4.6"
-
-"@ethersproject/random@5.7.0", "@ethersproject/random@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/random/-/random-5.7.0.tgz#af19dcbc2484aae078bb03656ec05df66253280c"
-  integrity sha512-19WjScqRA8IIeWclFme75VMXSBvi4e6InrUNuaR4s5pTF2qNhcGdCUwdxUVGtDDqC00sDLCO93jPQoDUH4HVmQ==
-  dependencies:
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-
-"@ethersproject/rlp@5.7.0", "@ethersproject/rlp@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/rlp/-/rlp-5.7.0.tgz#de39e4d5918b9d74d46de93af80b7685a9c21304"
-  integrity sha512-rBxzX2vK8mVF7b0Tol44t5Tb8gomOHkj5guL+HhzQ1yBh/ydjGnpw6at+X6Iw0Kp3OzzzkcKp8N9r0W4kYSs9w==
-  dependencies:
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-
-"@ethersproject/sha2@5.7.0", "@ethersproject/sha2@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/sha2/-/sha2-5.7.0.tgz#9a5f7a7824ef784f7f7680984e593a800480c9fb"
-  integrity sha512-gKlH42riwb3KYp0reLsFTokByAKoJdgFCwI+CCiX/k+Jm2mbNs6oOaCjYQSlI1+XBVejwH2KrmCbMAT/GnRDQw==
-  dependencies:
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    hash.js "1.1.7"
-
-"@ethersproject/signing-key@5.7.0", "@ethersproject/signing-key@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/signing-key/-/signing-key-5.7.0.tgz#06b2df39411b00bc57c7c09b01d1e41cf1b16ab3"
-  integrity sha512-MZdy2nL3wO0u7gkB4nA/pEf8lu1TlFswPNmy8AiYkfKTdO6eXBJyUdmHO/ehm/htHw9K/qF8ujnTyUAD+Ry54Q==
-  dependencies:
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-    bn.js "^5.2.1"
-    elliptic "6.5.4"
-    hash.js "1.1.7"
-
-"@ethersproject/solidity@5.7.0", "@ethersproject/solidity@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/solidity/-/solidity-5.7.0.tgz#5e9c911d8a2acce2a5ebb48a5e2e0af20b631cb8"
-  integrity sha512-HmabMd2Dt/raavyaGukF4XxizWKhKQ24DoLtdNbBmNKUOPqwjsKQSdV9GQtj9CBEea9DlzETlVER1gYeXXBGaA==
-  dependencies:
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/keccak256" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/sha2" "^5.7.0"
-    "@ethersproject/strings" "^5.7.0"
-
-"@ethersproject/strings@5.7.0", "@ethersproject/strings@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/strings/-/strings-5.7.0.tgz#54c9d2a7c57ae8f1205c88a9d3a56471e14d5ed2"
-  integrity sha512-/9nu+lj0YswRNSH0NXYqrh8775XNyEdUQAuf3f+SmOrnVewcJ5SBNAjF7lpgehKi4abvNNXyf+HX86czCdJ8Mg==
-  dependencies:
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/constants" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-
-"@ethersproject/transactions@5.7.0", "@ethersproject/transactions@^5.6.2", "@ethersproject/transactions@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/transactions/-/transactions-5.7.0.tgz#91318fc24063e057885a6af13fdb703e1f993d3b"
-  integrity sha512-kmcNicCp1lp8qanMTC3RIikGgoJ80ztTyvtsFvCYpSCfkjhD0jZ2LOrnbcuxuToLIUYYf+4XwD1rP+B/erDIhQ==
-  dependencies:
-    "@ethersproject/address" "^5.7.0"
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/constants" "^5.7.0"
-    "@ethersproject/keccak256" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-    "@ethersproject/rlp" "^5.7.0"
-    "@ethersproject/signing-key" "^5.7.0"
-
-"@ethersproject/units@5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/units/-/units-5.7.0.tgz#637b563d7e14f42deeee39245275d477aae1d8b1"
-  integrity sha512-pD3xLMy3SJu9kG5xDGI7+xhTEmGXlEqXU4OfNapmfnxLVY4EMSSRp7j1k7eezutBPH7RBN/7QPnwR7hzNlEFeg==
-  dependencies:
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/constants" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-
-"@ethersproject/wallet@5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/wallet/-/wallet-5.7.0.tgz#4e5d0790d96fe21d61d38fb40324e6c7ef350b2d"
-  integrity sha512-MhmXlJXEJFBFVKrDLB4ZdDzxcBxQ3rLyCkhNqVu3CDYvR97E+8r01UgrI+TI99Le+aYm/in/0vp86guJuM7FCA==
-  dependencies:
-    "@ethersproject/abstract-provider" "^5.7.0"
-    "@ethersproject/abstract-signer" "^5.7.0"
-    "@ethersproject/address" "^5.7.0"
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/hash" "^5.7.0"
-    "@ethersproject/hdnode" "^5.7.0"
-    "@ethersproject/json-wallets" "^5.7.0"
-    "@ethersproject/keccak256" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-    "@ethersproject/random" "^5.7.0"
-    "@ethersproject/signing-key" "^5.7.0"
-    "@ethersproject/transactions" "^5.7.0"
-    "@ethersproject/wordlists" "^5.7.0"
-
-"@ethersproject/web@5.7.1", "@ethersproject/web@^5.7.0":
-  version "5.7.1"
-  resolved "https://registry.yarnpkg.com/@ethersproject/web/-/web-5.7.1.tgz#de1f285b373149bee5928f4eb7bcb87ee5fbb4ae"
-  integrity sha512-Gueu8lSvyjBWL4cYsWsjh6MtMwM0+H4HvqFPZfB6dV8ctbP9zFAO73VG1cMWae0FLPCtz0peKPpZY8/ugJJX2w==
-  dependencies:
-    "@ethersproject/base64" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-    "@ethersproject/strings" "^5.7.0"
-
-"@ethersproject/wordlists@5.7.0", "@ethersproject/wordlists@^5.7.0":
-  version "5.7.0"
-  resolved "https://registry.yarnpkg.com/@ethersproject/wordlists/-/wordlists-5.7.0.tgz#8fb2c07185d68c3e09eb3bfd6e779ba2774627f5"
-  integrity sha512-S2TFNJNfHWVHNE6cNDjbVlZ6MgE17MIxMbMg2zv3wn+3XSJGosL1m9ZVv3GXCf/2ymSsQ+hRI5IzoMJTG6aoVA==
-  dependencies:
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/hash" "^5.7.0"
-    "@ethersproject/logger" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-    "@ethersproject/strings" "^5.7.0"
-
-"@floating-ui/core@^0.7.3":
-  version "0.7.3"
-  resolved "https://registry.yarnpkg.com/@floating-ui/core/-/core-0.7.3.tgz#d274116678ffae87f6b60e90f88cc4083eefab86"
-  integrity sha512-buc8BXHmG9l82+OQXOFU3Kr2XQx9ys01U/Q9HMIrZ300iLc8HLMgh7dcCqgYzAzf4BkoQvDcXf5Y+CuEZ5JBYg==
-
-"@floating-ui/dom@^0.5.3":
-  version "0.5.4"
-  resolved "https://registry.yarnpkg.com/@floating-ui/dom/-/dom-0.5.4.tgz#4eae73f78bcd4bd553ae2ade30e6f1f9c73fe3f1"
-  integrity sha512-419BMceRLq0RrmTSDxn8hf9R3VCJv2K9PUfugh5JyEFmdjzDo+e8U5EdR8nzKq8Yj1htzLm3b6eQEEam3/rrtg==
-  dependencies:
-    "@floating-ui/core" "^0.7.3"
-
-"@floating-ui/react-dom@0.7.2":
-  version "0.7.2"
-  resolved "https://registry.yarnpkg.com/@floating-ui/react-dom/-/react-dom-0.7.2.tgz#0bf4ceccb777a140fc535c87eb5d6241c8e89864"
-  integrity sha512-1T0sJcpHgX/u4I1OzIEhlcrvkUN8ln39nz7fMoE/2HDHrPiMFoOGR7++GYyfUmIQHkkrTinaeQsO3XWubjSvGg==
-  dependencies:
-    "@floating-ui/dom" "^0.5.3"
-    use-isomorphic-layout-effect "^1.1.1"
-
-"@google/model-viewer@^2.1.1":
-  version "2.1.1"
-  resolved "https://registry.yarnpkg.com/@google/model-viewer/-/model-viewer-2.1.1.tgz#37c51143740c07c592d5cccbc8cfaa8be8b7ef82"
-  integrity sha512-5umyLoD5vMxlSVQwtmUXeNCNWs9dzmWykGm1qrHe/pCYrj/1lyJIgJRw+IxoMNodGqtcHEtfDhdNjRDM9yo/TA==
-  dependencies:
-    lit "^2.2.3"
-    three "^0.146.0"
-
-"@humanwhocodes/config-array@^0.9.2":
-  version "0.9.5"
-  resolved "https://registry.yarnpkg.com/@humanwhocodes/config-array/-/config-array-0.9.5.tgz#2cbaf9a89460da24b5ca6531b8bbfc23e1df50c7"
-  integrity sha512-ObyMyWxZiCu/yTisA7uzx81s40xR2fD5Cg/2Kq7G02ajkNubJf6BopgDTmDyc3U7sXpNKM8cYOw7s7Tyr+DnCw==
-  dependencies:
-    "@humanwhocodes/object-schema" "^1.2.1"
-    debug "^4.1.1"
-    minimatch "^3.0.4"
-
-"@humanwhocodes/object-schema@^1.2.1":
-  version "1.2.1"
-  resolved "https://registry.yarnpkg.com/@humanwhocodes/object-schema/-/object-schema-1.2.1.tgz#b520529ec21d8e5945a1851dfd1c32e94e39ff45"
-  integrity sha512-ZnQMnLV4e7hDlUvw8H+U8ASL02SS2Gn6+9Ac3wGGLIe7+je2AeAOxPY+izIPJDfFDb7eDjev0Us8MO1iFRN8hA==
-
-"@jridgewell/resolve-uri@^3.0.3":
-  version "3.1.1"
-  resolved "https://registry.yarnpkg.com/@jridgewell/resolve-uri/-/resolve-uri-3.1.1.tgz#c08679063f279615a3326583ba3a90d1d82cc721"
-  integrity sha512-dSYZh7HhCDtCKm4QakX0xFpsRDqjjtZf/kjI/v3T3Nwt5r8/qz/M19F9ySyOqU94SXBmeG9ttTul+YnR4LOxFA==
-
-"@jridgewell/sourcemap-codec@^1.4.10":
-  version "1.4.15"
-  resolved "https://registry.yarnpkg.com/@jridgewell/sourcemap-codec/-/sourcemap-codec-1.4.15.tgz#d7c6e6755c78567a951e04ab52ef0fd26de59f32"
-  integrity sha512-eF2rxCRulEKXHTRiDrDy6erMYWqNw4LPdQ8UQA4huuxaQsVeRPFl2oM8oDGxMFhJUWZf9McpLtJasDDZb/Bpeg==
-
-"@jridgewell/trace-mapping@0.3.9":
-  version "0.3.9"
-  resolved "https://registry.yarnpkg.com/@jridgewell/trace-mapping/-/trace-mapping-0.3.9.tgz#6534fd5933a53ba7cbf3a17615e273a0d1273ff9"
-  integrity sha512-3Belt6tdc8bPgAtbcmdtNJlirVoTmEb5e2gC94PnkwEW9jI6CAHUeoG85tjWP5WquqfavoMtMwiG4P926ZKKuQ==
-  dependencies:
-    "@jridgewell/resolve-uri" "^3.0.3"
-    "@jridgewell/sourcemap-codec" "^1.4.10"
-
-"@json-rpc-tools/provider@^1.5.5":
-  version "1.7.6"
-  resolved "https://registry.yarnpkg.com/@json-rpc-tools/provider/-/provider-1.7.6.tgz#8a17c34c493fa892632e278fd9331104e8491ec6"
-  integrity sha512-z7D3xvJ33UfCGv77n40lbzOYjZKVM3k2+5cV7xS8G6SCvKTzMkhkUYuD/qzQUNT4cG/lv0e9mRToweEEVLVVmA==
-  dependencies:
-    "@json-rpc-tools/utils" "^1.7.6"
-    axios "^0.21.0"
-    safe-json-utils "^1.1.1"
-    ws "^7.4.0"
-
-"@json-rpc-tools/types@^1.7.6":
-  version "1.7.6"
-  resolved "https://registry.yarnpkg.com/@json-rpc-tools/types/-/types-1.7.6.tgz#5abd5fde01364a130c46093b501715bcce5bdc0e"
-  integrity sha512-nDSqmyRNEqEK9TZHtM15uNnDljczhCUdBmRhpNZ95bIPKEDQ+nTDmGMFd2lLin3upc5h2VVVd9tkTDdbXUhDIQ==
-  dependencies:
-    keyvaluestorage-interface "^1.0.0"
-
-"@json-rpc-tools/utils@^1.7.6":
-  version "1.7.6"
-  resolved "https://registry.yarnpkg.com/@json-rpc-tools/utils/-/utils-1.7.6.tgz#67f04987dbaa2e7adb6adff1575367b75a9a9ba1"
-  integrity sha512-HjA8x/U/Q78HRRe19yh8HVKoZ+Iaoo3YZjakJYxR+rw52NHo6jM+VE9b8+7ygkCFXl/EHID5wh/MkXaE/jGyYw==
-  dependencies:
-    "@json-rpc-tools/types" "^1.7.6"
-    "@pedrouid/environment" "^1.0.1"
-
-"@lit-labs/ssr-dom-shim@^1.0.0", "@lit-labs/ssr-dom-shim@^1.1.0":
-  version "1.1.1"
-  resolved "https://registry.yarnpkg.com/@lit-labs/ssr-dom-shim/-/ssr-dom-shim-1.1.1.tgz#64df34e2f12e68e78ac57e571d25ec07fa460ca9"
-  integrity sha512-kXOeFbfCm4fFf2A3WwVEeQj55tMZa8c8/f9AKHMobQMkzNUfUj+antR3fRPaZJawsa1aZiP/Da3ndpZrwEe4rQ==
-
-"@lit/reactive-element@^1.3.0", "@lit/reactive-element@^1.6.0":
-  version "1.6.1"
-  resolved "https://registry.yarnpkg.com/@lit/reactive-element/-/reactive-element-1.6.1.tgz#0d958b6d479d0e3db5fc1132ecc4fa84be3f0b93"
-  integrity sha512-va15kYZr7KZNNPZdxONGQzpUr+4sxVu7V/VG7a8mRfPPXUyhEYj5RzXCQmGrlP3tAh0L3HHm5AjBMFYRqlM9SA==
-  dependencies:
-    "@lit-labs/ssr-dom-shim" "^1.0.0"
-
-"@metamask/safe-event-emitter@2.0.0", "@metamask/safe-event-emitter@^2.0.0":
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/@metamask/safe-event-emitter/-/safe-event-emitter-2.0.0.tgz#af577b477c683fad17c619a78208cede06f9605c"
-  integrity sha512-/kSXhY692qiV1MXu6EeOZvg5nECLclxNXcKCxJ3cXQgYuRymRHpdx/t7JXfsK+JLjwA1e1c1/SBrlQYpusC29Q==
-
-"@metamask/utils@^3.0.1":
-  version "3.6.0"
-  resolved "https://registry.yarnpkg.com/@metamask/utils/-/utils-3.6.0.tgz#b218b969a05ca7a8093b5d1670f6625061de707d"
-  integrity sha512-9cIRrfkWvHblSiNDVXsjivqa9Ak0RYo/1H6tqTqTbAx+oBK2Sva0lWDHxGchOqA7bySGUJKAWSNJvH6gdHZ0gQ==
-  dependencies:
-    "@types/debug" "^4.1.7"
-    debug "^4.3.4"
-    semver "^7.3.8"
-    superstruct "^1.0.3"
-
-"@moralisweb3/api-utils@^2.18.4":
-  version "2.18.4"
-  resolved "https://registry.yarnpkg.com/@moralisweb3/api-utils/-/api-utils-2.18.4.tgz#ca873324c414d86a6aacd8508b21f3d7b75f8ab7"
-  integrity sha512-lUc5DOOlDdibSfRBhxxZFCHR1yTZhMEkj7Iw234PUh6ZLfnO4JV5XmTFKHUSZ8Nkxf6KBJZpdYqBjvSLq66ncA==
-  dependencies:
-    "@moralisweb3/common-core" "^2.18.4"
-    "@moralisweb3/common-evm-utils" "^2.18.4"
-    axios "^1.2.1"
-
-"@moralisweb3/aptos-api@^2.18.4":
-  version "2.18.4"
-  resolved "https://registry.yarnpkg.com/@moralisweb3/aptos-api/-/aptos-api-2.18.4.tgz#df8145205acb0561eb81794b0d6e5eaeb72113ba"
-  integrity sha512-4xnm1AinW3lzUfDPe8rbf+PMeTlg0WZRbR2VMBOA8RIqoeEOgX1I3PKLfE6GPuONln7l6FdwZxLb4gVSpvwFgg==
-  dependencies:
-    "@moralisweb3/api-utils" "^2.18.4"
-    "@moralisweb3/common-aptos-utils" "^2.18.4"
-    "@moralisweb3/common-core" "^2.18.4"
-
-"@moralisweb3/auth@^2.18.4":
-  version "2.18.4"
-  resolved "https://registry.yarnpkg.com/@moralisweb3/auth/-/auth-2.18.4.tgz#2409a8da53a3c6f2f471a1802e11a176de56bf25"
-  integrity sha512-Gs9k1Gkuwx985NFu+9Nu9XJMER8b7MQw2IuUlbBk5IpNKqzYs5qeoryUc0H1YGReM77lSrDlIvEtltgSjziYpg==
-  dependencies:
-    "@moralisweb3/api-utils" "^2.18.4"
-    "@moralisweb3/common-aptos-utils" "^2.18.4"
-    "@moralisweb3/common-auth-utils" "^2.18.4"
-    "@moralisweb3/common-core" "^2.18.4"
-    "@moralisweb3/common-evm-utils" "^2.18.4"
-    "@moralisweb3/common-sol-utils" "^2.18.4"
-
-"@moralisweb3/common-aptos-utils@^2.18.4":
-  version "2.18.4"
-  resolved "https://registry.yarnpkg.com/@moralisweb3/common-aptos-utils/-/common-aptos-utils-2.18.4.tgz#78e3c44e8d677ee2ea6ff4c0bc348ee9cf0b157e"
-  integrity sha512-lM+5zB3momePSGtMHm107GRJHWabQCSD0YHz2B6pywEuolimHu5Or6t5xIPs8iwa8xQwx8b2IKQJNd+7CSi9Tw==
-  dependencies:
-    "@moralisweb3/common-core" "^2.18.4"
-    "@noble/hashes" "^1.2.0"
-
-"@moralisweb3/common-auth-utils@^2.18.4":
-  version "2.18.4"
-  resolved "https://registry.yarnpkg.com/@moralisweb3/common-auth-utils/-/common-auth-utils-2.18.4.tgz#54804c6fc02e12ecf017e9c6ace0c29d80979dc5"
-  integrity sha512-SRxh6NNxDjYdgxOPUswwr6PV9Z+GTQHNeyewJHq9cVyFJQAQOwE3YGmeUB8otVgyyd0TTdrJcUSUMnJbNsg+UA==
-  dependencies:
-    "@ethersproject/abi" "^5.7.0"
-    "@moralisweb3/common-aptos-utils" "^2.18.4"
-    "@moralisweb3/common-core" "^2.18.4"
-    "@moralisweb3/common-evm-utils" "^2.18.4"
-    "@moralisweb3/common-sol-utils" "^2.18.4"
-    "@moralisweb3/streams-typings" "^1.0.6"
-
-"@moralisweb3/common-core@^2.18.4":
-  version "2.18.4"
-  resolved "https://registry.yarnpkg.com/@moralisweb3/common-core/-/common-core-2.18.4.tgz#bfeb2e5095e62f653a2bc6c414415caf80de4926"
-  integrity sha512-O4dhaUnAt6xsK0MeFu/SMXGi/VHjyXqSahpR06aKQoaFBQTD7TGyY0EHYTMkKUYjlgULWBYu8S4XUzI7o2aLMA==
-  dependencies:
-    axios "^1.2.1"
-
-"@moralisweb3/common-evm-utils@^2.18.4":
-  version "2.18.4"
-  resolved "https://registry.yarnpkg.com/@moralisweb3/common-evm-utils/-/common-evm-utils-2.18.4.tgz#8cdcf560ec194234cc5ac95b2191ddb515205344"
-  integrity sha512-FVgR2VkZL93oM+kJU9zBJo7RQRavf48xQKsIwVsgr/ERUEkuDnM0J36QjtCXzdtUD1NfcmiCt8VbOUwqnLH5oA==
-  dependencies:
-    "@ethersproject/address" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/transactions" "^5.7.0"
-    "@moralisweb3/common-core" "^2.18.4"
-
-"@moralisweb3/common-sol-utils@^2.18.4":
-  version "2.18.4"
-  resolved "https://registry.yarnpkg.com/@moralisweb3/common-sol-utils/-/common-sol-utils-2.18.4.tgz#a10227f7ffe408278011777ffd29bc98b2cef647"
-  integrity sha512-RiBQF7FfX5TMw2U0CwryR6N/KBRe+6NwonwB1uYmCRGhn3KEi7zYy1QIjIyN1qHqExledWGcKOFiqiooosjUEA==
-  dependencies:
-    "@moralisweb3/common-core" "^2.18.4"
-    bn.js "^5.2.1"
-    bs58 "^5.0.0"
-    buffer "^6.0.3"
-
-"@moralisweb3/common-streams-utils@^2.18.4":
-  version "2.18.4"
-  resolved "https://registry.yarnpkg.com/@moralisweb3/common-streams-utils/-/common-streams-utils-2.18.4.tgz#a8e7c6472c35eff269bb8e0970f250af46637121"
-  integrity sha512-RlLRspgMhbQsP5N/jmoTPKmUi+GkorDO8IhnDDzgT9/EvThANjCBJNNb3+JIq40TbpF4JPsvAG0J101JtJwy6w==
-  dependencies:
-    "@ethersproject/abi" "^5.7.0"
-    "@moralisweb3/common-aptos-utils" "^2.18.4"
-    "@moralisweb3/common-core" "^2.18.4"
-    "@moralisweb3/common-evm-utils" "^2.18.4"
-    "@moralisweb3/streams-typings" "^1.0.7"
-
-"@moralisweb3/evm-api@^2.18.4":
-  version "2.18.4"
-  resolved "https://registry.yarnpkg.com/@moralisweb3/evm-api/-/evm-api-2.18.4.tgz#df145c1b4c387ec4edf70065c6ec0bfa3aeef66c"
-  integrity sha512-rpoHJfVhDnTzDDJDxuk18qFu5mWkAO6987pwbyRnuzt5r8Sg+7T8vIfMPMXcovDKAyyRhh7ZUbf94A9T9DS/0g==
-  dependencies:
-    "@moralisweb3/api-utils" "^2.18.4"
-    "@moralisweb3/common-core" "^2.18.4"
-    "@moralisweb3/common-evm-utils" "^2.18.4"
-
-"@moralisweb3/sol-api@^2.18.4":
-  version "2.18.4"
-  resolved "https://registry.yarnpkg.com/@moralisweb3/sol-api/-/sol-api-2.18.4.tgz#118a5f8214f920b093d3a742c60bb201c38cefd5"
-  integrity sha512-BUhfErEllot+zKzpABEDn+GhfVJWKc4DQO2XFXXnP28ki4V0WuU+YCoihgfxYQ+dvkt7fev9u4zhv4M2XO5xPA==
-  dependencies:
-    "@moralisweb3/api-utils" "^2.18.4"
-    "@moralisweb3/common-core" "^2.18.4"
-    "@moralisweb3/common-sol-utils" "^2.18.4"
-
-"@moralisweb3/streams-typings@^1.0.6", "@moralisweb3/streams-typings@^1.0.7":
-  version "1.0.7"
-  resolved "https://registry.yarnpkg.com/@moralisweb3/streams-typings/-/streams-typings-1.0.7.tgz#d8bec1f874f4a1db2f628bd389cd89a4d5736c09"
-  integrity sha512-ShbVqil0KLOTyTjO6z9JewPcVVE3S6kzkQFnW2flGBRsGdKucpkUdOx1HijOLoaikz/9gH92n+lzTvRFIj0AoA==
-
-"@moralisweb3/streams@^2.18.4":
-  version "2.18.4"
-  resolved "https://registry.yarnpkg.com/@moralisweb3/streams/-/streams-2.18.4.tgz#7764c4e71caacd372335c0b2f4769a6f910c3e6b"
-  integrity sha512-pQZuLFr5w8c/3yr0IRQib5hc3ldo54ht8eGh1JikA/wLXBMgG5NDPvTzCHlMC5f/HXbh5goNGLNxlp4NphrlQA==
-  dependencies:
-    "@ethersproject/abi" "^5.7.0"
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/sha2" "^5.7.0"
-    "@ethersproject/strings" "^5.7.0"
-    "@moralisweb3/api-utils" "^2.18.4"
-    "@moralisweb3/common-core" "^2.18.4"
-    "@moralisweb3/common-evm-utils" "^2.18.4"
-    "@moralisweb3/common-streams-utils" "^2.18.4"
-    "@moralisweb3/streams-typings" "^1.0.7"
-    ethereumjs-util "^7.1.0"
-    web3-eth-abi "^1.8.0"
-
-"@motionone/animation@^10.15.1":
-  version "10.15.1"
-  resolved "https://registry.yarnpkg.com/@motionone/animation/-/animation-10.15.1.tgz#4a85596c31cbc5100ae8eb8b34c459fb0ccf6807"
-  integrity sha512-mZcJxLjHor+bhcPuIFErMDNyrdb2vJur8lSfMCsuCB4UyV8ILZLvK+t+pg56erv8ud9xQGK/1OGPt10agPrCyQ==
-  dependencies:
-    "@motionone/easing" "^10.15.1"
-    "@motionone/types" "^10.15.1"
-    "@motionone/utils" "^10.15.1"
-    tslib "^2.3.1"
-
-"@motionone/dom@^10.15.5":
-  version "10.15.5"
-  resolved "https://registry.yarnpkg.com/@motionone/dom/-/dom-10.15.5.tgz#4af18f8136d85c2fc997cac98121c969f6731802"
-  integrity sha512-Xc5avlgyh3xukU9tydh9+8mB8+2zAq+WlLsC3eEIp7Ax7DnXgY7Bj/iv0a4X2R9z9ZFZiaXK3BO0xMYHKbAAdA==
-  dependencies:
-    "@motionone/animation" "^10.15.1"
-    "@motionone/generators" "^10.15.1"
-    "@motionone/types" "^10.15.1"
-    "@motionone/utils" "^10.15.1"
-    hey-listen "^1.0.8"
-    tslib "^2.3.1"
-
-"@motionone/easing@^10.15.1":
-  version "10.15.1"
-  resolved "https://registry.yarnpkg.com/@motionone/easing/-/easing-10.15.1.tgz#95cf3adaef34da6deebb83940d8143ede3deb693"
-  integrity sha512-6hIHBSV+ZVehf9dcKZLT7p5PEKHGhDwky2k8RKkmOvUoYP3S+dXsKupyZpqx5apjd9f+php4vXk4LuS+ADsrWw==
-  dependencies:
-    "@motionone/utils" "^10.15.1"
-    tslib "^2.3.1"
-
-"@motionone/generators@^10.15.1":
-  version "10.15.1"
-  resolved "https://registry.yarnpkg.com/@motionone/generators/-/generators-10.15.1.tgz#dc6abb11139d1bafe758a41c134d4c753a9b871c"
-  integrity sha512-67HLsvHJbw6cIbLA/o+gsm7h+6D4Sn7AUrB/GPxvujse1cGZ38F5H7DzoH7PhX+sjvtDnt2IhFYF2Zp1QTMKWQ==
-  dependencies:
-    "@motionone/types" "^10.15.1"
-    "@motionone/utils" "^10.15.1"
-    tslib "^2.3.1"
-
-"@motionone/svelte@^10.15.5":
-  version "10.15.5"
-  resolved "https://registry.yarnpkg.com/@motionone/svelte/-/svelte-10.15.5.tgz#f36b40101ec1db122820598089f42e831f6cf5f5"
-  integrity sha512-Xyxtgp7BlVnSBwcoFmXGHUVnpNktzeXsEifu2NJJWc7VGuxutDsBZxNdz80qvpLIC5MeBa1wh7GGegZzTm1msg==
-  dependencies:
-    "@motionone/dom" "^10.15.5"
-    tslib "^2.3.1"
-
-"@motionone/types@^10.15.1":
-  version "10.15.1"
-  resolved "https://registry.yarnpkg.com/@motionone/types/-/types-10.15.1.tgz#89441b54285012795cbba8612cbaa0fa420db3eb"
-  integrity sha512-iIUd/EgUsRZGrvW0jqdst8st7zKTzS9EsKkP+6c6n4MPZoQHwiHuVtTQLD6Kp0bsBLhNzKIBlHXponn/SDT4hA==
-
-"@motionone/utils@^10.15.1":
-  version "10.15.1"
-  resolved "https://registry.yarnpkg.com/@motionone/utils/-/utils-10.15.1.tgz#6b5f51bde75be88b5411e084310299050368a438"
-  integrity sha512-p0YncgU+iklvYr/Dq4NobTRdAPv9PveRDUXabPEeOjBLSO/1FNB2phNTZxOxpi1/GZwYpAoECEa0Wam+nsmhSw==
-  dependencies:
-    "@motionone/types" "^10.15.1"
-    hey-listen "^1.0.8"
-    tslib "^2.3.1"
-
-"@motionone/vue@^10.15.5":
-  version "10.15.5"
-  resolved "https://registry.yarnpkg.com/@motionone/vue/-/vue-10.15.5.tgz#3101c62b2fce06b3f3072b9ff0f551213eb02476"
-  integrity sha512-cUENrLYAolUacHvCgU+8wF9OgSlVutfWbHMLERI/bElCJ+e2YVQvG/CpGhIM5fYOOJzuvg2T2wHmLLmvJoavEw==
-  dependencies:
-    "@motionone/dom" "^10.15.5"
-    tslib "^2.3.1"
-
-"@multiformats/base-x@^4.0.1":
-  version "4.0.1"
-  resolved "https://registry.yarnpkg.com/@multiformats/base-x/-/base-x-4.0.1.tgz#95ff0fa58711789d53aefb2590a8b7a4e715d121"
-  integrity sha512-eMk0b9ReBbV23xXU693TAIrLyeO5iTgBZGSJfpqriG8UkYvr/hC9u9pyMlAakDNHWmbhMZCDs6KQO0jzKD8OTw==
-
-"@next/env@13.3.1":
-  version "13.3.1"
-  resolved "https://registry.yarnpkg.com/@next/env/-/env-13.3.1.tgz#589707043065f6b71d411ed9b8f1ffd057c0fd4a"
-  integrity sha512-EDtCoedIZC7JlUQ3uaQpSc4aVmyhbLHmQVALg7pFfQgOTjgSnn7mKtA0DiCMkYvvsx6aFb5octGMtWrOtGXW9A==
-
-"@next/swc-darwin-arm64@13.3.1":
-  version "13.3.1"
-  resolved "https://registry.yarnpkg.com/@next/swc-darwin-arm64/-/swc-darwin-arm64-13.3.1.tgz#2c9719dd10a9cdf63bf50a7576b05dcf78999fe8"
-  integrity sha512-UXPtriEc/pBP8luSLSCZBcbzPeVv+SSjs9cH/KygTbhmACye8/OOXRZO13Z2Wq1G0gLmEAIHQAOuF+vafPd2lw==
-
-"@next/swc-darwin-x64@13.3.1":
-  version "13.3.1"
-  resolved "https://registry.yarnpkg.com/@next/swc-darwin-x64/-/swc-darwin-x64-13.3.1.tgz#0be90342c89e53a390ccd9bece15f7f5cd480049"
-  integrity sha512-lT36yYxosCfLtplFzJWgo0hrPu6/do8+msgM7oQkPeohDNdhjtjFUgOOwdSnPublLR6Mo2Ym4P/wl5OANuD2bw==
-
-"@next/swc-linux-arm64-gnu@13.3.1":
-  version "13.3.1"
-  resolved "https://registry.yarnpkg.com/@next/swc-linux-arm64-gnu/-/swc-linux-arm64-gnu-13.3.1.tgz#a7353265839f8b8569a346a444dc3ab3770d297e"
-  integrity sha512-wRb76nLWJhonH8s3kxC/1tFguEkeOPayIwe9mkaz1G/yeS3OrjeyKMJsb4+Kdg0zbTo53bNCOl59NNtDM7yyyw==
-
-"@next/swc-linux-arm64-musl@13.3.1":
-  version "13.3.1"
-  resolved "https://registry.yarnpkg.com/@next/swc-linux-arm64-musl/-/swc-linux-arm64-musl-13.3.1.tgz#24552e6102c350e372f83f505a1d93c880551a50"
-  integrity sha512-qz3BzjJRZ16Iq/jrp+pjiYOc0jTjHlfmxQmZk9x/+5uhRP6/eWQSTAPVJ33BMo6oK5O5N4644OgTAbzXzorecg==
-
-"@next/swc-linux-x64-gnu@13.3.1":
-  version "13.3.1"
-  resolved "https://registry.yarnpkg.com/@next/swc-linux-x64-gnu/-/swc-linux-x64-gnu-13.3.1.tgz#5f335a683b6eafa52307b12af97782993b6c45ff"
-  integrity sha512-6mgkLmwlyWlomQmpl21I3hxgqE5INoW4owTlcLpNsd1V4wP+J46BlI/5zV5KWWbzjfncIqzXoeGs5Eg+1GHODA==
-
-"@next/swc-linux-x64-musl@13.3.1":
-  version "13.3.1"
-  resolved "https://registry.yarnpkg.com/@next/swc-linux-x64-musl/-/swc-linux-x64-musl-13.3.1.tgz#58e5aad6f97203a0788783f66324456c8f9cdb50"
-  integrity sha512-uqm5sielhQmKJM+qayIhgZv1KlS5pqTdQ99b+Z7hMWryXS96qE0DftTmMZowBcUL6x7s2vSXyH5wPtO1ON7LBg==
-
-"@next/swc-win32-arm64-msvc@13.3.1":
-  version "13.3.1"
-  resolved "https://registry.yarnpkg.com/@next/swc-win32-arm64-msvc/-/swc-win32-arm64-msvc-13.3.1.tgz#f8ed1badab57ed4503969758754e6fb0cf326753"
-  integrity sha512-WomIiTj/v3LevltlibNQKmvrOymNRYL+a0dp5R73IwPWN5FvXWwSELN/kiNALig/+T3luc4qHNTyvMCp9L6U5Q==
-
-"@next/swc-win32-ia32-msvc@13.3.1":
-  version "13.3.1"
-  resolved "https://registry.yarnpkg.com/@next/swc-win32-ia32-msvc/-/swc-win32-ia32-msvc-13.3.1.tgz#7f599c8975b09ee5527cc49b9e5a4d13be50635a"
-  integrity sha512-M+PoH+0+q658wRUbs285RIaSTYnGBSTdweH/0CdzDgA6Q4rBM0sQs4DHmO3BPP0ltCO/vViIoyG7ks66XmCA5g==
-
-"@next/swc-win32-x64-msvc@13.3.1":
-  version "13.3.1"
-  resolved "https://registry.yarnpkg.com/@next/swc-win32-x64-msvc/-/swc-win32-x64-msvc-13.3.1.tgz#192d43ab44ebb98bd4f5865d0e1d7ce62703182f"
-  integrity sha512-Sl1F4Vp5Z1rNXWZYqJwMuWRRol4bqOB6+/d7KqkgQ4AcafKPN1PZmpkCoxv4UFHtFNIB7EotnuIhtXu3zScicQ==
-
-"@noble/ed25519@^1.7.0":
-  version "1.7.3"
-  resolved "https://registry.yarnpkg.com/@noble/ed25519/-/ed25519-1.7.3.tgz#57e1677bf6885354b466c38e2b620c62f45a7123"
-  integrity sha512-iR8GBkDt0Q3GyaVcIu7mSsVIqnFbkbRzGLWlvhwunacoLwt4J3swfKhfaM6rN6WY+TBGoYT1GtT1mIh2/jGbRQ==
-
-"@noble/hashes@^1.1.2", "@noble/hashes@^1.2.0":
-  version "1.3.0"
-  resolved "https://registry.yarnpkg.com/@noble/hashes/-/hashes-1.3.0.tgz#085fd70f6d7d9d109671090ccae1d3bec62554a1"
-  integrity sha512-ilHEACi9DwqJB0pw7kv+Apvh50jiiSyR/cQ3y4W7lOR5mhvn/50FLUfsnfJz0BDZtl/RR16kXvptiv6q1msYZg==
-
-"@noble/secp256k1@^1.6.3":
-  version "1.7.1"
-  resolved "https://registry.yarnpkg.com/@noble/secp256k1/-/secp256k1-1.7.1.tgz#b251c70f824ce3ca7f8dc3df08d58f005cc0507c"
-  integrity sha512-hOUk6AyBFmqVrv7k5WAw/LpszxVbj9gGN4JRkIX52fdFAj1UA61KXmZDvqVEm+pOyec3+fIeZB02LYa/pWOArw==
-
-"@nodelib/fs.scandir@2.1.5":
-  version "2.1.5"
-  resolved "https://registry.yarnpkg.com/@nodelib/fs.scandir/-/fs.scandir-2.1.5.tgz#7619c2eb21b25483f6d167548b4cfd5a7488c3d5"
-  integrity sha512-vq24Bq3ym5HEQm2NKCr3yXDwjc7vTsEThRDnkp2DK9p1uqLR+DHurm/NOTo0KG7HYHU7eppKZj3MyqYuMBf62g==
-  dependencies:
-    "@nodelib/fs.stat" "2.0.5"
-    run-parallel "^1.1.9"
-
-"@nodelib/fs.stat@2.0.5", "@nodelib/fs.stat@^2.0.2":
-  version "2.0.5"
-  resolved "https://registry.yarnpkg.com/@nodelib/fs.stat/-/fs.stat-2.0.5.tgz#5bd262af94e9d25bd1e71b05deed44876a222e8b"
-  integrity sha512-RkhPPp2zrqDAQA/2jNhnztcPAlv64XdhIp7a7454A5ovI7Bukxgt7MX7udwAu3zg1DcpPU0rz3VV1SeaqvY4+A==
-
-"@nodelib/fs.walk@^1.2.3":
-  version "1.2.8"
-  resolved "https://registry.yarnpkg.com/@nodelib/fs.walk/-/fs.walk-1.2.8.tgz#e95737e8bb6746ddedf69c556953494f196fe69a"
-  integrity sha512-oGB+UxlgWcgQkgwo8GcEGwemoTFt3FIO9ababBmaGwXIoBKZ+GTy0pP185beGg7Llih/NSHSV2XAs1lnznocSg==
-  dependencies:
-    "@nodelib/fs.scandir" "2.1.5"
-    fastq "^1.6.0"
-
-"@openzeppelin/contracts@^4.8.0":
-  version "4.8.3"
-  resolved "https://registry.yarnpkg.com/@openzeppelin/contracts/-/contracts-4.8.3.tgz#cbef3146bfc570849405f59cba18235da95a252a"
-  integrity sha512-bQHV8R9Me8IaJoJ2vPG4rXcL7seB7YVuskr4f+f5RyOStSZetwzkWtoqDMl5erkBJy0lDRUnIR2WIkPiC0GJlg==
-
-"@paperxyz/embedded-wallet-service-sdk@^0.0.26":
-  version "0.0.26"
-  resolved "https://registry.yarnpkg.com/@paperxyz/embedded-wallet-service-sdk/-/embedded-wallet-service-sdk-0.0.26.tgz#533ace33f7b5289dee3b33fede1c3d6c447901a4"
-  integrity sha512-2Io6opbzAuwdpflP4N3uTRHk454nx0O5inlnOj9FqpChSF06h1xSVlSA/6lRCrJRxhOuO6uNhrkntItRRPIw7Q==
-  dependencies:
-    "@ethersproject/abstract-signer" "^5.7.0"
-    "@ethersproject/bytes" "^5.7.0"
-    "@ethersproject/properties" "^5.7.0"
-    "@ethersproject/providers" "^5.7.2"
-    "@paperxyz/sdk-common-utilities" "*"
-
-"@paperxyz/sdk-common-utilities@*":
-  version "0.0.3"
-  resolved "https://registry.yarnpkg.com/@paperxyz/sdk-common-utilities/-/sdk-common-utilities-0.0.3.tgz#e37f202d7e0997231c037731ab0c01ea7f90f1c4"
-  integrity sha512-piBm+Pss5JrT7cOO5Bn9i+Mu2KHy2EOtMfv+BjsHc/HkAxVqx5kz76hughve2UgOJP18aI4cEU2vSiz56cOLgQ==
-
-"@pedrouid/environment@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@pedrouid/environment/-/environment-1.0.1.tgz#858f0f8a057340e0b250398b75ead77d6f4342ec"
-  integrity sha512-HaW78NszGzRZd9SeoI3JD11JqY+lubnaOx7Pewj5pfjqWXOEATpeKIFb9Z4t2WBUK2iryiXX3lzWwmYWgUL0Ug==
-
-"@protobufjs/aspromise@^1.1.1", "@protobufjs/aspromise@^1.1.2":
-  version "1.1.2"
-  resolved "https://registry.yarnpkg.com/@protobufjs/aspromise/-/aspromise-1.1.2.tgz#9b8b0cc663d669a7d8f6f5d0893a14d348f30fbf"
-  integrity sha512-j+gKExEuLmKwvz3OgROXtrJ2UG2x8Ch2YZUxahh+s1F2HZ+wAceUNLkvy6zKCPVRkU++ZWQrdxsUeQXmcg4uoQ==
-
-"@protobufjs/base64@^1.1.2":
-  version "1.1.2"
-  resolved "https://registry.yarnpkg.com/@protobufjs/base64/-/base64-1.1.2.tgz#4c85730e59b9a1f1f349047dbf24296034bb2735"
-  integrity sha512-AZkcAA5vnN/v4PDqKyMR5lx7hZttPDgClv83E//FMNhR2TMcLUhfRUBHCmSl0oi9zMgDDqRUJkSxO3wm85+XLg==
-
-"@protobufjs/codegen@^2.0.4":
-  version "2.0.4"
-  resolved "https://registry.yarnpkg.com/@protobufjs/codegen/-/codegen-2.0.4.tgz#7ef37f0d010fb028ad1ad59722e506d9262815cb"
-  integrity sha512-YyFaikqM5sH0ziFZCN3xDC7zeGaB/d0IUb9CATugHWbd1FRFwWwt4ld4OYMPWu5a3Xe01mGAULCdqhMlPl29Jg==
-
-"@protobufjs/eventemitter@^1.1.0":
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/@protobufjs/eventemitter/-/eventemitter-1.1.0.tgz#355cbc98bafad5978f9ed095f397621f1d066b70"
-  integrity sha512-j9ednRT81vYJ9OfVuXG6ERSTdEL1xVsNgqpkxMsbIabzSo3goCjDIveeGv5d03om39ML71RdmrGNjG5SReBP/Q==
-
-"@protobufjs/fetch@^1.1.0":
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/@protobufjs/fetch/-/fetch-1.1.0.tgz#ba99fb598614af65700c1619ff06d454b0d84c45"
-  integrity sha512-lljVXpqXebpsijW71PZaCYeIcE5on1w5DlQy5WH6GLbFryLUrBD4932W/E2BSpfRJWseIL4v/KPgBFxDOIdKpQ==
-  dependencies:
-    "@protobufjs/aspromise" "^1.1.1"
-    "@protobufjs/inquire" "^1.1.0"
-
-"@protobufjs/float@^1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@protobufjs/float/-/float-1.0.2.tgz#5e9e1abdcb73fc0a7cb8b291df78c8cbd97b87d1"
-  integrity sha512-Ddb+kVXlXst9d+R9PfTIxh1EdNkgoRe5tOX6t01f1lYWOvJnSPDBlG241QLzcyPdoNTsblLUdujGSE4RzrTZGQ==
-
-"@protobufjs/inquire@^1.1.0":
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/@protobufjs/inquire/-/inquire-1.1.0.tgz#ff200e3e7cf2429e2dcafc1140828e8cc638f089"
-  integrity sha512-kdSefcPdruJiFMVSbn801t4vFK7KB/5gd2fYvrxhuJYg8ILrmn9SKSX2tZdV6V+ksulWqS7aXjBcRXl3wHoD9Q==
-
-"@protobufjs/path@^1.1.2":
-  version "1.1.2"
-  resolved "https://registry.yarnpkg.com/@protobufjs/path/-/path-1.1.2.tgz#6cc2b20c5c9ad6ad0dccfd21ca7673d8d7fbf68d"
-  integrity sha512-6JOcJ5Tm08dOHAbdR3GrvP+yUUfkjG5ePsHYczMFLq3ZmMkAD98cDgcT2iA1lJ9NVwFd4tH/iSSoe44YWkltEA==
-
-"@protobufjs/pool@^1.1.0":
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/@protobufjs/pool/-/pool-1.1.0.tgz#09fd15f2d6d3abfa9b65bc366506d6ad7846ff54"
-  integrity sha512-0kELaGSIDBKvcgS4zkjz1PeddatrjYcmMWOlAuAPwAeccUrPHdUqo/J6LiymHHEiJT5NrF1UVwxY14f+fy4WQw==
-
-"@protobufjs/utf8@^1.1.0":
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/@protobufjs/utf8/-/utf8-1.1.0.tgz#a777360b5b39a1a2e5106f8e858f2fd2d060c570"
-  integrity sha512-Vvn3zZrhQZkkBE8LSuW3em98c0FwgO4nxzv6OdSxPKJIEKY2bGbHn+mhGIPerzI4twdxaP8/0+06HBpwf345Lw==
-
-"@radix-ui/colors@^0.1.8":
-  version "0.1.8"
-  resolved "https://registry.yarnpkg.com/@radix-ui/colors/-/colors-0.1.8.tgz#b08c62536fc462a87632165fb28e9b18f9bd047e"
-  integrity sha512-jwRMXYwC0hUo0mv6wGpuw254Pd9p/R6Td5xsRpOmaWkUHlooNWqVcadgyzlRumMq3xfOTXwJReU0Jv+EIy4Jbw==
-
-"@radix-ui/primitive@1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/primitive/-/primitive-1.0.0.tgz#e1d8ef30b10ea10e69c76e896f608d9276352253"
-  integrity sha512-3e7rn8FDMin4CgeL7Z/49smCA3rFYY3Ha2rUQ7HRWFadS5iCRw08ZgVT1LaNTCNqgvrUiyczLflrVrF0SRQtNA==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-
-"@radix-ui/react-arrow@1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-arrow/-/react-arrow-1.0.2.tgz#93b0ff95f65e2264a05b14ef1031ec798243dd6f"
-  integrity sha512-fqYwhhI9IarZ0ll2cUSfKuXHlJK0qE4AfnRrPBbRwEH/4mGQn04/QFGomLi8TXWIdv9WJk//KgGm+aDxVIr1wA==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/react-primitive" "1.0.2"
-
-"@radix-ui/react-collection@1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-collection/-/react-collection-1.0.2.tgz#d50da00bfa2ac14585319efdbbb081d4c5a29a97"
-  integrity sha512-s8WdQQ6wNXpaxdZ308KSr8fEWGrg4un8i4r/w7fhiS4ElRNjk5rRcl0/C6TANG2LvLOGIxtzo/jAg6Qf73TEBw==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/react-compose-refs" "1.0.0"
-    "@radix-ui/react-context" "1.0.0"
-    "@radix-ui/react-primitive" "1.0.2"
-    "@radix-ui/react-slot" "1.0.1"
-
-"@radix-ui/react-compose-refs@1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-compose-refs/-/react-compose-refs-1.0.0.tgz#37595b1f16ec7f228d698590e78eeed18ff218ae"
-  integrity sha512-0KaSv6sx787/hK3eF53iOkiSLwAGlFMx5lotrqD2pTjB18KbybKoEIgkNZTKC60YECDQTKGTRcDBILwZVqVKvA==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-
-"@radix-ui/react-context@1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-context/-/react-context-1.0.0.tgz#f38e30c5859a9fb5e9aa9a9da452ee3ed9e0aee0"
-  integrity sha512-1pVM9RfOQ+n/N5PJK33kRSKsr1glNxomxONs5c49MliinBY6Yw2Q995qfBUUo0/Mbg05B/sGA0gkgPI7kmSHBg==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-
-"@radix-ui/react-dialog@^1.0.2":
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-dialog/-/react-dialog-1.0.3.tgz#a715bf30f35fcd80476c0a07fcc073c1968e6d3e"
-  integrity sha512-owNhq36kNPqC2/a+zJRioPg6HHnTn5B/sh/NjTY8r4W9g1L5VJlrzZIVcBr7R9Mg8iLjVmh6MGgMlfoVf/WO/A==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/primitive" "1.0.0"
-    "@radix-ui/react-compose-refs" "1.0.0"
-    "@radix-ui/react-context" "1.0.0"
-    "@radix-ui/react-dismissable-layer" "1.0.3"
-    "@radix-ui/react-focus-guards" "1.0.0"
-    "@radix-ui/react-focus-scope" "1.0.2"
-    "@radix-ui/react-id" "1.0.0"
-    "@radix-ui/react-portal" "1.0.2"
-    "@radix-ui/react-presence" "1.0.0"
-    "@radix-ui/react-primitive" "1.0.2"
-    "@radix-ui/react-slot" "1.0.1"
-    "@radix-ui/react-use-controllable-state" "1.0.0"
-    aria-hidden "^1.1.1"
-    react-remove-scroll "2.5.5"
-
-"@radix-ui/react-direction@1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-direction/-/react-direction-1.0.0.tgz#a2e0b552352459ecf96342c79949dd833c1e6e45"
-  integrity sha512-2HV05lGUgYcA6xgLQ4BKPDmtL+QbIZYH5fCOTAOOcJ5O0QbWS3i9lKaurLzliYUDhORI2Qr3pyjhJh44lKA3rQ==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-
-"@radix-ui/react-dismissable-layer@1.0.3":
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-dismissable-layer/-/react-dismissable-layer-1.0.3.tgz#63844d8e6bbcd010a513e7176d051c3c4044e09e"
-  integrity sha512-nXZOvFjOuHS1ovumntGV7NNoLaEp9JEvTht3MBjP44NSW5hUKj/8OnfN3+8WmB+CEhN44XaGhpHoSsUIEl5P7Q==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/primitive" "1.0.0"
-    "@radix-ui/react-compose-refs" "1.0.0"
-    "@radix-ui/react-primitive" "1.0.2"
-    "@radix-ui/react-use-callback-ref" "1.0.0"
-    "@radix-ui/react-use-escape-keydown" "1.0.2"
-
-"@radix-ui/react-dropdown-menu@^2.0.2":
-  version "2.0.4"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-dropdown-menu/-/react-dropdown-menu-2.0.4.tgz#237909fb94622a4900b03fbbf75dd394f1ca6273"
-  integrity sha512-y6AT9+MydyXcByivdK1+QpjWoKaC7MLjkS/cH1Q3keEyMvDkiY85m8o2Bi6+Z1PPUlCsMULopxagQOSfN0wahg==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/primitive" "1.0.0"
-    "@radix-ui/react-compose-refs" "1.0.0"
-    "@radix-ui/react-context" "1.0.0"
-    "@radix-ui/react-id" "1.0.0"
-    "@radix-ui/react-menu" "2.0.4"
-    "@radix-ui/react-primitive" "1.0.2"
-    "@radix-ui/react-use-controllable-state" "1.0.0"
-
-"@radix-ui/react-focus-guards@1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-focus-guards/-/react-focus-guards-1.0.0.tgz#339c1c69c41628c1a5e655f15f7020bf11aa01fa"
-  integrity sha512-UagjDk4ijOAnGu4WMUPj9ahi7/zJJqNZ9ZAiGPp7waUWJO0O1aWXi/udPphI0IUjvrhBsZJGSN66dR2dsueLWQ==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-
-"@radix-ui/react-focus-scope@1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-focus-scope/-/react-focus-scope-1.0.2.tgz#5fe129cbdb5986d0a3ae16d14c473c243fe3bc79"
-  integrity sha512-spwXlNTfeIprt+kaEWE/qYuYT3ZAqJiAGjN/JgdvgVDTu8yc+HuX+WOWXrKliKnLnwck0F6JDkqIERncnih+4A==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/react-compose-refs" "1.0.0"
-    "@radix-ui/react-primitive" "1.0.2"
-    "@radix-ui/react-use-callback-ref" "1.0.0"
-
-"@radix-ui/react-icons@^1.1.1":
-  version "1.3.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-icons/-/react-icons-1.3.0.tgz#c61af8f323d87682c5ca76b856d60c2312dbcb69"
-  integrity sha512-jQxj/0LKgp+j9BiTXz3O3sgs26RNet2iLWmsPyRz2SIcR4q/4SbazXfnYwbAr+vLYKSfc7qxzyGQA1HLlYiuNw==
-
-"@radix-ui/react-id@1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-id/-/react-id-1.0.0.tgz#8d43224910741870a45a8c9d092f25887bb6d11e"
-  integrity sha512-Q6iAB/U7Tq3NTolBBQbHTgclPmGWE3OlktGGqrClPozSw4vkQ1DfQAOtzgRPecKsMdJINE05iaoDUG8tRzCBjw==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/react-use-layout-effect" "1.0.0"
-
-"@radix-ui/react-menu@2.0.4":
-  version "2.0.4"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-menu/-/react-menu-2.0.4.tgz#0bf06f2ee76889ce9bdcf7fa920545f53060824f"
-  integrity sha512-mzKR47tZ1t193trEqlQoJvzY4u9vYfVH16ryBrVrCAGZzkgyWnMQYEZdUkM7y8ak9mrkKtJiqB47TlEnubeOFQ==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/primitive" "1.0.0"
-    "@radix-ui/react-collection" "1.0.2"
-    "@radix-ui/react-compose-refs" "1.0.0"
-    "@radix-ui/react-context" "1.0.0"
-    "@radix-ui/react-direction" "1.0.0"
-    "@radix-ui/react-dismissable-layer" "1.0.3"
-    "@radix-ui/react-focus-guards" "1.0.0"
-    "@radix-ui/react-focus-scope" "1.0.2"
-    "@radix-ui/react-id" "1.0.0"
-    "@radix-ui/react-popper" "1.1.1"
-    "@radix-ui/react-portal" "1.0.2"
-    "@radix-ui/react-presence" "1.0.0"
-    "@radix-ui/react-primitive" "1.0.2"
-    "@radix-ui/react-roving-focus" "1.0.3"
-    "@radix-ui/react-slot" "1.0.1"
-    "@radix-ui/react-use-callback-ref" "1.0.0"
-    aria-hidden "^1.1.1"
-    react-remove-scroll "2.5.5"
-
-"@radix-ui/react-popover@^1.0.5":
-  version "1.0.5"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-popover/-/react-popover-1.0.5.tgz#9c58100ed6809eb611c0acbf032f9ab58c0b55d1"
-  integrity sha512-GRHZ8yD12MrN2NLobHPE8Rb5uHTxd9x372DE9PPNnBjpczAQHcZ5ne0KXG4xpf+RDdXSzdLv9ym6mYJCDTaUZg==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/primitive" "1.0.0"
-    "@radix-ui/react-compose-refs" "1.0.0"
-    "@radix-ui/react-context" "1.0.0"
-    "@radix-ui/react-dismissable-layer" "1.0.3"
-    "@radix-ui/react-focus-guards" "1.0.0"
-    "@radix-ui/react-focus-scope" "1.0.2"
-    "@radix-ui/react-id" "1.0.0"
-    "@radix-ui/react-popper" "1.1.1"
-    "@radix-ui/react-portal" "1.0.2"
-    "@radix-ui/react-presence" "1.0.0"
-    "@radix-ui/react-primitive" "1.0.2"
-    "@radix-ui/react-slot" "1.0.1"
-    "@radix-ui/react-use-controllable-state" "1.0.0"
-    aria-hidden "^1.1.1"
-    react-remove-scroll "2.5.5"
-
-"@radix-ui/react-popper@1.1.1":
-  version "1.1.1"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-popper/-/react-popper-1.1.1.tgz#54f060941c981e965ff5d6b64e152d6298d2326e"
-  integrity sha512-keYDcdMPNMjSC8zTsZ8wezUMiWM9Yj14wtF3s0PTIs9srnEPC9Kt2Gny1T3T81mmSeyDjZxsD9N5WCwNNb712w==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@floating-ui/react-dom" "0.7.2"
-    "@radix-ui/react-arrow" "1.0.2"
-    "@radix-ui/react-compose-refs" "1.0.0"
-    "@radix-ui/react-context" "1.0.0"
-    "@radix-ui/react-primitive" "1.0.2"
-    "@radix-ui/react-use-callback-ref" "1.0.0"
-    "@radix-ui/react-use-layout-effect" "1.0.0"
-    "@radix-ui/react-use-rect" "1.0.0"
-    "@radix-ui/react-use-size" "1.0.0"
-    "@radix-ui/rect" "1.0.0"
-
-"@radix-ui/react-portal@1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-portal/-/react-portal-1.0.2.tgz#102370b1027a767a371cab0243be4bc664f72330"
-  integrity sha512-swu32idoCW7KA2VEiUZGBSu9nB6qwGdV6k6HYhUoOo3M1FFpD+VgLzUqtt3mwL1ssz7r2x8MggpLSQach2Xy/Q==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/react-primitive" "1.0.2"
-
-"@radix-ui/react-presence@1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-presence/-/react-presence-1.0.0.tgz#814fe46df11f9a468808a6010e3f3ca7e0b2e84a"
-  integrity sha512-A+6XEvN01NfVWiKu38ybawfHsBjWum42MRPnEuqPsBZ4eV7e/7K321B5VgYMPv3Xx5An6o1/l9ZuDBgmcmWK3w==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/react-compose-refs" "1.0.0"
-    "@radix-ui/react-use-layout-effect" "1.0.0"
-
-"@radix-ui/react-primitive@1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-primitive/-/react-primitive-1.0.2.tgz#54e22f49ca59ba88d8143090276d50b93f8a7053"
-  integrity sha512-zY6G5Qq4R8diFPNwtyoLRZBxzu1Z+SXMlfYpChN7Dv8gvmx9X3qhDqiLWvKseKVJMuedFeU/Sa0Sy/Ia+t06Dw==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/react-slot" "1.0.1"
-
-"@radix-ui/react-roving-focus@1.0.3":
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-roving-focus/-/react-roving-focus-1.0.3.tgz#0b4f4f9bd509f4510079e9e0734a734fd17cdce3"
-  integrity sha512-stjCkIoMe6h+1fWtXlA6cRfikdBzCLp3SnVk7c48cv/uy3DTGoXhN76YaOYUJuy3aEDvDIKwKR5KSmvrtPvQPQ==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/primitive" "1.0.0"
-    "@radix-ui/react-collection" "1.0.2"
-    "@radix-ui/react-compose-refs" "1.0.0"
-    "@radix-ui/react-context" "1.0.0"
-    "@radix-ui/react-direction" "1.0.0"
-    "@radix-ui/react-id" "1.0.0"
-    "@radix-ui/react-primitive" "1.0.2"
-    "@radix-ui/react-use-callback-ref" "1.0.0"
-    "@radix-ui/react-use-controllable-state" "1.0.0"
-
-"@radix-ui/react-slot@1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-slot/-/react-slot-1.0.1.tgz#e7868c669c974d649070e9ecbec0b367ee0b4d81"
-  integrity sha512-avutXAFL1ehGvAXtPquu0YK5oz6ctS474iM3vNGQIkswrVhdrS52e3uoMQBzZhNRAIE0jBnUyXWNmSjGHhCFcw==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/react-compose-refs" "1.0.0"
-
-"@radix-ui/react-tabs@^1.0.2":
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-tabs/-/react-tabs-1.0.3.tgz#8b4158160a7c6633c893c74641e929d2708e709a"
-  integrity sha512-4CkF/Rx1GcrusI/JZ1Rvyx4okGUs6wEenWA0RG/N+CwkRhTy7t54y7BLsWUXrAz/GRbBfHQg/Odfs/RoW0CiRA==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/primitive" "1.0.0"
-    "@radix-ui/react-context" "1.0.0"
-    "@radix-ui/react-direction" "1.0.0"
-    "@radix-ui/react-id" "1.0.0"
-    "@radix-ui/react-presence" "1.0.0"
-    "@radix-ui/react-primitive" "1.0.2"
-    "@radix-ui/react-roving-focus" "1.0.3"
-    "@radix-ui/react-use-controllable-state" "1.0.0"
-
-"@radix-ui/react-tooltip@^1.0.4":
-  version "1.0.5"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-tooltip/-/react-tooltip-1.0.5.tgz#fe20274aeac874db643717fc7761d5a8abdd62d1"
-  integrity sha512-cDKVcfzyO6PpckZekODJZDe5ZxZ2fCZlzKzTmPhe4mX9qTHRfLcKgqb0OKf22xLwDequ2tVleim+ZYx3rabD5w==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/primitive" "1.0.0"
-    "@radix-ui/react-compose-refs" "1.0.0"
-    "@radix-ui/react-context" "1.0.0"
-    "@radix-ui/react-dismissable-layer" "1.0.3"
-    "@radix-ui/react-id" "1.0.0"
-    "@radix-ui/react-popper" "1.1.1"
-    "@radix-ui/react-portal" "1.0.2"
-    "@radix-ui/react-presence" "1.0.0"
-    "@radix-ui/react-primitive" "1.0.2"
-    "@radix-ui/react-slot" "1.0.1"
-    "@radix-ui/react-use-controllable-state" "1.0.0"
-    "@radix-ui/react-visually-hidden" "1.0.2"
-
-"@radix-ui/react-use-callback-ref@1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-use-callback-ref/-/react-use-callback-ref-1.0.0.tgz#9e7b8b6b4946fe3cbe8f748c82a2cce54e7b6a90"
-  integrity sha512-GZtyzoHz95Rhs6S63D2t/eqvdFCm7I+yHMLVQheKM7nBD8mbZIt+ct1jz4536MDnaOGKIxynJ8eHTkVGVVkoTg==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-
-"@radix-ui/react-use-controllable-state@1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-use-controllable-state/-/react-use-controllable-state-1.0.0.tgz#a64deaafbbc52d5d407afaa22d493d687c538b7f"
-  integrity sha512-FohDoZvk3mEXh9AWAVyRTYR4Sq7/gavuofglmiXB2g1aKyboUD4YtgWxKj8O5n+Uak52gXQ4wKz5IFST4vtJHg==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/react-use-callback-ref" "1.0.0"
-
-"@radix-ui/react-use-escape-keydown@1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-use-escape-keydown/-/react-use-escape-keydown-1.0.2.tgz#09ab6455ab240b4f0a61faf06d4e5132c4d639f6"
-  integrity sha512-DXGim3x74WgUv+iMNCF+cAo8xUHHeqvjx8zs7trKf+FkQKPQXLk2sX7Gx1ysH7Q76xCpZuxIJE7HLPxRE+Q+GA==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/react-use-callback-ref" "1.0.0"
-
-"@radix-ui/react-use-layout-effect@1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-use-layout-effect/-/react-use-layout-effect-1.0.0.tgz#2fc19e97223a81de64cd3ba1dc42ceffd82374dc"
-  integrity sha512-6Tpkq+R6LOlmQb1R5NNETLG0B4YP0wc+klfXafpUCj6JGyaUc8il7/kUZ7m59rGbXGczE9Bs+iz2qloqsZBduQ==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-
-"@radix-ui/react-use-rect@1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-use-rect/-/react-use-rect-1.0.0.tgz#b040cc88a4906b78696cd3a32b075ed5b1423b3e"
-  integrity sha512-TB7pID8NRMEHxb/qQJpvSt3hQU4sqNPM1VCTjTRjEOa7cEop/QMuq8S6fb/5Tsz64kqSvB9WnwsDHtjnrM9qew==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/rect" "1.0.0"
-
-"@radix-ui/react-use-size@1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-use-size/-/react-use-size-1.0.0.tgz#a0b455ac826749419f6354dc733e2ca465054771"
-  integrity sha512-imZ3aYcoYCKhhgNpkNDh/aTiU05qw9hX+HHI1QDBTyIlcFjgeFlKKySNGMwTp7nYFLQg/j0VA2FmCY4WPDDHMg==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/react-use-layout-effect" "1.0.0"
-
-"@radix-ui/react-visually-hidden@1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@radix-ui/react-visually-hidden/-/react-visually-hidden-1.0.2.tgz#29b117a59ef09a984bdad12cb98d81e8350be450"
-  integrity sha512-qirnJxtYn73HEk1rXL12/mXnu2rwsNHDID10th2JGtdK25T9wX+mxRmGt7iPSahw512GbZOc0syZX1nLQGoEOg==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-    "@radix-ui/react-primitive" "1.0.2"
-
-"@radix-ui/rect@1.0.0":
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/@radix-ui/rect/-/rect-1.0.0.tgz#0dc8e6a829ea2828d53cbc94b81793ba6383bf3c"
-  integrity sha512-d0O68AYy/9oeEy1DdC07bz1/ZXX+DqCskRd3i4JzLSTXwefzaepQrKjXC7aNM8lTHjFLDO0pDgaEiQ7jEk+HVg==
-  dependencies:
-    "@babel/runtime" "^7.13.10"
-
-"@react-icons/all-files@^4.1.0":
-  version "4.1.0"
-  resolved "https://registry.yarnpkg.com/@react-icons/all-files/-/all-files-4.1.0.tgz#477284873a0821928224b6fc84c62d2534d6650b"
-  integrity sha512-hxBI2UOuVaI3O/BhQfhtb4kcGn9ft12RWAFVMUeNjqqhLsHvFtzIkFaptBJpFDANTKoDfdVoHTKZDlwKCACbMQ==
-
-"@safe-global/safe-core-sdk-types@^1.9.1":
-  version "1.9.1"
-  resolved "https://registry.yarnpkg.com/@safe-global/safe-core-sdk-types/-/safe-core-sdk-types-1.9.1.tgz#81f27434dc22bb2e1f84dd35e1d0eb6cf2b7b521"
-  integrity sha512-EaYIUfxtOOkuIkj2ppfheACKkGUWWmgui/jeBJWniTZ/uhxHgESzJM9UksAPLgwUdbyZ5x8bNIvKpBzJLXU39w==
-  dependencies:
-    "@ethersproject/bignumber" "^5.7.0"
-    "@ethersproject/contracts" "^5.7.0"
-    "@safe-global/safe-deployments" "^1.22.0"
-    web3-core "^1.8.1"
-    web3-utils "^1.8.1"
-
-"@safe-global/safe-core-sdk-utils@^1.7.3":
-  version "1.7.3"
-  resolved "https://registry.yarnpkg.com/@safe-global/safe-core-sdk-utils/-/safe-core-sdk-utils-1.7.3.tgz#40eeefeafa1cf4dad18d77cad50ac005b2b7f6fe"
-  integrity sha512-QbUTwV8Pmc4dpDW0icfl02hcg41eTJomB0jtyhXQ79RIVCnFUIq1+P6FZL+/1gXcur4XWQTX7kShOWqfvd+BZA==
-  dependencies:
-    "@safe-global/safe-core-sdk-types" "^1.9.1"
-    semver "^7.3.8"
-    web3-utils "^1.8.1"
-
-"@safe-global/safe-core-sdk@^3.3.2", "@safe-global/safe-core-sdk@^3.3.3":
-  version "3.3.3"
-  resolved "https://registry.yarnpkg.com/@safe-global/safe-core-sdk/-/safe-core-sdk-3.3.3.tgz#5074ebdc954655e53e1a96b7e6013b18ddc54e8f"
-  integrity sha512-f7k/L8eGINrjAgN5DQuHY101gxntVTwS/VO14w1Qh+2+AuZmyWn0WekAAU0icAc1jVy0lhgNqCvbMQHc7rkfUg==
-  dependencies:
-    "@ethersproject/solidity" "^5.7.0"
-    "@safe-global/safe-core-sdk-types" "^1.9.1"
-    "@safe-global/safe-core-sdk-utils" "^1.7.3"
-    "@safe-global/safe-deployments" "^1.22.0"
-    ethereumjs-util "^7.1.5"
-    semver "^7.3.8"
-    web3-utils "^1.8.1"
-
-"@safe-global/safe-deployments@^1.22.0":
-  version "1.22.0"
-  resolved "https://registry.yarnpkg.com/@safe-global/safe-deployments/-/safe-deployments-1.22.0.tgz#4214ac5a9ebcad7cdbf5f641b0728bc0e497286e"
-  integrity sha512-SmbeCRMlcO/EONxbV6nP6pM/60q0NIHVezxx5FMv0dIAkDffdbm25reonKlOk3AJYW1b/c6pZA0RbWDwFSJEkQ==
-  dependencies:
-    semver "^7.3.7"
-
-"@safe-global/safe-ethers-adapters@^0.1.0-alpha.16":
-  version "0.1.0-alpha.17"
-  resolved "https://registry.yarnpkg.com/@safe-global/safe-ethers-adapters/-/safe-ethers-adapters-0.1.0-alpha.17.tgz#87ef145c04bf9fc08e7d722d738e7bd9ea63b16a"
-  integrity sha512-02+emAnnXZAOwld1Ucen6idnMCAD76TXrhmuteYsdYoPjl5Eyq1ySb9tzIjCWklgfjMHQtrHSHDJqwdlHFM4GQ==
-  dependencies:
-    "@safe-global/safe-core-sdk" "^3.3.3"
-    "@safe-global/safe-core-sdk-types" "^1.9.1"
-    "@safe-global/safe-deployments" "^1.22.0"
-    axios "^0.27.2"
-
-"@safe-global/safe-ethers-lib@^1.9.2":
-  version "1.9.3"
-  resolved "https://registry.yarnpkg.com/@safe-global/safe-ethers-lib/-/safe-ethers-lib-1.9.3.tgz#bdff0ea52a9bd976f0325aa22571e0daeca22961"
-  integrity sha512-+c6I55nyyh7dheyUch9claRBUK/i+KwbHPb4Yvk4/oWthEESKZRkR8p7hioOGys4zC6eglfSqm2QjlDDU0SbAQ==
-  dependencies:
-    "@safe-global/safe-core-sdk-types" "^1.9.1"
-    "@safe-global/safe-core-sdk-utils" "^1.7.3"
-    ethers "5.7.2"
-
-"@solana/buffer-layout@^4.0.0":
-  version "4.0.1"
-  resolved "https://registry.yarnpkg.com/@solana/buffer-layout/-/buffer-layout-4.0.1.tgz#b996235eaec15b1e0b5092a8ed6028df77fa6c15"
-  integrity sha512-E1ImOIAD1tBZFRdjeM4/pzTiTApC0AOBGwyAMS4fwIodCWArzJ3DWdoh8cKxeFM2fElkxBh2Aqts1BPC373rHA==
-  dependencies:
-    buffer "~6.0.3"
-
-"@solana/web3.js@^1.70.1":
-  version "1.75.0"
-  resolved "https://registry.yarnpkg.com/@solana/web3.js/-/web3.js-1.75.0.tgz#824c6f78865007bca758ca18f268d6f7363b42e5"
-  integrity sha512-rHQgdo1EWfb+nPUpHe4O7i8qJPELHKNR5PAZRK+a7XxiykqOfbaAlPt5boDWAGPnYbSv0ziWZv5mq9DlFaQCxg==
-  dependencies:
-    "@babel/runtime" "^7.12.5"
-    "@noble/ed25519" "^1.7.0"
-    "@noble/hashes" "^1.1.2"
-    "@noble/secp256k1" "^1.6.3"
-    "@solana/buffer-layout" "^4.0.0"
-    agentkeepalive "^4.2.1"
-    bigint-buffer "^1.1.5"
-    bn.js "^5.0.0"
-    borsh "^0.7.0"
-    bs58 "^4.0.1"
-    buffer "6.0.3"
-    fast-stable-stringify "^1.0.0"
-    jayson "^3.4.4"
-    node-fetch "^2.6.7"
-    rpc-websockets "^7.5.1"
-    superstruct "^0.14.2"
-
-"@stablelib/aead@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/aead/-/aead-1.0.1.tgz#c4b1106df9c23d1b867eb9b276d8f42d5fc4c0c3"
-  integrity sha512-q39ik6sxGHewqtO0nP4BuSe3db5G1fEJE8ukvngS2gLkBXyy6E7pLubhbYgnkDFv6V8cWaxcE4Xn0t6LWcJkyg==
-
-"@stablelib/binary@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/binary/-/binary-1.0.1.tgz#c5900b94368baf00f811da5bdb1610963dfddf7f"
-  integrity sha512-ClJWvmL6UBM/wjkvv/7m5VP3GMr9t0osr4yVgLZsLCOz4hGN9gIAFEqnJ0TsSMAN+n840nf2cHZnA5/KFqHC7Q==
-  dependencies:
-    "@stablelib/int" "^1.0.1"
-
-"@stablelib/bytes@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/bytes/-/bytes-1.0.1.tgz#0f4aa7b03df3080b878c7dea927d01f42d6a20d8"
-  integrity sha512-Kre4Y4kdwuqL8BR2E9hV/R5sOrUj6NanZaZis0V6lX5yzqC3hBuVSDXUIBqQv/sCpmuWRiHLwqiT1pqqjuBXoQ==
-
-"@stablelib/chacha20poly1305@1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/chacha20poly1305/-/chacha20poly1305-1.0.1.tgz#de6b18e283a9cb9b7530d8767f99cde1fec4c2ee"
-  integrity sha512-MmViqnqHd1ymwjOQfghRKw2R/jMIGT3wySN7cthjXCBdO+qErNPUBnRzqNpnvIwg7JBCg3LdeCZZO4de/yEhVA==
-  dependencies:
-    "@stablelib/aead" "^1.0.1"
-    "@stablelib/binary" "^1.0.1"
-    "@stablelib/chacha" "^1.0.1"
-    "@stablelib/constant-time" "^1.0.1"
-    "@stablelib/poly1305" "^1.0.1"
-    "@stablelib/wipe" "^1.0.1"
-
-"@stablelib/chacha@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/chacha/-/chacha-1.0.1.tgz#deccfac95083e30600c3f92803a3a1a4fa761371"
-  integrity sha512-Pmlrswzr0pBzDofdFuVe1q7KdsHKhhU24e8gkEwnTGOmlC7PADzLVxGdn2PoNVBBabdg0l/IfLKg6sHAbTQugg==
-  dependencies:
-    "@stablelib/binary" "^1.0.1"
-    "@stablelib/wipe" "^1.0.1"
-
-"@stablelib/constant-time@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/constant-time/-/constant-time-1.0.1.tgz#bde361465e1cf7b9753061b77e376b0ca4c77e35"
-  integrity sha512-tNOs3uD0vSJcK6z1fvef4Y+buN7DXhzHDPqRLSXUel1UfqMB1PWNsnnAezrKfEwTLpN0cGH2p9NNjs6IqeD0eg==
-
-"@stablelib/ed25519@^1.0.2":
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/@stablelib/ed25519/-/ed25519-1.0.3.tgz#f8fdeb6f77114897c887bb6a3138d659d3f35996"
-  integrity sha512-puIMWaX9QlRsbhxfDc5i+mNPMY+0TmQEskunY1rZEBPi1acBCVQAhnsk/1Hk50DGPtVsZtAWQg4NHGlVaO9Hqg==
-  dependencies:
-    "@stablelib/random" "^1.0.2"
-    "@stablelib/sha512" "^1.0.1"
-    "@stablelib/wipe" "^1.0.1"
-
-"@stablelib/hash@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/hash/-/hash-1.0.1.tgz#3c944403ff2239fad8ebb9015e33e98444058bc5"
-  integrity sha512-eTPJc/stDkdtOcrNMZ6mcMK1e6yBbqRBaNW55XA1jU8w/7QdnCF0CmMmOD1m7VSkBR44PWrMHU2l6r8YEQHMgg==
-
-"@stablelib/hkdf@1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/hkdf/-/hkdf-1.0.1.tgz#b4efd47fd56fb43c6a13e8775a54b354f028d98d"
-  integrity sha512-SBEHYE16ZXlHuaW5RcGk533YlBj4grMeg5TooN80W3NpcHRtLZLLXvKyX0qcRFxf+BGDobJLnwkvgEwHIDBR6g==
-  dependencies:
-    "@stablelib/hash" "^1.0.1"
-    "@stablelib/hmac" "^1.0.1"
-    "@stablelib/wipe" "^1.0.1"
-
-"@stablelib/hmac@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/hmac/-/hmac-1.0.1.tgz#3d4c1b8cf194cb05d28155f0eed8a299620a07ec"
-  integrity sha512-V2APD9NSnhVpV/QMYgCVMIYKiYG6LSqw1S65wxVoirhU/51ACio6D4yDVSwMzuTJXWZoVHbDdINioBwKy5kVmA==
-  dependencies:
-    "@stablelib/constant-time" "^1.0.1"
-    "@stablelib/hash" "^1.0.1"
-    "@stablelib/wipe" "^1.0.1"
-
-"@stablelib/int@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/int/-/int-1.0.1.tgz#75928cc25d59d73d75ae361f02128588c15fd008"
-  integrity sha512-byr69X/sDtDiIjIV6m4roLVWnNNlRGzsvxw+agj8CIEazqWGOQp2dTYgQhtyVXV9wpO6WyXRQUzLV/JRNumT2w==
-
-"@stablelib/keyagreement@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/keyagreement/-/keyagreement-1.0.1.tgz#4612efb0a30989deb437cd352cee637ca41fc50f"
-  integrity sha512-VKL6xBwgJnI6l1jKrBAfn265cspaWBPAPEc62VBQrWHLqVgNRE09gQ/AnOEyKUWrrqfD+xSQ3u42gJjLDdMDQg==
-  dependencies:
-    "@stablelib/bytes" "^1.0.1"
-
-"@stablelib/poly1305@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/poly1305/-/poly1305-1.0.1.tgz#93bfb836c9384685d33d70080718deae4ddef1dc"
-  integrity sha512-1HlG3oTSuQDOhSnLwJRKeTRSAdFNVB/1djy2ZbS35rBSJ/PFqx9cf9qatinWghC2UbfOYD8AcrtbUQl8WoxabA==
-  dependencies:
-    "@stablelib/constant-time" "^1.0.1"
-    "@stablelib/wipe" "^1.0.1"
-
-"@stablelib/random@^1.0.1", "@stablelib/random@^1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@stablelib/random/-/random-1.0.2.tgz#2dece393636489bf7e19c51229dd7900eddf742c"
-  integrity sha512-rIsE83Xpb7clHPVRlBj8qNe5L8ISQOzjghYQm/dZ7VaM2KHYwMW5adjQjrzTZCchFnNCNhkwtnOBa9HTMJCI8w==
-  dependencies:
-    "@stablelib/binary" "^1.0.1"
-    "@stablelib/wipe" "^1.0.1"
-
-"@stablelib/sha256@1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/sha256/-/sha256-1.0.1.tgz#77b6675b67f9b0ea081d2e31bda4866297a3ae4f"
-  integrity sha512-GIIH3e6KH+91FqGV42Kcj71Uefd/QEe7Dy42sBTeqppXV95ggCcxLTk39bEr+lZfJmp+ghsR07J++ORkRELsBQ==
-  dependencies:
-    "@stablelib/binary" "^1.0.1"
-    "@stablelib/hash" "^1.0.1"
-    "@stablelib/wipe" "^1.0.1"
-
-"@stablelib/sha512@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/sha512/-/sha512-1.0.1.tgz#6da700c901c2c0ceacbd3ae122a38ac57c72145f"
-  integrity sha512-13gl/iawHV9zvDKciLo1fQ8Bgn2Pvf7OV6amaRVKiq3pjQ3UmEpXxWiAfV8tYjUpeZroBxtyrwtdooQT/i3hzw==
-  dependencies:
-    "@stablelib/binary" "^1.0.1"
-    "@stablelib/hash" "^1.0.1"
-    "@stablelib/wipe" "^1.0.1"
-
-"@stablelib/wipe@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@stablelib/wipe/-/wipe-1.0.1.tgz#d21401f1d59ade56a62e139462a97f104ed19a36"
-  integrity sha512-WfqfX/eXGiAd3RJe4VU2snh/ZPwtSjLG4ynQ/vYzvghTh7dHFcI1wl+nrkWG6lGhukOxOsUHfv8dUXr58D0ayg==
-
-"@stablelib/x25519@^1.0.3":
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/@stablelib/x25519/-/x25519-1.0.3.tgz#13c8174f774ea9f3e5e42213cbf9fc68a3c7b7fd"
-  integrity sha512-KnTbKmUhPhHavzobclVJQG5kuivH+qDLpe84iRqX3CLrKp881cF160JvXJ+hjn1aMyCwYOKeIZefIH/P5cJoRw==
-  dependencies:
-    "@stablelib/keyagreement" "^1.0.1"
-    "@stablelib/random" "^1.0.2"
-    "@stablelib/wipe" "^1.0.1"
-
-"@supabase/functions-js@^2.1.0":
-  version "2.1.1"
-  resolved "https://registry.yarnpkg.com/@supabase/functions-js/-/functions-js-2.1.1.tgz#31eb64734d59e6da84927e6f50f627ad5e03c519"
-  integrity sha512-bIR1Puae6W+1/MzPfYBWOG/SCWGo4B5CB7c0ZZksvliNEAzhxNBJ0UFKYINcGdGtxG8ZC+1xr3utWpNZNwnoRw==
-  dependencies:
-    cross-fetch "^3.1.5"
-
-"@supabase/gotrue-js@^2.23.0":
-  version "2.24.0"
-  resolved "https://registry.yarnpkg.com/@supabase/gotrue-js/-/gotrue-js-2.24.0.tgz#4f374288c75d860fd56396208c17e2c4c359a00a"
-  integrity sha512-ZsH4K5cbMTjfMytXaDYVYs9l9igmlZFxiwXn7J2IP/CklWR5qmLCma+dvat5rccPLITVkN6oAZbKxDzW+pEgCg==
-  dependencies:
-    cross-fetch "^3.1.5"
-
-"@supabase/postgrest-js@^1.1.1":
-  version "1.6.0"
-  resolved "https://registry.yarnpkg.com/@supabase/postgrest-js/-/postgrest-js-1.6.0.tgz#e9a225e62a48dd76c61082152007baebf1b7810c"
-  integrity sha512-HCphMC6KjtoaGcowSlkKRVKBOlNpmKWE2CwoumMwwsfhnRxplIy1zBiIYIL3zIYo/Bm20H/1C6enqjBeTvSwXg==
-  dependencies:
-    cross-fetch "^3.1.5"
-
-"@supabase/realtime-js@^2.7.2":
-  version "2.7.2"
-  resolved "https://registry.yarnpkg.com/@supabase/realtime-js/-/realtime-js-2.7.2.tgz#700f89b67277912ead5262b4519781b5d8fd1ca7"
-  integrity sha512-Fi6xAl5PUkqnjl3wo4rdcQIbMG3+yTRX1aUZe/yfvTG84RMvmCXJ1yN6MmafVLeZpU1xkaz5Vx4L0tnHcLiy6w==
-  dependencies:
-    "@types/phoenix" "^1.5.4"
-    "@types/websocket" "^1.0.3"
-    websocket "^1.0.34"
-
-"@supabase/storage-js@^2.5.1":
-  version "2.5.1"
-  resolved "https://registry.yarnpkg.com/@supabase/storage-js/-/storage-js-2.5.1.tgz#16c4c088996e0395034717836e626f14df63a349"
-  integrity sha512-nkR0fQA9ScAtIKA3vNoPEqbZv1k5B5HVRYEvRWdlP6mUpFphM9TwPL2jZ/ztNGMTG5xT6SrHr+H7Ykz8qzbhjw==
-  dependencies:
-    cross-fetch "^3.1.5"
-
-"@supabase/supabase-js@^2.21.0":
-  version "2.21.0"
-  resolved "https://registry.yarnpkg.com/@supabase/supabase-js/-/supabase-js-2.21.0.tgz#a6bc5a2a4479adc6934539723469ffddd1d6dbab"
-  integrity sha512-FW3ZzBoc4orSgfX0dXrmJoXAcI/hiekmqXTkN64vjtUF2Urp3UjyAf71UTtV9Jl6ejHoe3K++e0+Rg9zKUJh5w==
-  dependencies:
-    "@supabase/functions-js" "^2.1.0"
-    "@supabase/gotrue-js" "^2.23.0"
-    "@supabase/postgrest-js" "^1.1.1"
-    "@supabase/realtime-js" "^2.7.2"
-    "@supabase/storage-js" "^2.5.1"
-    cross-fetch "^3.1.5"
-
-"@swc/helpers@0.5.0":
-  version "0.5.0"
-  resolved "https://registry.yarnpkg.com/@swc/helpers/-/helpers-0.5.0.tgz#bf1d807b60f7290d0ec763feea7ccdeda06e85f1"
-  integrity sha512-SjY/p4MmECVVEWspzSRpQEM3sjR17sP8PbGxELWrT+YZMBfiUyt1MRUNjMV23zohwlG2HYtCQOsCwsTHguXkyg==
-  dependencies:
-    tslib "^2.4.0"
-
-"@tailwindcss/forms@0.4.0":
-  version "0.4.0"
-  resolved "https://registry.yarnpkg.com/@tailwindcss/forms/-/forms-0.4.0.tgz#a46715e347a32d216a3973eb67473bd29ae3798e"
-  integrity sha512-DeaQBx6EgEeuZPQACvC+mKneJsD8am1uiJugjgQK1+/Vt+Ai0GpFBC2T2fqnUad71WgOxyrZPE6BG1VaI6YqfQ==
-  dependencies:
-    mini-svg-data-uri "^1.2.3"
-
-"@tanstack/query-core@4.29.5":
-  version "4.29.5"
-  resolved "https://registry.yarnpkg.com/@tanstack/query-core/-/query-core-4.29.5.tgz#a0273e88bf2fc102c4c893dc7c034127b67fd5d9"
-  integrity sha512-xXIiyQ/4r9KfaJ3k6kejqcaqFXXBTzN2aOJ5H1J6aTJE9hl/nbgAdfF6oiIu0CD5xowejJEJ6bBg8TO7BN4NuQ==
-
-"@tanstack/react-query@^4.0.10":
-  version "4.29.5"
-  resolved "https://registry.yarnpkg.com/@tanstack/react-query/-/react-query-4.29.5.tgz#3890741291f9f925933243d78bd74dfc59d64208"
-  integrity sha512-F87cibC3s3eG0Q90g2O+hqntpCrudKFnR8P24qkH9uccEhXErnJxBC/AAI4cJRV2bfMO8IeGZQYf3WyYgmSg0w==
-  dependencies:
-    "@tanstack/query-core" "4.29.5"
-    use-sync-external-store "^1.2.0"
-
-"@thirdweb-dev/auth@^2.0.37":
-  version "2.0.41"
-  resolved "https://registry.yarnpkg.com/@thirdweb-dev/auth/-/auth-2.0.41.tgz#fa9aae0a99bddf87fdb71430e9c90366a3739f42"
-  integrity sha512-V9+rB30auKgWm5r+3WwrYlT1EkVYKlNIDrasqD4/qhDzpv0Ne02etE6o4TAnHgn0FRcVNtx8FkC8l+Ql1UZqgQ==
-  dependencies:
-    cookie "^0.5.0"
-    cookie-parser "^1.4.6"
-
-"@thirdweb-dev/chains@0.1.12":
-  version "0.1.12"
-  resolved "https://registry.yarnpkg.com/@thirdweb-dev/chains/-/chains-0.1.12.tgz#d585b3cc30f85438ce70e6a0f5c1049caa5b723d"
-  integrity sha512-oF+yqeEDmeV2PJgyWD3ss+kZYjlThBmWnwnwdV7ZteAcYu0TnjqwwDFGRH6TPd+bknyby8r9UluFMlkZJpY8Vw==
-
-"@thirdweb-dev/contracts-js@1.3.3":
-  version "1.3.3"
-  resolved "https://registry.yarnpkg.com/@thirdweb-dev/contracts-js/-/contracts-js-1.3.3.tgz#f44df210efec111dd4ebf3e3bf6f64142f0009fd"
-  integrity sha512-P+1Yka9HUCe7FpzTEmRCMdXM2ceg3GwZ+1kLdmIQUhxwQhcHDzziCvzNvsdehF0ZRZIoLOPpyiEOKise7GCIHg==
-  dependencies:
-    "@thirdweb-dev/contracts" "3.4.6-1"
-
-"@thirdweb-dev/contracts@3.4.6-1":
-  version "3.4.6-1"
-  resolved "https://registry.yarnpkg.com/@thirdweb-dev/contracts/-/contracts-3.4.6-1.tgz#b07a156517c9f596526a51bd2beabf56b2c90d6d"
-  integrity sha512-v6tDS0+sTdlRJinep8nYRJlbsO7hbmIIUzEzBIYuFOxSlw/xuEO6xAfgNB8k3oc3n0NerDop2LQOfTxSVLBK6Q==
-
-"@thirdweb-dev/generated-abis@0.0.1":
-  version "0.0.1"
-  resolved "https://registry.yarnpkg.com/@thirdweb-dev/generated-abis/-/generated-abis-0.0.1.tgz#0d788d6aff0ac08f11e9eeb9ae4c8321845272a8"
-  integrity sha512-vO9/3lSLO8smyyH1QVeYravSTzFwV1nf1C/Im1NBDPdH8//YvcbhtETGGiNfHWpyCvSi0vRYwvf+/7FKdwpDGQ==
-
-"@thirdweb-dev/react-core@3.11.8":
-  version "3.11.8"
-  resolved "https://registry.yarnpkg.com/@thirdweb-dev/react-core/-/react-core-3.11.8.tgz#0dcd6d260931cab363817ba21bea9f1573a479e4"
-  integrity sha512-tM/6yb1TNYLMzcGXugtHwcHXnBTqFmgy1FikO/AIniFgxY+JB03M0WS7BKfvJjrVDFsBcu+sS2WKKSCeVqLFTA==
-  dependencies:
-    "@tanstack/react-query" "^4.0.10"
-    "@thirdweb-dev/chains" "0.1.12"
-    "@thirdweb-dev/sdk" "3.10.11"
-    "@thirdweb-dev/storage" "1.1.2"
-    "@thirdweb-dev/wallets" "0.2.16"
-    mime "3.0.0"
-    tiny-invariant "^1.2.0"
-
-"@thirdweb-dev/react@^3.6.7":
-  version "3.11.8"
-  resolved "https://registry.yarnpkg.com/@thirdweb-dev/react/-/react-3.11.8.tgz#6babb0b6156f3aef600de41d008b2aad46f3ed59"
-  integrity sha512-xF4oC4/rD6/UxnQGPLIvhc9avqFEhynKeTEXO9S7y+sOXjntMw+rApvv/mxoMKLG4Wzu73Umdg8dl0PPRxP91g==
-  dependencies:
-    "@emotion/react" "^11.10.0"
-    "@emotion/styled" "^11.10.0"
-    "@google/model-viewer" "^2.1.1"
-    "@radix-ui/colors" "^0.1.8"
-    "@radix-ui/react-dialog" "^1.0.2"
-    "@radix-ui/react-dropdown-menu" "^2.0.2"
-    "@radix-ui/react-icons" "^1.1.1"
-    "@radix-ui/react-popover" "^1.0.5"
-    "@radix-ui/react-tabs" "^1.0.2"
-    "@radix-ui/react-tooltip" "^1.0.4"
-    "@react-icons/all-files" "^4.1.0"
-    "@tanstack/react-query" "^4.0.10"
-    "@thirdweb-dev/chains" "0.1.12"
-    "@thirdweb-dev/react-core" "3.11.8"
-    "@thirdweb-dev/wallets" "0.2.16"
-    buffer "^6.0.3"
-    copy-to-clipboard "^3.3.2"
-    detect-browser "^5.3.0"
-    fuse.js "^6.6.2"
-    react-qr-code "^2.0.11"
-    tiny-invariant "^1.2.0"
-
-"@thirdweb-dev/sdk@3.10.11", "@thirdweb-dev/sdk@^3.6.2":
-  version "3.10.11"
-  resolved "https://registry.yarnpkg.com/@thirdweb-dev/sdk/-/sdk-3.10.11.tgz#cfbc0679494509dd62d5eaeba167d22ccfeddc78"
-  integrity sha512-C/GahvSd5Anw2JHnTK5n9oEAnwE3J5AKnoIR5FZelOgeMYgkCdoc4JzxAUb9nqraoRBqdqJtO3ssWqiEgpU9WQ==
-  dependencies:
-    "@thirdweb-dev/chains" "0.1.12"
-    "@thirdweb-dev/contracts-js" "1.3.3"
-    "@thirdweb-dev/generated-abis" "0.0.1"
-    "@thirdweb-dev/storage" "1.1.2"
-    abitype "^0.2.5"
-    bn.js "^5.2.1"
-    bs58 "^5.0.0"
-    buffer "^6.0.3"
-    cross-fetch "^3.1.5"
-    eventemitter3 "^5.0.0"
-    fast-deep-equal "^3.1.3"
-    merkletreejs "^0.2.24"
-    tiny-invariant "^1.2.0"
-    tweetnacl "^1.0.3"
-    uuid "^9.0.0"
-    yaml "^2.1.1"
-    zod "^3.20.2"
-
-"@thirdweb-dev/storage@1.1.2":
-  version "1.1.2"
-  resolved "https://registry.yarnpkg.com/@thirdweb-dev/storage/-/storage-1.1.2.tgz#8de899e9579f49dc2da1eb4a04694ee86ec5e62e"
-  integrity sha512-l5cNliQ/BuoYjCouWR0lJ97ByJVNksKKoDuPaI6rTZuMXNEgJliTa2M5nyjM8FKK6GnykcEvAEzB2g4sar3NxA==
-  dependencies:
-    cross-fetch "^3.1.5"
-    form-data "^4.0.0"
-    ipfs-unixfs-importer "^7.0.1"
-    uuid "^9.0.0"
-
-"@thirdweb-dev/wallets@0.2.16":
-  version "0.2.16"
-  resolved "https://registry.yarnpkg.com/@thirdweb-dev/wallets/-/wallets-0.2.16.tgz#3fb6a802bd2b46d21632e5985c2041217978a343"
-  integrity sha512-rgOr1P60NLB5jn3imMjoCT2OL4lVZsNERWChfG8OPve5bnn6mlpQH71rHFyw+cQ301EcCXVAs5spiXXFCR72Aw==
-  dependencies:
-    "@coinbase/wallet-sdk" "^3.6.3"
-    "@paperxyz/embedded-wallet-service-sdk" "^0.0.26"
-    "@safe-global/safe-core-sdk" "^3.3.2"
-    "@safe-global/safe-ethers-adapters" "^0.1.0-alpha.16"
-    "@safe-global/safe-ethers-lib" "^1.9.2"
-    "@thirdweb-dev/chains" "0.1.12"
-    "@walletconnect/ethereum-provider" "~2.4.6"
-    "@walletconnect/jsonrpc-http-connection" "^1.0.0"
-    "@walletconnect/jsonrpc-provider" "^1.0.3"
-    "@walletconnect/jsonrpc-types" "^1.0.1"
-    "@walletconnect/jsonrpc-utils" "^1.0.3"
-    "@walletconnect/legacy-client" "^2.0.0-rc.0"
-    "@walletconnect/legacy-modal" "^2.0.0-rc.0"
-    "@walletconnect/legacy-types" "^2.0.0-rc.0"
-    "@walletconnect/legacy-utils" "^2.0.0-rc.0"
-    buffer "^6.0.3"
-    crypto-js "^4.1.1"
-    eip1193-provider "^1.0.1"
-    eventemitter3 "^5.0.0"
-
-"@tsconfig/node10@^1.0.7":
-  version "1.0.9"
-  resolved "https://registry.yarnpkg.com/@tsconfig/node10/-/node10-1.0.9.tgz#df4907fc07a886922637b15e02d4cebc4c0021b2"
-  integrity sha512-jNsYVVxU8v5g43Erja32laIDHXeoNvFEpX33OK4d6hljo3jDhCBDhx5dhCCTMWUojscpAagGiRkBKxpdl9fxqA==
-
-"@tsconfig/node12@^1.0.7":
-  version "1.0.11"
-  resolved "https://registry.yarnpkg.com/@tsconfig/node12/-/node12-1.0.11.tgz#ee3def1f27d9ed66dac6e46a295cffb0152e058d"
-  integrity sha512-cqefuRsh12pWyGsIoBKJA9luFu3mRxCA+ORZvA4ktLSzIuCUtWVxGIuXigEwO5/ywWFMZ2QEGKWvkZG1zDMTag==
-
-"@tsconfig/node14@^1.0.0":
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/@tsconfig/node14/-/node14-1.0.3.tgz#e4386316284f00b98435bf40f72f75a09dabf6c1"
-  integrity sha512-ysT8mhdixWK6Hw3i1V2AeRqZ5WfXg1G43mqoYlM2nc6388Fq5jcXyr5mRsqViLx/GJYdoL0bfXD8nmF+Zn/Iow==
-
-"@tsconfig/node16@^1.0.2":
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/@tsconfig/node16/-/node16-1.0.3.tgz#472eaab5f15c1ffdd7f8628bd4c4f753995ec79e"
-  integrity sha512-yOlFc+7UtL/89t2ZhjPvvB/DeAr3r+Dq58IgzsFkOAvVC6NMJXmCGjbptdXdR9qsX7pKcTL+s87FtYREi2dEEQ==
-
-"@types/bn.js@^5.1.0", "@types/bn.js@^5.1.1":
-  version "5.1.1"
-  resolved "https://registry.yarnpkg.com/@types/bn.js/-/bn.js-5.1.1.tgz#b51e1b55920a4ca26e9285ff79936bbdec910682"
-  integrity sha512-qNrYbZqMx0uJAfKnKclPh+dTwK33KfLHYqtyODwd5HnXOjnkhc4qgn3BrK6RWyGZm5+sIFE7Q7Vz6QQtJB7w7g==
-  dependencies:
-    "@types/node" "*"
-
-"@types/connect@^3.4.33":
-  version "3.4.35"
-  resolved "https://registry.yarnpkg.com/@types/connect/-/connect-3.4.35.tgz#5fcf6ae445e4021d1fc2219a4873cc73a3bb2ad1"
-  integrity sha512-cdeYyv4KWoEgpBISTxWvqYsVy444DOqehiF3fM3ne10AmJ62RSyNkUnxMJXHQWRQQX2eR94m5y1IZyDwBjV9FQ==
-  dependencies:
-    "@types/node" "*"
-
-"@types/debug@^4.0.0", "@types/debug@^4.1.7":
-  version "4.1.7"
-  resolved "https://registry.yarnpkg.com/@types/debug/-/debug-4.1.7.tgz#7cc0ea761509124709b8b2d1090d8f6c17aadb82"
-  integrity sha512-9AonUzyTjXXhEOa0DnqpzZi6VHlqKMswga9EXjpXnnqxwLtdvPPtlO8evrI5D9S6asFRCQ6v+wpiUKbw+vKqyg==
-  dependencies:
-    "@types/ms" "*"
-
-"@types/hast@^2.0.0":
-  version "2.3.4"
-  resolved "https://registry.yarnpkg.com/@types/hast/-/hast-2.3.4.tgz#8aa5ef92c117d20d974a82bdfb6a648b08c0bafc"
-  integrity sha512-wLEm0QvaoawEDoTRwzTXp4b4jpwiJDvR5KMnFnVodm3scufTlBOWRD6N1OBf9TZMhjlNsSfcO5V+7AF4+Vy+9g==
-  dependencies:
-    "@types/unist" "*"
-
-"@types/long@^4.0.1":
-  version "4.0.2"
-  resolved "https://registry.yarnpkg.com/@types/long/-/long-4.0.2.tgz#b74129719fc8d11c01868010082d483b7545591a"
-  integrity sha512-MqTGEo5bj5t157U6fA/BiDynNkn0YknVdh48CMPkTSpFTVmvao5UQmm7uEF6xBEo7qIMAlY/JSleYaE6VOdpaA==
-
-"@types/mdast@^3.0.0":
-  version "3.0.11"
-  resolved "https://registry.yarnpkg.com/@types/mdast/-/mdast-3.0.11.tgz#dc130f7e7d9306124286f6d6cee40cf4d14a3dc0"
-  integrity sha512-Y/uImid8aAwrEA24/1tcRZwpxX3pIFTSilcNDKSPn+Y2iDywSEachzRuvgAYYLR3wpGXAsMbv5lvKLDZLeYPAw==
-  dependencies:
-    "@types/unist" "*"
-
-"@types/ms@*":
-  version "0.7.31"
-  resolved "https://registry.yarnpkg.com/@types/ms/-/ms-0.7.31.tgz#31b7ca6407128a3d2bbc27fe2d21b345397f6197"
-  integrity sha512-iiUgKzV9AuaEkZqkOLDIvlQiL6ltuZd9tGcW3gwpnX8JbuiuhFlEGmmFXEXkN50Cvq7Os88IY2v0dkDqXYWVgA==
-
-"@types/node@*", "@types/node@>=13.7.0":
-  version "18.16.2"
-  resolved "https://registry.yarnpkg.com/@types/node/-/node-18.16.2.tgz#2f610ea71034b3971c312192377f8a7178eb57f1"
-  integrity sha512-GQW/JL/5Fz/0I8RpeBG9lKp0+aNcXEaVL71c0D2Q0QHDTFvlYKT7an0onCUXj85anv7b4/WesqdfchLc0jtsCg==
-
-"@types/node@18.0.0":
-  version "18.0.0"
-  resolved "https://registry.yarnpkg.com/@types/node/-/node-18.0.0.tgz#67c7b724e1bcdd7a8821ce0d5ee184d3b4dd525a"
-  integrity sha512-cHlGmko4gWLVI27cGJntjs/Sj8th9aYwplmZFwmmgYQQvL5NUsgVJG7OddLvNfLqYS31KFN0s3qlaD9qCaxACA==
-
-"@types/node@^12.12.54", "@types/node@^12.12.6":
-  version "12.20.55"
-  resolved "https://registry.yarnpkg.com/@types/node/-/node-12.20.55.tgz#c329cbd434c42164f846b909bd6f85b5537f6240"
-  integrity sha512-J8xLz7q2OFulZ2cyGTLE1TbbZcjpno7FaN6zdJNrgAdrJ+DZzh/uFR6YrTb4C+nXakvud8Q4+rbhoIWlYQbUFQ==
-
-"@types/parse-json@^4.0.0":
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/@types/parse-json/-/parse-json-4.0.0.tgz#2f8bb441434d163b35fb8ffdccd7138927ffb8c0"
-  integrity sha512-//oorEZjL6sbPcKUaCdIGlIUeH26mgzimjBB77G6XRgnDl/L5wOnpyBGRe/Mmf5CVW3PwEBE1NjiMZ/ssFh4wA==
-
-"@types/pbkdf2@^3.0.0":
-  version "3.1.0"
-  resolved "https://registry.yarnpkg.com/@types/pbkdf2/-/pbkdf2-3.1.0.tgz#039a0e9b67da0cdc4ee5dab865caa6b267bb66b1"
-  integrity sha512-Cf63Rv7jCQ0LaL8tNXmEyqTHuIJxRdlS5vMh1mj5voN4+QFhVZnlZruezqpWYDiJ8UTzhP0VmeLXCmBk66YrMQ==
-  dependencies:
-    "@types/node" "*"
-
-"@types/phoenix@^1.5.4":
-  version "1.5.6"
-  resolved "https://registry.yarnpkg.com/@types/phoenix/-/phoenix-1.5.6.tgz#fca4e7315c7f743bf6f04805588b7261b11818db"
-  integrity sha512-e7jZ6I9uyRGsg7MNwQcarmBvRlbGb9DibbocE9crVnxqsy6C23RMxLWbJ2CQ3vgCW7taoL1L+F02EcjA6ld7XA==
-
-"@types/prop-types@*", "@types/prop-types@^15.0.0":
-  version "15.7.5"
-  resolved "https://registry.yarnpkg.com/@types/prop-types/-/prop-types-15.7.5.tgz#5f19d2b85a98e9558036f6a3cacc8819420f05cf"
-  integrity sha512-JCB8C6SnDoQf0cNycqd/35A7MjcnK+ZTqE7judS6o7utxUCg6imJg3QK2qzHKszlTjcj2cn+NwMB2i96ubpj7w==
-
-"@types/react-dom@18.0.5":
-  version "18.0.5"
-  resolved "https://registry.yarnpkg.com/@types/react-dom/-/react-dom-18.0.5.tgz#330b2d472c22f796e5531446939eacef8378444a"
-  integrity sha512-OWPWTUrY/NIrjsAPkAk1wW9LZeIjSvkXRhclsFO8CZcZGCOg2G0YZy4ft+rOyYxy8B7ui5iZzi9OkDebZ7/QSA==
-  dependencies:
-    "@types/react" "*"
-
-"@types/react@*":
-  version "18.2.0"
-  resolved "https://registry.yarnpkg.com/@types/react/-/react-18.2.0.tgz#15cda145354accfc09a18d2f2305f9fc099ada21"
-  integrity sha512-0FLj93y5USLHdnhIhABk83rm8XEGA7kH3cr+YUlvxoUGp1xNt/DINUMvqPxLyOQMzLmZe8i4RTHbvb8MC7NmrA==
-  dependencies:
-    "@types/prop-types" "*"
-    "@types/scheduler" "*"
-    csstype "^3.0.2"
-
-"@types/react@18.0.14":
-  version "18.0.14"
-  resolved "https://registry.yarnpkg.com/@types/react/-/react-18.0.14.tgz#e016616ffff51dba01b04945610fe3671fdbe06d"
-  integrity sha512-x4gGuASSiWmo0xjDLpm5mPb52syZHJx02VKbqUKdLmKtAwIh63XClGsiTI1K6DO5q7ox4xAsQrU+Gl3+gGXF9Q==
-  dependencies:
-    "@types/prop-types" "*"
-    "@types/scheduler" "*"
-    csstype "^3.0.2"
-
-"@types/scheduler@*":
-  version "0.16.3"
-  resolved "https://registry.yarnpkg.com/@types/scheduler/-/scheduler-0.16.3.tgz#cef09e3ec9af1d63d2a6cc5b383a737e24e6dcf5"
-  integrity sha512-5cJ8CB4yAx7BH1oMvdU0Jh9lrEXyPkar6F9G/ERswkCuvP4KQZfZkSjcMbAICCpQTN4OuZn8tz0HiKv9TGZgrQ==
-
-"@types/secp256k1@^4.0.1":
-  version "4.0.3"
-  resolved "https://registry.yarnpkg.com/@types/secp256k1/-/secp256k1-4.0.3.tgz#1b8e55d8e00f08ee7220b4d59a6abe89c37a901c"
-  integrity sha512-Da66lEIFeIz9ltsdMZcpQvmrmmoqrfju8pm1BH8WbYjZSwUgCwXLb9C+9XYogwBITnbsSaMdVPb2ekf7TV+03w==
-  dependencies:
-    "@types/node" "*"
-
-"@types/trusted-types@^2.0.2":
-  version "2.0.3"
-  resolved "https://registry.yarnpkg.com/@types/trusted-types/-/trusted-types-2.0.3.tgz#a136f83b0758698df454e328759dbd3d44555311"
-  integrity sha512-NfQ4gyz38SL8sDNrSixxU2Os1a5xcdFxipAFxYEuLUlvU2uDwS4NUpsImcf1//SlWItCVMMLiylsxbmNMToV/g==
-
-"@types/unist@*", "@types/unist@^2.0.0":
-  version "2.0.6"
-  resolved "https://registry.yarnpkg.com/@types/unist/-/unist-2.0.6.tgz#250a7b16c3b91f672a24552ec64678eeb1d3a08d"
-  integrity sha512-PBjIUxZHOuj0R15/xuwJYjFi+KZdNFrehocChv4g5hu6aFroHue8m0lBP0POdK2nKzbw0cgV1mws8+V/JAcEkQ==
-
-"@types/websocket@^1.0.3":
-  version "1.0.5"
-  resolved "https://registry.yarnpkg.com/@types/websocket/-/websocket-1.0.5.tgz#3fb80ed8e07f88e51961211cd3682a3a4a81569c"
-  integrity sha512-NbsqiNX9CnEfC1Z0Vf4mE1SgAJ07JnRYcNex7AJ9zAVzmiGHmjKFEk7O4TJIsgv2B1sLEb6owKFZrACwdYngsQ==
-  dependencies:
-    "@types/node" "*"
-
-"@types/ws@^7.4.4":
-  version "7.4.7"
-  resolved "https://registry.yarnpkg.com/@types/ws/-/ws-7.4.7.tgz#f7c390a36f7a0679aa69de2d501319f4f8d9b702"
-  integrity sha512-JQbbmxZTZehdc2iszGKs5oC3NFnjeay7mtAWrdt7qNtAVK0g19muApzAy4bm9byz79xa2ZnO/BOBC2R8RC5Lww==
-  dependencies:
-    "@types/node" "*"
-
-"@walletconnect/core@2.4.10":
-  version "2.4.10"
-  resolved "https://registry.yarnpkg.com/@walletconnect/core/-/core-2.4.10.tgz#8975996b5c47d0d11a1187b3793215678c3ea3af"
-  integrity sha512-3ZVS07NS9+zG+Mw4MOxYhoJHwCSuIOrq+HuhaTLZZ+NswscZ+GwguF2fTsRNgk4jXkMJodaqUFxfPJeCVVcwHQ==
-  dependencies:
-    "@walletconnect/heartbeat" "1.2.0"
-    "@walletconnect/jsonrpc-provider" "1.0.9"
-    "@walletconnect/jsonrpc-utils" "^1.0.4"
-    "@walletconnect/jsonrpc-ws-connection" "1.0.10"
-    "@walletconnect/keyvaluestorage" "^1.0.2"
-    "@walletconnect/logger" "^2.0.1"
-    "@walletconnect/relay-api" "^1.0.9"
-    "@walletconnect/relay-auth" "^1.0.4"
-    "@walletconnect/safe-json" "^1.0.1"
-    "@walletconnect/time" "^1.0.2"
-    "@walletconnect/types" "2.4.10"
-    "@walletconnect/utils" "2.4.10"
-    events "^3.3.0"
-    lodash.isequal "4.5.0"
-    pino "7.11.0"
-    uint8arrays "^3.1.0"
-
-"@walletconnect/crypto@^1.0.3":
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/@walletconnect/crypto/-/crypto-1.0.3.tgz#7b8dd4d7e2884fe3543c7c07aea425eef5ef9dd4"
-  integrity sha512-+2jdORD7XQs76I2Odgr3wwrtyuLUXD/kprNVsjWRhhhdO9Mt6WqVzOPu0/t7OHSmgal8k7SoBQzUc5hu/8zL/g==
-  dependencies:
-    "@walletconnect/encoding" "^1.0.2"
-    "@walletconnect/environment" "^1.0.1"
-    "@walletconnect/randombytes" "^1.0.3"
-    aes-js "^3.1.2"
-    hash.js "^1.1.7"
-    tslib "1.14.1"
-
-"@walletconnect/encoding@^1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@walletconnect/encoding/-/encoding-1.0.2.tgz#cb3942ad038d6a6bf01158f66773062dd25724da"
-  integrity sha512-CrwSBrjqJ7rpGQcTL3kU+Ief+Bcuu9PH6JLOb+wM6NITX1GTxR/MfNwnQfhLKK6xpRAyj2/nM04OOH6wS8Imag==
-  dependencies:
-    is-typedarray "1.0.0"
-    tslib "1.14.1"
-    typedarray-to-buffer "3.1.5"
-
-"@walletconnect/environment@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@walletconnect/environment/-/environment-1.0.1.tgz#1d7f82f0009ab821a2ba5ad5e5a7b8ae3b214cd7"
-  integrity sha512-T426LLZtHj8e8rYnKfzsw1aG6+M0BT1ZxayMdv/p8yM0MU+eJDISqNY3/bccxRr4LrF9csq02Rhqt08Ibl0VRg==
-  dependencies:
-    tslib "1.14.1"
-
-"@walletconnect/ethereum-provider@~2.4.6":
-  version "2.4.10"
-  resolved "https://registry.yarnpkg.com/@walletconnect/ethereum-provider/-/ethereum-provider-2.4.10.tgz#450167cf3fbfb7813189076f13c0c61e324f8c25"
-  integrity sha512-anD3inbmuIZgWJ7Km5QP6L/hjI8sK/3Q4WA+g8OlyHS2cqO9sPjYdbPUVnzVgwhTDbNDJr2AUNXmvpm2R0hq5Q==
-  dependencies:
-    "@walletconnect/jsonrpc-http-connection" "^1.0.4"
-    "@walletconnect/jsonrpc-provider" "^1.0.6"
-    "@walletconnect/jsonrpc-types" "^1.0.2"
-    "@walletconnect/jsonrpc-utils" "^1.0.4"
-    "@walletconnect/sign-client" "2.4.10"
-    "@walletconnect/types" "2.4.10"
-    "@walletconnect/universal-provider" "2.4.10"
-    "@walletconnect/utils" "2.4.10"
-    "@web3modal/standalone" "^2.2.0"
-    events "^3.3.0"
-
-"@walletconnect/events@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@walletconnect/events/-/events-1.0.1.tgz#2b5f9c7202019e229d7ccae1369a9e86bda7816c"
-  integrity sha512-NPTqaoi0oPBVNuLv7qPaJazmGHs5JGyO8eEAk5VGKmJzDR7AHzD4k6ilox5kxk1iwiOnFopBOOMLs86Oa76HpQ==
-  dependencies:
-    keyvaluestorage-interface "^1.0.0"
-    tslib "1.14.1"
-
-"@walletconnect/heartbeat@1.2.0":
-  version "1.2.0"
-  resolved "https://registry.yarnpkg.com/@walletconnect/heartbeat/-/heartbeat-1.2.0.tgz#1e87dd234cb72b0587b84f95c4f942f2b4bd0c79"
-  integrity sha512-0vbzTa/ARrpmMmOD+bQMxPvFYKtOLQZObgZakrYr0aODiMOO71CmPVNV2eAqXnw9rMmcP+z91OybLeIFlwTjjA==
-  dependencies:
-    "@walletconnect/events" "^1.0.1"
-    "@walletconnect/time" "^1.0.2"
-    chai "^4.3.7"
-    mocha "^10.2.0"
-    ts-node "^10.9.1"
-    tslib "1.14.1"
-
-"@walletconnect/jsonrpc-http-connection@^1.0.0", "@walletconnect/jsonrpc-http-connection@^1.0.4":
-  version "1.0.6"
-  resolved "https://registry.yarnpkg.com/@walletconnect/jsonrpc-http-connection/-/jsonrpc-http-connection-1.0.6.tgz#48c41cf3e5ac9add9425420b345615dc438594cd"
-  integrity sha512-/3zSqDi7JDN06E4qm0NmVYMitngXfh21UWwy8zeJcBeJc+Jcs094EbLsIxtziIIKTCCbT88lWuTjl1ZujxN7cw==
-  dependencies:
-    "@walletconnect/jsonrpc-utils" "^1.0.6"
-    "@walletconnect/safe-json" "^1.0.1"
-    cross-fetch "^3.1.4"
-    tslib "1.14.1"
-
-"@walletconnect/jsonrpc-provider@1.0.9":
-  version "1.0.9"
-  resolved "https://registry.yarnpkg.com/@walletconnect/jsonrpc-provider/-/jsonrpc-provider-1.0.9.tgz#ce5ab64dce6a739110aef204ffeedd668ad343d8"
-  integrity sha512-8CwmiDW42F+F8Qct13lX2x4lJOsi0mNBtUln3VS6TpWioTaL1VfforC/8ULc3tHXv+SNWwAXn2lCZbDcYhdRcA==
-  dependencies:
-    "@walletconnect/jsonrpc-utils" "^1.0.6"
-    "@walletconnect/safe-json" "^1.0.1"
-    tslib "1.14.1"
-
-"@walletconnect/jsonrpc-provider@^1.0.3", "@walletconnect/jsonrpc-provider@^1.0.6":
-  version "1.0.12"
-  resolved "https://registry.yarnpkg.com/@walletconnect/jsonrpc-provider/-/jsonrpc-provider-1.0.12.tgz#965408d99fc889d49c194cd207804282805f45ed"
-  integrity sha512-6uI2y5281gloZSzICOjk+CVC7CVu0MhtMt2Yzpj05lPb0pzm/bK2oZ2ibxwLerPrqpNt/5bIFVRmoOgPw1mHAQ==
-  dependencies:
-    "@walletconnect/jsonrpc-utils" "^1.0.7"
-    "@walletconnect/safe-json" "^1.0.2"
-    tslib "1.14.1"
-
-"@walletconnect/jsonrpc-types@^1.0.1", "@walletconnect/jsonrpc-types@^1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@walletconnect/jsonrpc-types/-/jsonrpc-types-1.0.2.tgz#b79519f679cd6a5fa4a1bea888f27c1916689a20"
-  integrity sha512-CZe8tjJX73OWdHjrBHy7HtAapJ2tT0Q3TYhPBhRxi3643lwPIQWC9En45ldY14TZwgSewkbZ0FtGBZK0G7Bbyg==
-  dependencies:
-    keyvaluestorage-interface "^1.0.0"
-    tslib "1.14.1"
-
-"@walletconnect/jsonrpc-utils@^1.0.3", "@walletconnect/jsonrpc-utils@^1.0.4", "@walletconnect/jsonrpc-utils@^1.0.6", "@walletconnect/jsonrpc-utils@^1.0.7":
-  version "1.0.7"
-  resolved "https://registry.yarnpkg.com/@walletconnect/jsonrpc-utils/-/jsonrpc-utils-1.0.7.tgz#1812d17c784f1ec0735bf03d0884287f60bfa2ce"
-  integrity sha512-zJziApzUF/Il4VcwabnaU+0yo1QI4eUkYX99zmCVTHJvZOf2l0zjADf/OpKqWyeNFC3Io56Z/8uJHVtcNVvyFA==
-  dependencies:
-    "@walletconnect/environment" "^1.0.1"
-    "@walletconnect/jsonrpc-types" "^1.0.2"
-    tslib "1.14.1"
-
-"@walletconnect/jsonrpc-ws-connection@1.0.10":
-  version "1.0.10"
-  resolved "https://registry.yarnpkg.com/@walletconnect/jsonrpc-ws-connection/-/jsonrpc-ws-connection-1.0.10.tgz#04e04a7d8c70b27c386a1bdd9ff6511045da3c81"
-  integrity sha512-/tidvjfCXZuYugjF5fOswsNDPoMo9QRML3DFQ0dfNUarL4f5HGqu8NDGerr2n0+4MOX23GsT6Vv2POSwFbvgGw==
-  dependencies:
-    "@walletconnect/jsonrpc-utils" "^1.0.6"
-    "@walletconnect/safe-json" "^1.0.1"
-    events "^3.3.0"
-    tslib "1.14.1"
-    ws "^7.5.1"
-
-"@walletconnect/keyvaluestorage@^1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@walletconnect/keyvaluestorage/-/keyvaluestorage-1.0.2.tgz#92f5ca0f54c1a88a093778842ce0c874d86369c8"
-  integrity sha512-U/nNG+VLWoPFdwwKx0oliT4ziKQCEoQ27L5Hhw8YOFGA2Po9A9pULUYNWhDgHkrb0gYDNt//X7wABcEWWBd3FQ==
-  dependencies:
-    safe-json-utils "^1.1.1"
-    tslib "1.14.1"
-
-"@walletconnect/legacy-client@^2.0.0-rc.0":
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/@walletconnect/legacy-client/-/legacy-client-2.0.0.tgz#9f2c09694789fd4b6c5d68d6423b44bac55aed30"
-  integrity sha512-v5L7rYk9loVnfvUf0mF+76bUPFaU5/Vh7mzL6/950CD/yoGdzYZ3Kj+L7mkC6HPMEGeQsBP1+sqBuiVGZ/aODA==
-  dependencies:
-    "@walletconnect/crypto" "^1.0.3"
-    "@walletconnect/encoding" "^1.0.2"
-    "@walletconnect/jsonrpc-utils" "^1.0.4"
-    "@walletconnect/legacy-types" "^2.0.0"
-    "@walletconnect/legacy-utils" "^2.0.0"
-    "@walletconnect/safe-json" "^1.0.1"
-    "@walletconnect/window-getters" "^1.0.1"
-    "@walletconnect/window-metadata" "^1.0.1"
-    detect-browser "^5.3.0"
-    query-string "^6.13.5"
-
-"@walletconnect/legacy-modal@^2.0.0-rc.0":
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/@walletconnect/legacy-modal/-/legacy-modal-2.0.0.tgz#d0fab01a1337a8f5d88cdb1430cbef2d46072bbf"
-  integrity sha512-jckNd8lMhm4X7dX9TDdxM3bXKJnaqkRs6K2Mo5j6GmbIF9Eyx40jZ5+q457RVxvM6ciZEDT5s1wBHWdWoOo+9Q==
-  dependencies:
-    "@walletconnect/legacy-types" "^2.0.0"
-    "@walletconnect/legacy-utils" "^2.0.0"
-    copy-to-clipboard "^3.3.3"
-    preact "^10.12.0"
-    qrcode "^1.5.1"
-
-"@walletconnect/legacy-types@^2.0.0", "@walletconnect/legacy-types@^2.0.0-rc.0":
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/@walletconnect/legacy-types/-/legacy-types-2.0.0.tgz#224278ae2874c6a2ca805c2d1d062a511dcf7227"
-  integrity sha512-sOVrA7HUdbI1OwKyPOQU0/DdvTSVFlsXWpAk2K2WvP2erTkBWPMTJq6cv2BmKdoJ3p6gLApT7sd+jHi3OF71uw==
-  dependencies:
-    "@walletconnect/jsonrpc-types" "^1.0.2"
-
-"@walletconnect/legacy-utils@^2.0.0", "@walletconnect/legacy-utils@^2.0.0-rc.0":
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/@walletconnect/legacy-utils/-/legacy-utils-2.0.0.tgz#e3a637c00783f9cd2ae139b640f82223ab78ed9d"
-  integrity sha512-CPWxSVVXw0kgNCxvU126g4GiV3mzXmC8IPJ15twE46aJ1FX+RHEIfAzFMFz2F2+fEhBxL63A7dwNQKDXorRPcQ==
-  dependencies:
-    "@walletconnect/encoding" "^1.0.2"
-    "@walletconnect/jsonrpc-utils" "^1.0.4"
-    "@walletconnect/legacy-types" "^2.0.0"
-    "@walletconnect/safe-json" "^1.0.1"
-    "@walletconnect/window-getters" "^1.0.1"
-    "@walletconnect/window-metadata" "^1.0.1"
-    detect-browser "^5.3.0"
-    query-string "^6.13.5"
-
-"@walletconnect/logger@^2.0.1":
-  version "2.0.1"
-  resolved "https://registry.yarnpkg.com/@walletconnect/logger/-/logger-2.0.1.tgz#7f489b96e9a1ff6bf3e58f0fbd6d69718bf844a8"
-  integrity sha512-SsTKdsgWm+oDTBeNE/zHxxr5eJfZmE9/5yp/Ku+zJtcTAjELb3DXueWkDXmE9h8uHIbJzIb5wj5lPdzyrjT6hQ==
-  dependencies:
-    pino "7.11.0"
-    tslib "1.14.1"
-
-"@walletconnect/randombytes@^1.0.3":
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/@walletconnect/randombytes/-/randombytes-1.0.3.tgz#e795e4918367fd1e6a2215e075e64ab93e23985b"
-  integrity sha512-35lpzxcHFbTN3ABefC9W+uBpNZl1GC4Wpx0ed30gibfO/y9oLdy1NznbV96HARQKSBV9J9M/rrtIvf6a23jfYw==
-  dependencies:
-    "@walletconnect/encoding" "^1.0.2"
-    "@walletconnect/environment" "^1.0.1"
-    randombytes "^2.1.0"
-    tslib "1.14.1"
-
-"@walletconnect/relay-api@^1.0.9":
-  version "1.0.9"
-  resolved "https://registry.yarnpkg.com/@walletconnect/relay-api/-/relay-api-1.0.9.tgz#f8c2c3993dddaa9f33ed42197fc9bfebd790ecaf"
-  integrity sha512-Q3+rylJOqRkO1D9Su0DPE3mmznbAalYapJ9qmzDgK28mYF9alcP3UwG/og5V7l7CFOqzCLi7B8BvcBUrpDj0Rg==
-  dependencies:
-    "@walletconnect/jsonrpc-types" "^1.0.2"
-    tslib "1.14.1"
-
-"@walletconnect/relay-auth@^1.0.4":
-  version "1.0.4"
-  resolved "https://registry.yarnpkg.com/@walletconnect/relay-auth/-/relay-auth-1.0.4.tgz#0b5c55c9aa3b0ef61f526ce679f3ff8a5c4c2c7c"
-  integrity sha512-kKJcS6+WxYq5kshpPaxGHdwf5y98ZwbfuS4EE/NkQzqrDFm5Cj+dP8LofzWvjrrLkZq7Afy7WrQMXdLy8Sx7HQ==
-  dependencies:
-    "@stablelib/ed25519" "^1.0.2"
-    "@stablelib/random" "^1.0.1"
-    "@walletconnect/safe-json" "^1.0.1"
-    "@walletconnect/time" "^1.0.2"
-    tslib "1.14.1"
-    uint8arrays "^3.0.0"
-
-"@walletconnect/safe-json@^1.0.1", "@walletconnect/safe-json@^1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@walletconnect/safe-json/-/safe-json-1.0.2.tgz#7237e5ca48046e4476154e503c6d3c914126fa77"
-  integrity sha512-Ogb7I27kZ3LPC3ibn8ldyUr5544t3/STow9+lzz7Sfo808YD7SBWk7SAsdBFlYgP2zDRy2hS3sKRcuSRM0OTmA==
-  dependencies:
-    tslib "1.14.1"
-
-"@walletconnect/sign-client@2.4.10":
-  version "2.4.10"
-  resolved "https://registry.yarnpkg.com/@walletconnect/sign-client/-/sign-client-2.4.10.tgz#727072fcbf0c1f84c5370155f0feb7e711733ca4"
-  integrity sha512-8yNpRUVvkoFY5sdj7QbW1+g6QWgP8VLy1xVAqWkjLIiPieMA6IQcOpaEih9Bbq55oTOxjeWO9+E+V8/0bNXVvQ==
-  dependencies:
-    "@walletconnect/core" "2.4.10"
-    "@walletconnect/events" "^1.0.1"
-    "@walletconnect/heartbeat" "1.2.0"
-    "@walletconnect/jsonrpc-utils" "^1.0.4"
-    "@walletconnect/logger" "^2.0.1"
-    "@walletconnect/time" "^1.0.2"
-    "@walletconnect/types" "2.4.10"
-    "@walletconnect/utils" "2.4.10"
-    events "^3.3.0"
-    pino "7.11.0"
-
-"@walletconnect/time@^1.0.2":
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/@walletconnect/time/-/time-1.0.2.tgz#6c5888b835750ecb4299d28eecc5e72c6d336523"
-  integrity sha512-uzdd9woDcJ1AaBZRhqy5rNC9laqWGErfc4dxA9a87mPdKOgWMD85mcFo9dIYIts/Jwocfwn07EC6EzclKubk/g==
-  dependencies:
-    tslib "1.14.1"
-
-"@walletconnect/types@2.4.10":
-  version "2.4.10"
-  resolved "https://registry.yarnpkg.com/@walletconnect/types/-/types-2.4.10.tgz#7f85a761b9d65e192d2f510ce858383f19a340f7"
-  integrity sha512-AvT3ynXXDXty94SadbjGrqqQA8vB1g9AchHZOakCY/Cfo5etpUFG3PfubWMC1FKe2FPk020nLkc2ghjNxHGGtw==
-  dependencies:
-    "@walletconnect/events" "^1.0.1"
-    "@walletconnect/heartbeat" "1.2.0"
-    "@walletconnect/jsonrpc-types" "^1.0.2"
-    "@walletconnect/keyvaluestorage" "^1.0.2"
-    "@walletconnect/logger" "^2.0.1"
-    events "^3.3.0"
-
-"@walletconnect/universal-provider@2.4.10":
-  version "2.4.10"
-  resolved "https://registry.yarnpkg.com/@walletconnect/universal-provider/-/universal-provider-2.4.10.tgz#24696a2b9267d18a8a84008c5b42c8d5b917e4f0"
-  integrity sha512-KbRl3ivDGXtycp1qs/p8RvXz0f8VgG8k+NKpD6x9/ibnuuFLRt6UgriLHHCslJ9SSGuGHAeIaWs+kRRDKDNFXQ==
-  dependencies:
-    "@walletconnect/jsonrpc-http-connection" "^1.0.4"
-    "@walletconnect/jsonrpc-provider" "^1.0.6"
-    "@walletconnect/jsonrpc-types" "^1.0.2"
-    "@walletconnect/jsonrpc-utils" "^1.0.4"
-    "@walletconnect/logger" "^2.0.1"
-    "@walletconnect/sign-client" "2.4.10"
-    "@walletconnect/types" "2.4.10"
-    "@walletconnect/utils" "2.4.10"
-    eip1193-provider "1.0.1"
-    events "^3.3.0"
-    pino "7.11.0"
-
-"@walletconnect/utils@2.4.10":
-  version "2.4.10"
-  resolved "https://registry.yarnpkg.com/@walletconnect/utils/-/utils-2.4.10.tgz#1fbae7973008c06209ccf79797f732e44e97ac1c"
-  integrity sha512-mg01uaGY+DoT5yMVb7eL9zXdXZLRfkz85b63URa6QyfWD0Jbstmviutc5NU2YzzbIuekT3miL4cwPvi0MRklWA==
-  dependencies:
-    "@stablelib/chacha20poly1305" "1.0.1"
-    "@stablelib/hkdf" "1.0.1"
-    "@stablelib/random" "^1.0.2"
-    "@stablelib/sha256" "1.0.1"
-    "@stablelib/x25519" "^1.0.3"
-    "@walletconnect/jsonrpc-utils" "^1.0.4"
-    "@walletconnect/relay-api" "^1.0.9"
-    "@walletconnect/safe-json" "^1.0.1"
-    "@walletconnect/time" "^1.0.2"
-    "@walletconnect/types" "2.4.10"
-    "@walletconnect/window-getters" "^1.0.1"
-    "@walletconnect/window-metadata" "^1.0.1"
-    detect-browser "5.3.0"
-    query-string "7.1.1"
-    uint8arrays "^3.1.0"
-
-"@walletconnect/window-getters@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@walletconnect/window-getters/-/window-getters-1.0.1.tgz#f36d1c72558a7f6b87ecc4451fc8bd44f63cbbdc"
-  integrity sha512-vHp+HqzGxORPAN8gY03qnbTMnhqIwjeRJNOMOAzePRg4xVEEE2WvYsI9G2NMjOknA8hnuYbU3/hwLcKbjhc8+Q==
-  dependencies:
-    tslib "1.14.1"
-
-"@walletconnect/window-metadata@^1.0.1":
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/@walletconnect/window-metadata/-/window-metadata-1.0.1.tgz#2124f75447b7e989e4e4e1581d55d25bc75f7be5"
-  integrity sha512-9koTqyGrM2cqFRW517BPY/iEtUDx2r1+Pwwu5m7sJ7ka79wi3EyqhqcICk/yDmv6jAS1rjKgTKXlEhanYjijcA==
-  dependencies:
-    "@walletconnect/window-getters" "^1.0.1"
-    tslib "1.14.1"
-
-"@web3modal/core@2.3.7":
-  version "2.3.7"
-  resolved "https://registry.yarnpkg.com/@web3modal/core/-/core-2.3.7.tgz#2c8863489695c3ed4b7b01e416e126cc5c8d18ad"
-  integrity sha512-ggl9+tkAzz43npj97iTj6p4oQYaklxADQyCKAX7AnMfglZg5bRseMDGnfmpvnjlDn8TI+DGGO6da3ITmYRIDYQ==
-  dependencies:
-    buffer "6.0.3"
-    valtio "1.10.4"
-
-"@web3modal/standalone@^2.2.0":
-  version "2.3.7"
-  resolved "https://registry.yarnpkg.com/@web3modal/standalone/-/standalone-2.3.7.tgz#2536effb3a7c4b9384fa51c43dc67ff3caed0314"
-  integrity sha512-zgavWcimRVXnLdup2WQ0fFEnBnH+Wwn+k1/XzhwVpdJ//mrExWNYQaXt139RijxGUcux68ExRCyMqm1jkXTq3g==
-  dependencies:
-    "@web3modal/core" "2.3.7"
-    "@web3modal/ui" "2.3.7"
-
-"@web3modal/ui@2.3.7":
-  version "2.3.7"
-  resolved "https://registry.yarnpkg.com/@web3modal/ui/-/ui-2.3.7.tgz#0867ec4262a5a221418acdb571101d05628e8d62"
-  integrity sha512-mNDXY4ElcvXXixKHZTLcEjKC9zs3O8BD1EtaC8cKIy+RKFyHMpLB1DOQmz77tn91jNjOkrvEryqUwCbsJ7hjfA==
-  dependencies:
-    "@web3modal/core" "2.3.7"
-    lit "2.7.3"
-    motion "10.15.5"
-    qrcode "1.5.3"
-
-JSONStream@^1.3.5:
-  version "1.3.5"
-  resolved "https://registry.yarnpkg.com/JSONStream/-/JSONStream-1.3.5.tgz#3208c1f08d3a4d99261ab64f92302bc15e111ca0"
-  integrity sha512-E+iruNOY8VV9s4JEbe1aNEm6MiszPRr/UfcHMz0TQh1BXSxHK+ASV1R6W4HpjBhSeS+54PIsAMCBmwD06LLsqQ==
-  dependencies:
-    jsonparse "^1.2.0"
-    through ">=2.2.7 <3"
-
-abitype@^0.2.5:
-  version "0.2.5"
-  resolved "https://registry.yarnpkg.com/abitype/-/abitype-0.2.5.tgz#e571ef2ed99db1cae551fffde5bcbcee4e446177"
-  integrity sha512-t1iiokWYpkrziu4WL2Gb6YdGvaP9ZKs7WnA39TI8TsW2E99GVRgDPW/xOKhzoCdyxOYt550CNYEFluCwGaFHaA==
-
-abortcontroller-polyfill@^1.7.3:
-  version "1.7.5"
-  resolved "https://registry.yarnpkg.com/abortcontroller-polyfill/-/abortcontroller-polyfill-1.7.5.tgz#6738495f4e901fbb57b6c0611d0c75f76c485bed"
-  integrity sha512-JMJ5soJWP18htbbxJjG7bG6yuI6pRhgJ0scHHTfkUjf6wjP912xZWvM+A4sJK3gqd9E8fcPbDnOefbA9Th/FIQ==
-
-acorn-jsx@^5.3.2:
-  version "5.3.2"
-  resolved "https://registry.yarnpkg.com/acorn-jsx/-/acorn-jsx-5.3.2.tgz#7ed5bb55908b3b2f1bc55c6af1653bada7f07937"
-  integrity sha512-rq9s+JNhf0IChjtDXxllJ7g41oZk5SlXtp0LHwyA5cejwn7vKmKp4pPri6YEePv2PU65sAsegbXtIinmDFDXgQ==
-
-acorn-node@^1.8.2:
-  version "1.8.2"
-  resolved "https://registry.yarnpkg.com/acorn-node/-/acorn-node-1.8.2.tgz#114c95d64539e53dede23de8b9d96df7c7ae2af8"
-  integrity sha512-8mt+fslDufLYntIoPAaIMUe/lrbrehIiwmR3t2k9LljIzoigEPF27eLk2hy8zSGzmR/ogr7zbRKINMo1u0yh5A==
-  dependencies:
-    acorn "^7.0.0"
-    acorn-walk "^7.0.0"
-    xtend "^4.0.2"
-
-acorn-walk@^7.0.0:
-  version "7.2.0"
-  resolved "https://registry.yarnpkg.com/acorn-walk/-/acorn-walk-7.2.0.tgz#0de889a601203909b0fbe07b8938dc21d2e967bc"
-  integrity sha512-OPdCF6GsMIP+Az+aWfAAOEt2/+iVDKE7oy6lJ098aoe59oAmK76qV6Gw60SbZ8jHuG2wH058GF4pLFbYamYrVA==
-
-acorn-walk@^8.1.1:
-  version "8.2.0"
-  resolved "https://registry.yarnpkg.com/acorn-walk/-/acorn-walk-8.2.0.tgz#741210f2e2426454508853a2f44d0ab83b7f69c1"
-  integrity sha512-k+iyHEuPgSw6SbuDpGQM+06HQUa04DZ3o+F6CSzXMvvI5KMvnaEqXe+YVe555R9nn6GPt404fos4wcgpw12SDA==
-
-acorn@^7.0.0:
-  version "7.4.1"
-  resolved "https://registry.yarnpkg.com/acorn/-/acorn-7.4.1.tgz#feaed255973d2e77555b83dbc08851a6c63520fa"
-  integrity sha512-nQyp0o1/mNdbTO1PO6kHkwSrmgZ0MT/jCCpNiwbUjGoRN4dlBhqJtoQuCnEOKzgTVwg0ZWiCoQy6SxMebQVh8A==
-
-acorn@^8.4.1, acorn@^8.8.0:
-  version "8.8.2"
-  resolved "https://registry.yarnpkg.com/acorn/-/acorn-8.8.2.tgz#1b2f25db02af965399b9776b0c2c391276d37c4a"
-  integrity sha512-xjIYgE8HBrkpd/sJqOGNspf8uHG+NOHGOw6a/Urj8taM2EXfdNAH2oFcPeIFfsv3+kz/mJrS5VuMqbNLjCa2vw==
-
-aes-js@3.0.0:
-  version "3.0.0"
-  resolved "https://registry.yarnpkg.com/aes-js/-/aes-js-3.0.0.tgz#e21df10ad6c2053295bcbb8dab40b09dbea87e4d"
-  integrity sha512-H7wUZRn8WpTq9jocdxQ2c8x2sKo9ZVmzfRE13GiNJXfp7NcKYEdvl3vspKjXox6RIG2VtaRe4JFvxG4rqp2Zuw==
-
-aes-js@^3.1.2:
-  version "3.1.2"
-  resolved "https://registry.yarnpkg.com/aes-js/-/aes-js-3.1.2.tgz#db9aabde85d5caabbfc0d4f2a4446960f627146a"
-  integrity sha512-e5pEa2kBnBOgR4Y/p20pskXI74UEz7de8ZGVo58asOtvSVG5YAbJeELPZxOmt+Bnz3rX753YKhfIn4X4l1PPRQ==
-
-agentkeepalive@^4.2.1:
-  version "4.3.0"
-  resolved "https://registry.yarnpkg.com/agentkeepalive/-/agentkeepalive-4.3.0.tgz#bb999ff07412653c1803b3ced35e50729830a255"
-  integrity sha512-7Epl1Blf4Sy37j4v9f9FjICCh4+KAQOyXgHEwlyBiAQLbhKdq/i2QQU3amQalS/wPhdPzDXPL5DMR5bkn+YeWg==
-  dependencies:
-    debug "^4.1.0"
-    depd "^2.0.0"
-    humanize-ms "^1.2.1"
-
-ajv@^6.10.0, ajv@^6.12.4:
-  version "6.12.6"
-  resolved "https://registry.yarnpkg.com/ajv/-/ajv-6.12.6.tgz#baf5a62e802b07d977034586f8c3baf5adf26df4"
-  integrity sha512-j3fVLgvTo527anyYyJOGTYJbG+vnnQYvE0m5mmkc1TK+nxAppkCLMIL0aZ4dblVCNoGShhm+kzE4ZUykBoMg4g==
-  dependencies:
-    fast-deep-equal "^3.1.1"
-    fast-json-stable-stringify "^2.0.0"
-    json-schema-traverse "^0.4.1"
-    uri-js "^4.2.2"
-
-ansi-colors@4.1.1:
-  version "4.1.1"
-  resolved "https://registry.yarnpkg.com/ansi-colors/-/ansi-colors-4.1.1.tgz#cbb9ae256bf750af1eab344f229aa27fe94ba348"
-  integrity sha512-JoX0apGbHaUJBNl6yF+p6JAFYZ666/hhCGKN5t9QFjbJQKUU/g8MNbFDbvfrgKXvI1QpZplPOnwIo99lX/AAmA==
-
-ansi-regex@^5.0.1:
-  version "5.0.1"
-  resolved "https://registry.yarnpkg.com/ansi-regex/-/ansi-regex-5.0.1.tgz#082cb2c89c9fe8659a311a53bd6a4dc5301db304"
-  integrity sha512-quJQXlTSUGL2LH9SUXo8VwsY4soanhgo6LNSm84E1LBcE8s3O0wpdiRzyR9z/ZZJMlMWv37qOOb9pdJlMUEKFQ==
-
-ansi-styles@^3.2.1:
-  version "3.2.1"
-  resolved "https://registry.yarnpkg.com/ansi-styles/-/ansi-styles-3.2.1.tgz#41fbb20243e50b12be0f04b8dedbf07520ce841d"
-  integrity sha512-VT0ZI6kZRdTh8YyJw3SMbYm/u+NqfsAxEpWO0Pf9sq8/e94WxxOpPKx9FR1FlyCtOVDNOQ+8ntlqFxiRc+r5qA==
-  dependencies:
-    color-convert "^1.9.0"
-
-ansi-styles@^4.0.0, ansi-styles@^4.1.0:
-  version "4.3.0"
-  resolved "https://registry.yarnpkg.com/ansi-styles/-/ansi-styles-4.3.0.tgz#edd803628ae71c04c85ae7a0906edad34b648937"
-  integrity sha512-zbB9rCJAT1rbjiVDb2hqKFHNYLxgtk8NURxZ3IZwD3F6NtxbXZQCnnSi1Lkx+IDohdPlFp222wVALIheZJQSEg==
-  dependencies:
-    color-convert "^2.0.1"
-
-anymatch@~3.1.2:
-  version "3.1.3"
-  resolved "https://registry.yarnpkg.com/anymatch/-/anymatch-3.1.3.tgz#790c58b19ba1720a84205b57c618d5ad8524973e"
-  integrity sha512-KMReFUr0B4t+D+OBkjR3KYqvocp2XaSzO55UcB6mgQMd3KbcE+mWTyvVV7D/zsdEbNnV6acZUutkiHQXvTr1Rw==
-  dependencies:
-    normalize-path "^3.0.0"
-    picomatch "^2.0.4"
-
-arg@^4.1.0:
-  version "4.1.3"
-  resolved "https://registry.yarnpkg.com/arg/-/arg-4.1.3.tgz#269fc7ad5b8e42cb63c896d5666017261c144089"
-  integrity sha512-58S9QDqG0Xx27YwPSt9fJxivjYl432YCwfDMfZ+71RAqUrZef7LrKQZ3LHLOwCS4FLNBplP533Zx895SeOCHvA==
-
-arg@^5.0.1:
-  version "5.0.2"
-  resolved "https://registry.yarnpkg.com/arg/-/arg-5.0.2.tgz#c81433cc427c92c4dcf4865142dbca6f15acd59c"
-  integrity sha512-PYjyFOLKQ9y57JvQ6QLo8dAgNqswh8M1RMJYdQduT6xbWSgK36P/Z/v+p888pM69jMMfS8Xd8F6I1kQ/I9HUGg==
-
-argparse@^2.0.1:
-  version "2.0.1"
-  resolved "https://registry.yarnpkg.com/argparse/-/argparse-2.0.1.tgz#246f50f3ca78a3240f6c997e8a9bd1eac49e4b38"
-  integrity sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q==
-
-aria-hidden@^1.1.1:
-  version "1.2.3"
-  resolved "https://registry.yarnpkg.com/aria-hidden/-/aria-hidden-1.2.3.tgz#14aeb7fb692bbb72d69bebfa47279c1fd725e954"
-  integrity sha512-xcLxITLe2HYa1cnYnwCjkOO1PqUHQpozB8x9AR0OgWN2woOBi5kSDVxKfd0b7sb1hw5qFeJhXm9H1nu3xSfLeQ==
-  dependencies:
-    tslib "^2.0.0"
-
-assertion-error@^1.1.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/assertion-error/-/assertion-error-1.1.0.tgz#e60b6b0e8f301bd97e5375215bda406c85118c0b"
-  integrity sha512-jgsaNduz+ndvGyFt3uSuWqvy4lCnIJiovtouQN5JZHOKCS2QuhEdbcQHFhVksz2N2U9hXJo8odG7ETyWlEeuDw==
-
-async-mutex@^0.2.6:
-  version "0.2.6"
-  resolved "https://registry.yarnpkg.com/async-mutex/-/async-mutex-0.2.6.tgz#0d7a3deb978bc2b984d5908a2038e1ae2e54ff40"
-  integrity sha512-Hs4R+4SPgamu6rSGW8C7cV9gaWUKEHykfzCCvIRuaVv636Ju10ZdeUbvb4TBEW0INuq2DHZqXbK4Nd3yG4RaRw==
-  dependencies:
-    tslib "^2.0.0"
-
-asynckit@^0.4.0:
-  version "0.4.0"
-  resolved "https://registry.yarnpkg.com/asynckit/-/asynckit-0.4.0.tgz#c79ed97f7f34cb8f2ba1bc9790bcc366474b4b79"
-  integrity sha512-Oei9OH4tRh0YqU3GxhX79dM/mwVgvbZJaSNaRk+bshkj0S5cfHcgYakreBjrHwatXKbz+IoIdYLxrKim2MjW0Q==
-
-atomic-sleep@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/atomic-sleep/-/atomic-sleep-1.0.0.tgz#eb85b77a601fc932cfe432c5acd364a9e2c9075b"
-  integrity sha512-kNOjDqAh7px0XWNI+4QbzoiR/nTkHAWNud2uvnJquD1/x5a7EQZMJT0AczqK0Qn67oY/TTQ1LbUKajZpp3I9tQ==
-
-available-typed-arrays@^1.0.5:
-  version "1.0.5"
-  resolved "https://registry.yarnpkg.com/available-typed-arrays/-/available-typed-arrays-1.0.5.tgz#92f95616501069d07d10edb2fc37d3e1c65123b7"
-  integrity sha512-DMD0KiN46eipeziST1LPP/STfDU0sufISXmjSgvVsoU2tqxctQeASejWcfNtxYKqETM1UxQ8sp2OrSBWpHY6sw==
-
-axios@^0.21.0:
-  version "0.21.4"
-  resolved "https://registry.yarnpkg.com/axios/-/axios-0.21.4.tgz#c67b90dc0568e5c1cf2b0b858c43ba28e2eda575"
-  integrity sha512-ut5vewkiu8jjGBdqpM44XxjuCjq9LAKeHVmoVfHVzy8eHgxxq8SbAVQNovDA8mVi05kP0Ea/n/UzcSHcTJQfNg==
-  dependencies:
-    follow-redirects "^1.14.0"
-
-axios@^0.27.2:
-  version "0.27.2"
-  resolved "https://registry.yarnpkg.com/axios/-/axios-0.27.2.tgz#207658cc8621606e586c85db4b41a750e756d972"
-  integrity sha512-t+yRIyySRTp/wua5xEr+z1q60QmLq8ABsS5O9Me1AsE5dfKqgnCFzwiCZZ/cGNd1lq4/7akDWMxdhVlucjmnOQ==
-  dependencies:
-    follow-redirects "^1.14.9"
-    form-data "^4.0.0"
-
-axios@^1.2.1:
-  version "1.4.0"
-  resolved "https://registry.yarnpkg.com/axios/-/axios-1.4.0.tgz#38a7bf1224cd308de271146038b551d725f0be1f"
-  integrity sha512-S4XCWMEmzvo64T9GfvQDOXgYRDJ/wsSZc7Jvdgx5u1sd0JwsuPLqb3SYmusag+edF6ziyMensPVqLTSc1PiSEA==
-  dependencies:
-    follow-redirects "^1.15.0"
-    form-data "^4.0.0"
-    proxy-from-env "^1.1.0"
-
-babel-plugin-macros@^3.1.0:
-  version "3.1.0"
-  resolved "https://registry.yarnpkg.com/babel-plugin-macros/-/babel-plugin-macros-3.1.0.tgz#9ef6dc74deb934b4db344dc973ee851d148c50c1"
-  integrity sha512-Cg7TFGpIr01vOQNODXOOaGz2NpCU5gl8x1qJFbb6hbZxR7XrcE2vtbAsTAbJ7/xwJtUuJEw8K8Zr/AE0LHlesg==
-  dependencies:
-    "@babel/runtime" "^7.12.5"
-    cosmiconfig "^7.0.0"
-    resolve "^1.19.0"
-
-bail@^2.0.0:
-  version "2.0.2"
-  resolved "https://registry.yarnpkg.com/bail/-/bail-2.0.2.tgz#d26f5cd8fe5d6f832a31517b9f7c356040ba6d5d"
-  integrity sha512-0xO6mYd7JB2YesxDKplafRpsiOzPt9V02ddPCLbY1xYGPOX24NTyN50qnUxgCPcSoYMhKpAuBTjQoRZCAkUDRw==
-
-balanced-match@^1.0.0:
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/balanced-match/-/balanced-match-1.0.2.tgz#e83e3a7e3f300b34cb9d87f615fa0cbf357690ee"
-  integrity sha512-3oSeUO0TMV67hN1AmbXsK4yaqU7tjiHlbxRDZOpH0KW9+CeX4bRAaX0Anxt0tx2MrpRpWwQaPwIlISEJhYU5Pw==
-
-base-x@^3.0.2:
-  version "3.0.9"
-  resolved "https://registry.yarnpkg.com/base-x/-/base-x-3.0.9.tgz#6349aaabb58526332de9f60995e548a53fe21320"
-  integrity sha512-H7JU6iBHTal1gp56aKoaa//YUxEaAOUiydvrV/pILqIHXTtqxSkATOnDA2u+jZ/61sD+L/412+7kzXRtWukhpQ==
-  dependencies:
-    safe-buffer "^5.0.1"
-
-base-x@^4.0.0:
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/base-x/-/base-x-4.0.0.tgz#d0e3b7753450c73f8ad2389b5c018a4af7b2224a"
-  integrity sha512-FuwxlW4H5kh37X/oW59pwTzzTKRzfrrQwhmyspRM7swOEZcHtDZSCt45U6oKgtuFE+WYPblePMVIPR4RZrh/hw==
-
-base64-js@^1.3.1:
-  version "1.5.1"
-  resolved "https://registry.yarnpkg.com/base64-js/-/base64-js-1.5.1.tgz#1b1b440160a5bf7ad40b650f095963481903930a"
-  integrity sha512-AKpaYlHn8t4SVbOHCy+b5+KKgvR4vrsD8vbvrbiQJps7fKDTkjkDry6ji0rUJjC0kzbNePLwzxq8iypo41qeWA==
-
-bech32@1.1.4:
-  version "1.1.4"
-  resolved "https://registry.yarnpkg.com/bech32/-/bech32-1.1.4.tgz#e38c9f37bf179b8eb16ae3a772b40c356d4832e9"
-  integrity sha512-s0IrSOzLlbvX7yp4WBfPITzpAU8sqQcpsmwXDiKwrG4r491vwCO/XpejasRNl0piBMe/DvP4Tz0mIS/X1DPJBQ==
-
-bigint-buffer@^1.1.5:
-  version "1.1.5"
-  resolved "https://registry.yarnpkg.com/bigint-buffer/-/bigint-buffer-1.1.5.tgz#d038f31c8e4534c1f8d0015209bf34b4fa6dd442"
-  integrity sha512-trfYco6AoZ+rKhKnxA0hgX0HAbVP/s808/EuDSe2JDzUnCp/xAsli35Orvk67UrTEcwuxZqYZDmfA2RXJgxVvA==
-  dependencies:
-    bindings "^1.3.0"
-
-bignumber.js@^9.0.0, bignumber.js@^9.0.1:
-  version "9.1.1"
-  resolved "https://registry.yarnpkg.com/bignumber.js/-/bignumber.js-9.1.1.tgz#c4df7dc496bd849d4c9464344c1aa74228b4dac6"
-  integrity sha512-pHm4LsMJ6lzgNGVfZHjMoO8sdoRhOzOH4MLmY65Jg70bpxCKu5iOHNJyfF6OyvYw7t8Fpf35RuzUyqnQsj8Vig==
-
-binary-extensions@^2.0.0:
-  version "2.2.0"
-  resolved "https://registry.yarnpkg.com/binary-extensions/-/binary-extensions-2.2.0.tgz#75f502eeaf9ffde42fc98829645be4ea76bd9e2d"
-  integrity sha512-jDctJ/IVQbZoJykoeHbhXpOlNBqGNcwXJKJog42E5HDPUwQTSdjCHdihjj0DlnheQ7blbT6dHOafNAiS8ooQKA==
-
-bind-decorator@^1.0.11:
-  version "1.0.11"
-  resolved "https://registry.yarnpkg.com/bind-decorator/-/bind-decorator-1.0.11.tgz#e41bc06a1f65dd9cec476c91c5daf3978488252f"
-  integrity sha512-yzkH0uog6Vv/vQ9+rhSKxecnqGUZHYncg7qS7voz3Q76+TAi1SGiOKk2mlOvusQnFz9Dc4BC/NMkeXu11YgjJg==
-
-bindings@^1.3.0:
-  version "1.5.0"
-  resolved "https://registry.yarnpkg.com/bindings/-/bindings-1.5.0.tgz#10353c9e945334bc0511a6d90b38fbc7c9c504df"
-  integrity sha512-p2q/t/mhvuOj/UeLlV6566GD/guowlr0hHxClI0W9m7MWYkL1F0hLo+0Aexs9HSPCtR1SXQ0TD3MMKrXZajbiQ==
-  dependencies:
-    file-uri-to-path "1.0.0"
-
-bl@^5.0.0:
-  version "5.1.0"
-  resolved "https://registry.yarnpkg.com/bl/-/bl-5.1.0.tgz#183715f678c7188ecef9fe475d90209400624273"
-  integrity sha512-tv1ZJHLfTDnXE6tMHv73YgSJaWR2AFuPwMntBe7XL/GBFHnT0CLnsHMogfk5+GzCDC5ZWarSCYaIGATZt9dNsQ==
-  dependencies:
-    buffer "^6.0.3"
-    inherits "^2.0.4"
-    readable-stream "^3.4.0"
-
-blakejs@^1.1.0:
-  version "1.2.1"
-  resolved "https://registry.yarnpkg.com/blakejs/-/blakejs-1.2.1.tgz#5057e4206eadb4a97f7c0b6e197a505042fc3814"
-  integrity sha512-QXUSXI3QVc/gJME0dBpXrag1kbzOqCjCX8/b54ntNyW6sjtoqxqRk3LTmXzaJoh71zMsDCjM+47jS7XiwN/+fQ==
-
-bn.js@4.11.6:
-  version "4.11.6"
-  resolved "https://registry.yarnpkg.com/bn.js/-/bn.js-4.11.6.tgz#53344adb14617a13f6e8dd2ce28905d1c0ba3215"
-  integrity sha512-XWwnNNFCuuSQ0m3r3C4LE3EiORltHd9M05pq6FOlVeiophzRbMo50Sbz1ehl8K3Z+jw9+vmgnXefY1hz8X+2wA==
-
-bn.js@^4.11.9:
-  version "4.12.0"
-  resolved "https://registry.yarnpkg.com/bn.js/-/bn.js-4.12.0.tgz#775b3f278efbb9718eec7361f483fb36fbbfea88"
-  integrity sha512-c98Bf3tPniI+scsdk237ku1Dc3ujXQTSgyiPUDEOe7tRkhrqridvh8klBv0HCEso1OLOYcHuCv/cS6DNxKH+ZA==
-
-bn.js@^5.0.0, bn.js@^5.1.1, bn.js@^5.1.2, bn.js@^5.2.0, bn.js@^5.2.1:
-  version "5.2.1"
-  resolved "https://registry.yarnpkg.com/bn.js/-/bn.js-5.2.1.tgz#0bc527a6a0d18d0aa8d5b0538ce4a77dccfa7b70"
-  integrity sha512-eXRvHzWyYPBuB4NBy0cmYQjGitUrtqwbvlzP3G6VFnNRbsZQIxQ10PbKKHt8gZ/HW/D/747aDl+QkDqg3KQLMQ==
-
-borsh@^0.7.0:
-  version "0.7.0"
-  resolved "https://registry.yarnpkg.com/borsh/-/borsh-0.7.0.tgz#6e9560d719d86d90dc589bca60ffc8a6c51fec2a"
-  integrity sha512-CLCsZGIBCFnPtkNnieW/a8wmreDmfUtjU2m9yHrzPXIlNbqVs0AQrSatSG6vdNYUqdc83tkQi2eHfF98ubzQLA==
-  dependencies:
-    bn.js "^5.2.0"
-    bs58 "^4.0.0"
-    text-encoding-utf-8 "^1.0.2"
-
-brace-expansion@^1.1.7:
-  version "1.1.11"
-  resolved "https://registry.yarnpkg.com/brace-expansion/-/brace-expansion-1.1.11.tgz#3c7fcbf529d87226f3d2f52b966ff5271eb441dd"
-  integrity sha512-iCuPHDFgrHX7H2vEI/5xpz07zSHB00TpugqhmYtVmMO6518mCuRMoOYFldEBl0g187ufozdaHgWKcYFb61qGiA==
-  dependencies:
-    balanced-match "^1.0.0"
-    concat-map "0.0.1"
-
-brace-expansion@^2.0.1:
-  version "2.0.1"
-  resolved "https://registry.yarnpkg.com/brace-expansion/-/brace-expansion-2.0.1.tgz#1edc459e0f0c548486ecf9fc99f2221364b9a0ae"
-  integrity sha512-XnAIvQ8eM+kC6aULx6wuQiwVsnzsi9d3WxzV3FpWTGA19F621kwdbsAcFKXgKUHZWsy+mY6iL1sHTxWEFCytDA==
-  dependencies:
-    balanced-match "^1.0.0"
-
-braces@^3.0.2, braces@~3.0.2:
-  version "3.0.2"
-  resolved "https://registry.yarnpkg.com/braces/-/braces-3.0.2.tgz#3454e1a462ee8d599e236df336cd9ea4f8afe107"
-  integrity sha512-b8um+L1RzM3WDSzvhm6gIz1yfTbBt6YTlcEKAvsmqCZZFw46z626lVj9j1yEPW33H5H+lBQpZMP1k8l+78Ha0A==
-  dependencies:
-    fill-range "^7.0.1"
-
-brorand@^1.1.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/brorand/-/brorand-1.1.0.tgz#12c25efe40a45e3c323eb8675a0a0ce57b22371f"
-  integrity sha512-cKV8tMCEpQs4hK/ik71d6LrPOnpkpGBR0wzxqr68g2m/LB2GxVYQroAjMJZRVM1Y4BCjCKc3vAamxSzOY2RP+w==
-
-browser-stdout@1.3.1:
-  version "1.3.1"
-  resolved "https://registry.yarnpkg.com/browser-stdout/-/browser-stdout-1.3.1.tgz#baa559ee14ced73452229bad7326467c61fabd60"
-  integrity sha512-qhAVI1+Av2X7qelOfAIYwXONood6XlZE/fXaBSmW/T5SzLAmCgzi+eiWE7fUvbHaeNBQH13UftjpXxsfLkMpgw==
-
-browserify-aes@^1.2.0:
-  version "1.2.0"
-  resolved "https://registry.yarnpkg.com/browserify-aes/-/browserify-aes-1.2.0.tgz#326734642f403dabc3003209853bb70ad428ef48"
-  integrity sha512-+7CHXqGuspUn/Sl5aO7Ea0xWGAtETPXNSAjHo48JfLdPWcMng33Xe4znFvQweqc/uzk5zSOI3H52CYnjCfb5hA==
-  dependencies:
-    buffer-xor "^1.0.3"
-    cipher-base "^1.0.0"
-    create-hash "^1.1.0"
-    evp_bytestokey "^1.0.3"
-    inherits "^2.0.1"
-    safe-buffer "^5.0.1"
-
-bs58@^4.0.0, bs58@^4.0.1:
-  version "4.0.1"
-  resolved "https://registry.yarnpkg.com/bs58/-/bs58-4.0.1.tgz#be161e76c354f6f788ae4071f63f34e8c4f0a42a"
-  integrity sha512-Ok3Wdf5vOIlBrgCvTq96gBkJw+JUEzdBgyaza5HLtPm7yTHkjRy8+JzNyHF7BHa0bNWOQIp3m5YF0nnFcOIKLw==
-  dependencies:
-    base-x "^3.0.2"
-
-bs58@^5.0.0:
-  version "5.0.0"
-  resolved "https://registry.yarnpkg.com/bs58/-/bs58-5.0.0.tgz#865575b4d13c09ea2a84622df6c8cbeb54ffc279"
-  integrity sha512-r+ihvQJvahgYT50JD05dyJNKlmmSlMoOGwn1lCcEzanPglg7TxYjioQUYehQ9mAR/+hOSd2jRc/Z2y5UxBymvQ==
-  dependencies:
-    base-x "^4.0.0"
-
-bs58check@^2.1.2:
-  version "2.1.2"
-  resolved "https://registry.yarnpkg.com/bs58check/-/bs58check-2.1.2.tgz#53b018291228d82a5aa08e7d796fdafda54aebfc"
-  integrity sha512-0TS1jicxdU09dwJMNZtVAfzPi6Q6QeN0pM1Fkzrjn+XYHvzMKPU3pHVpva+769iNVSfIYWf7LJ6WR+BuuMf8cA==
-  dependencies:
-    bs58 "^4.0.0"
-    create-hash "^1.1.0"
-    safe-buffer "^5.1.2"
-
-buffer-equal-constant-time@1.0.1:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/buffer-equal-constant-time/-/buffer-equal-constant-time-1.0.1.tgz#f8e71132f7ffe6e01a5c9697a4c6f3e48d5cc819"
-  integrity sha512-zRpUiDwd/xk6ADqPMATG8vc9VPrkck7T07OIx0gnjmJAnHnTVXNQG3vfvWNuiZIkwu9KrKdA1iJKfsfTVxE6NA==
-
-buffer-reverse@^1.0.1:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/buffer-reverse/-/buffer-reverse-1.0.1.tgz#49283c8efa6f901bc01fa3304d06027971ae2f60"
-  integrity sha512-M87YIUBsZ6N924W57vDwT/aOu8hw7ZgdByz6ijksLjmHJELBASmYTTlNHRgjE+pTsT9oJXGaDSgqqwfdHotDUg==
-
-buffer-xor@^1.0.3:
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/buffer-xor/-/buffer-xor-1.0.3.tgz#26e61ed1422fb70dd42e6e36729ed51d855fe8d9"
-  integrity sha512-571s0T7nZWK6vB67HI5dyUF7wXiNcfaPPPTl6zYCNApANjIvYJTg7hlud/+cJpdAhS7dVzqMLmfhfHR3rAcOjQ==
-
-buffer@6.0.3, buffer@^6.0.3, buffer@~6.0.3:
-  version "6.0.3"
-  resolved "https://registry.yarnpkg.com/buffer/-/buffer-6.0.3.tgz#2ace578459cc8fbe2a70aaa8f52ee63b6a74c6c6"
-  integrity sha512-FTiCpNxtwiZZHEZbcbTIcZjERVICn9yq/pDFkTl95/AxzD1naBctN7YO68riM/gLSDY7sdrMby8hofADYuuqOA==
-  dependencies:
-    base64-js "^1.3.1"
-    ieee754 "^1.2.1"
-
-bufferutil@^4.0.1:
-  version "4.0.7"
-  resolved "https://registry.yarnpkg.com/bufferutil/-/bufferutil-4.0.7.tgz#60c0d19ba2c992dd8273d3f73772ffc894c153ad"
-  integrity sha512-kukuqc39WOHtdxtw4UScxF/WVnMFVSQVKhtx3AjZJzhd0RGZZldcrfSEbVsWWe6KNH253574cq5F+wpv0G9pJw==
-  dependencies:
-    node-gyp-build "^4.3.0"
-
-busboy@1.6.0:
-  version "1.6.0"
-  resolved "https://registry.yarnpkg.com/busboy/-/busboy-1.6.0.tgz#966ea36a9502e43cdb9146962523b92f531f6893"
-  integrity sha512-8SFQbg/0hQ9xy3UNTB0YEnsNBbWfhf7RtnzpL7TkBiTBRfrQ9Fxcnz7VJsleJpyp6rVLvXiuORqjlHi5q+PYuA==
-  dependencies:
-    streamsearch "^1.1.0"
-
-call-bind@^1.0.0, call-bind@^1.0.2:
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/call-bind/-/call-bind-1.0.2.tgz#b1d4e89e688119c3c9a903ad30abb2f6a919be3c"
-  integrity sha512-7O+FbCihrB5WGbFYesctwmTKae6rOiIzmz1icreWJ+0aA7LJfuqhEso2T9ncpcFtzMQtzXf2QGGueWJGTYsqrA==
-  dependencies:
-    function-bind "^1.1.1"
-    get-intrinsic "^1.0.2"
-
-callsites@^3.0.0:
-  version "3.1.0"
-  resolved "https://registry.yarnpkg.com/callsites/-/callsites-3.1.0.tgz#b3630abd8943432f54b3f0519238e33cd7df2f73"
-  integrity sha512-P8BjAsXvZS+VIDUI11hHCQEv74YT67YUi5JJFNWIqL235sBmjX4+qx9Muvls5ivyNENctx46xQLQ3aTuE7ssaQ==
-
-camelcase-css@^2.0.1:
-  version "2.0.1"
-  resolved "https://registry.yarnpkg.com/camelcase-css/-/camelcase-css-2.0.1.tgz#ee978f6947914cc30c6b44741b6ed1df7f043fd5"
-  integrity sha512-QOSvevhslijgYwRx6Rv7zKdMF8lbRmx+uQGx2+vDc+KI/eBnsy9kit5aj23AgGu3pa4t9AgwbnXWqS+iOY+2aA==
-
-camelcase@^5.0.0:
-  version "5.3.1"
-  resolved "https://registry.yarnpkg.com/camelcase/-/camelcase-5.3.1.tgz#e3c9b31569e106811df242f715725a1f4c494320"
-  integrity sha512-L28STB170nwWS63UjtlEOE3dldQApaJXZkOI1uMFfzf3rRuPegHaHesyee+YxQ+W6SvRDQV6UrdOdRiR153wJg==
-
-camelcase@^6.0.0:
-  version "6.3.0"
-  resolved "https://registry.yarnpkg.com/camelcase/-/camelcase-6.3.0.tgz#5685b95eb209ac9c0c177467778c9c84df58ba9a"
-  integrity sha512-Gmy6FhYlCY7uOElZUSbxo2UCDH8owEk996gkbrpsgGtrJLM3J7jGxl9Ic7Qwwj4ivOE5AWZWRMecDdF7hqGjFA==
-
-caniuse-lite@^1.0.30001406:
-  version "1.0.30001481"
-  resolved "https://registry.yarnpkg.com/caniuse-lite/-/caniuse-lite-1.0.30001481.tgz#f58a717afe92f9e69d0e35ff64df596bfad93912"
-  integrity sha512-KCqHwRnaa1InZBtqXzP98LPg0ajCVujMKjqKDhZEthIpAsJl/YEIa3YvXjGXPVqzZVguccuu7ga9KOE1J9rKPQ==
-
-chai@^4.3.7:
-  version "4.3.7"
-  resolved "https://registry.yarnpkg.com/chai/-/chai-4.3.7.tgz#ec63f6df01829088e8bf55fca839bcd464a8ec51"
-  integrity sha512-HLnAzZ2iupm25PlN0xFreAlBA5zaBSv3og0DdeGA4Ar6h6rJ3A0rolRUKJhSF2V10GZKDgWF/VmAEsNWjCRB+A==
-  dependencies:
-    assertion-error "^1.1.0"
-    check-error "^1.0.2"
-    deep-eql "^4.1.2"
-    get-func-name "^2.0.0"
-    loupe "^2.3.1"
-    pathval "^1.1.1"
-    type-detect "^4.0.5"
-
-chalk@^2.0.0:
-  version "2.4.2"
-  resolved "https://registry.yarnpkg.com/chalk/-/chalk-2.4.2.tgz#cd42541677a54333cf541a49108c1432b44c9424"
-  integrity sha512-Mti+f9lpJNcwF4tWV8/OrTTtF1gZi+f8FqlyAdouralcFWFQWF2+NgCHShjkCb+IFBLq9buZwE1xckQU4peSuQ==
-  dependencies:
-    ansi-styles "^3.2.1"
-    escape-string-regexp "^1.0.5"
-    supports-color "^5.3.0"
-
-chalk@^4.0.0, chalk@^4.1.0, chalk@^4.1.2:
-  version "4.1.2"
-  resolved "https://registry.yarnpkg.com/chalk/-/chalk-4.1.2.tgz#aac4e2b7734a740867aeb16bf02aad556a1e7a01"
-  integrity sha512-oKnbhFyRIXpUuez8iBMmyEa4nbj4IOQyuhc/wy9kY7/WVPcwIO9VA668Pu8RkO7+0G76SLROeyw9CpQ061i4mA==
-  dependencies:
-    ansi-styles "^4.1.0"
-    supports-color "^7.1.0"
-
-character-entities@^2.0.0:
-  version "2.0.2"
-  resolved "https://registry.yarnpkg.com/character-entities/-/character-entities-2.0.2.tgz#2d09c2e72cd9523076ccb21157dff66ad43fcc22"
-  integrity sha512-shx7oQ0Awen/BRIdkjkvz54PnEEI/EjwXDSIZp86/KKdbafHh1Df/RYGBhn4hbe2+uKC9FnT5UCEdyPz3ai9hQ==
-
-check-error@^1.0.2:
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/check-error/-/check-error-1.0.2.tgz#574d312edd88bb5dd8912e9286dd6c0aed4aac82"
-  integrity sha512-BrgHpW9NURQgzoNyjfq0Wu6VFO6D7IZEmJNdtgNqpzGG8RuNFHt2jQxWlAs4HMe119chBnv+34syEZtc6IhLtA==
-
-chokidar@3.5.3, chokidar@^3.5.3:
-  version "3.5.3"
-  resolved "https://registry.yarnpkg.com/chokidar/-/chokidar-3.5.3.tgz#1cf37c8707b932bd1af1ae22c0432e2acd1903bd"
-  integrity sha512-Dr3sfKRP6oTcjf2JmUmFJfeVMvXBdegxB0iVQ5eb2V10uFJUCAS8OByZdVAyVb8xXNz3GjjTgj9kLWsZTqE6kw==
-  dependencies:
-    anymatch "~3.1.2"
-    braces "~3.0.2"
-    glob-parent "~5.1.2"
-    is-binary-path "~2.1.0"
-    is-glob "~4.0.1"
-    normalize-path "~3.0.0"
-    readdirp "~3.6.0"
-  optionalDependencies:
-    fsevents "~2.3.2"
-
-cids@^1.0.0, cids@^1.1.5, cids@^1.1.6:
-  version "1.1.9"
-  resolved "https://registry.yarnpkg.com/cids/-/cids-1.1.9.tgz#402c26db5c07059377bcd6fb82f2a24e7f2f4a4f"
-  integrity sha512-l11hWRfugIcbGuTZwAM5PwpjPPjyb6UZOGwlHSnOBV5o07XhQ4gNpBN67FbODvpjyHtd+0Xs6KNvUcGBiDRsdg==
-  dependencies:
-    multibase "^4.0.1"
-    multicodec "^3.0.1"
-    multihashes "^4.0.1"
-    uint8arrays "^3.0.0"
-
-cipher-base@^1.0.0, cipher-base@^1.0.1, cipher-base@^1.0.3:
-  version "1.0.4"
-  resolved "https://registry.yarnpkg.com/cipher-base/-/cipher-base-1.0.4.tgz#8760e4ecc272f4c363532f926d874aae2c1397de"
-  integrity sha512-Kkht5ye6ZGmwv40uUDZztayT2ThLQGfnj/T71N/XzeZeo3nf8foyW7zGTsPYkEya3m5f3cAypH+qe7YOrM1U2Q==
-  dependencies:
-    inherits "^2.0.1"
-    safe-buffer "^5.0.1"
-
-client-only@0.0.1:
-  version "0.0.1"
-  resolved "https://registry.yarnpkg.com/client-only/-/client-only-0.0.1.tgz#38bba5d403c41ab150bff64a95c85013cf73bca1"
-  integrity sha512-IV3Ou0jSMzZrd3pZ48nLkT9DA7Ag1pnPzaiQhpW7c3RbcqqzvzzVu+L8gfqMp/8IM2MQtSiqaCxrrcfu8I8rMA==
-
-cliui@^6.0.0:
-  version "6.0.0"
-  resolved "https://registry.yarnpkg.com/cliui/-/cliui-6.0.0.tgz#511d702c0c4e41ca156d7d0e96021f23e13225b1"
-  integrity sha512-t6wbgtoCXvAzst7QgXxJYqPt0usEfbgQdftEPbLL/cvv6HPE5VgvqCuAIDR0NgU52ds6rFwqrgakNLrHEjCbrQ==
-  dependencies:
-    string-width "^4.2.0"
-    strip-ansi "^6.0.0"
-    wrap-ansi "^6.2.0"
-
-cliui@^7.0.2:
-  version "7.0.4"
-  resolved "https://registry.yarnpkg.com/cliui/-/cliui-7.0.4.tgz#a0265ee655476fc807aea9df3df8df7783808b4f"
-  integrity sha512-OcRE68cOsVMXp1Yvonl/fzkQOyjLSu/8bhPDfQt0e0/Eb283TKP20Fs2MqoPsr9SwA595rRCA+QMzYc9nBP+JQ==
-  dependencies:
-    string-width "^4.2.0"
-    strip-ansi "^6.0.0"
-    wrap-ansi "^7.0.0"
-
-clsx@^1.1.0:
-  version "1.2.1"
-  resolved "https://registry.yarnpkg.com/clsx/-/clsx-1.2.1.tgz#0ddc4a20a549b59c93a4116bb26f5294ca17dc12"
-  integrity sha512-EcR6r5a8bj6pu3ycsa/E/cKVGuTgZJZdsyUYHOksG/UHIiKfjxzRxYJpyVBwYaQeOvghal9fcc4PidlgzugAQg==
-
-color-convert@^1.9.0:
-  version "1.9.3"
-  resolved "https://registry.yarnpkg.com/color-convert/-/color-convert-1.9.3.tgz#bb71850690e1f136567de629d2d5471deda4c1e8"
-  integrity sha512-QfAUtd+vFdAtFQcC8CCyYt1fYWxSqAiK2cSD6zDB8N3cpsEBAvRxp9zOGg6G/SHHJYAT88/az/IuDGALsNVbGg==
-  dependencies:
-    color-name "1.1.3"
-
-color-convert@^2.0.1:
-  version "2.0.1"
-  resolved "https://registry.yarnpkg.com/color-convert/-/color-convert-2.0.1.tgz#72d3a68d598c9bdb3af2ad1e84f21d896abd4de3"
-  integrity sha512-RRECPsj7iu/xb5oKYcsFHSppFNnsj/52OVTRKb4zP5onXwVF3zVmmToNcOfGC+CRDpfK/U584fMg38ZHCaElKQ==
-  dependencies:
-    color-name "~1.1.4"
-
-color-name@1.1.3:
-  version "1.1.3"
-  resolved "https://registry.yarnpkg.com/color-name/-/color-name-1.1.3.tgz#a7d0558bd89c42f795dd42328f740831ca53bc25"
-  integrity sha512-72fSenhMw2HZMTVHeCA9KCmpEIbzWiQsjN+BHcBbS9vr1mtt+vJjPdksIBNUmKAW8TFUDPJK5SUU3QhE9NEXDw==
-
-color-name@^1.1.4, color-name@~1.1.4:
-  version "1.1.4"
-  resolved "https://registry.yarnpkg.com/color-name/-/color-name-1.1.4.tgz#c2a09a87acbde69543de6f63fa3995c826c536a2"
-  integrity sha512-dOy+3AuW3a2wNbZHIuMZpTcgjGuLU/uBL/ubcZF9OXbDo8ff4O8yVp5Bf0efS8uEoYo5q4Fx7dY9OgQGXgAsQA==
-
-combined-stream@^1.0.8:
-  version "1.0.8"
-  resolved "https://registry.yarnpkg.com/combined-stream/-/combined-stream-1.0.8.tgz#c3d45a8b34fd730631a110a8a2520682b31d5a7f"
-  integrity sha512-FQN4MRfuJeHf7cBbBMJFXhKSDq+2kAArBlmRBvcvFE5BB1HZKXtSFASDhdlz9zOYwxh8lDdnvmMOe/+5cdoEdg==
-  dependencies:
-    delayed-stream "~1.0.0"
-
-comma-separated-tokens@^2.0.0:
-  version "2.0.3"
-  resolved "https://registry.yarnpkg.com/comma-separated-tokens/-/comma-separated-tokens-2.0.3.tgz#4e89c9458acb61bc8fef19f4529973b2392839ee"
-  integrity sha512-Fu4hJdvzeylCfQPp9SGWidpzrMs7tTrlu6Vb8XGaRGck8QSNZJJp538Wrb60Lax4fPwR64ViY468OIUTbRlGZg==
-
-commander@^2.20.3:
-  version "2.20.3"
-  resolved "https://registry.yarnpkg.com/commander/-/commander-2.20.3.tgz#fd485e84c03eb4881c20722ba48035e8531aeb33"
-  integrity sha512-GpVkmM8vF2vQUkj2LvZmD35JxeJOLCwJ9cUkugyk2nuhbv3+mJvpLYYt+0+USMxE+oj+ey/lJEnhZw75x/OMcQ==
-
-concat-map@0.0.1:
-  version "0.0.1"
-  resolved "https://registry.yarnpkg.com/concat-map/-/concat-map-0.0.1.tgz#d8a96bd77fd68df7793a73036a3ba0d5405d477b"
-  integrity sha512-/Srv4dswyQNBfohGpz9o6Yb3Gz3SrUDqBH5rTuhGR7ahtlbYKnVxw2bCFMRljaA7EXHaXZ8wsHdodFvbkhKmqg==
-
-convert-source-map@^1.5.0:
-  version "1.9.0"
-  resolved "https://registry.yarnpkg.com/convert-source-map/-/convert-source-map-1.9.0.tgz#7faae62353fb4213366d0ca98358d22e8368b05f"
-  integrity sha512-ASFBup0Mz1uyiIjANan1jzLQami9z1PoYSZCiiYW2FczPbenXc45FZdBZLzOT+r6+iciuEModtmCti+hjaAk0A==
-
-cookie-parser@^1.4.6:
-  version "1.4.6"
-  resolved "https://registry.yarnpkg.com/cookie-parser/-/cookie-parser-1.4.6.tgz#3ac3a7d35a7a03bbc7e365073a26074824214594"
-  integrity sha512-z3IzaNjdwUC2olLIB5/ITd0/setiaFMLYiZJle7xg5Fe9KWAceil7xszYfHHBtDFYLSgJduS2Ty0P1uJdPDJeA==
-  dependencies:
-    cookie "0.4.1"
-    cookie-signature "1.0.6"
-
-cookie-signature@1.0.6:
-  version "1.0.6"
-  resolved "https://registry.yarnpkg.com/cookie-signature/-/cookie-signature-1.0.6.tgz#e303a882b342cc3ee8ca513a79999734dab3ae2c"
-  integrity sha512-QADzlaHc8icV8I7vbaJXJwod9HWYp8uCqf1xa4OfNu1T7JVxQIrUgOWtHdNDtPiywmFbiS12VjotIXLrKM3orQ==
-
-cookie@0.4.1:
-  version "0.4.1"
-  resolved "https://registry.yarnpkg.com/cookie/-/cookie-0.4.1.tgz#afd713fe26ebd21ba95ceb61f9a8116e50a537d1"
-  integrity sha512-ZwrFkGJxUR3EIoXtO+yVE69Eb7KlixbaeAWfBQB9vVsNn/o+Yw69gBWSSDK825hQNdN+wF8zELf3dFNl/kxkUA==
-
-cookie@^0.5.0:
-  version "0.5.0"
-  resolved "https://registry.yarnpkg.com/cookie/-/cookie-0.5.0.tgz#d1f5d71adec6558c58f389987c366aa47e994f8b"
-  integrity sha512-YZ3GUyn/o8gfKJlnlX7g7xq4gyO6OSuhGPKaaGssGB2qgDUS0gPgtTvoyZLTt9Ab6dC4hfc9dV5arkvc/OCmrw==
-
-copy-to-clipboard@^3.3.2, copy-to-clipboard@^3.3.3:
-  version "3.3.3"
-  resolved "https://registry.yarnpkg.com/copy-to-clipboard/-/copy-to-clipboard-3.3.3.tgz#55ac43a1db8ae639a4bd99511c148cdd1b83a1b0"
-  integrity sha512-2KV8NhB5JqC3ky0r9PMCAZKbUHSwtEo4CwCs0KXgruG43gX5PMqDEBbVU4OUzw2MuAWUfsuFmWvEKG5QRfSnJA==
-  dependencies:
-    toggle-selection "^1.0.6"
-
-cosmiconfig@^7.0.0, cosmiconfig@^7.0.1:
-  version "7.1.0"
-  resolved "https://registry.yarnpkg.com/cosmiconfig/-/cosmiconfig-7.1.0.tgz#1443b9afa596b670082ea46cbd8f6a62b84635f6"
-  integrity sha512-AdmX6xUzdNASswsFtmwSt7Vj8po9IuqXm0UXz7QKPuEUmPB4XyjGfaAr2PSuELMwkRMVH1EpIkX5bTZGRB3eCA==
-  dependencies:
-    "@types/parse-json" "^4.0.0"
-    import-fresh "^3.2.1"
-    parse-json "^5.0.0"
-    path-type "^4.0.0"
-    yaml "^1.10.0"
-
-create-hash@^1.1.0, create-hash@^1.1.2, create-hash@^1.2.0:
-  version "1.2.0"
-  resolved "https://registry.yarnpkg.com/create-hash/-/create-hash-1.2.0.tgz#889078af11a63756bcfb59bd221996be3a9ef196"
-  integrity sha512-z00bCGNHDG8mHAkP7CtT1qVu+bFQUPjYq/4Iv3C3kWjTFV10zIjfSoeqXo9Asws8gwSHDGj/hl2u4OGIjapeCg==
-  dependencies:
-    cipher-base "^1.0.1"
-    inherits "^2.0.1"
-    md5.js "^1.3.4"
-    ripemd160 "^2.0.1"
-    sha.js "^2.4.0"
-
-create-hmac@^1.1.4, create-hmac@^1.1.7:
-  version "1.1.7"
-  resolved "https://registry.yarnpkg.com/create-hmac/-/create-hmac-1.1.7.tgz#69170c78b3ab957147b2b8b04572e47ead2243ff"
-  integrity sha512-MJG9liiZ+ogc4TzUwuvbER1JRdgvUFSB5+VR/g5h82fGaIRWMWddtKBHi7/sVhfjQZ6SehlyhvQYrcYkaUIpLg==
-  dependencies:
-    cipher-base "^1.0.3"
-    create-hash "^1.1.0"
-    inherits "^2.0.1"
-    ripemd160 "^2.0.0"
-    safe-buffer "^5.0.1"
-    sha.js "^2.4.8"
-
-create-require@^1.1.0:
-  version "1.1.1"
-  resolved "https://registry.yarnpkg.com/create-require/-/create-require-1.1.1.tgz#c1d7e8f1e5f6cfc9ff65f9cd352d37348756c333"
-  integrity sha512-dcKFX3jn0MpIaXjisoRvexIJVEKzaq7z2rZKxf+MSr9TkdmHmsU4m2lcLojrj/FHl8mk5VxMmYA+ftRkP/3oKQ==
-
-cross-fetch@^3.1.4, cross-fetch@^3.1.5:
-  version "3.1.5"
-  resolved "https://registry.yarnpkg.com/cross-fetch/-/cross-fetch-3.1.5.tgz#e1389f44d9e7ba767907f7af8454787952ab534f"
-  integrity sha512-lvb1SBsI0Z7GDwmuid+mU3kWVBwTVUbe7S0H52yaaAdQOXq2YktTCZdlAcNKFzE6QtRz0snpw9bNiPeOIkkQvw==
-  dependencies:
-    node-fetch "2.6.7"
-
-cross-spawn@^7.0.2:
-  version "7.0.3"
-  resolved "https://registry.yarnpkg.com/cross-spawn/-/cross-spawn-7.0.3.tgz#f73a85b9d5d41d045551c177e2882d4ac85728a6"
-  integrity sha512-iRDPJKUPVEND7dHPO8rkbOnPpyDygcDFtWjpeWNCgy8WP2rXcxXL8TskReQl6OrB2G7+UJrags1q15Fudc7G6w==
-  dependencies:
-    path-key "^3.1.0"
-    shebang-command "^2.0.0"
-    which "^2.0.1"
-
-crypto-js@^3.1.9-1:
-  version "3.3.0"
-  resolved "https://registry.yarnpkg.com/crypto-js/-/crypto-js-3.3.0.tgz#846dd1cce2f68aacfa156c8578f926a609b7976b"
-  integrity sha512-DIT51nX0dCfKltpRiXV+/TVZq+Qq2NgF4644+K7Ttnla7zEzqc+kjJyiB96BHNyUTBxyjzRcZYpUdZa+QAqi6Q==
-
-crypto-js@^4.1.1:
-  version "4.1.1"
-  resolved "https://registry.yarnpkg.com/crypto-js/-/crypto-js-4.1.1.tgz#9e485bcf03521041bd85844786b83fb7619736cf"
-  integrity sha512-o2JlM7ydqd3Qk9CA0L4NL6mTzU2sdx96a+oOfPu8Mkl/PK51vSyoi8/rQ8NknZtk44vq15lmhAj9CIAGwgeWKw==
-
-cssesc@^3.0.0:
-  version "3.0.0"
-  resolved "https://registry.yarnpkg.com/cssesc/-/cssesc-3.0.0.tgz#37741919903b868565e1c09ea747445cd18983ee"
-  integrity sha512-/Tb/JcjK111nNScGob5MNtsntNM1aCNUDipB/TkwZFhyDrrE47SOx/18wF2bbjgc3ZzCSKW1T5nt5EbFoAz/Vg==
-
-csstype@^3.0.2:
-  version "3.1.2"
-  resolved "https://registry.yarnpkg.com/csstype/-/csstype-3.1.2.tgz#1d4bf9d572f11c14031f0436e1c10bc1f571f50b"
-  integrity sha512-I7K1Uu0MBPzaFKg4nI5Q7Vs2t+3gWWW648spaF+Rg7pI9ds18Ugn+lvg4SHczUdKlHI5LWBXyqfS8+DufyBsgQ==
-
-d@1, d@^1.0.1:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/d/-/d-1.0.1.tgz#8698095372d58dbee346ffd0c7093f99f8f9eb5a"
-  integrity sha512-m62ShEObQ39CfralilEQRjH6oAMtNCV1xJyEx5LpRYUVN+EviphDgUc/F3hnYbADmkiNs67Y+3ylmlG7Lnu+FA==
-  dependencies:
-    es5-ext "^0.10.50"
-    type "^1.0.1"
-
-debug@4.3.4, debug@^4.0.0, debug@^4.1.0, debug@^4.1.1, debug@^4.3.1, debug@^4.3.2, debug@^4.3.4:
-  version "4.3.4"
-  resolved "https://registry.yarnpkg.com/debug/-/debug-4.3.4.tgz#1319f6579357f2338d3337d2cdd4914bb5dcc865"
-  integrity sha512-PRWFHuSU3eDtQJPvnNY7Jcket1j0t5OuOsFzPPzsekD52Zl8qUfFIPEiswXqIvHWGVHOgX+7G/vCNNhehwxfkQ==
-  dependencies:
-    ms "2.1.2"
-
-debug@^2.2.0:
-  version "2.6.9"
-  resolved "https://registry.yarnpkg.com/debug/-/debug-2.6.9.tgz#5d128515df134ff327e90a4c93f4e077a536341f"
-  integrity sha512-bC7ElrdJaJnPbAP+1EotYvqZsb3ecl5wi6Bfi6BJTUcNowp6cvspg0jXznRTKDjm/E7AdgFBVeAPVMNcKGsHMA==
-  dependencies:
-    ms "2.0.0"
-
-decamelize@^1.2.0:
-  version "1.2.0"
-  resolved "https://registry.yarnpkg.com/decamelize/-/decamelize-1.2.0.tgz#f6534d15148269b20352e7bee26f501f9a191290"
-  integrity sha512-z2S+W9X73hAUUki+N+9Za2lBlun89zigOyGrsax+KUQ6wKW4ZoWpEYBkGhQjwAjjDCkWxhY0VKEhk8wzY7F5cA==
-
-decamelize@^4.0.0:
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/decamelize/-/decamelize-4.0.0.tgz#aa472d7bf660eb15f3494efd531cab7f2a709837"
-  integrity sha512-9iE1PgSik9HeIIw2JO94IidnE3eBoQrFJ3w7sFuzSX4DpmZ3v5sZpUiV5Swcf6mQEF+Y0ru8Neo+p+nyh2J+hQ==
-
-decode-named-character-reference@^1.0.0:
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/decode-named-character-reference/-/decode-named-character-reference-1.0.2.tgz#daabac9690874c394c81e4162a0304b35d824f0e"
-  integrity sha512-O8x12RzrUF8xyVcY0KJowWsmaJxQbmy0/EtnNtHRpsOcT7dFk5W598coHqBVpmWo1oQQfsCqfCmkZN5DJrZVdg==
-  dependencies:
-    character-entities "^2.0.0"
-
-decode-uri-component@^0.2.0:
-  version "0.2.2"
-  resolved "https://registry.yarnpkg.com/decode-uri-component/-/decode-uri-component-0.2.2.tgz#e69dbe25d37941171dd540e024c444cd5188e1e9"
-  integrity sha512-FqUYQ+8o158GyGTrMFJms9qh3CqTKvAqgqsTnkLI8sKu0028orqBhxNMFkFen0zGyg6epACD32pjVk58ngIErQ==
-
-deep-eql@^4.1.2:
-  version "4.1.3"
-  resolved "https://registry.yarnpkg.com/deep-eql/-/deep-eql-4.1.3.tgz#7c7775513092f7df98d8df9996dd085eb668cc6d"
-  integrity sha512-WaEtAOpRA1MQ0eohqZjpGD8zdI0Ovsm8mmFhaDN8dvDZzyoUMcYDnf5Y6iu7HTXxf8JDS23qWa4a+hKCDyOPzw==
-  dependencies:
-    type-detect "^4.0.0"
-
-deep-is@^0.1.3:
-  version "0.1.4"
-  resolved "https://registry.yarnpkg.com/deep-is/-/deep-is-0.1.4.tgz#a6f2dce612fadd2ef1f519b73551f17e85199831"
-  integrity sha512-oIPzksmTg4/MriiaYGO+okXDT7ztn/w3Eptv/+gSIdMdKsJo0u4CfYNFJPy+4SKMuCqGw2wxnA+URMg3t8a/bQ==
-
-defined@^1.0.0:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/defined/-/defined-1.0.1.tgz#c0b9db27bfaffd95d6f61399419b893df0f91ebf"
-  integrity sha512-hsBd2qSVCRE+5PmNdHt1uzyrFu5d3RwmFDKzyNZMFq/EwDNJF7Ee5+D5oEKF0hU6LhtoUF1macFvOe4AskQC1Q==
-
-delay@^5.0.0:
-  version "5.0.0"
-  resolved "https://registry.yarnpkg.com/delay/-/delay-5.0.0.tgz#137045ef1b96e5071060dd5be60bf9334436bd1d"
-  integrity sha512-ReEBKkIfe4ya47wlPYf/gu5ib6yUG0/Aez0JQZQz94kiWtRQvZIQbTiehsnwHvLSWJnQdhVeqYue7Id1dKr0qw==
-
-delayed-stream@~1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/delayed-stream/-/delayed-stream-1.0.0.tgz#df3ae199acadfb7d440aaae0b29e2272b24ec619"
-  integrity sha512-ZySD7Nf91aLB0RxL4KGrKHBXl7Eds1DAmEdcoVawXnLD7SDhpNgtuII2aAkg7a7QS41jxPSZ17p4VdGnMHk3MQ==
-
-depd@^2.0.0:
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/depd/-/depd-2.0.0.tgz#b696163cc757560d09cf22cc8fad1571b79e76df"
-  integrity sha512-g7nH6P6dyDioJogAAGprGpCtVImJhpPk/roCzdb3fIh61/s/nPsfR6onyMwkCAR/OlC3yBC0lESvUoQEAssIrw==
-
-dequal@^2.0.0:
-  version "2.0.3"
-  resolved "https://registry.yarnpkg.com/dequal/-/dequal-2.0.3.tgz#2644214f1997d39ed0ee0ece72335490a7ac67be"
-  integrity sha512-0je+qPKHEMohvfRTCEo3CrPG6cAzAYgmzKyxRiYSSDkS6eGJdyVJm7WaYA5ECaAD9wLB2T4EEeymA5aFVcYXCA==
-
-detect-browser@5.3.0, detect-browser@^5.3.0:
-  version "5.3.0"
-  resolved "https://registry.yarnpkg.com/detect-browser/-/detect-browser-5.3.0.tgz#9705ef2bddf46072d0f7265a1fe300e36fe7ceca"
-  integrity sha512-53rsFbGdwMwlF7qvCt0ypLM5V5/Mbl0szB7GPN8y9NCcbknYOeVVXdrXEq+90IwAfrrzt6Hd+u2E2ntakICU8w==
-
-detect-node-es@^1.1.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/detect-node-es/-/detect-node-es-1.1.0.tgz#163acdf643330caa0b4cd7c21e7ee7755d6fa493"
-  integrity sha512-ypdmJU/TbBby2Dxibuv7ZLW3Bs1QEmM7nHjEANfohJLvE0XVujisn1qPJcZxg+qDucsr+bP6fLD1rPS3AhJ7EQ==
-
-detective@^5.2.0:
-  version "5.2.1"
-  resolved "https://registry.yarnpkg.com/detective/-/detective-5.2.1.tgz#6af01eeda11015acb0e73f933242b70f24f91034"
-  integrity sha512-v9XE1zRnz1wRtgurGu0Bs8uHKFSTdteYZNbIPFVhUZ39L/S79ppMpdmVOZAnoz1jfEFodc48n6MX483Xo3t1yw==
-  dependencies:
-    acorn-node "^1.8.2"
-    defined "^1.0.0"
-    minimist "^1.2.6"
-
-didyoumean@^1.2.2:
-  version "1.2.2"
-  resolved "https://registry.yarnpkg.com/didyoumean/-/didyoumean-1.2.2.tgz#989346ffe9e839b4555ecf5666edea0d3e8ad037"
-  integrity sha512-gxtyfqMg7GKyhQmb056K7M3xszy/myH8w+B4RT+QXBQsvAOdc3XymqDDPHx1BgPgsdAA5SIifona89YtRATDzw==
-
-diff@5.0.0:
-  version "5.0.0"
-  resolved "https://registry.yarnpkg.com/diff/-/diff-5.0.0.tgz#7ed6ad76d859d030787ec35855f5b1daf31d852b"
-  integrity sha512-/VTCrvm5Z0JGty/BWHljh+BAiw3IK+2j87NGMu8Nwc/f48WoDAC395uomO9ZD117ZOBaHmkX1oyLvkVM/aIT3w==
-
-diff@^4.0.1:
-  version "4.0.2"
-  resolved "https://registry.yarnpkg.com/diff/-/diff-4.0.2.tgz#60f3aecb89d5fae520c11aa19efc2bb982aade7d"
-  integrity sha512-58lmxKSA4BNyLz+HHMUzlOEpg09FV+ev6ZMe3vJihgdxzgcwZ8VoEEPmALCZG9LmqfVoNMMKpttIYTVG6uDY7A==
-
-diff@^5.0.0:
-  version "5.1.0"
-  resolved "https://registry.yarnpkg.com/diff/-/diff-5.1.0.tgz#bc52d298c5ea8df9194800224445ed43ffc87e40"
-  integrity sha512-D+mk+qE8VC/PAUrlAU34N+VfXev0ghe5ywmpqrawphmVZc1bEfn56uo9qpyGp1p4xpzOHkSW4ztBd6L7Xx4ACw==
-
-dijkstrajs@^1.0.1:
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/dijkstrajs/-/dijkstrajs-1.0.3.tgz#4c8dbdea1f0f6478bff94d9c49c784d623e4fc23"
-  integrity sha512-qiSlmBq9+BCdCA/L46dw8Uy93mloxsPSbwnm5yrKn2vMPiy8KyAskTF6zuV/j5BMsmOGZDPs7KjU+mjb670kfA==
-
-dlv@^1.1.3:
-  version "1.1.3"
-  resolved "https://registry.yarnpkg.com/dlv/-/dlv-1.1.3.tgz#5c198a8a11453596e751494d49874bc7732f2e79"
-  integrity sha512-+HlytyjlPKnIG8XuRG8WvmBP8xs8P71y+SKKS6ZXWoEgLuePxtDoUEiH7WkdePWrQ5JBpE6aoVqfZfJUQkjXwA==
-
-doctrine@^3.0.0:
-  version "3.0.0"
-  resolved "https://registry.yarnpkg.com/doctrine/-/doctrine-3.0.0.tgz#addebead72a6574db783639dc87a121773973961"
-  integrity sha512-yS+Q5i3hBf7GBkd4KG8a7eBNNWNGLTaEwwYWUijIYM7zrlYDM0BFXHjjPWlWZ1Rg7UaddZeIDmi9jF3HmqiQ2w==
-  dependencies:
-    esutils "^2.0.2"
-
-dotenv@^16.0.3:
-  version "16.0.3"
-  resolved "https://registry.yarnpkg.com/dotenv/-/dotenv-16.0.3.tgz#115aec42bac5053db3c456db30cc243a5a836a07"
-  integrity sha512-7GO6HghkA5fYG9TYnNxi14/7K9f5occMlp3zXAuSxn7CKCxt9xbNWG7yF8hTCSUchlfWSe3uLmlPfigevRItzQ==
-
-duplexify@^4.1.2:
-  version "4.1.2"
-  resolved "https://registry.yarnpkg.com/duplexify/-/duplexify-4.1.2.tgz#18b4f8d28289132fa0b9573c898d9f903f81c7b0"
-  integrity sha512-fz3OjcNCHmRP12MJoZMPglx8m4rrFP8rovnk4vT8Fs+aonZoCwGg10dSsQsfP/E62eZcPTMSMP6686fu9Qlqtw==
-  dependencies:
-    end-of-stream "^1.4.1"
-    inherits "^2.0.3"
-    readable-stream "^3.1.1"
-    stream-shift "^1.0.0"
-
-ecdsa-sig-formatter@1.0.11:
-  version "1.0.11"
-  resolved "https://registry.yarnpkg.com/ecdsa-sig-formatter/-/ecdsa-sig-formatter-1.0.11.tgz#ae0f0fa2d85045ef14a817daa3ce9acd0489e5bf"
-  integrity sha512-nagl3RYrbNv6kQkeJIpt6NJZy8twLB/2vtz6yN9Z4vRKHN4/QZJIEbqohALSgwKdnksuY3k5Addp5lg8sVoVcQ==
-  dependencies:
-    safe-buffer "^5.0.1"
-
-eip1193-provider@1.0.1, eip1193-provider@^1.0.1:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/eip1193-provider/-/eip1193-provider-1.0.1.tgz#420d29cf4f6c443e3f32e718fb16fafb250637c3"
-  integrity sha512-kSuqwQ26d7CzuS/t3yRXo2Su2cVH0QfvyKbr2H7Be7O5YDyIq4hQGCNTo5wRdP07bt+E2R/8nPCzey4ojBHf7g==
-  dependencies:
-    "@json-rpc-tools/provider" "^1.5.5"
-
-elliptic@6.5.4, elliptic@^6.5.4:
-  version "6.5.4"
-  resolved "https://registry.yarnpkg.com/elliptic/-/elliptic-6.5.4.tgz#da37cebd31e79a1367e941b592ed1fbebd58abbb"
-  integrity sha512-iLhC6ULemrljPZb+QutR5TQGB+pdW6KGD5RSegS+8sorOZT+rdQFbsQFJgvN3eRqNALqJer4oQ16YvJHlU8hzQ==
-  dependencies:
-    bn.js "^4.11.9"
-    brorand "^1.1.0"
-    hash.js "^1.0.0"
-    hmac-drbg "^1.0.1"
-    inherits "^2.0.4"
-    minimalistic-assert "^1.0.1"
-    minimalistic-crypto-utils "^1.0.1"
-
-emoji-regex@^8.0.0:
-  version "8.0.0"
-  resolved "https://registry.yarnpkg.com/emoji-regex/-/emoji-regex-8.0.0.tgz#e818fd69ce5ccfcb404594f842963bf53164cc37"
-  integrity sha512-MSjYzcWNOA0ewAHpz0MxpYFvwg6yjy1NG3xteoqz644VCo/RPgnr1/GGt+ic3iJTzQ8Eu3TdM14SawnVUmGE6A==
-
-encode-utf8@^1.0.3:
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/encode-utf8/-/encode-utf8-1.0.3.tgz#f30fdd31da07fb596f281beb2f6b027851994cda"
-  integrity sha512-ucAnuBEhUK4boH2HjVYG5Q2mQyPorvv0u/ocS+zhdw0S8AlHYY+GOFhP1Gio5z4icpP2ivFSvhtFjQi8+T9ppw==
-
-end-of-stream@^1.4.1:
-  version "1.4.4"
-  resolved "https://registry.yarnpkg.com/end-of-stream/-/end-of-stream-1.4.4.tgz#5ae64a5f45057baf3626ec14da0ca5e4b2431eb0"
-  integrity sha512-+uw1inIHVPQoaVuHzRyXd21icM+cnt4CzD5rW+NC1wjOUSTOs+Te7FOv7AhN7vS9x/oIyhLP5PR1H+phQAHu5Q==
-  dependencies:
-    once "^1.4.0"
-
-err-code@^3.0.0, err-code@^3.0.1:
-  version "3.0.1"
-  resolved "https://registry.yarnpkg.com/err-code/-/err-code-3.0.1.tgz#a444c7b992705f2b120ee320b09972eef331c920"
-  integrity sha512-GiaH0KJUewYok+eeY05IIgjtAe4Yltygk9Wqp1V5yVWLdhf0hYZchRjNIT9bb0mSwRcIusT3cx7PJUf3zEIfUA==
-
-error-ex@^1.3.1:
-  version "1.3.2"
-  resolved "https://registry.yarnpkg.com/error-ex/-/error-ex-1.3.2.tgz#b4ac40648107fdcdcfae242f428bea8a14d4f1bf"
-  integrity sha512-7dFHNmqeFSEt2ZBsCriorKnn3Z2pj+fd9kmI6QoWw4//DL+icEBfc0U7qJCisqrTsKTjw4fNFy2pW9OqStD84g==
-  dependencies:
-    is-arrayish "^0.2.1"
-
-es5-ext@^0.10.35, es5-ext@^0.10.50:
-  version "0.10.62"
-  resolved "https://registry.yarnpkg.com/es5-ext/-/es5-ext-0.10.62.tgz#5e6adc19a6da524bf3d1e02bbc8960e5eb49a9a5"
-  integrity sha512-BHLqn0klhEpnOKSrzn/Xsz2UIW8j+cGmo9JLzr8BiUapV8hPL9+FliFqjwr9ngW7jWdnxv6eO+/LqyhJVqgrjA==
-  dependencies:
-    es6-iterator "^2.0.3"
-    es6-symbol "^3.1.3"
-    next-tick "^1.1.0"
-
-es6-iterator@^2.0.3:
-  version "2.0.3"
-  resolved "https://registry.yarnpkg.com/es6-iterator/-/es6-iterator-2.0.3.tgz#a7de889141a05a94b0854403b2d0a0fbfa98f3b7"
-  integrity sha512-zw4SRzoUkd+cl+ZoE15A9o1oQd920Bb0iOJMQkQhl3jNc03YqVjAhG7scf9C5KWRU/R13Orf588uCC6525o02g==
-  dependencies:
-    d "1"
-    es5-ext "^0.10.35"
-    es6-symbol "^3.1.1"
-
-es6-promise@^4.0.3, es6-promise@^4.2.8:
-  version "4.2.8"
-  resolved "https://registry.yarnpkg.com/es6-promise/-/es6-promise-4.2.8.tgz#4eb21594c972bc40553d276e510539143db53e0a"
-  integrity sha512-HJDGx5daxeIvxdBxvG2cb9g4tEvwIk3i8+nhX0yGrYmZUzbkdg8QbDevheDB8gd0//uPj4c1EQua8Q+MViT0/w==
-
-es6-promisify@^5.0.0:
-  version "5.0.0"
-  resolved "https://registry.yarnpkg.com/es6-promisify/-/es6-promisify-5.0.0.tgz#5109d62f3e56ea967c4b63505aef08291c8a5203"
-  integrity sha512-C+d6UdsYDk0lMebHNR4S2NybQMMngAOnOwYBQjTOiv0MkoJMP0Myw2mgpDLBcpfCmRLxyFqYhS/CfOENq4SJhQ==
-  dependencies:
-    es6-promise "^4.0.3"
-
-es6-symbol@^3.1.1, es6-symbol@^3.1.3:
-  version "3.1.3"
-  resolved "https://registry.yarnpkg.com/es6-symbol/-/es6-symbol-3.1.3.tgz#bad5d3c1bcdac28269f4cb331e431c78ac705d18"
-  integrity sha512-NJ6Yn3FuDinBaBRWl/q5X/s4koRHBrgKAu+yGI6JCBeiu3qrcbJhwT2GeR/EXVfylRk8dpQVJoLEFhK+Mu31NA==
-  dependencies:
-    d "^1.0.1"
-    ext "^1.1.2"
-
-escalade@^3.1.1:
-  version "3.1.1"
-  resolved "https://registry.yarnpkg.com/escalade/-/escalade-3.1.1.tgz#d8cfdc7000965c5a0174b4a82eaa5c0552742e40"
-  integrity sha512-k0er2gUkLf8O0zKJiAhmkTnJlTvINGv7ygDNPbeIsX/TJjGJZHuh9B2UxbsaEkmlEo9MfhrSzmhIlhRlI2GXnw==
-
-escape-string-regexp@4.0.0, escape-string-regexp@^4.0.0:
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/escape-string-regexp/-/escape-string-regexp-4.0.0.tgz#14ba83a5d373e3d311e5afca29cf5bfad965bf34"
-  integrity sha512-TtpcNJ3XAzx3Gq8sWRzJaVajRs0uVxA2YAkdb1jm2YkPz4G6egUFAyA3n5vtEIZefPk5Wa4UXbKuS5fKkJWdgA==
-
-escape-string-regexp@^1.0.5:
-  version "1.0.5"
-  resolved "https://registry.yarnpkg.com/escape-string-regexp/-/escape-string-regexp-1.0.5.tgz#1b61c0562190a8dff6ae3bb2cf0200ca130b86d4"
-  integrity sha512-vbRorB5FUQWvla16U8R/qgaFIya2qGzwDrNmCZuYKrbdSUMG6I1ZCGQRefkRVhuOkIGVne7BQ35DSfo1qvJqFg==
-
-eslint-scope@^7.1.1:
-  version "7.2.0"
-  resolved "https://registry.yarnpkg.com/eslint-scope/-/eslint-scope-7.2.0.tgz#f21ebdafda02352f103634b96dd47d9f81ca117b"
-  integrity sha512-DYj5deGlHBfMt15J7rdtyKNq/Nqlv5KfU4iodrQ019XESsRnwXH9KAE0y3cwtUHDo2ob7CypAnCqefh6vioWRw==
-  dependencies:
-    esrecurse "^4.3.0"
-    estraverse "^5.2.0"
-
-eslint-utils@^3.0.0:
-  version "3.0.0"
-  resolved "https://registry.yarnpkg.com/eslint-utils/-/eslint-utils-3.0.0.tgz#8aebaface7345bb33559db0a1f13a1d2d48c3672"
-  integrity sha512-uuQC43IGctw68pJA1RgbQS8/NP7rch6Cwd4j3ZBtgo4/8Flj4eGE7ZYSZRN3iq5pVUv6GPdW5Z1RFleo84uLDA==
-  dependencies:
-    eslint-visitor-keys "^2.0.0"
-
-eslint-visitor-keys@^2.0.0:
-  version "2.1.0"
-  resolved "https://registry.yarnpkg.com/eslint-visitor-keys/-/eslint-visitor-keys-2.1.0.tgz#f65328259305927392c938ed44eb0a5c9b2bd303"
-  integrity sha512-0rSmRBzXgDzIsD6mGdJgevzgezI534Cer5L/vyMX0kHzT/jiB43jRhd9YUlMGYLQy2zprNmoT8qasCGtY+QaKw==
-
-eslint-visitor-keys@^3.3.0, eslint-visitor-keys@^3.4.0:
-  version "3.4.0"
-  resolved "https://registry.yarnpkg.com/eslint-visitor-keys/-/eslint-visitor-keys-3.4.0.tgz#c7f0f956124ce677047ddbc192a68f999454dedc"
-  integrity sha512-HPpKPUBQcAsZOsHAFwTtIKcYlCje62XB7SEAcxjtmW6TD1WVpkS6i6/hOVtTZIl4zGj/mBqpFVGvaDneik+VoQ==
-
-eslint@8.18.0:
-  version "8.18.0"
-  resolved "https://registry.yarnpkg.com/eslint/-/eslint-8.18.0.tgz#78d565d16c993d0b73968c523c0446b13da784fd"
-  integrity sha512-As1EfFMVk7Xc6/CvhssHUjsAQSkpfXvUGMFC3ce8JDe6WvqCgRrLOBQbVpsBFr1X1V+RACOadnzVvcUS5ni2bA==
-  dependencies:
-    "@eslint/eslintrc" "^1.3.0"
-    "@humanwhocodes/config-array" "^0.9.2"
-    ajv "^6.10.0"
-    chalk "^4.0.0"
-    cross-spawn "^7.0.2"
-    debug "^4.3.2"
-    doctrine "^3.0.0"
-    escape-string-regexp "^4.0.0"
-    eslint-scope "^7.1.1"
-    eslint-utils "^3.0.0"
-    eslint-visitor-keys "^3.3.0"
-    espree "^9.3.2"
-    esquery "^1.4.0"
-    esutils "^2.0.2"
-    fast-deep-equal "^3.1.3"
-    file-entry-cache "^6.0.1"
-    functional-red-black-tree "^1.0.1"
-    glob-parent "^6.0.1"
-    globals "^13.15.0"
-    ignore "^5.2.0"
-    import-fresh "^3.0.0"
-    imurmurhash "^0.1.4"
-    is-glob "^4.0.0"
-    js-yaml "^4.1.0"
-    json-stable-stringify-without-jsonify "^1.0.1"
-    levn "^0.4.1"
-    lodash.merge "^4.6.2"
-    minimatch "^3.1.2"
-    natural-compare "^1.4.0"
-    optionator "^0.9.1"
-    regexpp "^3.2.0"
-    strip-ansi "^6.0.1"
-    strip-json-comments "^3.1.0"
-    text-table "^0.2.0"
-    v8-compile-cache "^2.0.3"
-
-espree@^9.3.2, espree@^9.4.0:
-  version "9.5.1"
-  resolved "https://registry.yarnpkg.com/espree/-/espree-9.5.1.tgz#4f26a4d5f18905bf4f2e0bd99002aab807e96dd4"
-  integrity sha512-5yxtHSZXRSW5pvv3hAlXM5+/Oswi1AUFqBmbibKb5s6bp3rGIDkyXU6xCoyuuLhijr4SFwPrXRoZjz0AZDN9tg==
-  dependencies:
-    acorn "^8.8.0"
-    acorn-jsx "^5.3.2"
-    eslint-visitor-keys "^3.4.0"
-
-esquery@^1.4.0:
-  version "1.5.0"
-  resolved "https://registry.yarnpkg.com/esquery/-/esquery-1.5.0.tgz#6ce17738de8577694edd7361c57182ac8cb0db0b"
-  integrity sha512-YQLXUplAwJgCydQ78IMJywZCceoqk1oH01OERdSAJc/7U2AylwjhSCLDEtqwg811idIS/9fIU5GjG73IgjKMVg==
-  dependencies:
-    estraverse "^5.1.0"
-
-esrecurse@^4.3.0:
-  version "4.3.0"
-  resolved "https://registry.yarnpkg.com/esrecurse/-/esrecurse-4.3.0.tgz#7ad7964d679abb28bee72cec63758b1c5d2c9921"
-  integrity sha512-KmfKL3b6G+RXvP8N1vr3Tq1kL/oCFgn2NYXEtqP8/L3pKapUA4G8cFVaoF3SU323CD4XypR/ffioHmkti6/Tag==
-  dependencies:
-    estraverse "^5.2.0"
-
-estraverse@^5.1.0, estraverse@^5.2.0:
-  version "5.3.0"
-  resolved "https://registry.yarnpkg.com/estraverse/-/estraverse-5.3.0.tgz#2eea5290702f26ab8fe5370370ff86c965d21123"
-  integrity sha512-MMdARuVEQziNTeJD8DgMqmhwR11BRQ/cBP+pLtYdSTnf3MIO8fFeiINEbX36ZdNlfU/7A9f3gUw49B3oQsvwBA==
-
-esutils@^2.0.2:
-  version "2.0.3"
-  resolved "https://registry.yarnpkg.com/esutils/-/esutils-2.0.3.tgz#74d2eb4de0b8da1293711910d50775b9b710ef64"
-  integrity sha512-kVscqXk4OCp68SZ0dkgEKVi6/8ij300KBWTJq32P/dYeWTSwK41WyTxalN1eRmA5Z9UU/LX9D7FWSmV9SAYx6g==
-
-eth-block-tracker@6.1.0:
-  version "6.1.0"
-  resolved "https://registry.yarnpkg.com/eth-block-tracker/-/eth-block-tracker-6.1.0.tgz#0481f97bbb88a100b9d45806fe7e37af741cbefc"
-  integrity sha512-K9SY8+/xMBi4M5HHTDdxnpEqEEGjbNpzHFqvxyjMZej8InV/B+CkFRKM6W+uvrFJ7m8Zd1E0qUkseU3vdIDFYQ==
-  dependencies:
-    "@metamask/safe-event-emitter" "^2.0.0"
-    "@metamask/utils" "^3.0.1"
-    json-rpc-random-id "^1.0.1"
-    pify "^3.0.0"
-
-eth-json-rpc-filters@5.1.0:
-  version "5.1.0"
-  resolved "https://registry.yarnpkg.com/eth-json-rpc-filters/-/eth-json-rpc-filters-5.1.0.tgz#f0c2aeaec2a45e2dc6ca1b9843d8e85447821427"
-  integrity sha512-fos+9xmoa1A2Ytsc9eYof17r81BjdJOUcGcgZn4K/tKdCCTb+a8ytEtwlu1op5qsXFDlgGmstTELFrDEc89qEQ==
-  dependencies:
-    "@metamask/safe-event-emitter" "^2.0.0"
-    async-mutex "^0.2.6"
-    eth-query "^2.1.2"
-    json-rpc-engine "^6.1.0"
-    pify "^5.0.0"
-
-eth-query@^2.1.2:
-  version "2.1.2"
-  resolved "https://registry.yarnpkg.com/eth-query/-/eth-query-2.1.2.tgz#d6741d9000106b51510c72db92d6365456a6da5e"
-  integrity sha512-srES0ZcvwkR/wd5OQBRA1bIJMww1skfGS0s8wlwK3/oNP4+wnds60krvu5R1QbpRQjMmpG5OMIWro5s7gvDPsA==
-  dependencies:
-    json-rpc-random-id "^1.0.0"
-    xtend "^4.0.1"
-
-eth-rpc-errors@4.0.2:
-  version "4.0.2"
-  resolved "https://registry.yarnpkg.com/eth-rpc-errors/-/eth-rpc-errors-4.0.2.tgz#11bc164e25237a679061ac05b7da7537b673d3b7"
-  integrity sha512-n+Re6Gu8XGyfFy1it0AwbD1x0MUzspQs0D5UiPs1fFPCr6WAwZM+vbIhXheBFrpgosqN9bs5PqlB4Q61U/QytQ==
-  dependencies:
-    fast-safe-stringify "^2.0.6"
-
-eth-rpc-errors@^4.0.2:
-  version "4.0.3"
-  resolved "https://registry.yarnpkg.com/eth-rpc-errors/-/eth-rpc-errors-4.0.3.tgz#6ddb6190a4bf360afda82790bb7d9d5e724f423a"
-  integrity sha512-Z3ymjopaoft7JDoxZcEb3pwdGh7yiYMhOwm2doUt6ASXlMavpNlK6Cre0+IMl2VSGyEU9rkiperQhp5iRxn5Pg==
-  dependencies:
-    fast-safe-stringify "^2.0.6"
-
-ethereum-bloom-filters@^1.0.6:
-  version "1.0.10"
-  resolved "https://registry.yarnpkg.com/ethereum-bloom-filters/-/ethereum-bloom-filters-1.0.10.tgz#3ca07f4aed698e75bd134584850260246a5fed8a"
-  integrity sha512-rxJ5OFN3RwjQxDcFP2Z5+Q9ho4eIdEmSc2ht0fCu8Se9nbXjZ7/031uXoUYJ87KHCOdVeiUuwSnoS7hmYAGVHA==
-  dependencies:
-    js-sha3 "^0.8.0"
-
-ethereum-cryptography@^0.1.3:
-  version "0.1.3"
-  resolved "https://registry.yarnpkg.com/ethereum-cryptography/-/ethereum-cryptography-0.1.3.tgz#8d6143cfc3d74bf79bbd8edecdf29e4ae20dd191"
-  integrity sha512-w8/4x1SGGzc+tO97TASLja6SLd3fRIK2tLVcV2Gx4IB21hE19atll5Cq9o3d0ZmAYC/8aw0ipieTSiekAea4SQ==
-  dependencies:
-    "@types/pbkdf2" "^3.0.0"
-    "@types/secp256k1" "^4.0.1"
-    blakejs "^1.1.0"
-    browserify-aes "^1.2.0"
-    bs58check "^2.1.2"
-    create-hash "^1.2.0"
-    create-hmac "^1.1.7"
-    hash.js "^1.1.7"
-    keccak "^3.0.0"
-    pbkdf2 "^3.0.17"
-    randombytes "^2.1.0"
-    safe-buffer "^5.1.2"
-    scrypt-js "^3.0.0"
-    secp256k1 "^4.0.1"
-    setimmediate "^1.0.5"
-
-ethereumjs-util@^7.1.0, ethereumjs-util@^7.1.5:
-  version "7.1.5"
-  resolved "https://registry.yarnpkg.com/ethereumjs-util/-/ethereumjs-util-7.1.5.tgz#9ecf04861e4fbbeed7465ece5f23317ad1129181"
-  integrity sha512-SDl5kKrQAudFBUe5OJM9Ac6WmMyYmXX/6sTmLZ3ffG2eY6ZIGBes3pEDxNN6V72WyOw4CPD5RomKdsa8DAAwLg==
-  dependencies:
-    "@types/bn.js" "^5.1.0"
-    bn.js "^5.1.2"
-    create-hash "^1.1.2"
-    ethereum-cryptography "^0.1.3"
-    rlp "^2.2.4"
-
-ethers@5.7.2, ethers@^5.7.2:
-  version "5.7.2"
-  resolved "https://registry.yarnpkg.com/ethers/-/ethers-5.7.2.tgz#3a7deeabbb8c030d4126b24f84e525466145872e"
-  integrity sha512-wswUsmWo1aOK8rR7DIKiWSw9DbLWe6x98Jrn8wcTflTVvaXhAMaB5zGAXy0GYQEQp9iO1iSHWVyARQm11zUtyg==
-  dependencies:
-    "@ethersproject/abi" "5.7.0"
-    "@ethersproject/abstract-provider" "5.7.0"
-    "@ethersproject/abstract-signer" "5.7.0"
-    "@ethersproject/address" "5.7.0"
-    "@ethersproject/base64" "5.7.0"
-    "@ethersproject/basex" "5.7.0"
-    "@ethersproject/bignumber" "5.7.0"
-    "@ethersproject/bytes" "5.7.0"
-    "@ethersproject/constants" "5.7.0"
-    "@ethersproject/contracts" "5.7.0"
-    "@ethersproject/hash" "5.7.0"
-    "@ethersproject/hdnode" "5.7.0"
-    "@ethersproject/json-wallets" "5.7.0"
-    "@ethersproject/keccak256" "5.7.0"
-    "@ethersproject/logger" "5.7.0"
-    "@ethersproject/networks" "5.7.1"
-    "@ethersproject/pbkdf2" "5.7.0"
-    "@ethersproject/properties" "5.7.0"
-    "@ethersproject/providers" "5.7.2"
-    "@ethersproject/random" "5.7.0"
-    "@ethersproject/rlp" "5.7.0"
-    "@ethersproject/sha2" "5.7.0"
-    "@ethersproject/signing-key" "5.7.0"
-    "@ethersproject/solidity" "5.7.0"
-    "@ethersproject/strings" "5.7.0"
-    "@ethersproject/transactions" "5.7.0"
-    "@ethersproject/units" "5.7.0"
-    "@ethersproject/wallet" "5.7.0"
-    "@ethersproject/web" "5.7.1"
-    "@ethersproject/wordlists" "5.7.0"
-
-ethjs-unit@0.1.6:
-  version "0.1.6"
-  resolved "https://registry.yarnpkg.com/ethjs-unit/-/ethjs-unit-0.1.6.tgz#c665921e476e87bce2a9d588a6fe0405b2c41699"
-  integrity sha512-/Sn9Y0oKl0uqQuvgFk/zQgR7aw1g36qX/jzSQ5lSwlO0GigPymk4eGQfeNTD03w1dPOqfz8V77Cy43jH56pagw==
-  dependencies:
-    bn.js "4.11.6"
-    number-to-bn "1.7.0"
-
-eventemitter3@4.0.4:
-  version "4.0.4"
-  resolved "https://registry.yarnpkg.com/eventemitter3/-/eventemitter3-4.0.4.tgz#b5463ace635a083d018bdc7c917b4c5f10a85384"
-  integrity sha512-rlaVLnVxtxvoyLsQQFBx53YmXHDxRIzzTLbdfxqi4yocpSjAxXwkU0cScM5JgSKMqEhrZpnvQ2D9gjylR0AimQ==
-
-eventemitter3@^4.0.7:
-  version "4.0.7"
-  resolved "https://registry.yarnpkg.com/eventemitter3/-/eventemitter3-4.0.7.tgz#2de9b68f6528d5644ef5c59526a1b4a07306169f"
-  integrity sha512-8guHBZCwKnFhYdHr2ysuRWErTwhoN2X8XELRlrRwpmfeY2jjuUN4taQMsULKUVo1K4DvZl+0pgfyoysHxvmvEw==
-
-eventemitter3@^5.0.0:
-  version "5.0.0"
-  resolved "https://registry.yarnpkg.com/eventemitter3/-/eventemitter3-5.0.0.tgz#084eb7f5b5388df1451e63f4c2aafd71b217ccb3"
-  integrity sha512-riuVbElZZNXLeLEoprfNYoDSwTBRR44X3mnhdI1YcnENpWTCsTTVZ2zFuqQcpoyqPQIUXdiPEU0ECAq0KQRaHg==
-
-events@^3.3.0:
-  version "3.3.0"
-  resolved "https://registry.yarnpkg.com/events/-/events-3.3.0.tgz#31a95ad0a924e2d2c419a813aeb2c4e878ea7400"
-  integrity sha512-mQw+2fkQbALzQ7V0MY0IqdnXNOeTtP4r0lN9z7AAawCXgqea7bDii20AYrIBrFd/Hx0M2Ocz6S111CaFkUcb0Q==
-
-evp_bytestokey@^1.0.3:
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/evp_bytestokey/-/evp_bytestokey-1.0.3.tgz#7fcbdb198dc71959432efe13842684e0525acb02"
-  integrity sha512-/f2Go4TognH/KvCISP7OUsHn85hT9nUkxxA9BEWxFn+Oj9o8ZNLm/40hdlgSLyuOimsrTKLUMEorQexp/aPQeA==
-  dependencies:
-    md5.js "^1.3.4"
-    safe-buffer "^5.1.1"
-
-ext@^1.1.2:
-  version "1.7.0"
-  resolved "https://registry.yarnpkg.com/ext/-/ext-1.7.0.tgz#0ea4383c0103d60e70be99e9a7f11027a33c4f5f"
-  integrity sha512-6hxeJYaL110a9b5TEJSj0gojyHQAmA2ch5Os+ySCiA1QGdS697XWY1pzsrSjqA9LDEEgdB/KypIlR59RcLuHYw==
-  dependencies:
-    type "^2.7.2"
-
-extend@^3.0.0:
-  version "3.0.2"
-  resolved "https://registry.yarnpkg.com/extend/-/extend-3.0.2.tgz#f8b1136b4071fbd8eb140aff858b1019ec2915fa"
-  integrity sha512-fjquC59cD7CyW6urNXK0FBufkZcoiGG80wTuPujX590cB5Ttln20E2UB4S/WARVqhXffZl2LNgS+gQdPIIim/g==
-
-eyes@^0.1.8:
-  version "0.1.8"
-  resolved "https://registry.yarnpkg.com/eyes/-/eyes-0.1.8.tgz#62cf120234c683785d902348a800ef3e0cc20bc0"
-  integrity sha512-GipyPsXO1anza0AOZdy69Im7hGFCNB7Y/NGjDlZGJ3GJJLtwNSb2vrzYrTYJRrRloVx7pl+bhUaTB8yiccPvFQ==
-
-fast-deep-equal@^3.1.1, fast-deep-equal@^3.1.3:
-  version "3.1.3"
-  resolved "https://registry.yarnpkg.com/fast-deep-equal/-/fast-deep-equal-3.1.3.tgz#3a7d56b559d6cbc3eb512325244e619a65c6c525"
-  integrity sha512-f3qQ9oQy9j2AhBe/H9VC91wLmKBCCU/gDOnKNAYG5hswO7BLKj09Hc5HYNz9cGI++xlpDCIgDaitVs03ATR84Q==
-
-fast-glob@^3.2.11:
-  version "3.2.12"
-  resolved "https://registry.yarnpkg.com/fast-glob/-/fast-glob-3.2.12.tgz#7f39ec99c2e6ab030337142da9e0c18f37afae80"
-  integrity sha512-DVj4CQIYYow0BlaelwK1pHl5n5cRSJfM60UA0zK891sVInoPri2Ekj7+e1CT3/3qxXenpI+nBBmQAcJPJgaj4w==
-  dependencies:
-    "@nodelib/fs.stat" "^2.0.2"
-    "@nodelib/fs.walk" "^1.2.3"
-    glob-parent "^5.1.2"
-    merge2 "^1.3.0"
-    micromatch "^4.0.4"
-
-fast-json-stable-stringify@^2.0.0:
-  version "2.1.0"
-  resolved "https://registry.yarnpkg.com/fast-json-stable-stringify/-/fast-json-stable-stringify-2.1.0.tgz#874bf69c6f404c2b5d99c481341399fd55892633"
-  integrity sha512-lhd/wF+Lk98HZoTCtlVraHtfh5XYijIjalXck7saUtuanSDyLMxnHhSXEDJqHxD7msR8D0uCmqlkwjCV8xvwHw==
-
-fast-levenshtein@^2.0.6:
-  version "2.0.6"
-  resolved "https://registry.yarnpkg.com/fast-levenshtein/-/fast-levenshtein-2.0.6.tgz#3d8a5c66883a16a30ca8643e851f19baa7797917"
-  integrity sha512-DCXu6Ifhqcks7TZKY3Hxp3y6qphY5SJZmrWMDrKcERSOXWQdMhU9Ig/PYrzyw/ul9jOIyh0N4M0tbC5hodg8dw==
-
-fast-redact@^3.0.0:
-  version "3.1.2"
-  resolved "https://registry.yarnpkg.com/fast-redact/-/fast-redact-3.1.2.tgz#d58e69e9084ce9fa4c1a6fa98a3e1ecf5d7839aa"
-  integrity sha512-+0em+Iya9fKGfEQGcd62Yv6onjBmmhV1uh86XVfOU8VwAe6kaFdQCWI9s0/Nnugx5Vd9tdbZ7e6gE2tR9dzXdw==
-
-fast-safe-stringify@^2.0.6:
-  version "2.1.1"
-  resolved "https://registry.yarnpkg.com/fast-safe-stringify/-/fast-safe-stringify-2.1.1.tgz#c406a83b6e70d9e35ce3b30a81141df30aeba884"
-  integrity sha512-W+KJc2dmILlPplD/H4K9l9LcAHAfPtP6BY84uVLXQ6Evcz9Lcg33Y2z1IVblT6xdY54PXYVHEv+0Wpq8Io6zkA==
-
-fast-stable-stringify@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/fast-stable-stringify/-/fast-stable-stringify-1.0.0.tgz#5c5543462b22aeeefd36d05b34e51c78cb86d313"
-  integrity sha512-wpYMUmFu5f00Sm0cj2pfivpmawLZ0NKdviQ4w9zJeR8JVtOpOxHmLaJuj0vxvGqMJQWyP/COUkF75/57OKyRag==
-
-fastq@^1.6.0:
-  version "1.15.0"
-  resolved "https://registry.yarnpkg.com/fastq/-/fastq-1.15.0.tgz#d04d07c6a2a68fe4599fea8d2e103a937fae6b3a"
-  integrity sha512-wBrocU2LCXXa+lWBt8RoIRD89Fi8OdABODa/kEnyeyjS5aZO5/GNvI5sEINADqP/h8M29UHTHUb53sUu5Ihqdw==
-  dependencies:
-    reusify "^1.0.4"
-
-file-entry-cache@^6.0.1:
-  version "6.0.1"
-  resolved "https://registry.yarnpkg.com/file-entry-cache/-/file-entry-cache-6.0.1.tgz#211b2dd9659cb0394b073e7323ac3c933d522027"
-  integrity sha512-7Gps/XWymbLk2QLYK4NzpMOrYjMhdIxXuIvy2QBsLE6ljuodKvdkWs/cpyJJ3CVIVpH0Oi1Hvg1ovbMzLdFBBg==
-  dependencies:
-    flat-cache "^3.0.4"
-
-file-uri-to-path@1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/file-uri-to-path/-/file-uri-to-path-1.0.0.tgz#553a7b8446ff6f684359c445f1e37a05dacc33dd"
-  integrity sha512-0Zt+s3L7Vf1biwWZ29aARiVYLx7iMGnEUl9x33fbB/j3jR81u/O2LbqK+Bm1CDSNDKVtJ/YjwY7TUd5SkeLQLw==
-
-fill-range@^7.0.1:
-  version "7.0.1"
-  resolved "https://registry.yarnpkg.com/fill-range/-/fill-range-7.0.1.tgz#1919a6a7c75fe38b2c7c77e5198535da9acdda40"
-  integrity sha512-qOo9F+dMUmC2Lcb4BbVvnKJxTPjCm+RRpe4gDuGrzkL7mEVl/djYSu2OdQ2Pa302N4oqkSg9ir6jaLWJ2USVpQ==
-  dependencies:
-    to-regex-range "^5.0.1"
-
-filter-obj@^1.1.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/filter-obj/-/filter-obj-1.1.0.tgz#9b311112bc6c6127a16e016c6c5d7f19e0805c5b"
-  integrity sha512-8rXg1ZnX7xzy2NGDVkBVaAy+lSlPNwad13BtgSlLuxfIslyt5Vg64U7tFcCt4WS1R0hvtnQybT/IyCkGZ3DpXQ==
-
-find-root@^1.1.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/find-root/-/find-root-1.1.0.tgz#abcfc8ba76f708c42a97b3d685b7e9450bfb9ce4"
-  integrity sha512-NKfW6bec6GfKc0SGx1e07QZY9PE99u0Bft/0rzSD5k3sO/vwkVUpDUKVm5Gpp5Ue3YfShPFTX2070tDs5kB9Ng==
-
-find-up@5.0.0:
-  version "5.0.0"
-  resolved "https://registry.yarnpkg.com/find-up/-/find-up-5.0.0.tgz#4c92819ecb7083561e4f4a240a86be5198f536fc"
-  integrity sha512-78/PXT1wlLLDgTzDs7sjq9hzz0vXD+zn+7wypEe4fXQxCmdmqfGsEPQxmiCSQI3ajFV91bVSsvNtrJRiW6nGng==
-  dependencies:
-    locate-path "^6.0.0"
-    path-exists "^4.0.0"
-
-find-up@^4.1.0:
-  version "4.1.0"
-  resolved "https://registry.yarnpkg.com/find-up/-/find-up-4.1.0.tgz#97afe7d6cdc0bc5928584b7c8d7b16e8a9aa5d19"
-  integrity sha512-PpOwAdQ/YlXQ2vj8a3h8IipDuYRi3wceVQQGYWxNINccq40Anw7BlsEXCMbt1Zt+OLA6Fq9suIpIWD0OsnISlw==
-  dependencies:
-    locate-path "^5.0.0"
-    path-exists "^4.0.0"
-
-flat-cache@^3.0.4:
-  version "3.0.4"
-  resolved "https://registry.yarnpkg.com/flat-cache/-/flat-cache-3.0.4.tgz#61b0338302b2fe9f957dcc32fc2a87f1c3048b11"
-  integrity sha512-dm9s5Pw7Jc0GvMYbshN6zchCA9RgQlzzEZX3vylR9IqFfS8XciblUXOKfW6SiuJ0e13eDYZoZV5wdrev7P3Nwg==
-  dependencies:
-    flatted "^3.1.0"
-    rimraf "^3.0.2"
-
-flat@^5.0.2:
-  version "5.0.2"
-  resolved "https://registry.yarnpkg.com/flat/-/flat-5.0.2.tgz#8ca6fe332069ffa9d324c327198c598259ceb241"
-  integrity sha512-b6suED+5/3rTpUBdG1gupIl8MPFCAMA0QXwmljLhvCUKcUvdE4gWky9zpuGCcXHOsz4J9wPGNWq6OKpmIzz3hQ==
-
-flatted@^3.1.0:
-  version "3.2.7"
-  resolved "https://registry.yarnpkg.com/flatted/-/flatted-3.2.7.tgz#609f39207cb614b89d0765b477cb2d437fbf9787"
-  integrity sha512-5nqDSxl8nn5BSNxyR3n4I6eDmbolI6WT+QqR547RwxQapgjQBmtktdP+HTBb/a/zLsbzERTONyUB5pefh5TtjQ==
-
-follow-redirects@^1.14.0, follow-redirects@^1.14.9, follow-redirects@^1.15.0:
-  version "1.15.2"
-  resolved "https://registry.yarnpkg.com/follow-redirects/-/follow-redirects-1.15.2.tgz#b460864144ba63f2681096f274c4e57026da2c13"
-  integrity sha512-VQLG33o04KaQ8uYi2tVNbdrWp1QWxNNea+nmIB4EVM28v0hmP17z7aG1+wAkNzVq4KeXTq3221ye5qTJP91JwA==
-
-for-each@^0.3.3:
-  version "0.3.3"
-  resolved "https://registry.yarnpkg.com/for-each/-/for-each-0.3.3.tgz#69b447e88a0a5d32c3e7084f3f1710034b21376e"
-  integrity sha512-jqYfLp7mo9vIyQf8ykW2v7A+2N4QjeCeI5+Dz9XraiO1ign81wjiH7Fb9vSOWvQfNtmSa4H2RoQTrrXivdUZmw==
-  dependencies:
-    is-callable "^1.1.3"
-
-form-data@^4.0.0:
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/form-data/-/form-data-4.0.0.tgz#93919daeaf361ee529584b9b31664dc12c9fa452"
-  integrity sha512-ETEklSGi5t0QMZuiXoA/Q6vcnxcLQP5vdugSpuAyi6SVGi2clPPp+xgEhuMaHC+zGgn31Kd235W35f7Hykkaww==
-  dependencies:
-    asynckit "^0.4.0"
-    combined-stream "^1.0.8"
-    mime-types "^2.1.12"
-
-fs.realpath@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/fs.realpath/-/fs.realpath-1.0.0.tgz#1504ad2523158caa40db4a2787cb01411994ea4f"
-  integrity sha512-OO0pH2lK6a0hZnAdau5ItzHPI6pUlvI7jMVnxUQRtw4owF2wk8lOSabtGDCTP4Ggrg2MbGnWO9X8K1t4+fGMDw==
-
-fsevents@~2.3.2:
-  version "2.3.2"
-  resolved "https://registry.yarnpkg.com/fsevents/-/fsevents-2.3.2.tgz#8a526f78b8fdf4623b709e0b975c52c24c02fd1a"
-  integrity sha512-xiqMQR4xAeHTuB9uWm+fFRcIOgKBMiOBP+eXiyT7jsgVCq1bkVygt00oASowB7EdtpOHaaPgKt812P9ab+DDKA==
-
-function-bind@^1.1.1:
-  version "1.1.1"
-  resolved "https://registry.yarnpkg.com/function-bind/-/function-bind-1.1.1.tgz#a56899d3ea3c9bab874bb9773b7c5ede92f4895d"
-  integrity sha512-yIovAzMX49sF8Yl58fSCWJ5svSLuaibPxXQJFLmBObTuCr0Mf1KiPopGM9NiFjiYBCbfaa2Fh6breQ6ANVTI0A==
-
-functional-red-black-tree@^1.0.1:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/functional-red-black-tree/-/functional-red-black-tree-1.0.1.tgz#1b0ab3bd553b2a0d6399d29c0e3ea0b252078327"
-  integrity sha512-dsKNQNdj6xA3T+QlADDA7mOSlX0qiMINjn0cgr+eGHGsbSHzTabcIogz2+p/iqP1Xs6EP/sS2SbqH+brGTbq0g==
-
-fuse.js@^6.6.2:
-  version "6.6.2"
-  resolved "https://registry.yarnpkg.com/fuse.js/-/fuse.js-6.6.2.tgz#fe463fed4b98c0226ac3da2856a415576dc9a111"
-  integrity sha512-cJaJkxCCxC8qIIcPBF9yGxY0W/tVZS3uEISDxhYIdtk8OL93pe+6Zj7LjCqVV4dzbqcriOZ+kQ/NE4RXZHsIGA==
-
-get-caller-file@^2.0.1, get-caller-file@^2.0.5:
-  version "2.0.5"
-  resolved "https://registry.yarnpkg.com/get-caller-file/-/get-caller-file-2.0.5.tgz#4f94412a82db32f36e3b0b9741f8a97feb031f7e"
-  integrity sha512-DyFP3BM/3YHTQOCUL/w0OZHR0lpKeGrxotcHWcqNEdnltqFwXVfhEBQ94eIo34AfQpo0rGki4cyIiftY06h2Fg==
-
-get-func-name@^2.0.0:
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/get-func-name/-/get-func-name-2.0.0.tgz#ead774abee72e20409433a066366023dd6887a41"
-  integrity sha512-Hm0ixYtaSZ/V7C8FJrtZIuBBI+iSgL+1Aq82zSu8VQNB4S3Gk8e7Qs3VwBDJAhmRZcFqkl3tQu36g/Foh5I5ig==
-
-get-intrinsic@^1.0.2, get-intrinsic@^1.1.3:
-  version "1.2.0"
-  resolved "https://registry.yarnpkg.com/get-intrinsic/-/get-intrinsic-1.2.0.tgz#7ad1dc0535f3a2904bba075772763e5051f6d05f"
-  integrity sha512-L049y6nFOuom5wGyRc3/gdTLO94dySVKRACj1RmJZBQXlbTMhtNIgkWkUHq+jYmZvKf14EW1EoJnnjbmoHij0Q==
-  dependencies:
-    function-bind "^1.1.1"
-    has "^1.0.3"
-    has-symbols "^1.0.3"
-
-get-nonce@^1.0.0:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/get-nonce/-/get-nonce-1.0.1.tgz#fdf3f0278073820d2ce9426c18f07481b1e0cdf3"
-  integrity sha512-FJhYRoDaiatfEkUK8HKlicmu/3SGFD51q3itKDGoSTysQJBnfOcxU5GxnhE1E6soB76MbT0MBtnKJuXyAx+96Q==
-
-glob-parent@^5.1.2, glob-parent@~5.1.2:
-  version "5.1.2"
-  resolved "https://registry.yarnpkg.com/glob-parent/-/glob-parent-5.1.2.tgz#869832c58034fe68a4093c17dc15e8340d8401c4"
-  integrity sha512-AOIgSQCepiJYwP3ARnGx+5VnTu2HBYdzbGP45eLw1vr3zB3vZLeyed1sC9hnbcOc9/SrMyM5RPQrkGz4aS9Zow==
-  dependencies:
-    is-glob "^4.0.1"
-
-glob-parent@^6.0.1, glob-parent@^6.0.2:
-  version "6.0.2"
-  resolved "https://registry.yarnpkg.com/glob-parent/-/glob-parent-6.0.2.tgz#6d237d99083950c79290f24c7642a3de9a28f9e3"
-  integrity sha512-XxwI8EOhVQgWp6iDL+3b0r86f4d6AX6zSU55HfB4ydCEuXLXc5FcYeOu+nnGftS4TEju/11rt4KJPTMgbfmv4A==
-  dependencies:
-    is-glob "^4.0.3"
-
-glob@7.2.0:
-  version "7.2.0"
-  resolved "https://registry.yarnpkg.com/glob/-/glob-7.2.0.tgz#d15535af7732e02e948f4c41628bd910293f6023"
-  integrity sha512-lmLf6gtyrPq8tTjSmrO94wBeQbFR3HbLHbuyD69wuyQkImp2hWqMGB47OX65FBkPffO641IP9jWa1z4ivqG26Q==
-  dependencies:
-    fs.realpath "^1.0.0"
-    inflight "^1.0.4"
-    inherits "2"
-    minimatch "^3.0.4"
-    once "^1.3.0"
-    path-is-absolute "^1.0.0"
-
-glob@^7.1.3:
-  version "7.2.3"
-  resolved "https://registry.yarnpkg.com/glob/-/glob-7.2.3.tgz#b8df0fb802bbfa8e89bd1d938b4e16578ed44f2b"
-  integrity sha512-nFR0zLpU2YCaRxwoCJvL6UvCH2JFyFVIvwTLsIf21AuHlMskA1hhTdk+LlYJtOlYt9v6dvszD2BGRqBL+iQK9Q==
-  dependencies:
-    fs.realpath "^1.0.0"
-    inflight "^1.0.4"
-    inherits "2"
-    minimatch "^3.1.1"
-    once "^1.3.0"
-    path-is-absolute "^1.0.0"
-
-globals@^13.15.0, globals@^13.19.0:
-  version "13.20.0"
-  resolved "https://registry.yarnpkg.com/globals/-/globals-13.20.0.tgz#ea276a1e508ffd4f1612888f9d1bad1e2717bf82"
-  integrity sha512-Qg5QtVkCy/kv3FUSlu4ukeZDVf9ee0iXLAUYX13gbR17bnejFTzr4iS9bY7kwCf1NztRNm1t91fjOiyx4CSwPQ==
-  dependencies:
-    type-fest "^0.20.2"
-
-gopd@^1.0.1:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/gopd/-/gopd-1.0.1.tgz#29ff76de69dac7489b7c0918a5788e56477c332c"
-  integrity sha512-d65bNlIadxvpb/A2abVdlqKqV563juRnZ1Wtk6s1sIR8uNsXR70xqIzVqxVf1eTqDunwT2MkczEeaezCKTZhwA==
-  dependencies:
-    get-intrinsic "^1.1.3"
-
-hamt-sharding@^2.0.0:
-  version "2.0.1"
-  resolved "https://registry.yarnpkg.com/hamt-sharding/-/hamt-sharding-2.0.1.tgz#f45686d0339e74b03b233bee1bde9587727129b6"
-  integrity sha512-vnjrmdXG9dDs1m/H4iJ6z0JFI2NtgsW5keRkTcM85NGak69Mkf5PHUqBz+Xs0T4sg0ppvj9O5EGAJo40FTxmmA==
-  dependencies:
-    sparse-array "^1.3.1"
-    uint8arrays "^3.0.0"
-
-has-flag@^3.0.0:
-  version "3.0.0"
-  resolved "https://registry.yarnpkg.com/has-flag/-/has-flag-3.0.0.tgz#b5d454dc2199ae225699f3467e5a07f3b955bafd"
-  integrity sha512-sKJf1+ceQBr4SMkvQnBDNDtf4TXpVhVGateu0t918bl30FnbE2m4vNLX+VWe/dpjlb+HugGYzW7uQXH98HPEYw==
-
-has-flag@^4.0.0:
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/has-flag/-/has-flag-4.0.0.tgz#944771fd9c81c81265c4d6941860da06bb59479b"
-  integrity sha512-EykJT/Q1KjTWctppgIAgfSO0tKVuZUjhgMr17kqTumMl6Afv3EISleU7qZUzoXDFTAHTDC4NOoG/ZxU3EvlMPQ==
-
-has-symbols@^1.0.2, has-symbols@^1.0.3:
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/has-symbols/-/has-symbols-1.0.3.tgz#bb7b2c4349251dce87b125f7bdf874aa7c8b39f8"
-  integrity sha512-l3LCuF6MgDNwTDKkdYGEihYjt5pRPbEg46rtlmnSPlUbgmB8LOIrKJbYYFBSbnPaJexMKtiPO8hmeRjRz2Td+A==
-
-has-tostringtag@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/has-tostringtag/-/has-tostringtag-1.0.0.tgz#7e133818a7d394734f941e73c3d3f9291e658b25"
-  integrity sha512-kFjcSNhnlGV1kyoGk7OXKSawH5JOb/LzUc5w9B02hOTO0dfFRjbHQKvg1d6cf3HbeUmtU9VbbV3qzZ2Teh97WQ==
-  dependencies:
-    has-symbols "^1.0.2"
-
-has@^1.0.3:
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/has/-/has-1.0.3.tgz#722d7cbfc1f6aa8241f16dd814e011e1f41e8796"
-  integrity sha512-f2dvO0VU6Oej7RkWJGrehjbzMAjFp5/VKPp5tTpWIV4JHHZK1/BxbFRtf/siA2SWTe09caDmVtYYzWEIbBS4zw==
-  dependencies:
-    function-bind "^1.1.1"
-
-hash-base@^3.0.0:
-  version "3.1.0"
-  resolved "https://registry.yarnpkg.com/hash-base/-/hash-base-3.1.0.tgz#55c381d9e06e1d2997a883b4a3fddfe7f0d3af33"
-  integrity sha512-1nmYp/rhMDiE7AYkDw+lLwlAzz0AntGIe51F3RfFfEqyQ3feY2eI/NcwC6umIQVOASPMsWJLJScWKSSvzL9IVA==
-  dependencies:
-    inherits "^2.0.4"
-    readable-stream "^3.6.0"
-    safe-buffer "^5.2.0"
-
-hash.js@1.1.7, hash.js@^1.0.0, hash.js@^1.0.3, hash.js@^1.1.7:
-  version "1.1.7"
-  resolved "https://registry.yarnpkg.com/hash.js/-/hash.js-1.1.7.tgz#0babca538e8d4ee4a0f8988d68866537a003cf42"
-  integrity sha512-taOaskGt4z4SOANNseOviYDvjEJinIkRgmp7LbKP2YTTmVxWBl87s/uzK9r+44BclBSp2X7K1hqeNfz9JbBeXA==
-  dependencies:
-    inherits "^2.0.3"
-    minimalistic-assert "^1.0.1"
-
-hast-util-whitespace@^2.0.0:
-  version "2.0.1"
-  resolved "https://registry.yarnpkg.com/hast-util-whitespace/-/hast-util-whitespace-2.0.1.tgz#0ec64e257e6fc216c7d14c8a1b74d27d650b4557"
-  integrity sha512-nAxA0v8+vXSBDt3AnRUNjyRIQ0rD+ntpbAp4LnPkumc5M9yUbSMa4XDU9Q6etY4f1Wp4bNgvc1yjiZtsTTrSng==
-
-he@1.2.0:
-  version "1.2.0"
-  resolved "https://registry.yarnpkg.com/he/-/he-1.2.0.tgz#84ae65fa7eafb165fddb61566ae14baf05664f0f"
-  integrity sha512-F/1DnUGPopORZi0ni+CvrCgHQ5FyEAHRLSApuYWMmrbSwoN2Mn/7k+Gl38gJnR7yyDZk6WLXwiGod1JOWNDKGw==
-
-hey-listen@^1.0.8:
-  version "1.0.8"
-  resolved "https://registry.yarnpkg.com/hey-listen/-/hey-listen-1.0.8.tgz#8e59561ff724908de1aa924ed6ecc84a56a9aa68"
-  integrity sha512-COpmrF2NOg4TBWUJ5UVyaCU2A88wEMkUPK4hNqyCkqHbxT92BbvfjoSozkAIIm6XhicGlJHhFdullInrdhwU8Q==
-
-hmac-drbg@^1.0.1:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/hmac-drbg/-/hmac-drbg-1.0.1.tgz#d2745701025a6c775a6c545793ed502fc0c649a1"
-  integrity sha512-Tti3gMqLdZfhOQY1Mzf/AanLiqh1WTiJgEj26ZuYQ9fbkLomzGchCws4FyrSd4VkpBfiNhaE1On+lOz894jvXg==
-  dependencies:
-    hash.js "^1.0.3"
-    minimalistic-assert "^1.0.0"
-    minimalistic-crypto-utils "^1.0.1"
-
-hoist-non-react-statics@^3.3.1:
-  version "3.3.2"
-  resolved "https://registry.yarnpkg.com/hoist-non-react-statics/-/hoist-non-react-statics-3.3.2.tgz#ece0acaf71d62c2969c2ec59feff42a4b1a85b45"
-  integrity sha512-/gGivxi8JPKWNm/W0jSmzcMPpfpPLc3dY/6GxhX2hQ9iGj3aDfklV4ET7NjKpSinLpJ5vafa9iiGIEZg10SfBw==
-  dependencies:
-    react-is "^16.7.0"
-
-http-https@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/http-https/-/http-https-1.0.0.tgz#2f908dd5f1db4068c058cd6e6d4ce392c913389b"
-  integrity sha512-o0PWwVCSp3O0wS6FvNr6xfBCHgt0m1tvPLFOCc2iFDKTRAXhB7m8klDf7ErowFH8POa6dVdGatKU5I1YYwzUyg==
-
-humanize-ms@^1.2.1:
-  version "1.2.1"
-  resolved "https://registry.yarnpkg.com/humanize-ms/-/humanize-ms-1.2.1.tgz#c46e3159a293f6b896da29316d8b6fe8bb79bbed"
-  integrity sha512-Fl70vYtsAFb/C06PTS9dZBo7ihau+Tu/DNCk/OyHhea07S+aeMWpFFkUaXRa8fI+ScZbEI8dfSxwY7gxZ9SAVQ==
-  dependencies:
-    ms "^2.0.0"
-
-ieee754@^1.2.1:
-  version "1.2.1"
-  resolved "https://registry.yarnpkg.com/ieee754/-/ieee754-1.2.1.tgz#8eb7a10a63fff25d15a57b001586d177d1b0d352"
-  integrity sha512-dcyqhDvX1C46lXZcVqCpK+FtMRQVdIMN6/Df5js2zouUsqG7I6sFxitIC+7KYK29KdXOLHdu9zL4sFnoVQnqaA==
-
-ignore@^5.2.0:
-  version "5.2.4"
-  resolved "https://registry.yarnpkg.com/ignore/-/ignore-5.2.4.tgz#a291c0c6178ff1b960befe47fcdec301674a6324"
-  integrity sha512-MAb38BcSbH0eHNBxn7ql2NH/kX33OkB3lZ1BNdh7ENeRChHTYsTvWrMubiIAMNS2llXEEgZ1MUOBtXChP3kaFQ==
-
-import-fresh@^3.0.0, import-fresh@^3.2.1:
-  version "3.3.0"
-  resolved "https://registry.yarnpkg.com/import-fresh/-/import-fresh-3.3.0.tgz#37162c25fcb9ebaa2e6e53d5b4d88ce17d9e0c2b"
-  integrity sha512-veYYhQa+D1QBKznvhUHxb8faxlrwUnxseDAbAp457E0wLNio2bOSKnjYDhMj+YiAq61xrMGhQk9iXVk5FzgQMw==
-  dependencies:
-    parent-module "^1.0.0"
-    resolve-from "^4.0.0"
-
-imurmurhash@^0.1.4:
-  version "0.1.4"
-  resolved "https://registry.yarnpkg.com/imurmurhash/-/imurmurhash-0.1.4.tgz#9218b9b2b928a238b13dc4fb6b6d576f231453ea"
-  integrity sha512-JmXMZ6wuvDmLiHEml9ykzqO6lwFbof0GG4IkcGaENdCRDDmMVnny7s5HsIgHCbaq0w2MyPhDqkhTUgS2LU2PHA==
-
-inflight@^1.0.4:
-  version "1.0.6"
-  resolved "https://registry.yarnpkg.com/inflight/-/inflight-1.0.6.tgz#49bd6331d7d02d0c09bc910a1075ba8165b56df9"
-  integrity sha512-k92I/b08q4wvFscXCLvqfsHCrjrF7yiXsQuIVvVE7N82W3+aqpzuUdBbfhWcy/FZR3/4IgflMgKLOsvPDrGCJA==
-  dependencies:
-    once "^1.3.0"
-    wrappy "1"
-
-inherits@2, inherits@^2.0.1, inherits@^2.0.3, inherits@^2.0.4, inherits@~2.0.4:
-  version "2.0.4"
-  resolved "https://registry.yarnpkg.com/inherits/-/inherits-2.0.4.tgz#0fa2c64f932917c3433a0ded55363aae37416b7c"
-  integrity sha512-k/vGaX4/Yla3WzyMCvTQOXYeIHvqOKtnqBduzTHpzpQZzAskKMhZ2K+EnBiSM9zGSoIFeMpXKxa4dYeZIQqewQ==
-
-inline-style-parser@0.1.1:
-  version "0.1.1"
-  resolved "https://registry.yarnpkg.com/inline-style-parser/-/inline-style-parser-0.1.1.tgz#ec8a3b429274e9c0a1f1c4ffa9453a7fef72cea1"
-  integrity sha512-7NXolsK4CAS5+xvdj5OMMbI962hU/wvwoxk+LWR9Ek9bVtyuuYScDN6eS0rUm6TxApFpw7CX1o4uJzcd4AyD3Q==
-
-interface-ipld-format@^1.0.0:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/interface-ipld-format/-/interface-ipld-format-1.0.1.tgz#bee39c70c584a033e186ff057a2be89f215963e3"
-  integrity sha512-WV/ar+KQJVoQpqRDYdo7YPGYIUHJxCuOEhdvsRpzLqoOIVCqPKdMMYmsLL1nCRsF3yYNio+PAJbCKiv6drrEAg==
-  dependencies:
-    cids "^1.1.6"
-    multicodec "^3.0.1"
-    multihashes "^4.0.2"
-
-invariant@^2.2.4:
-  version "2.2.4"
-  resolved "https://registry.yarnpkg.com/invariant/-/invariant-2.2.4.tgz#610f3c92c9359ce1db616e538008d23ff35158e6"
-  integrity sha512-phJfQVBuaJM5raOpJjSfkiD6BpbCE4Ns//LaXl6wGYtUBY83nWS6Rf9tXm2e8VaK60JEjYldbPif/A2B1C2gNA==
-  dependencies:
-    loose-envify "^1.0.0"
-
-ipfs-unixfs-importer@^7.0.1:
-  version "7.0.3"
-  resolved "https://registry.yarnpkg.com/ipfs-unixfs-importer/-/ipfs-unixfs-importer-7.0.3.tgz#b850e831ca9647d589ef50bc33421f65bab7bba6"
-  integrity sha512-qeFOlD3AQtGzr90sr5Tq1Bi8pT5Nr2tSI8z310m7R4JDYgZc6J1PEZO3XZQ8l1kuGoqlAppBZuOYmPEqaHcVQQ==
-  dependencies:
-    bl "^5.0.0"
-    cids "^1.1.5"
-    err-code "^3.0.1"
-    hamt-sharding "^2.0.0"
-    ipfs-unixfs "^4.0.3"
-    ipld-dag-pb "^0.22.2"
-    it-all "^1.0.5"
-    it-batch "^1.0.8"
-    it-first "^1.0.6"
-    it-parallel-batch "^1.0.9"
-    merge-options "^3.0.4"
-    multihashing-async "^2.1.0"
-    rabin-wasm "^0.1.4"
-    uint8arrays "^2.1.2"
-
-ipfs-unixfs@^4.0.3:
-  version "4.0.3"
-  resolved "https://registry.yarnpkg.com/ipfs-unixfs/-/ipfs-unixfs-4.0.3.tgz#7c43e5726052ade4317245358ac541ef3d63d94e"
-  integrity sha512-hzJ3X4vlKT8FQ3Xc4M1szaFVjsc1ZydN+E4VQ91aXxfpjFn9G2wsMo1EFdAXNq/BUnN5dgqIOMP5zRYr3DTsAw==
-  dependencies:
-    err-code "^3.0.1"
-    protobufjs "^6.10.2"
-
-ipld-dag-pb@^0.22.2:
-  version "0.22.3"
-  resolved "https://registry.yarnpkg.com/ipld-dag-pb/-/ipld-dag-pb-0.22.3.tgz#6d5af28b5752236a5cb0e0a1888c87dd733b55cd"
-  integrity sha512-dfG5C5OVAR4FEP7Al2CrHWvAyIM7UhAQrjnOYOIxXGQz5NlEj6wGX0XQf6Ru6or1na6upvV3NQfstapQG8X2rg==
-  dependencies:
-    cids "^1.0.0"
-    interface-ipld-format "^1.0.0"
-    multicodec "^3.0.1"
-    multihashing-async "^2.0.0"
-    protobufjs "^6.10.2"
-    stable "^0.1.8"
-    uint8arrays "^2.0.5"
-
-is-arguments@^1.0.4:
-  version "1.1.1"
-  resolved "https://registry.yarnpkg.com/is-arguments/-/is-arguments-1.1.1.tgz#15b3f88fda01f2a97fec84ca761a560f123efa9b"
-  integrity sha512-8Q7EARjzEnKpt/PCD7e1cgUS0a6X8u5tdSiMqXhojOdoV9TsMsiO+9VLC5vAmO8N7/GmXn7yjR8qnA6bVAEzfA==
-  dependencies:
-    call-bind "^1.0.2"
-    has-tostringtag "^1.0.0"
-
-is-arrayish@^0.2.1:
-  version "0.2.1"
-  resolved "https://registry.yarnpkg.com/is-arrayish/-/is-arrayish-0.2.1.tgz#77c99840527aa8ecb1a8ba697b80645a7a926a9d"
-  integrity sha512-zz06S8t0ozoDXMG+ube26zeCTNXcKIPJZJi8hBrF4idCLms4CG9QtK7qBl1boi5ODzFpjswb5JPmHCbMpjaYzg==
-
-is-binary-path@~2.1.0:
-  version "2.1.0"
-  resolved "https://registry.yarnpkg.com/is-binary-path/-/is-binary-path-2.1.0.tgz#ea1f7f3b80f064236e83470f86c09c254fb45b09"
-  integrity sha512-ZMERYes6pDydyuGidse7OsHxtbI7WVeUEozgR/g7rd0xUimYNlvZRE/K2MgZTjWy725IfelLeVcEM97mmtRGXw==
-  dependencies:
-    binary-extensions "^2.0.0"
-
-is-buffer@^2.0.0:
-  version "2.0.5"
-  resolved "https://registry.yarnpkg.com/is-buffer/-/is-buffer-2.0.5.tgz#ebc252e400d22ff8d77fa09888821a24a658c191"
-  integrity sha512-i2R6zNFDwgEHJyQUtJEk0XFi1i0dPFn/oqjK3/vPCcDeJvW5NQ83V8QbicfF1SupOaB0h8ntgBC2YiE7dfyctQ==
-
-is-callable@^1.1.3:
-  version "1.2.7"
-  resolved "https://registry.yarnpkg.com/is-callable/-/is-callable-1.2.7.tgz#3bc2a85ea742d9e36205dcacdd72ca1fdc51b055"
-  integrity sha512-1BC0BVFhS/p0qtw6enp8e+8OD0UrK0oFLztSjNzhcKA3WDuJxxAPXzPuPtKkjEY9UUoEWlX/8fgKeu2S8i9JTA==
-
-is-core-module@^2.11.0:
-  version "2.12.0"
-  resolved "https://registry.yarnpkg.com/is-core-module/-/is-core-module-2.12.0.tgz#36ad62f6f73c8253fd6472517a12483cf03e7ec4"
-  integrity sha512-RECHCBCd/viahWmwj6enj19sKbHfJrddi/6cBDsNTKbNq0f7VeaUkBo60BqzvPqo/W54ChS62Z5qyun7cfOMqQ==
-  dependencies:
-    has "^1.0.3"
-
-is-extglob@^2.1.1:
-  version "2.1.1"
-  resolved "https://registry.yarnpkg.com/is-extglob/-/is-extglob-2.1.1.tgz#a88c02535791f02ed37c76a1b9ea9773c833f8c2"
-  integrity sha512-SbKbANkN603Vi4jEZv49LeVJMn4yGwsbzZworEoyEiutsN3nJYdbO36zfhGJ6QEDpOZIFkDtnq5JRxmvl3jsoQ==
-
-is-fullwidth-code-point@^3.0.0:
-  version "3.0.0"
-  resolved "https://registry.yarnpkg.com/is-fullwidth-code-point/-/is-fullwidth-code-point-3.0.0.tgz#f116f8064fe90b3f7844a38997c0b75051269f1d"
-  integrity sha512-zymm5+u+sCsSWyD9qNaejV3DFvhCKclKdizYaJUuHA83RLjb7nSuGnddCHGv0hk+KY7BMAlsWeK4Ueg6EV6XQg==
-
-is-generator-function@^1.0.7:
-  version "1.0.10"
-  resolved "https://registry.yarnpkg.com/is-generator-function/-/is-generator-function-1.0.10.tgz#f1558baf1ac17e0deea7c0415c438351ff2b3c72"
-  integrity sha512-jsEjy9l3yiXEQ+PsXdmBwEPcOxaXWLspKdplFUVI9vq1iZgIekeC0L167qeu86czQaxed3q/Uzuw0swL0irL8A==
-  dependencies:
-    has-tostringtag "^1.0.0"
-
-is-glob@^4.0.0, is-glob@^4.0.1, is-glob@^4.0.3, is-glob@~4.0.1:
-  version "4.0.3"
-  resolved "https://registry.yarnpkg.com/is-glob/-/is-glob-4.0.3.tgz#64f61e42cbbb2eec2071a9dac0b28ba1e65d5084"
-  integrity sha512-xelSayHH36ZgE7ZWhli7pW34hNbNl8Ojv5KVmkJD4hBdD3th8Tfk9vYasLM+mXWOZhFkgZfxhLSnrwRr4elSSg==
-  dependencies:
-    is-extglob "^2.1.1"
-
-is-hex-prefixed@1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/is-hex-prefixed/-/is-hex-prefixed-1.0.0.tgz#7d8d37e6ad77e5d127148913c573e082d777f554"
-  integrity sha512-WvtOiug1VFrE9v1Cydwm+FnXd3+w9GaeVUss5W4v/SLy3UW00vP+6iNF2SdnfiBoLy4bTqVdkftNGTUeOFVsbA==
-
-is-number@^7.0.0:
-  version "7.0.0"
-  resolved "https://registry.yarnpkg.com/is-number/-/is-number-7.0.0.tgz#7535345b896734d5f80c4d06c50955527a14f12b"
-  integrity sha512-41Cifkg6e8TylSpdtTpeLVMqvSBEVzTttHvERD741+pnZ8ANv0004MRL43QKPDlK9cGvNp6NZWZUBlbGXYxxng==
-
-is-plain-obj@^2.1.0:
-  version "2.1.0"
-  resolved "https://registry.yarnpkg.com/is-plain-obj/-/is-plain-obj-2.1.0.tgz#45e42e37fccf1f40da8e5f76ee21515840c09287"
-  integrity sha512-YWnfyRwxL/+SsrWYfOpUtz5b3YD+nyfkHvjbcanzk8zgyO4ASD67uVMRt8k5bM4lLMDnXfriRhOpemw+NfT1eA==
-
-is-plain-obj@^4.0.0:
-  version "4.1.0"
-  resolved "https://registry.yarnpkg.com/is-plain-obj/-/is-plain-obj-4.1.0.tgz#d65025edec3657ce032fd7db63c97883eaed71f0"
-  integrity sha512-+Pgi+vMuUNkJyExiMBt5IlFoMyKnr5zhJ4Uspz58WOhBF5QoIZkFyNHIbBAtHwzVAgk5RtndVNsDRN61/mmDqg==
-
-is-typed-array@^1.1.10, is-typed-array@^1.1.3:
-  version "1.1.10"
-  resolved "https://registry.yarnpkg.com/is-typed-array/-/is-typed-array-1.1.10.tgz#36a5b5cb4189b575d1a3e4b08536bfb485801e3f"
-  integrity sha512-PJqgEHiWZvMpaFZ3uTc8kHPM4+4ADTlDniuQL7cU/UDA0Ql7F70yGfHph3cLNe+c9toaigv+DFzTJKhc2CtO6A==
-  dependencies:
-    available-typed-arrays "^1.0.5"
-    call-bind "^1.0.2"
-    for-each "^0.3.3"
-    gopd "^1.0.1"
-    has-tostringtag "^1.0.0"
-
-is-typedarray@1.0.0, is-typedarray@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/is-typedarray/-/is-typedarray-1.0.0.tgz#e479c80858df0c1b11ddda6940f96011fcda4a9a"
-  integrity sha512-cyA56iCMHAh5CdzjJIa4aohJyeO1YbwLi3Jc35MmRU6poroFjIGZzUzupGiRPOjgHg9TLu43xbpwXk523fMxKA==
-
-is-unicode-supported@^0.1.0:
-  version "0.1.0"
-  resolved "https://registry.yarnpkg.com/is-unicode-supported/-/is-unicode-supported-0.1.0.tgz#3f26c76a809593b52bfa2ecb5710ed2779b522a7"
-  integrity sha512-knxG2q4UC3u8stRGyAVJCOdxFmv5DZiRcdlIaAQXAbSfJya+OhopNotLQrstBhququ4ZpuKbDc/8S6mgXgPFPw==
-
-isexe@^2.0.0:
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/isexe/-/isexe-2.0.0.tgz#e8fbf374dc556ff8947a10dcb0572d633f2cfa10"
-  integrity sha512-RHxMLp9lnKHGHRng9QFhRCMbYAcVpn69smSGcq3f36xjgVVWThj4qqLbTLlq7Ssj8B+fIQ1EuCEGI2lKsyQeIw==
-
-isomorphic-ws@^4.0.1:
-  version "4.0.1"
-  resolved "https://registry.yarnpkg.com/isomorphic-ws/-/isomorphic-ws-4.0.1.tgz#55fd4cd6c5e6491e76dc125938dd863f5cd4f2dc"
-  integrity sha512-BhBvN2MBpWTaSHdWRb/bwdZJ1WaehQ2L1KngkCkfLUGF0mAWAT1sQUQacEmQ0jXkFw/czDXPNQSL5u2/Krsz1w==
-
-it-all@^1.0.5:
-  version "1.0.6"
-  resolved "https://registry.yarnpkg.com/it-all/-/it-all-1.0.6.tgz#852557355367606295c4c3b7eff0136f07749335"
-  integrity sha512-3cmCc6Heqe3uWi3CVM/k51fa/XbMFpQVzFoDsV0IZNHSQDyAXl3c4MjHkFX5kF3922OGj7Myv1nSEUgRtcuM1A==
-
-it-batch@^1.0.8, it-batch@^1.0.9:
-  version "1.0.9"
-  resolved "https://registry.yarnpkg.com/it-batch/-/it-batch-1.0.9.tgz#7e95aaacb3f9b1b8ca6c8b8367892171d6a5b37f"
-  integrity sha512-7Q7HXewMhNFltTsAMdSz6luNhyhkhEtGGbYek/8Xb/GiqYMtwUmopE1ocPSiJKKp3rM4Dt045sNFoUu+KZGNyA==
-
-it-first@^1.0.6:
-  version "1.0.7"
-  resolved "https://registry.yarnpkg.com/it-first/-/it-first-1.0.7.tgz#a4bef40da8be21667f7d23e44dae652f5ccd7ab1"
-  integrity sha512-nvJKZoBpZD/6Rtde6FXqwDqDZGF1sCADmr2Zoc0hZsIvnE449gRFnGctxDf09Bzc/FWnHXAdaHVIetY6lrE0/g==
-
-it-parallel-batch@^1.0.9:
-  version "1.0.11"
-  resolved "https://registry.yarnpkg.com/it-parallel-batch/-/it-parallel-batch-1.0.11.tgz#f889b4e1c7a62ef24111dbafbaaa010b33d00f69"
-  integrity sha512-UWsWHv/kqBpMRmyZJzlmZeoAMA0F3SZr08FBdbhtbe+MtoEBgr/ZUAKrnenhXCBrsopy76QjRH2K/V8kNdupbQ==
-  dependencies:
-    it-batch "^1.0.9"
-
-jayson@^3.4.4:
-  version "3.7.0"
-  resolved "https://registry.yarnpkg.com/jayson/-/jayson-3.7.0.tgz#b735b12d06d348639ae8230d7a1e2916cb078f25"
-  integrity sha512-tfy39KJMrrXJ+mFcMpxwBvFDetS8LAID93+rycFglIQM4kl3uNR3W4lBLE/FFhsoUCEox5Dt2adVpDm/XtebbQ==
-  dependencies:
-    "@types/connect" "^3.4.33"
-    "@types/node" "^12.12.54"
-    "@types/ws" "^7.4.4"
-    JSONStream "^1.3.5"
-    commander "^2.20.3"
-    delay "^5.0.0"
-    es6-promisify "^5.0.0"
-    eyes "^0.1.8"
-    isomorphic-ws "^4.0.1"
-    json-stringify-safe "^5.0.1"
-    lodash "^4.17.20"
-    uuid "^8.3.2"
-    ws "^7.4.5"
-
-js-sha3@0.8.0, js-sha3@^0.8.0:
-  version "0.8.0"
-  resolved "https://registry.yarnpkg.com/js-sha3/-/js-sha3-0.8.0.tgz#b9b7a5da73afad7dedd0f8c463954cbde6818840"
-  integrity sha512-gF1cRrHhIzNfToc802P800N8PpXS+evLLXfsVpowqmAFR9uwbi89WvXg2QspOmXL8QL86J4T1EpFu+yUkwJY3Q==
-
-"js-tokens@^3.0.0 || ^4.0.0", js-tokens@^4.0.0:
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/js-tokens/-/js-tokens-4.0.0.tgz#19203fb59991df98e3a287050d4647cdeaf32499"
-  integrity sha512-RdJUflcE3cUzKiMqQgsCu06FPu9UdIJO0beYbPhHN4k6apgJtifcoCtT9bcxOpYBtpD2kCM6Sbzg4CausW/PKQ==
-
-js-yaml@4.1.0, js-yaml@^4.1.0:
-  version "4.1.0"
-  resolved "https://registry.yarnpkg.com/js-yaml/-/js-yaml-4.1.0.tgz#c1fb65f8f5017901cdd2c951864ba18458a10602"
-  integrity sha512-wpxZs9NoxZaJESJGIZTyDEaYpl0FKSA+FB9aJiyemKhMwkxQg63h4T1KJgUGHpTqPDNRcmmYLugrRjJlBtWvRA==
-  dependencies:
-    argparse "^2.0.1"
-
-json-parse-even-better-errors@^2.3.0:
-  version "2.3.1"
-  resolved "https://registry.yarnpkg.com/json-parse-even-better-errors/-/json-parse-even-better-errors-2.3.1.tgz#7c47805a94319928e05777405dc12e1f7a4ee02d"
-  integrity sha512-xyFwyhro/JEof6Ghe2iz2NcXoj2sloNsWr/XsERDK/oiPCfaNhl5ONfp+jQdAZRQQ0IJWNzH9zIZF7li91kh2w==
-
-json-rpc-engine@6.1.0, json-rpc-engine@^6.1.0:
-  version "6.1.0"
-  resolved "https://registry.yarnpkg.com/json-rpc-engine/-/json-rpc-engine-6.1.0.tgz#bf5ff7d029e1c1bf20cb6c0e9f348dcd8be5a393"
-  integrity sha512-NEdLrtrq1jUZyfjkr9OCz9EzCNhnRyWtt1PAnvnhwy6e8XETS0Dtc+ZNCO2gvuAoKsIn2+vCSowXTYE4CkgnAQ==
-  dependencies:
-    "@metamask/safe-event-emitter" "^2.0.0"
-    eth-rpc-errors "^4.0.2"
-
-json-rpc-random-id@^1.0.0, json-rpc-random-id@^1.0.1:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/json-rpc-random-id/-/json-rpc-random-id-1.0.1.tgz#ba49d96aded1444dbb8da3d203748acbbcdec8c8"
-  integrity sha512-RJ9YYNCkhVDBuP4zN5BBtYAzEl03yq/jIIsyif0JY9qyJuQQZNeDK7anAPKKlyEtLSj2s8h6hNh2F8zO5q7ScA==
-
-json-schema-traverse@^0.4.1:
-  version "0.4.1"
-  resolved "https://registry.yarnpkg.com/json-schema-traverse/-/json-schema-traverse-0.4.1.tgz#69f6a87d9513ab8bb8fe63bdb0979c448e684660"
-  integrity sha512-xbbCH5dCYU5T8LcEhhuh7HJ88HXuW3qsI3Y0zOZFKfZEHcpWiHU/Jxzk629Brsab/mMiHQti9wMP+845RPe3Vg==
-
-json-stable-stringify-without-jsonify@^1.0.1:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/json-stable-stringify-without-jsonify/-/json-stable-stringify-without-jsonify-1.0.1.tgz#9db7b59496ad3f3cfef30a75142d2d930ad72651"
-  integrity sha512-Bdboy+l7tA3OGW6FjyFHWkP5LuByj1Tk33Ljyq0axyzdk9//JSi2u3fP1QSmd1KNwq6VOKYGlAu87CisVir6Pw==
-
-json-stringify-safe@^5.0.1:
-  version "5.0.1"
-  resolved "https://registry.yarnpkg.com/json-stringify-safe/-/json-stringify-safe-5.0.1.tgz#1296a2d58fd45f19a0f6ce01d65701e2c735b6eb"
-  integrity sha512-ZClg6AaYvamvYEE82d3Iyd3vSSIjQ+odgjaTzRuO3s7toCdFKczob2i0zCh7JE8kWn17yvAWhUVxvqGwUalsRA==
-
-jsonparse@^1.2.0:
-  version "1.3.1"
-  resolved "https://registry.yarnpkg.com/jsonparse/-/jsonparse-1.3.1.tgz#3f4dae4a91fac315f71062f8521cc239f1366280"
-  integrity sha512-POQXvpdL69+CluYsillJ7SUhKvytYjW9vG/GKpnf+xP8UWgYEM/RaMzHHofbALDiKbbP1W8UEYmgGl39WkPZsg==
-
-jsonwebtoken@^8.5.1:
-  version "8.5.1"
-  resolved "https://registry.yarnpkg.com/jsonwebtoken/-/jsonwebtoken-8.5.1.tgz#00e71e0b8df54c2121a1f26137df2280673bcc0d"
-  integrity sha512-XjwVfRS6jTMsqYs0EsuJ4LGxXV14zQybNd4L2r0UvbVnSF9Af8x7p5MzbJ90Ioz/9TI41/hTCvznF/loiSzn8w==
-  dependencies:
-    jws "^3.2.2"
-    lodash.includes "^4.3.0"
-    lodash.isboolean "^3.0.3"
-    lodash.isinteger "^4.0.4"
-    lodash.isnumber "^3.0.3"
-    lodash.isplainobject "^4.0.6"
-    lodash.isstring "^4.0.1"
-    lodash.once "^4.0.0"
-    ms "^2.1.1"
-    semver "^5.6.0"
-
-jwa@^1.4.1:
-  version "1.4.1"
-  resolved "https://registry.yarnpkg.com/jwa/-/jwa-1.4.1.tgz#743c32985cb9e98655530d53641b66c8645b039a"
-  integrity sha512-qiLX/xhEEFKUAJ6FiBMbes3w9ATzyk5W7Hvzpa/SLYdxNtng+gcurvrI7TbACjIXlsJyr05/S1oUhZrc63evQA==
-  dependencies:
-    buffer-equal-constant-time "1.0.1"
-    ecdsa-sig-formatter "1.0.11"
-    safe-buffer "^5.0.1"
-
-jws@^3.2.2:
-  version "3.2.2"
-  resolved "https://registry.yarnpkg.com/jws/-/jws-3.2.2.tgz#001099f3639468c9414000e99995fa52fb478304"
-  integrity sha512-YHlZCB6lMTllWDtSPHz/ZXTsi8S00usEV6v1tjq8tOUZzw7DpSDWVXjXDre6ed1w/pd495ODpHZYSdkRTsa0HA==
-  dependencies:
-    jwa "^1.4.1"
-    safe-buffer "^5.0.1"
-
-keccak@^3.0.0, keccak@^3.0.1:
-  version "3.0.3"
-  resolved "https://registry.yarnpkg.com/keccak/-/keccak-3.0.3.tgz#4bc35ad917be1ef54ff246f904c2bbbf9ac61276"
-  integrity sha512-JZrLIAJWuZxKbCilMpNz5Vj7Vtb4scDG3dMXLOsbzBmQGyjwE61BbW7bJkfKKCShXiQZt3T6sBgALRtmd+nZaQ==
-  dependencies:
-    node-addon-api "^2.0.0"
-    node-gyp-build "^4.2.0"
-    readable-stream "^3.6.0"
-
-keyvaluestorage-interface@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/keyvaluestorage-interface/-/keyvaluestorage-interface-1.0.0.tgz#13ebdf71f5284ad54be94bd1ad9ed79adad515ff"
-  integrity sha512-8t6Q3TclQ4uZynJY9IGr2+SsIGwK9JHcO6ootkHCGA0CrQCRy+VkouYNO2xicET6b9al7QKzpebNow+gkpCL8g==
-
-kleur@^4.0.3:
-  version "4.1.5"
-  resolved "https://registry.yarnpkg.com/kleur/-/kleur-4.1.5.tgz#95106101795f7050c6c650f350c683febddb1780"
-  integrity sha512-o+NO+8WrRiQEE4/7nwRJhN1HWpVmJm511pBHUxPLtp0BUISzlBplORYSmTclCnJvQq2tKu/sgl3xVpkc7ZWuQQ==
-
-levn@^0.4.1:
-  version "0.4.1"
-  resolved "https://registry.yarnpkg.com/levn/-/levn-0.4.1.tgz#ae4562c007473b932a6200d403268dd2fffc6ade"
-  integrity sha512-+bT2uH4E5LGE7h/n3evcS/sQlJXCpIp6ym8OWJ5eV6+67Dsql/LaaT7qJBAt2rzfoa/5QBGBhxDix1dMt2kQKQ==
-  dependencies:
-    prelude-ls "^1.2.1"
-    type-check "~0.4.0"
-
-lilconfig@^2.0.5:
-  version "2.1.0"
-  resolved "https://registry.yarnpkg.com/lilconfig/-/lilconfig-2.1.0.tgz#78e23ac89ebb7e1bfbf25b18043de756548e7f52"
-  integrity sha512-utWOt/GHzuUxnLKxB6dk81RoOeoNeHgbrXiuGk4yyF5qlRz+iIVWu56E2fqGHFrXz0QNUhLB/8nKqvRH66JKGQ==
-
-lines-and-columns@^1.1.6:
-  version "1.2.4"
-  resolved "https://registry.yarnpkg.com/lines-and-columns/-/lines-and-columns-1.2.4.tgz#eca284f75d2965079309dc0ad9255abb2ebc1632"
-  integrity sha512-7ylylesZQ/PV29jhEDl3Ufjo6ZX7gCqJr5F7PKrqc93v7fzSymt1BpwEU8nAUXs8qzzvqhbjhK5QZg6Mt/HkBg==
-
-lit-element@^3.3.0:
-  version "3.3.2"
-  resolved "https://registry.yarnpkg.com/lit-element/-/lit-element-3.3.2.tgz#9913bf220b85065f0e5f1bb8878cc44f36b50cfa"
-  integrity sha512-xXAeVWKGr4/njq0rGC9dethMnYCq5hpKYrgQZYTzawt9YQhMiXfD+T1RgrdY3NamOxwq2aXlb0vOI6e29CKgVQ==
-  dependencies:
-    "@lit-labs/ssr-dom-shim" "^1.1.0"
-    "@lit/reactive-element" "^1.3.0"
-    lit-html "^2.7.0"
-
-lit-html@^2.7.0:
-  version "2.7.3"
-  resolved "https://registry.yarnpkg.com/lit-html/-/lit-html-2.7.3.tgz#903bfa61f9d3296a0ec94128695e452beb9b1a3a"
-  integrity sha512-9DyLzcn/kbRGowz2vFmSANFbRZTxYUgYYFqzie89w6GLpPUiBCDHfcdeRUV/k3Q2ueYxNjfv46yPCtKAEAPOVw==
-  dependencies:
-    "@types/trusted-types" "^2.0.2"
-
-lit@2.7.3, lit@^2.2.3:
-  version "2.7.3"
-  resolved "https://registry.yarnpkg.com/lit/-/lit-2.7.3.tgz#7f7920dbaba12828d359ca3439cd6f73619061da"
-  integrity sha512-0a+u+vVbmgSfPu+fyvqjMPBX0Kwbyj9QOv9MbQFZhWGlV2cyk3lEwgfUQgYN+i/lx++1Z3wZknSIp3QCKxHLyg==
-  dependencies:
-    "@lit/reactive-element" "^1.6.0"
-    lit-element "^3.3.0"
-    lit-html "^2.7.0"
-
-locate-path@^5.0.0:
-  version "5.0.0"
-  resolved "https://registry.yarnpkg.com/locate-path/-/locate-path-5.0.0.tgz#1afba396afd676a6d42504d0a67a3a7eb9f62aa0"
-  integrity sha512-t7hw9pI+WvuwNJXwk5zVHpyhIqzg2qTlklJOf0mVxGSbe3Fp2VieZcduNYjaLDoy6p9uGpQEGWG87WpMKlNq8g==
-  dependencies:
-    p-locate "^4.1.0"
-
-locate-path@^6.0.0:
-  version "6.0.0"
-  resolved "https://registry.yarnpkg.com/locate-path/-/locate-path-6.0.0.tgz#55321eb309febbc59c4801d931a72452a681d286"
-  integrity sha512-iPZK6eYjbxRu3uB4/WZ3EsEIMJFMqAoopl3R+zuq0UjcAm/MO6KCweDgPfP3elTztoKP3KtnVHxTn2NHBSDVUw==
-  dependencies:
-    p-locate "^5.0.0"
-
-lodash.includes@^4.3.0:
-  version "4.3.0"
-  resolved "https://registry.yarnpkg.com/lodash.includes/-/lodash.includes-4.3.0.tgz#60bb98a87cb923c68ca1e51325483314849f553f"
-  integrity sha512-W3Bx6mdkRTGtlJISOvVD/lbqjTlPPUDTMnlXZFnVwi9NKJ6tiAk6LVdlhZMm17VZisqhKcgzpO5Wz91PCt5b0w==
-
-lodash.isboolean@^3.0.3:
-  version "3.0.3"
-  resolved "https://registry.yarnpkg.com/lodash.isboolean/-/lodash.isboolean-3.0.3.tgz#6c2e171db2a257cd96802fd43b01b20d5f5870f6"
-  integrity sha512-Bz5mupy2SVbPHURB98VAcw+aHh4vRV5IPNhILUCsOzRmsTmSQ17jIuqopAentWoehktxGd9e/hbIXq980/1QJg==
-
-lodash.isequal@4.5.0:
-  version "4.5.0"
-  resolved "https://registry.yarnpkg.com/lodash.isequal/-/lodash.isequal-4.5.0.tgz#415c4478f2bcc30120c22ce10ed3226f7d3e18e0"
-  integrity sha512-pDo3lu8Jhfjqls6GkMgpahsF9kCyayhgykjyLMNFTKWrpVdAQtYyB4muAMWozBB4ig/dtWAmsMxLEI8wuz+DYQ==
-
-lodash.isinteger@^4.0.4:
-  version "4.0.4"
-  resolved "https://registry.yarnpkg.com/lodash.isinteger/-/lodash.isinteger-4.0.4.tgz#619c0af3d03f8b04c31f5882840b77b11cd68343"
-  integrity sha512-DBwtEWN2caHQ9/imiNeEA5ys1JoRtRfY3d7V9wkqtbycnAmTvRRmbHKDV4a0EYc678/dia0jrte4tjYwVBaZUA==
-
-lodash.isnumber@^3.0.3:
-  version "3.0.3"
-  resolved "https://registry.yarnpkg.com/lodash.isnumber/-/lodash.isnumber-3.0.3.tgz#3ce76810c5928d03352301ac287317f11c0b1ffc"
-  integrity sha512-QYqzpfwO3/CWf3XP+Z+tkQsfaLL/EnUlXWVkIk5FUPc4sBdTehEqZONuyRt2P67PXAk+NXmTBcc97zw9t1FQrw==
-
-lodash.isplainobject@^4.0.6:
-  version "4.0.6"
-  resolved "https://registry.yarnpkg.com/lodash.isplainobject/-/lodash.isplainobject-4.0.6.tgz#7c526a52d89b45c45cc690b88163be0497f550cb"
-  integrity sha512-oSXzaWypCMHkPC3NvBEaPHf0KsA5mvPrOPgQWDsbg8n7orZ290M0BmC/jgRZ4vcJ6DTAhjrsSYgdsW/F+MFOBA==
-
-lodash.isstring@^4.0.1:
-  version "4.0.1"
-  resolved "https://registry.yarnpkg.com/lodash.isstring/-/lodash.isstring-4.0.1.tgz#d527dfb5456eca7cc9bb95d5daeaf88ba54a5451"
-  integrity sha512-0wJxfxH1wgO3GrbuP+dTTk7op+6L41QCXbGINEmD+ny/G/eCqGzxyCsh7159S+mgDDcoarnBw6PC1PS5+wUGgw==
-
-lodash.merge@^4.6.2:
-  version "4.6.2"
-  resolved "https://registry.yarnpkg.com/lodash.merge/-/lodash.merge-4.6.2.tgz#558aa53b43b661e1925a0afdfa36a9a1085fe57a"
-  integrity sha512-0KpjqXRVvrYyCsX1swR/XTK0va6VQkQM6MNo7PqW77ByjAhoARA8EfrP1N4+KlKj8YS0ZUCtRT/YUuhyYDujIQ==
-
-lodash.once@^4.0.0:
-  version "4.1.1"
-  resolved "https://registry.yarnpkg.com/lodash.once/-/lodash.once-4.1.1.tgz#0dd3971213c7c56df880977d504c88fb471a97ac"
-  integrity sha512-Sb487aTOCr9drQVL8pIxOzVhafOjZN9UU54hiN8PU3uAiSV7lx1yYNpbNmex2PK6dSJoNTSJUUswT651yww3Mg==
-
-lodash@^4.17.20:
-  version "4.17.21"
-  resolved "https://registry.yarnpkg.com/lodash/-/lodash-4.17.21.tgz#679591c564c3bffaae8454cf0b3df370c3d6911c"
-  integrity sha512-v2kDEe57lecTulaDIuNTPy3Ry4gLGJ6Z1O3vE1krgXZNrsQ+LFTGHVxVjcXPs17LhbZVGedAJv8XZ1tvj5FvSg==
-
-log-symbols@4.1.0:
-  version "4.1.0"
-  resolved "https://registry.yarnpkg.com/log-symbols/-/log-symbols-4.1.0.tgz#3fbdbb95b4683ac9fc785111e792e558d4abd503"
-  integrity sha512-8XPvpAA8uyhfteu8pIvQxpJZ7SYYdpUivZpGy6sFsBuKRY/7rQGavedeB8aK+Zkyq6upMFVL/9AW6vOYzfRyLg==
-  dependencies:
-    chalk "^4.1.0"
-    is-unicode-supported "^0.1.0"
-
-long@^4.0.0:
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/long/-/long-4.0.0.tgz#9a7b71cfb7d361a194ea555241c92f7468d5bf28"
-  integrity sha512-XsP+KhQif4bjX1kbuSiySJFNAehNxgLb6hPRGJ9QsUr8ajHkuXGdrHmFUTUUXhDwVX2R5bY4JNZEwbUiMhV+MA==
-
-loose-envify@^1.0.0, loose-envify@^1.1.0, loose-envify@^1.4.0:
-  version "1.4.0"
-  resolved "https://registry.yarnpkg.com/loose-envify/-/loose-envify-1.4.0.tgz#71ee51fa7be4caec1a63839f7e682d8132d30caf"
-  integrity sha512-lyuxPGr/Wfhrlem2CL/UcnUc1zcqKAImBDzukY7Y5F/yQiNdko6+fRLevlw1HgMySw7f611UIY408EtxRSoK3Q==
-  dependencies:
-    js-tokens "^3.0.0 || ^4.0.0"
-
-loupe@^2.3.1:
-  version "2.3.6"
-  resolved "https://registry.yarnpkg.com/loupe/-/loupe-2.3.6.tgz#76e4af498103c532d1ecc9be102036a21f787b53"
-  integrity sha512-RaPMZKiMy8/JruncMU5Bt6na1eftNoo++R4Y+N2FrxkDVTrGvcyzFTsaGif4QTeKESheMGegbhw6iUAq+5A8zA==
-  dependencies:
-    get-func-name "^2.0.0"
-
-lru-cache@^6.0.0:
-  version "6.0.0"
-  resolved "https://registry.yarnpkg.com/lru-cache/-/lru-cache-6.0.0.tgz#6d6fe6570ebd96aaf90fcad1dafa3b2566db3a94"
-  integrity sha512-Jo6dJ04CmSjuznwJSS3pUeWmd/H0ffTlkXXgwZi+eq1UCmqQwCh+eLsYOYCwY991i2Fah4h1BEMCx4qThGbsiA==
-  dependencies:
-    yallist "^4.0.0"
-
-make-error@^1.1.1:
-  version "1.3.6"
-  resolved "https://registry.yarnpkg.com/make-error/-/make-error-1.3.6.tgz#2eb2e37ea9b67c4891f684a1394799af484cf7a2"
-  integrity sha512-s8UhlNe7vPKomQhC1qFelMokr/Sc3AgNbso3n74mVPA5LTZwkB9NlXf4XPamLxJE8h0gh73rM94xvwRT2CVInw==
-
-md5.js@^1.3.4:
-  version "1.3.5"
-  resolved "https://registry.yarnpkg.com/md5.js/-/md5.js-1.3.5.tgz#b5d07b8e3216e3e27cd728d72f70d1e6a342005f"
-  integrity sha512-xitP+WxNPcTTOgnTJcrhM0xvdPepipPSf3I8EIpGKeFLjt3PlJLIDG3u8EX53ZIubkb+5U2+3rELYpEhHhzdkg==
-  dependencies:
-    hash-base "^3.0.0"
-    inherits "^2.0.1"
-    safe-buffer "^5.1.2"
-
-mdast-util-definitions@^5.0.0:
-  version "5.1.2"
-  resolved "https://registry.yarnpkg.com/mdast-util-definitions/-/mdast-util-definitions-5.1.2.tgz#9910abb60ac5d7115d6819b57ae0bcef07a3f7a7"
-  integrity sha512-8SVPMuHqlPME/z3gqVwWY4zVXn8lqKv/pAhC57FuJ40ImXyBpmO5ukh98zB2v7Blql2FiHjHv9LVztSIqjY+MA==
-  dependencies:
-    "@types/mdast" "^3.0.0"
-    "@types/unist" "^2.0.0"
-    unist-util-visit "^4.0.0"
-
-mdast-util-from-markdown@^1.0.0:
-  version "1.3.0"
-  resolved "https://registry.yarnpkg.com/mdast-util-from-markdown/-/mdast-util-from-markdown-1.3.0.tgz#0214124154f26154a2b3f9d401155509be45e894"
-  integrity sha512-HN3W1gRIuN/ZW295c7zi7g9lVBllMgZE40RxCX37wrTPWXCWtpvOZdfnuK+1WNpvZje6XuJeI3Wnb4TJEUem+g==
-  dependencies:
-    "@types/mdast" "^3.0.0"
-    "@types/unist" "^2.0.0"
-    decode-named-character-reference "^1.0.0"
-    mdast-util-to-string "^3.1.0"
-    micromark "^3.0.0"
-    micromark-util-decode-numeric-character-reference "^1.0.0"
-    micromark-util-decode-string "^1.0.0"
-    micromark-util-normalize-identifier "^1.0.0"
-    micromark-util-symbol "^1.0.0"
-    micromark-util-types "^1.0.0"
-    unist-util-stringify-position "^3.0.0"
-    uvu "^0.5.0"
-
-mdast-util-to-hast@^12.1.0:
-  version "12.3.0"
-  resolved "https://registry.yarnpkg.com/mdast-util-to-hast/-/mdast-util-to-hast-12.3.0.tgz#045d2825fb04374e59970f5b3f279b5700f6fb49"
-  integrity sha512-pits93r8PhnIoU4Vy9bjW39M2jJ6/tdHyja9rrot9uujkN7UTU9SDnE6WNJz/IGyQk3XHX6yNNtrBH6cQzm8Hw==
-  dependencies:
-    "@types/hast" "^2.0.0"
-    "@types/mdast" "^3.0.0"
-    mdast-util-definitions "^5.0.0"
-    micromark-util-sanitize-uri "^1.1.0"
-    trim-lines "^3.0.0"
-    unist-util-generated "^2.0.0"
-    unist-util-position "^4.0.0"
-    unist-util-visit "^4.0.0"
-
-mdast-util-to-string@^3.1.0:
-  version "3.2.0"
-  resolved "https://registry.yarnpkg.com/mdast-util-to-string/-/mdast-util-to-string-3.2.0.tgz#66f7bb6324756741c5f47a53557f0cbf16b6f789"
-  integrity sha512-V4Zn/ncyN1QNSqSBxTrMOLpjr+IKdHl2v3KVLoWmDPscP4r9GcCi71gjgvUV1SFSKh92AjAG4peFuBl2/YgCJg==
-  dependencies:
-    "@types/mdast" "^3.0.0"
-
-merge-options@^3.0.4:
-  version "3.0.4"
-  resolved "https://registry.yarnpkg.com/merge-options/-/merge-options-3.0.4.tgz#84709c2aa2a4b24c1981f66c179fe5565cc6dbb7"
-  integrity sha512-2Sug1+knBjkaMsMgf1ctR1Ujx+Ayku4EdJN4Z+C2+JzoeF7A3OZ9KM2GY0CpQS51NR61LTurMJrRKPhSs3ZRTQ==
-  dependencies:
-    is-plain-obj "^2.1.0"
-
-merge2@^1.3.0:
-  version "1.4.1"
-  resolved "https://registry.yarnpkg.com/merge2/-/merge2-1.4.1.tgz#4368892f885e907455a6fd7dc55c0c9d404990ae"
-  integrity sha512-8q7VEgMJW4J8tcfVPy8g09NcQwZdbwFEqhe/WZkoIzjn/3TGDwtOCYtXGxA3O8tPzpczCCDgv+P2P5y00ZJOOg==
-
-merkletreejs@^0.2.24:
-  version "0.2.32"
-  resolved "https://registry.yarnpkg.com/merkletreejs/-/merkletreejs-0.2.32.tgz#cf1c0760e2904e4a1cc269108d6009459fd06223"
-  integrity sha512-TostQBiwYRIwSE5++jGmacu3ODcKAgqb0Y/pnIohXS7sWxh1gCkSptbmF1a43faehRDpcHf7J/kv0Ml2D/zblQ==
-  dependencies:
-    bignumber.js "^9.0.1"
-    buffer-reverse "^1.0.1"
-    crypto-js "^3.1.9-1"
-    treeify "^1.1.0"
-    web3-utils "^1.3.4"
-
-micromark-core-commonmark@^1.0.1:
-  version "1.0.6"
-  resolved "https://registry.yarnpkg.com/micromark-core-commonmark/-/micromark-core-commonmark-1.0.6.tgz#edff4c72e5993d93724a3c206970f5a15b0585ad"
-  integrity sha512-K+PkJTxqjFfSNkfAhp4GB+cZPfQd6dxtTXnf+RjZOV7T4EEXnvgzOcnp+eSTmpGk9d1S9sL6/lqrgSNn/s0HZA==
-  dependencies:
-    decode-named-character-reference "^1.0.0"
-    micromark-factory-destination "^1.0.0"
-    micromark-factory-label "^1.0.0"
-    micromark-factory-space "^1.0.0"
-    micromark-factory-title "^1.0.0"
-    micromark-factory-whitespace "^1.0.0"
-    micromark-util-character "^1.0.0"
-    micromark-util-chunked "^1.0.0"
-    micromark-util-classify-character "^1.0.0"
-    micromark-util-html-tag-name "^1.0.0"
-    micromark-util-normalize-identifier "^1.0.0"
-    micromark-util-resolve-all "^1.0.0"
-    micromark-util-subtokenize "^1.0.0"
-    micromark-util-symbol "^1.0.0"
-    micromark-util-types "^1.0.1"
-    uvu "^0.5.0"
-
-micromark-factory-destination@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/micromark-factory-destination/-/micromark-factory-destination-1.0.0.tgz#fef1cb59ad4997c496f887b6977aa3034a5a277e"
-  integrity sha512-eUBA7Rs1/xtTVun9TmV3gjfPz2wEwgK5R5xcbIM5ZYAtvGF6JkyaDsj0agx8urXnO31tEO6Ug83iVH3tdedLnw==
-  dependencies:
-    micromark-util-character "^1.0.0"
-    micromark-util-symbol "^1.0.0"
-    micromark-util-types "^1.0.0"
-
-micromark-factory-label@^1.0.0:
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/micromark-factory-label/-/micromark-factory-label-1.0.2.tgz#6be2551fa8d13542fcbbac478258fb7a20047137"
-  integrity sha512-CTIwxlOnU7dEshXDQ+dsr2n+yxpP0+fn271pu0bwDIS8uqfFcumXpj5mLn3hSC8iw2MUr6Gx8EcKng1dD7i6hg==
-  dependencies:
-    micromark-util-character "^1.0.0"
-    micromark-util-symbol "^1.0.0"
-    micromark-util-types "^1.0.0"
-    uvu "^0.5.0"
-
-micromark-factory-space@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/micromark-factory-space/-/micromark-factory-space-1.0.0.tgz#cebff49968f2b9616c0fcb239e96685cb9497633"
-  integrity sha512-qUmqs4kj9a5yBnk3JMLyjtWYN6Mzfcx8uJfi5XAveBniDevmZasdGBba5b4QsvRcAkmvGo5ACmSUmyGiKTLZew==
-  dependencies:
-    micromark-util-character "^1.0.0"
-    micromark-util-types "^1.0.0"
-
-micromark-factory-title@^1.0.0:
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/micromark-factory-title/-/micromark-factory-title-1.0.2.tgz#7e09287c3748ff1693930f176e1c4a328382494f"
-  integrity sha512-zily+Nr4yFqgMGRKLpTVsNl5L4PMu485fGFDOQJQBl2NFpjGte1e86zC0da93wf97jrc4+2G2GQudFMHn3IX+A==
-  dependencies:
-    micromark-factory-space "^1.0.0"
-    micromark-util-character "^1.0.0"
-    micromark-util-symbol "^1.0.0"
-    micromark-util-types "^1.0.0"
-    uvu "^0.5.0"
-
-micromark-factory-whitespace@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/micromark-factory-whitespace/-/micromark-factory-whitespace-1.0.0.tgz#e991e043ad376c1ba52f4e49858ce0794678621c"
-  integrity sha512-Qx7uEyahU1lt1RnsECBiuEbfr9INjQTGa6Err+gF3g0Tx4YEviPbqqGKNv/NrBaE7dVHdn1bVZKM/n5I/Bak7A==
-  dependencies:
-    micromark-factory-space "^1.0.0"
-    micromark-util-character "^1.0.0"
-    micromark-util-symbol "^1.0.0"
-    micromark-util-types "^1.0.0"
-
-micromark-util-character@^1.0.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/micromark-util-character/-/micromark-util-character-1.1.0.tgz#d97c54d5742a0d9611a68ca0cd4124331f264d86"
-  integrity sha512-agJ5B3unGNJ9rJvADMJ5ZiYjBRyDpzKAOk01Kpi1TKhlT1APx3XZk6eN7RtSz1erbWHC2L8T3xLZ81wdtGRZzg==
-  dependencies:
-    micromark-util-symbol "^1.0.0"
-    micromark-util-types "^1.0.0"
-
-micromark-util-chunked@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/micromark-util-chunked/-/micromark-util-chunked-1.0.0.tgz#5b40d83f3d53b84c4c6bce30ed4257e9a4c79d06"
-  integrity sha512-5e8xTis5tEZKgesfbQMKRCyzvffRRUX+lK/y+DvsMFdabAicPkkZV6gO+FEWi9RfuKKoxxPwNL+dFF0SMImc1g==
-  dependencies:
-    micromark-util-symbol "^1.0.0"
-
-micromark-util-classify-character@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/micromark-util-classify-character/-/micromark-util-classify-character-1.0.0.tgz#cbd7b447cb79ee6997dd274a46fc4eb806460a20"
-  integrity sha512-F8oW2KKrQRb3vS5ud5HIqBVkCqQi224Nm55o5wYLzY/9PwHGXC01tr3d7+TqHHz6zrKQ72Okwtvm/xQm6OVNZA==
-  dependencies:
-    micromark-util-character "^1.0.0"
-    micromark-util-symbol "^1.0.0"
-    micromark-util-types "^1.0.0"
-
-micromark-util-combine-extensions@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/micromark-util-combine-extensions/-/micromark-util-combine-extensions-1.0.0.tgz#91418e1e74fb893e3628b8d496085639124ff3d5"
-  integrity sha512-J8H058vFBdo/6+AsjHp2NF7AJ02SZtWaVUjsayNFeAiydTxUwViQPxN0Hf8dp4FmCQi0UUFovFsEyRSUmFH3MA==
-  dependencies:
-    micromark-util-chunked "^1.0.0"
-    micromark-util-types "^1.0.0"
-
-micromark-util-decode-numeric-character-reference@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/micromark-util-decode-numeric-character-reference/-/micromark-util-decode-numeric-character-reference-1.0.0.tgz#dcc85f13b5bd93ff8d2868c3dba28039d490b946"
-  integrity sha512-OzO9AI5VUtrTD7KSdagf4MWgHMtET17Ua1fIpXTpuhclCqD8egFWo85GxSGvxgkGS74bEahvtM0WP0HjvV0e4w==
-  dependencies:
-    micromark-util-symbol "^1.0.0"
-
-micromark-util-decode-string@^1.0.0:
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/micromark-util-decode-string/-/micromark-util-decode-string-1.0.2.tgz#942252ab7a76dec2dbf089cc32505ee2bc3acf02"
-  integrity sha512-DLT5Ho02qr6QWVNYbRZ3RYOSSWWFuH3tJexd3dgN1odEuPNxCngTCXJum7+ViRAd9BbdxCvMToPOD/IvVhzG6Q==
-  dependencies:
-    decode-named-character-reference "^1.0.0"
-    micromark-util-character "^1.0.0"
-    micromark-util-decode-numeric-character-reference "^1.0.0"
-    micromark-util-symbol "^1.0.0"
-
-micromark-util-encode@^1.0.0:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/micromark-util-encode/-/micromark-util-encode-1.0.1.tgz#2c1c22d3800870ad770ece5686ebca5920353383"
-  integrity sha512-U2s5YdnAYexjKDel31SVMPbfi+eF8y1U4pfiRW/Y8EFVCy/vgxk/2wWTxzcqE71LHtCuCzlBDRU2a5CQ5j+mQA==
-
-micromark-util-html-tag-name@^1.0.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/micromark-util-html-tag-name/-/micromark-util-html-tag-name-1.1.0.tgz#eb227118befd51f48858e879b7a419fc0df20497"
-  integrity sha512-BKlClMmYROy9UiV03SwNmckkjn8QHVaWkqoAqzivabvdGcwNGMMMH/5szAnywmsTBUzDsU57/mFi0sp4BQO6dA==
-
-micromark-util-normalize-identifier@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/micromark-util-normalize-identifier/-/micromark-util-normalize-identifier-1.0.0.tgz#4a3539cb8db954bbec5203952bfe8cedadae7828"
-  integrity sha512-yg+zrL14bBTFrQ7n35CmByWUTFsgst5JhA4gJYoty4Dqzj4Z4Fr/DHekSS5aLfH9bdlfnSvKAWsAgJhIbogyBg==
-  dependencies:
-    micromark-util-symbol "^1.0.0"
-
-micromark-util-resolve-all@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/micromark-util-resolve-all/-/micromark-util-resolve-all-1.0.0.tgz#a7c363f49a0162e931960c44f3127ab58f031d88"
-  integrity sha512-CB/AGk98u50k42kvgaMM94wzBqozSzDDaonKU7P7jwQIuH2RU0TeBqGYJz2WY1UdihhjweivStrJ2JdkdEmcfw==
-  dependencies:
-    micromark-util-types "^1.0.0"
-
-micromark-util-sanitize-uri@^1.0.0, micromark-util-sanitize-uri@^1.1.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/micromark-util-sanitize-uri/-/micromark-util-sanitize-uri-1.1.0.tgz#f12e07a85106b902645e0364feb07cf253a85aee"
-  integrity sha512-RoxtuSCX6sUNtxhbmsEFQfWzs8VN7cTctmBPvYivo98xb/kDEoTCtJQX5wyzIYEmk/lvNFTat4hL8oW0KndFpg==
-  dependencies:
-    micromark-util-character "^1.0.0"
-    micromark-util-encode "^1.0.0"
-    micromark-util-symbol "^1.0.0"
-
-micromark-util-subtokenize@^1.0.0:
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/micromark-util-subtokenize/-/micromark-util-subtokenize-1.0.2.tgz#ff6f1af6ac836f8bfdbf9b02f40431760ad89105"
-  integrity sha512-d90uqCnXp/cy4G881Ub4psE57Sf8YD0pim9QdjCRNjfas2M1u6Lbt+XZK9gnHL2XFhnozZiEdCa9CNfXSfQ6xA==
-  dependencies:
-    micromark-util-chunked "^1.0.0"
-    micromark-util-symbol "^1.0.0"
-    micromark-util-types "^1.0.0"
-    uvu "^0.5.0"
-
-micromark-util-symbol@^1.0.0:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/micromark-util-symbol/-/micromark-util-symbol-1.0.1.tgz#b90344db62042ce454f351cf0bebcc0a6da4920e"
-  integrity sha512-oKDEMK2u5qqAptasDAwWDXq0tG9AssVwAx3E9bBF3t/shRIGsWIRG+cGafs2p/SnDSOecnt6hZPCE2o6lHfFmQ==
-
-micromark-util-types@^1.0.0, micromark-util-types@^1.0.1:
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/micromark-util-types/-/micromark-util-types-1.0.2.tgz#f4220fdb319205812f99c40f8c87a9be83eded20"
-  integrity sha512-DCfg/T8fcrhrRKTPjRrw/5LLvdGV7BHySf/1LOZx7TzWZdYRjogNtyNq885z3nNallwr3QUKARjqvHqX1/7t+w==
-
-micromark@^3.0.0:
-  version "3.1.0"
-  resolved "https://registry.yarnpkg.com/micromark/-/micromark-3.1.0.tgz#eeba0fe0ac1c9aaef675157b52c166f125e89f62"
-  integrity sha512-6Mj0yHLdUZjHnOPgr5xfWIMqMWS12zDN6iws9SLuSz76W8jTtAv24MN4/CL7gJrl5vtxGInkkqDv/JIoRsQOvA==
-  dependencies:
-    "@types/debug" "^4.0.0"
-    debug "^4.0.0"
-    decode-named-character-reference "^1.0.0"
-    micromark-core-commonmark "^1.0.1"
-    micromark-factory-space "^1.0.0"
-    micromark-util-character "^1.0.0"
-    micromark-util-chunked "^1.0.0"
-    micromark-util-combine-extensions "^1.0.0"
-    micromark-util-decode-numeric-character-reference "^1.0.0"
-    micromark-util-encode "^1.0.0"
-    micromark-util-normalize-identifier "^1.0.0"
-    micromark-util-resolve-all "^1.0.0"
-    micromark-util-sanitize-uri "^1.0.0"
-    micromark-util-subtokenize "^1.0.0"
-    micromark-util-symbol "^1.0.0"
-    micromark-util-types "^1.0.1"
-    uvu "^0.5.0"
-
-micromatch@^4.0.4:
-  version "4.0.5"
-  resolved "https://registry.yarnpkg.com/micromatch/-/micromatch-4.0.5.tgz#bc8999a7cbbf77cdc89f132f6e467051b49090c6"
-  integrity sha512-DMy+ERcEW2q8Z2Po+WNXuw3c5YaUSFjAO5GsJqfEl7UjvtIuFKO6ZrKvcItdy98dwFI2N1tg3zNIdKaQT+aNdA==
-  dependencies:
-    braces "^3.0.2"
-    picomatch "^2.3.1"
-
-mime-db@1.52.0:
-  version "1.52.0"
-  resolved "https://registry.yarnpkg.com/mime-db/-/mime-db-1.52.0.tgz#bbabcdc02859f4987301c856e3387ce5ec43bf70"
-  integrity sha512-sPU4uV7dYlvtWJxwwxHD0PuihVNiE7TyAbQ5SWxDCB9mUYvOgroQOwYQQOKPJ8CIbE+1ETVlOoK1UC2nU3gYvg==
-
-mime-types@^2.1.12:
-  version "2.1.35"
-  resolved "https://registry.yarnpkg.com/mime-types/-/mime-types-2.1.35.tgz#381a871b62a734450660ae3deee44813f70d959a"
-  integrity sha512-ZDY+bPm5zTTF+YpCrAU9nK0UgICYPT0QtT1NZWFv4s++TNkcgVaT0g6+4R2uI4MjQjzysHB1zxuWL50hzaeXiw==
-  dependencies:
-    mime-db "1.52.0"
-
-mime@3.0.0:
-  version "3.0.0"
-  resolved "https://registry.yarnpkg.com/mime/-/mime-3.0.0.tgz#b374550dca3a0c18443b0c950a6a58f1931cf7a7"
-  integrity sha512-jSCU7/VB1loIWBZe14aEYHU/+1UMEHoaO7qxCOVJOw9GgH72VAWppxNcjU+x9a2k3GSIBXNKxXQFqRvvZ7vr3A==
-
-mini-svg-data-uri@^1.2.3:
-  version "1.4.4"
-  resolved "https://registry.yarnpkg.com/mini-svg-data-uri/-/mini-svg-data-uri-1.4.4.tgz#8ab0aabcdf8c29ad5693ca595af19dd2ead09939"
-  integrity sha512-r9deDe9p5FJUPZAk3A59wGH7Ii9YrjjWw0jmw/liSbHl2CHiyXj6FcDXDu2K3TjVAXqiJdaw3xxwlZZr9E6nHg==
-
-minimalistic-assert@^1.0.0, minimalistic-assert@^1.0.1:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/minimalistic-assert/-/minimalistic-assert-1.0.1.tgz#2e194de044626d4a10e7f7fbc00ce73e83e4d5c7"
-  integrity sha512-UtJcAD4yEaGtjPezWuO9wC4nwUnVH/8/Im3yEHQP4b67cXlD/Qr9hdITCU1xDbSEXg2XKNaP8jsReV7vQd00/A==
-
-minimalistic-crypto-utils@^1.0.1:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/minimalistic-crypto-utils/-/minimalistic-crypto-utils-1.0.1.tgz#f6c00c1c0b082246e5c4d99dfb8c7c083b2b582a"
-  integrity sha512-JIYlbt6g8i5jKfJ3xz7rF0LXmv2TkDxBLUkiBeZ7bAx4GnnNMr8xFpGnOxn6GhTEHx3SjRrZEoU+j04prX1ktg==
-
-minimatch@5.0.1:
-  version "5.0.1"
-  resolved "https://registry.yarnpkg.com/minimatch/-/minimatch-5.0.1.tgz#fb9022f7528125187c92bd9e9b6366be1cf3415b"
-  integrity sha512-nLDxIFRyhDblz3qMuq+SoRZED4+miJ/G+tdDrjkkkRnjAsBexeGpgjLEQ0blJy7rHhR2b93rhQY4SvyWu9v03g==
-  dependencies:
-    brace-expansion "^2.0.1"
-
-minimatch@^3.0.4, minimatch@^3.1.1, minimatch@^3.1.2:
-  version "3.1.2"
-  resolved "https://registry.yarnpkg.com/minimatch/-/minimatch-3.1.2.tgz#19cd194bfd3e428f049a70817c038d89ab4be35b"
-  integrity sha512-J7p63hRiAjw1NDEww1W7i37+ByIrOWO5XQQAzZ3VOcL0PNybwpfmV/N05zFAzwQ9USyEcX6t3UO+K5aqBQOIHw==
-  dependencies:
-    brace-expansion "^1.1.7"
-
-minimist@^1.2.5, minimist@^1.2.6:
-  version "1.2.8"
-  resolved "https://registry.yarnpkg.com/minimist/-/minimist-1.2.8.tgz#c1a464e7693302e082a075cee0c057741ac4772c"
-  integrity sha512-2yyAR8qBkN3YuheJanUpWC5U3bb5osDywNB8RzDVlDwDHbocAJveqqj1u8+SVD7jkWT4yvsHCpWqqWqAxb0zCA==
-
-mocha@^10.2.0:
-  version "10.2.0"
-  resolved "https://registry.yarnpkg.com/mocha/-/mocha-10.2.0.tgz#1fd4a7c32ba5ac372e03a17eef435bd00e5c68b8"
-  integrity sha512-IDY7fl/BecMwFHzoqF2sg/SHHANeBoMMXFlS9r0OXKDssYE1M5O43wUY/9BVPeIvfH2zmEbBfseqN9gBQZzXkg==
-  dependencies:
-    ansi-colors "4.1.1"
-    browser-stdout "1.3.1"
-    chokidar "3.5.3"
-    debug "4.3.4"
-    diff "5.0.0"
-    escape-string-regexp "4.0.0"
-    find-up "5.0.0"
-    glob "7.2.0"
-    he "1.2.0"
-    js-yaml "4.1.0"
-    log-symbols "4.1.0"
-    minimatch "5.0.1"
-    ms "2.1.3"
-    nanoid "3.3.3"
-    serialize-javascript "6.0.0"
-    strip-json-comments "3.1.1"
-    supports-color "8.1.1"
-    workerpool "6.2.1"
-    yargs "16.2.0"
-    yargs-parser "20.2.4"
-    yargs-unparser "2.0.0"
-
-moralis@^2.9.0:
-  version "2.18.4"
-  resolved "https://registry.yarnpkg.com/moralis/-/moralis-2.18.4.tgz#361f63975e9aae3c96f5159aad1e660cb0e6a5e8"
-  integrity sha512-fdY4fmz/TM0tHxj3gRk58fMi8szo1PZbEZca163bqjwY2uz7fItFGPKNvESVO2liDVSCEr5jECEoBQ7YCT/sgw==
-  dependencies:
-    "@moralisweb3/api-utils" "^2.18.4"
-    "@moralisweb3/aptos-api" "^2.18.4"
-    "@moralisweb3/auth" "^2.18.4"
-    "@moralisweb3/common-aptos-utils" "^2.18.4"
-    "@moralisweb3/common-auth-utils" "^2.18.4"
-    "@moralisweb3/common-core" "^2.18.4"
-    "@moralisweb3/common-evm-utils" "^2.18.4"
-    "@moralisweb3/common-sol-utils" "^2.18.4"
-    "@moralisweb3/common-streams-utils" "^2.18.4"
-    "@moralisweb3/evm-api" "^2.18.4"
-    "@moralisweb3/sol-api" "^2.18.4"
-    "@moralisweb3/streams" "^2.18.4"
-    "@moralisweb3/streams-typings" "^1.0.7"
-
-motion@10.15.5:
-  version "10.15.5"
-  resolved "https://registry.yarnpkg.com/motion/-/motion-10.15.5.tgz#d336ddbdd37bc28bb99fbb243fe309df6c685ad6"
-  integrity sha512-ejP6KioN4pigTGxL93APzOnvtLklParL59UQB2T3HWXQBxFcIp5/7YXFmkgiA6pNKKzjvnLhnonRBN5iSFMnNw==
-  dependencies:
-    "@motionone/animation" "^10.15.1"
-    "@motionone/dom" "^10.15.5"
-    "@motionone/svelte" "^10.15.5"
-    "@motionone/types" "^10.15.1"
-    "@motionone/utils" "^10.15.1"
-    "@motionone/vue" "^10.15.5"
-
-mri@^1.1.0:
-  version "1.2.0"
-  resolved "https://registry.yarnpkg.com/mri/-/mri-1.2.0.tgz#6721480fec2a11a4889861115a48b6cbe7cc8f0b"
-  integrity sha512-tzzskb3bG8LvYGFF/mDTpq3jpI6Q9wc3LEmBaghu+DdCssd1FakN7Bc0hVNmEyGq1bq3RgfkCb3cmQLpNPOroA==
-
-ms@2.0.0:
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/ms/-/ms-2.0.0.tgz#5608aeadfc00be6c2901df5f9861788de0d597c8"
-  integrity sha512-Tpp60P6IUJDTuOq/5Z8cdskzJujfwqfOTkrwIwj7IRISpnkJnT6SyJ4PCPnGMoFjC9ddhal5KVIYtAt97ix05A==
-
-ms@2.1.2:
-  version "2.1.2"
-  resolved "https://registry.yarnpkg.com/ms/-/ms-2.1.2.tgz#d09d1f357b443f493382a8eb3ccd183872ae6009"
-  integrity sha512-sGkPx+VjMtmA6MX27oA4FBFELFCZZ4S4XqeGOXCv68tT+jb3vk/RyaKWP0PTKyWtmLSM0b+adUTEvbs1PEaH2w==
-
-ms@2.1.3, ms@^2.0.0, ms@^2.1.1:
-  version "2.1.3"
-  resolved "https://registry.yarnpkg.com/ms/-/ms-2.1.3.tgz#574c8138ce1d2b5861f0b44579dbadd60c6615b2"
-  integrity sha512-6FlzubTLZG3J2a/NVCAleEhjzq5oxgHyaCU9yYXvcLsvoVaHJq/s5xXI6/XXP6tz7R9xAOtHnSO/tXtF3WRTlA==
-
-multibase@^4.0.1:
-  version "4.0.6"
-  resolved "https://registry.yarnpkg.com/multibase/-/multibase-4.0.6.tgz#6e624341483d6123ca1ede956208cb821b440559"
-  integrity sha512-x23pDe5+svdLz/k5JPGCVdfn7Q5mZVMBETiC+ORfO+sor9Sgs0smJzAjfTbM5tckeCqnaUuMYoz+k3RXMmJClQ==
-  dependencies:
-    "@multiformats/base-x" "^4.0.1"
-
-multicodec@^3.0.1:
-  version "3.2.1"
-  resolved "https://registry.yarnpkg.com/multicodec/-/multicodec-3.2.1.tgz#82de3254a0fb163a107c1aab324f2a91ef51efb2"
-  integrity sha512-+expTPftro8VAW8kfvcuNNNBgb9gPeNYV9dn+z1kJRWF2vih+/S79f2RVeIwmrJBUJ6NT9IUPWnZDQvegEh5pw==
-  dependencies:
-    uint8arrays "^3.0.0"
-    varint "^6.0.0"
-
-multiformats@^9.4.2:
-  version "9.9.0"
-  resolved "https://registry.yarnpkg.com/multiformats/-/multiformats-9.9.0.tgz#c68354e7d21037a8f1f8833c8ccd68618e8f1d37"
-  integrity sha512-HoMUjhH9T8DDBNT+6xzkrd9ga/XiBI4xLr58LJACwK6G3HTOPeMz4nB4KJs33L2BelrIJa7P0VuNaVF3hMYfjg==
-
-multihashes@^4.0.1, multihashes@^4.0.2:
-  version "4.0.3"
-  resolved "https://registry.yarnpkg.com/multihashes/-/multihashes-4.0.3.tgz#426610539cd2551edbf533adeac4c06b3b90fb05"
-  integrity sha512-0AhMH7Iu95XjDLxIeuCOOE4t9+vQZsACyKZ9Fxw2pcsRmlX4iCn1mby0hS0bb+nQOVpdQYWPpnyusw4da5RPhA==
-  dependencies:
-    multibase "^4.0.1"
-    uint8arrays "^3.0.0"
-    varint "^5.0.2"
-
-multihashing-async@^2.0.0, multihashing-async@^2.1.0:
-  version "2.1.4"
-  resolved "https://registry.yarnpkg.com/multihashing-async/-/multihashing-async-2.1.4.tgz#26dce2ec7a40f0e7f9e732fc23ca5f564d693843"
-  integrity sha512-sB1MiQXPSBTNRVSJc2zM157PXgDtud2nMFUEIvBrsq5Wv96sUclMRK/ecjoP1T/W61UJBqt4tCTwMkUpt2Gbzg==
-  dependencies:
-    blakejs "^1.1.0"
-    err-code "^3.0.0"
-    js-sha3 "^0.8.0"
-    multihashes "^4.0.1"
-    murmurhash3js-revisited "^3.0.0"
-    uint8arrays "^3.0.0"
-
-murmurhash3js-revisited@^3.0.0:
-  version "3.0.0"
-  resolved "https://registry.yarnpkg.com/murmurhash3js-revisited/-/murmurhash3js-revisited-3.0.0.tgz#6bd36e25de8f73394222adc6e41fa3fac08a5869"
-  integrity sha512-/sF3ee6zvScXMb1XFJ8gDsSnY+X8PbOyjIuBhtgis10W2Jx4ZjIhikUCIF9c4gpJxVnQIsPAFrSwTCuAjicP6g==
-
-nanoid@3.3.3:
-  version "3.3.3"
-  resolved "https://registry.yarnpkg.com/nanoid/-/nanoid-3.3.3.tgz#fd8e8b7aa761fe807dba2d1b98fb7241bb724a25"
-  integrity sha512-p1sjXuopFs0xg+fPASzQ28agW1oHD7xDsd9Xkf3T15H3c/cifrFHVwrh74PdoklAPi+i7MdRsE47vm2r6JoB+w==
-
-nanoid@^3.1.30, nanoid@^3.3.4:
-  version "3.3.6"
-  resolved "https://registry.yarnpkg.com/nanoid/-/nanoid-3.3.6.tgz#443380c856d6e9f9824267d960b4236ad583ea4c"
-  integrity sha512-BGcqMMJuToF7i1rt+2PWSNVnWIkGCU78jBG3RxO/bZlnZPK2Cmi2QaffxGO/2RvWi9sL+FAiRiXMgsyxQ1DIDA==
-
-natural-compare@^1.4.0:
-  version "1.4.0"
-  resolved "https://registry.yarnpkg.com/natural-compare/-/natural-compare-1.4.0.tgz#4abebfeed7541f2c27acfb29bdbbd15c8d5ba4f7"
-  integrity sha512-OWND8ei3VtNC9h7V60qff3SVobHr996CTwgxubgyQYEpg290h9J0buyECNNJexkFm5sOajh5G116RYA1c8ZMSw==
-
-next-tick@^1.1.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/next-tick/-/next-tick-1.1.0.tgz#1836ee30ad56d67ef281b22bd199f709449b35eb"
-  integrity sha512-CXdUiJembsNjuToQvxayPZF9Vqht7hewsvy2sOWafLvi2awflj9mOC6bHIg50orX8IJvWKY9wYQ/zB2kogPslQ==
-
-next@^13.0.6:
-  version "13.3.1"
-  resolved "https://registry.yarnpkg.com/next/-/next-13.3.1.tgz#17625f7423db2e059d71b41bd9031756cf2b33bc"
-  integrity sha512-eByWRxPzKHs2oQz1yE41LX35umhz86ZSZ+mYyXBqn2IBi2hyUqxBA88avywdr4uyH+hCJczegGsDGWbzQA5Rqw==
-  dependencies:
-    "@next/env" "13.3.1"
-    "@swc/helpers" "0.5.0"
-    busboy "1.6.0"
-    caniuse-lite "^1.0.30001406"
-    postcss "8.4.14"
-    styled-jsx "5.1.1"
-  optionalDependencies:
-    "@next/swc-darwin-arm64" "13.3.1"
-    "@next/swc-darwin-x64" "13.3.1"
-    "@next/swc-linux-arm64-gnu" "13.3.1"
-    "@next/swc-linux-arm64-musl" "13.3.1"
-    "@next/swc-linux-x64-gnu" "13.3.1"
-    "@next/swc-linux-x64-musl" "13.3.1"
-    "@next/swc-win32-arm64-msvc" "13.3.1"
-    "@next/swc-win32-ia32-msvc" "13.3.1"
-    "@next/swc-win32-x64-msvc" "13.3.1"
-
-node-addon-api@^2.0.0:
-  version "2.0.2"
-  resolved "https://registry.yarnpkg.com/node-addon-api/-/node-addon-api-2.0.2.tgz#432cfa82962ce494b132e9d72a15b29f71ff5d32"
-  integrity sha512-Ntyt4AIXyaLIuMHF6IOoTakB3K+RWxwtsHNRxllEoA6vPwP9o4866g6YWDLUdnucilZhmkxiHwHr11gAENw+QA==
-
-node-fetch@2.6.7:
-  version "2.6.7"
-  resolved "https://registry.yarnpkg.com/node-fetch/-/node-fetch-2.6.7.tgz#24de9fba827e3b4ae44dc8b20256a379160052ad"
-  integrity sha512-ZjMPFEfVx5j+y2yF35Kzx5sF7kDzxuDj6ziH4FFbOp87zKDZNx8yExJIb05OGF4Nlt9IHFIMBkRl41VdvcNdbQ==
-  dependencies:
-    whatwg-url "^5.0.0"
-
-node-fetch@^2.6.1, node-fetch@^2.6.7:
-  version "2.6.9"
-  resolved "https://registry.yarnpkg.com/node-fetch/-/node-fetch-2.6.9.tgz#7c7f744b5cc6eb5fd404e0c7a9fec630a55657e6"
-  integrity sha512-DJm/CJkZkRjKKj4Zi4BsKVZh3ValV5IR5s7LVZnW+6YMh0W1BfNA8XSs6DLMGYlId5F3KnA70uu2qepcR08Qqg==
-  dependencies:
-    whatwg-url "^5.0.0"
-
-node-gyp-build@^4.2.0, node-gyp-build@^4.3.0:
-  version "4.6.0"
-  resolved "https://registry.yarnpkg.com/node-gyp-build/-/node-gyp-build-4.6.0.tgz#0c52e4cbf54bbd28b709820ef7b6a3c2d6209055"
-  integrity sha512-NTZVKn9IylLwUzaKjkas1e4u2DLNcV4rdYagA4PWdPwW87Bi7z+BznyKSRwS/761tV/lzCGXplWsiaMjLqP2zQ==
-
-normalize-path@^3.0.0, normalize-path@~3.0.0:
-  version "3.0.0"
-  resolved "https://registry.yarnpkg.com/normalize-path/-/normalize-path-3.0.0.tgz#0dcd69ff23a1c9b11fd0978316644a0388216a65"
-  integrity sha512-6eZs5Ls3WtCisHWp9S2GUy8dqkpGi4BVSz3GaqiE6ezub0512ESztXUwUB6C6IKbQkY2Pnb/mD4WYojCRwcwLA==
-
-number-to-bn@1.7.0:
-  version "1.7.0"
-  resolved "https://registry.yarnpkg.com/number-to-bn/-/number-to-bn-1.7.0.tgz#bb3623592f7e5f9e0030b1977bd41a0c53fe1ea0"
-  integrity sha512-wsJ9gfSz1/s4ZsJN01lyonwuxA1tml6X1yBDnfpMglypcBRFZZkus26EdPSlqS5GJfYddVZa22p3VNb3z5m5Ig==
-  dependencies:
-    bn.js "4.11.6"
-    strip-hex-prefix "1.0.0"
-
-object-assign@^4.1.1:
-  version "4.1.1"
-  resolved "https://registry.yarnpkg.com/object-assign/-/object-assign-4.1.1.tgz#2109adc7965887cfc05cbbd442cac8bfbb360863"
-  integrity sha512-rJgTQnkUnH1sFw8yT6VSU3zD3sWmu6sZhIseY8VX+GRu3P6F7Fu+JNDoXfklElbLJSnc3FUQHVe4cU5hj+BcUg==
-
-object-hash@^2.2.0:
-  version "2.2.0"
-  resolved "https://registry.yarnpkg.com/object-hash/-/object-hash-2.2.0.tgz#5ad518581eefc443bd763472b8ff2e9c2c0d54a5"
-  integrity sha512-gScRMn0bS5fH+IuwyIFgnh9zBdo4DV+6GhygmWM9HyNJSgS0hScp1f5vjtm7oIIOiT9trXrShAkLFSc2IqKNgw==
-
-object-inspect@^1.9.0:
-  version "1.12.3"
-  resolved "https://registry.yarnpkg.com/object-inspect/-/object-inspect-1.12.3.tgz#ba62dffd67ee256c8c086dfae69e016cd1f198b9"
-  integrity sha512-geUvdk7c+eizMNUDkRpW1wJwgfOiOeHbxBR/hLXK1aT6zmVSO0jsQcs7fj6MGw89jC/cjGfLcNOrtMYtGqm81g==
-
-oboe@2.1.5:
-  version "2.1.5"
-  resolved "https://registry.yarnpkg.com/oboe/-/oboe-2.1.5.tgz#5554284c543a2266d7a38f17e073821fbde393cd"
-  integrity sha512-zRFWiF+FoicxEs3jNI/WYUrVEgA7DeET/InK0XQuudGHRg8iIob3cNPrJTKaz4004uaA9Pbe+Dwa8iluhjLZWA==
-  dependencies:
-    http-https "^1.0.0"
-
-on-exit-leak-free@^0.2.0:
-  version "0.2.0"
-  resolved "https://registry.yarnpkg.com/on-exit-leak-free/-/on-exit-leak-free-0.2.0.tgz#b39c9e3bf7690d890f4861558b0d7b90a442d209"
-  integrity sha512-dqaz3u44QbRXQooZLTUKU41ZrzYrcvLISVgbrzbyCMxpmSLJvZ3ZamIJIZ29P6OhZIkNIQKosdeM6t1LYbA9hg==
-
-once@^1.3.0, once@^1.4.0:
-  version "1.4.0"
-  resolved "https://registry.yarnpkg.com/once/-/once-1.4.0.tgz#583b1aa775961d4b113ac17d9c50baef9dd76bd1"
-  integrity sha512-lNaJgI+2Q5URQBkccEKHTQOPaXdUxnZZElQTZY0MFUAuaEqe1E+Nyvgdz/aIyNi6Z9MzO5dv1H8n58/GELp3+w==
-  dependencies:
-    wrappy "1"
-
-optionator@^0.9.1:
-  version "0.9.1"
-  resolved "https://registry.yarnpkg.com/optionator/-/optionator-0.9.1.tgz#4f236a6373dae0566a6d43e1326674f50c291499"
-  integrity sha512-74RlY5FCnhq4jRxVUPKDaRwrVNXMqsGsiW6AJw4XK8hmtm10wC0ypZBLw5IIp85NZMr91+qd1RvvENwg7jjRFw==
-  dependencies:
-    deep-is "^0.1.3"
-    fast-levenshtein "^2.0.6"
-    levn "^0.4.1"
-    prelude-ls "^1.2.1"
-    type-check "^0.4.0"
-    word-wrap "^1.2.3"
-
-p-limit@^2.2.0:
-  version "2.3.0"
-  resolved "https://registry.yarnpkg.com/p-limit/-/p-limit-2.3.0.tgz#3dd33c647a214fdfffd835933eb086da0dc21db1"
-  integrity sha512-//88mFWSJx8lxCzwdAABTJL2MyWB12+eIY7MDL2SqLmAkeKU9qxRvWuSyTjm3FUmpBEMuFfckAIqEaVGUDxb6w==
-  dependencies:
-    p-try "^2.0.0"
-
-p-limit@^3.0.2:
-  version "3.1.0"
-  resolved "https://registry.yarnpkg.com/p-limit/-/p-limit-3.1.0.tgz#e1daccbe78d0d1388ca18c64fea38e3e57e3706b"
-  integrity sha512-TYOanM3wGwNGsZN2cVTYPArw454xnXj5qmWF1bEoAc4+cU/ol7GVh7odevjp1FNHduHc3KZMcFduxU5Xc6uJRQ==
-  dependencies:
-    yocto-queue "^0.1.0"
-
-p-locate@^4.1.0:
-  version "4.1.0"
-  resolved "https://registry.yarnpkg.com/p-locate/-/p-locate-4.1.0.tgz#a3428bb7088b3a60292f66919278b7c297ad4f07"
-  integrity sha512-R79ZZ/0wAxKGu3oYMlz8jy/kbhsNrS7SKZ7PxEHBgJ5+F2mtFW2fK2cOtBh1cHYkQsbzFV7I+EoRKe6Yt0oK7A==
-  dependencies:
-    p-limit "^2.2.0"
-
-p-locate@^5.0.0:
-  version "5.0.0"
-  resolved "https://registry.yarnpkg.com/p-locate/-/p-locate-5.0.0.tgz#83c8315c6785005e3bd021839411c9e110e6d834"
-  integrity sha512-LaNjtRWUBY++zB5nE/NwcaoMylSPk+S+ZHNB1TzdbMJMny6dynpAGt7X/tl/QYq3TIeE6nxHppbo2LGymrG5Pw==
-  dependencies:
-    p-limit "^3.0.2"
-
-p-try@^2.0.0:
-  version "2.2.0"
-  resolved "https://registry.yarnpkg.com/p-try/-/p-try-2.2.0.tgz#cb2868540e313d61de58fafbe35ce9004d5540e6"
-  integrity sha512-R4nPAVTAU0B9D35/Gk3uJf/7XYbQcyohSKdvAxIRSNghFl4e71hVoGnBNQz9cWaXxO2I10KTC+3jMdvvoKw6dQ==
-
-parent-module@^1.0.0:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/parent-module/-/parent-module-1.0.1.tgz#691d2709e78c79fae3a156622452d00762caaaa2"
-  integrity sha512-GQ2EWRpQV8/o+Aw8YqtfZZPfNRWZYkbidE9k5rpl/hC3vtHHBfGm2Ifi6qWV+coDGkrUKZAxE3Lot5kcsRlh+g==
-  dependencies:
-    callsites "^3.0.0"
-
-parse-json@^5.0.0:
-  version "5.2.0"
-  resolved "https://registry.yarnpkg.com/parse-json/-/parse-json-5.2.0.tgz#c76fc66dee54231c962b22bcc8a72cf2f99753cd"
-  integrity sha512-ayCKvm/phCGxOkYRSCM82iDwct8/EonSEgCSxWxD7ve6jHggsFl4fZVQBPRNgQoKiuV/odhFrGzQXZwbifC8Rg==
-  dependencies:
-    "@babel/code-frame" "^7.0.0"
-    error-ex "^1.3.1"
-    json-parse-even-better-errors "^2.3.0"
-    lines-and-columns "^1.1.6"
-
-path-exists@^4.0.0:
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/path-exists/-/path-exists-4.0.0.tgz#513bdbe2d3b95d7762e8c1137efa195c6c61b5b3"
-  integrity sha512-ak9Qy5Q7jYb2Wwcey5Fpvg2KoAc/ZIhLSLOSBmRmygPsGwkVVt0fZa0qrtMz+m6tJTAHfZQ8FnmB4MG4LWy7/w==
-
-path-is-absolute@^1.0.0:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/path-is-absolute/-/path-is-absolute-1.0.1.tgz#174b9268735534ffbc7ace6bf53a5a9e1b5c5f5f"
-  integrity sha512-AVbw3UJ2e9bq64vSaS9Am0fje1Pa8pbGqTTsmXfaIiMpnr5DlDhfJOuLj9Sf95ZPVDAUerDfEk88MPmPe7UCQg==
-
-path-key@^3.1.0:
-  version "3.1.1"
-  resolved "https://registry.yarnpkg.com/path-key/-/path-key-3.1.1.tgz#581f6ade658cbba65a0d3380de7753295054f375"
-  integrity sha512-ojmeN0qd+y0jszEtoY48r0Peq5dwMEkIlCOu6Q5f41lfkswXuKtYrhgoTpLnyIcHm24Uhqx+5Tqm2InSwLhE6Q==
-
-path-parse@^1.0.7:
-  version "1.0.7"
-  resolved "https://registry.yarnpkg.com/path-parse/-/path-parse-1.0.7.tgz#fbc114b60ca42b30d9daf5858e4bd68bbedb6735"
-  integrity sha512-LDJzPVEEEPR+y48z93A0Ed0yXb8pAByGWo/k5YYdYgpY2/2EsOsksJrq7lOHxryrVOn1ejG6oAp8ahvOIQD8sw==
-
-path-type@^4.0.0:
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/path-type/-/path-type-4.0.0.tgz#84ed01c0a7ba380afe09d90a8c180dcd9d03043b"
-  integrity sha512-gDKb8aZMDeD/tZWs9P6+q0J9Mwkdl6xMV8TjnGP3qJVJ06bdMgkbBlLU8IdfOsIsFz2BW1rNVT3XuNEl8zPAvw==
-
-pathval@^1.1.1:
-  version "1.1.1"
-  resolved "https://registry.yarnpkg.com/pathval/-/pathval-1.1.1.tgz#8534e77a77ce7ac5a2512ea21e0fdb8fcf6c3d8d"
-  integrity sha512-Dp6zGqpTdETdR63lehJYPeIOqpiNBNtc7BpWSLrOje7UaIsE5aY92r/AunQA7rsXvet3lrJ3JnZX29UPTKXyKQ==
-
-pbkdf2@^3.0.17:
-  version "3.1.2"
-  resolved "https://registry.yarnpkg.com/pbkdf2/-/pbkdf2-3.1.2.tgz#dd822aa0887580e52f1a039dc3eda108efae3075"
-  integrity sha512-iuh7L6jA7JEGu2WxDwtQP1ddOpaJNC4KlDEFfdQajSGgGPNi4OyDc2R7QnbY2bR9QjBVGwgvTdNJZoE7RaxUMA==
-  dependencies:
-    create-hash "^1.1.2"
-    create-hmac "^1.1.4"
-    ripemd160 "^2.0.1"
-    safe-buffer "^5.0.1"
-    sha.js "^2.4.8"
-
-picocolors@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/picocolors/-/picocolors-1.0.0.tgz#cb5bdc74ff3f51892236eaf79d68bc44564ab81c"
-  integrity sha512-1fygroTLlHu66zi26VoTDv8yRgm0Fccecssto+MhsZ0D/DGW2sm8E8AjW7NU5VVTRt5GxbeZ5qBuJr+HyLYkjQ==
-
-picomatch@^2.0.4, picomatch@^2.2.1, picomatch@^2.3.1:
-  version "2.3.1"
-  resolved "https://registry.yarnpkg.com/picomatch/-/picomatch-2.3.1.tgz#3ba3833733646d9d3e4995946c1365a67fb07a42"
-  integrity sha512-JU3teHTNjmE2VCGFzuY8EXzCDVwEqB2a8fsIvwaStHhAWJEeVd1o1QD80CU6+ZdEXXSLbSsuLwJjkCBWqRQUVA==
-
-pify@^3.0.0:
-  version "3.0.0"
-  resolved "https://registry.yarnpkg.com/pify/-/pify-3.0.0.tgz#e5a4acd2c101fdf3d9a4d07f0dbc4db49dd28176"
-  integrity sha512-C3FsVNH1udSEX48gGX1xfvwTWfsYWj5U+8/uK15BGzIGrKoUpghX8hWZwa/OFnakBiiVNmBvemTJR5mcy7iPcg==
-
-pify@^5.0.0:
-  version "5.0.0"
-  resolved "https://registry.yarnpkg.com/pify/-/pify-5.0.0.tgz#1f5eca3f5e87ebec28cc6d54a0e4aaf00acc127f"
-  integrity sha512-eW/gHNMlxdSP6dmG6uJip6FXN0EQBwm2clYYd8Wul42Cwu/DK8HEftzsapcNdYe2MfLiIwZqsDk2RDEsTE79hA==
-
-pino-abstract-transport@v0.5.0:
-  version "0.5.0"
-  resolved "https://registry.yarnpkg.com/pino-abstract-transport/-/pino-abstract-transport-0.5.0.tgz#4b54348d8f73713bfd14e3dc44228739aa13d9c0"
-  integrity sha512-+KAgmVeqXYbTtU2FScx1XS3kNyfZ5TrXY07V96QnUSFqo2gAqlvmaxH67Lj7SWazqsMabf+58ctdTcBgnOLUOQ==
-  dependencies:
-    duplexify "^4.1.2"
-    split2 "^4.0.0"
-
-pino-std-serializers@^4.0.0:
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/pino-std-serializers/-/pino-std-serializers-4.0.0.tgz#1791ccd2539c091ae49ce9993205e2cd5dbba1e2"
-  integrity sha512-cK0pekc1Kjy5w9V2/n+8MkZwusa6EyyxfeQCB799CQRhRt/CqYKiWs5adeu8Shve2ZNffvfC/7J64A2PJo1W/Q==
-
-pino@7.11.0:
-  version "7.11.0"
-  resolved "https://registry.yarnpkg.com/pino/-/pino-7.11.0.tgz#0f0ea5c4683dc91388081d44bff10c83125066f6"
-  integrity sha512-dMACeu63HtRLmCG8VKdy4cShCPKaYDR4youZqoSWLxl5Gu99HUw8bw75thbPv9Nip+H+QYX8o3ZJbTdVZZ2TVg==
-  dependencies:
-    atomic-sleep "^1.0.0"
-    fast-redact "^3.0.0"
-    on-exit-leak-free "^0.2.0"
-    pino-abstract-transport v0.5.0
-    pino-std-serializers "^4.0.0"
-    process-warning "^1.0.0"
-    quick-format-unescaped "^4.0.3"
-    real-require "^0.1.0"
-    safe-stable-stringify "^2.1.0"
-    sonic-boom "^2.2.1"
-    thread-stream "^0.15.1"
-
-pngjs@^5.0.0:
-  version "5.0.0"
-  resolved "https://registry.yarnpkg.com/pngjs/-/pngjs-5.0.0.tgz#e79dd2b215767fd9c04561c01236df960bce7fbb"
-  integrity sha512-40QW5YalBNfQo5yRYmiw7Yz6TKKVr3h6970B2YE+3fQpsWcrbj1PzJgxeJ19DRQjhMbKPIuMY8rFaXc8moolVw==
-
-postcss-js@^4.0.0:
-  version "4.0.1"
-  resolved "https://registry.yarnpkg.com/postcss-js/-/postcss-js-4.0.1.tgz#61598186f3703bab052f1c4f7d805f3991bee9d2"
-  integrity sha512-dDLF8pEO191hJMtlHFPRa8xsizHaM82MLfNkUHdUtVEV3tgTp5oj+8qbEqYM57SLfc74KSbw//4SeJma2LRVIw==
-  dependencies:
-    camelcase-css "^2.0.1"
-
-postcss-load-config@^3.1.0:
-  version "3.1.4"
-  resolved "https://registry.yarnpkg.com/postcss-load-config/-/postcss-load-config-3.1.4.tgz#1ab2571faf84bb078877e1d07905eabe9ebda855"
-  integrity sha512-6DiM4E7v4coTE4uzA8U//WhtPwyhiim3eyjEMFCnUpzbrkK9wJHgKDT2mR+HbtSrd/NubVaYTOpSpjUl8NQeRg==
-  dependencies:
-    lilconfig "^2.0.5"
-    yaml "^1.10.2"
-
-postcss-nested@5.0.6:
-  version "5.0.6"
-  resolved "https://registry.yarnpkg.com/postcss-nested/-/postcss-nested-5.0.6.tgz#466343f7fc8d3d46af3e7dba3fcd47d052a945bc"
-  integrity sha512-rKqm2Fk0KbA8Vt3AdGN0FB9OBOMDVajMG6ZCf/GoHgdxUJ4sBFp0A/uMIRm+MJUdo33YXEtjqIz8u7DAp8B7DA==
-  dependencies:
-    postcss-selector-parser "^6.0.6"
-
-postcss-selector-parser@^6.0.6, postcss-selector-parser@^6.0.9:
-  version "6.0.11"
-  resolved "https://registry.yarnpkg.com/postcss-selector-parser/-/postcss-selector-parser-6.0.11.tgz#2e41dc39b7ad74046e1615185185cd0b17d0c8dc"
-  integrity sha512-zbARubNdogI9j7WY4nQJBiNqQf3sLS3wCP4WfOidu+p28LofJqDH1tcXypGrcmMHhDk2t9wGhCsYe/+szLTy1g==
-  dependencies:
-    cssesc "^3.0.0"
-    util-deprecate "^1.0.2"
-
-postcss-value-parser@^4.2.0:
-  version "4.2.0"
-  resolved "https://registry.yarnpkg.com/postcss-value-parser/-/postcss-value-parser-4.2.0.tgz#723c09920836ba6d3e5af019f92bc0971c02e514"
-  integrity sha512-1NNCs6uurfkVbeXG4S8JFT9t19m45ICnif8zWLd5oPSZ50QnwMfK+H3jv408d4jw/7Bttv5axS5IiHoLaVNHeQ==
-
-postcss@8.4.14:
-  version "8.4.14"
-  resolved "https://registry.yarnpkg.com/postcss/-/postcss-8.4.14.tgz#ee9274d5622b4858c1007a74d76e42e56fd21caf"
-  integrity sha512-E398TUmfAYFPBSdzgeieK2Y1+1cpdxJx8yXbK/m57nRhKSmk1GB2tO4lbLBtlkfPQTDKfe4Xqv1ASWPpayPEig==
-  dependencies:
-    nanoid "^3.3.4"
-    picocolors "^1.0.0"
-    source-map-js "^1.0.2"
-
-postcss@8.4.5:
-  version "8.4.5"
-  resolved "https://registry.yarnpkg.com/postcss/-/postcss-8.4.5.tgz#bae665764dfd4c6fcc24dc0fdf7e7aa00cc77f95"
-  integrity sha512-jBDboWM8qpaqwkMwItqTQTiFikhs/67OYVvblFFTM7MrZjt6yMKd6r2kgXizEbTTljacm4NldIlZnhbjr84QYg==
-  dependencies:
-    nanoid "^3.1.30"
-    picocolors "^1.0.0"
-    source-map-js "^1.0.1"
-
-preact@^10.12.0, preact@^10.5.9:
-  version "10.13.2"
-  resolved "https://registry.yarnpkg.com/preact/-/preact-10.13.2.tgz#2c40c73d57248b57234c4ae6cd9ab9d8186ebc0a"
-  integrity sha512-q44QFLhOhty2Bd0Y46fnYW0gD/cbVM9dUVtNTDKPcdXSMA7jfY+Jpd6rk3GB0lcQss0z5s/6CmVP0Z/hV+g6pw==
-
-prelude-ls@^1.2.1:
-  version "1.2.1"
-  resolved "https://registry.yarnpkg.com/prelude-ls/-/prelude-ls-1.2.1.tgz#debc6489d7a6e6b0e7611888cec880337d316396"
-  integrity sha512-vkcDPrRZo1QZLbn5RLGPpg/WmIQ65qoWWhcGKf/b5eplkkarX0m9z8ppCat4mlOqUsWpyNuYgO3VRyrYHSzX5g==
-
-process-warning@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/process-warning/-/process-warning-1.0.0.tgz#980a0b25dc38cd6034181be4b7726d89066b4616"
-  integrity sha512-du4wfLyj4yCZq1VupnVSZmRsPJsNuxoDQFdCFHLaYiEbFBD7QE0a+I4D7hOxrVnh78QE/YipFAj9lXHiXocV+Q==
-
-prop-types@^15.0.0, prop-types@^15.8.1:
-  version "15.8.1"
-  resolved "https://registry.yarnpkg.com/prop-types/-/prop-types-15.8.1.tgz#67d87bf1a694f48435cf332c24af10214a3140b5"
-  integrity sha512-oj87CgZICdulUohogVAR7AjlC0327U4el4L6eAvOqCeudMDVU0NThNaV+b9Df4dXgSP1gXMTnPdhfe/2qDH5cg==
-  dependencies:
-    loose-envify "^1.4.0"
-    object-assign "^4.1.1"
-    react-is "^16.13.1"
-
-property-information@^6.0.0:
-  version "6.2.0"
-  resolved "https://registry.yarnpkg.com/property-information/-/property-information-6.2.0.tgz#b74f522c31c097b5149e3c3cb8d7f3defd986a1d"
-  integrity sha512-kma4U7AFCTwpqq5twzC1YVIDXSqg6qQK6JN0smOw8fgRy1OkMi0CYSzFmsy6dnqSenamAtj0CyXMUJ1Mf6oROg==
-
-protobufjs@^6.10.2:
-  version "6.11.3"
-  resolved "https://registry.yarnpkg.com/protobufjs/-/protobufjs-6.11.3.tgz#637a527205a35caa4f3e2a9a4a13ddffe0e7af74"
-  integrity sha512-xL96WDdCZYdU7Slin569tFX712BxsxslWwAfAhCYjQKGTq7dAU91Lomy6nLLhh/dyGhk/YH4TwTSRxTzhuHyZg==
-  dependencies:
-    "@protobufjs/aspromise" "^1.1.2"
-    "@protobufjs/base64" "^1.1.2"
-    "@protobufjs/codegen" "^2.0.4"
-    "@protobufjs/eventemitter" "^1.1.0"
-    "@protobufjs/fetch" "^1.1.0"
-    "@protobufjs/float" "^1.0.2"
-    "@protobufjs/inquire" "^1.1.0"
-    "@protobufjs/path" "^1.1.2"
-    "@protobufjs/pool" "^1.1.0"
-    "@protobufjs/utf8" "^1.1.0"
-    "@types/long" "^4.0.1"
-    "@types/node" ">=13.7.0"
-    long "^4.0.0"
-
-proxy-compare@2.5.0:
-  version "2.5.0"
-  resolved "https://registry.yarnpkg.com/proxy-compare/-/proxy-compare-2.5.0.tgz#0387c5e4d283ba9b1c0353bb20def4449b06bbd2"
-  integrity sha512-f1us0OsVAJ3tdIMXGQx2lmseYS4YXe4W+sKF5g5ww/jV+5ogMadPt+sIZ+88Ga9kvMJsrRNWzCrKPpr6pMWYbA==
-
-proxy-from-env@^1.1.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/proxy-from-env/-/proxy-from-env-1.1.0.tgz#e102f16ca355424865755d2c9e8ea4f24d58c3e2"
-  integrity sha512-D+zkORCbA9f1tdWRK0RaCR3GPv50cMxcrz4X8k5LTSUD1Dkw47mKJEZQNunItRTkWwgtaUSo1RVFRIG9ZXiFYg==
-
-punycode@^2.1.0:
-  version "2.3.0"
-  resolved "https://registry.yarnpkg.com/punycode/-/punycode-2.3.0.tgz#f67fa67c94da8f4d0cfff981aee4118064199b8f"
-  integrity sha512-rRV+zQD8tVFys26lAGR9WUuS4iUAngJScM+ZRSKtvl5tKeZ2t5bvdNFdNHBW9FWR4guGHlgmsZ1G7BSm2wTbuA==
-
-qr.js@0.0.0:
-  version "0.0.0"
-  resolved "https://registry.yarnpkg.com/qr.js/-/qr.js-0.0.0.tgz#cace86386f59a0db8050fa90d9b6b0e88a1e364f"
-  integrity sha512-c4iYnWb+k2E+vYpRimHqSu575b1/wKl4XFeJGpFmrJQz5I88v9aY2czh7s0w36srfCM1sXgC/xpoJz5dJfq+OQ==
-
-qrcode@1.5.3, qrcode@^1.5.1:
-  version "1.5.3"
-  resolved "https://registry.yarnpkg.com/qrcode/-/qrcode-1.5.3.tgz#03afa80912c0dccf12bc93f615a535aad1066170"
-  integrity sha512-puyri6ApkEHYiVl4CFzo1tDkAZ+ATcnbJrJ6RiBM1Fhctdn/ix9MTE3hRph33omisEbC/2fcfemsseiKgBPKZg==
-  dependencies:
-    dijkstrajs "^1.0.1"
-    encode-utf8 "^1.0.3"
-    pngjs "^5.0.0"
-    yargs "^15.3.1"
-
-qs@^6.10.3:
-  version "6.11.1"
-  resolved "https://registry.yarnpkg.com/qs/-/qs-6.11.1.tgz#6c29dff97f0c0060765911ba65cbc9764186109f"
-  integrity sha512-0wsrzgTz/kAVIeuxSjnpGC56rzYtr6JT/2BwEvMaPhFIoYa1aGO8LbzuU1R0uUYQkLpWBTOj0l/CLAJB64J6nQ==
-  dependencies:
-    side-channel "^1.0.4"
-
-query-string@7.1.1:
-  version "7.1.1"
-  resolved "https://registry.yarnpkg.com/query-string/-/query-string-7.1.1.tgz#754620669db978625a90f635f12617c271a088e1"
-  integrity sha512-MplouLRDHBZSG9z7fpuAAcI7aAYjDLhtsiVZsevsfaHWDS2IDdORKbSd1kWUA+V4zyva/HZoSfpwnYMMQDhb0w==
-  dependencies:
-    decode-uri-component "^0.2.0"
-    filter-obj "^1.1.0"
-    split-on-first "^1.0.0"
-    strict-uri-encode "^2.0.0"
-
-query-string@^6.13.5:
-  version "6.14.1"
-  resolved "https://registry.yarnpkg.com/query-string/-/query-string-6.14.1.tgz#7ac2dca46da7f309449ba0f86b1fd28255b0c86a"
-  integrity sha512-XDxAeVmpfu1/6IjyT/gXHOl+S0vQ9owggJ30hhWKdHAsNPOcasn5o9BW0eejZqL2e4vMjhAxoW3jVHcD6mbcYw==
-  dependencies:
-    decode-uri-component "^0.2.0"
-    filter-obj "^1.1.0"
-    split-on-first "^1.0.0"
-    strict-uri-encode "^2.0.0"
-
-queue-microtask@^1.2.2:
-  version "1.2.3"
-  resolved "https://registry.yarnpkg.com/queue-microtask/-/queue-microtask-1.2.3.tgz#4929228bbc724dfac43e0efb058caf7b6cfb6243"
-  integrity sha512-NuaNSa6flKT5JaSYQzJok04JzTL1CA6aGhv5rfLW3PgqA+M2ChpZQnAC8h8i4ZFkBS8X5RqkDBHA7r4hej3K9A==
-
-quick-format-unescaped@^4.0.3:
-  version "4.0.4"
-  resolved "https://registry.yarnpkg.com/quick-format-unescaped/-/quick-format-unescaped-4.0.4.tgz#93ef6dd8d3453cbc7970dd614fad4c5954d6b5a7"
-  integrity sha512-tYC1Q1hgyRuHgloV/YXs2w15unPVh8qfu/qCTfhTYamaw7fyhumKa2yGpdSo87vY32rIclj+4fWYQXUMs9EHvg==
-
-quick-lru@^5.1.1:
-  version "5.1.1"
-  resolved "https://registry.yarnpkg.com/quick-lru/-/quick-lru-5.1.1.tgz#366493e6b3e42a3a6885e2e99d18f80fb7a8c932"
-  integrity sha512-WuyALRjWPDGtt/wzJiadO5AXY+8hZ80hVpe6MyivgraREW751X3SbhRvG3eLKOYN+8VEvqLcf3wdnt44Z4S4SA==
-
-rabin-wasm@^0.1.4:
-  version "0.1.5"
-  resolved "https://registry.yarnpkg.com/rabin-wasm/-/rabin-wasm-0.1.5.tgz#5b625ca007d6a2cbc1456c78ae71d550addbc9c9"
-  integrity sha512-uWgQTo7pim1Rnj5TuWcCewRDTf0PEFTSlaUjWP4eY9EbLV9em08v89oCz/WO+wRxpYuO36XEHp4wgYQnAgOHzA==
-  dependencies:
-    "@assemblyscript/loader" "^0.9.4"
-    bl "^5.0.0"
-    debug "^4.3.1"
-    minimist "^1.2.5"
-    node-fetch "^2.6.1"
-    readable-stream "^3.6.0"
-
-randombytes@^2.1.0:
-  version "2.1.0"
-  resolved "https://registry.yarnpkg.com/randombytes/-/randombytes-2.1.0.tgz#df6f84372f0270dc65cdf6291349ab7a473d4f2a"
-  integrity sha512-vYl3iOX+4CKUWuxGi9Ukhie6fsqXqS9FE2Zaic4tNFD2N2QQaXOMFbuKK4QmDHC0JO6B1Zp41J0LpT0oR68amQ==
-  dependencies:
-    safe-buffer "^5.1.0"
-
-react-dom@18.2.0:
-  version "18.2.0"
-  resolved "https://registry.yarnpkg.com/react-dom/-/react-dom-18.2.0.tgz#22aaf38708db2674ed9ada224ca4aa708d821e3d"
-  integrity sha512-6IMTriUmvsjHUjNtEDudZfuDQUoWXVxKHhlEGSk81n4YFS+r/Kl99wXiwlVXtPBtJenozv2P+hxDsw9eA7Xo6g==
-  dependencies:
-    loose-envify "^1.1.0"
-    scheduler "^0.23.0"
-
-react-is@^16.13.1, react-is@^16.7.0:
-  version "16.13.1"
-  resolved "https://registry.yarnpkg.com/react-is/-/react-is-16.13.1.tgz#789729a4dc36de2999dc156dd6c1d9c18cea56a4"
-  integrity sha512-24e6ynE2H+OKt4kqsOvNd8kBpV65zoxbA4BVsEOB3ARVWQki/DHzaUoC5KuON/BiccDaCCTZBuOcfZs70kR8bQ==
-
-react-is@^18.0.0:
-  version "18.2.0"
-  resolved "https://registry.yarnpkg.com/react-is/-/react-is-18.2.0.tgz#199431eeaaa2e09f86427efbb4f1473edb47609b"
-  integrity sha512-xWGDIW6x921xtzPkhiULtthJHoJvBbF3q26fzloPCK0hsvxtPVelvftw3zjbHWSkR2km9Z+4uxbDDK/6Zw9B8w==
-
-react-markdown@^8.0.4:
-  version "8.0.7"
-  resolved "https://registry.yarnpkg.com/react-markdown/-/react-markdown-8.0.7.tgz#c8dbd1b9ba5f1c5e7e5f2a44de465a3caafdf89b"
-  integrity sha512-bvWbzG4MtOU62XqBx3Xx+zB2raaFFsq4mYiAzfjXJMEz2sixgeAfraA3tvzULF02ZdOMUOKTBFFaZJDDrq+BJQ==
-  dependencies:
-    "@types/hast" "^2.0.0"
-    "@types/prop-types" "^15.0.0"
-    "@types/unist" "^2.0.0"
-    comma-separated-tokens "^2.0.0"
-    hast-util-whitespace "^2.0.0"
-    prop-types "^15.0.0"
-    property-information "^6.0.0"
-    react-is "^18.0.0"
-    remark-parse "^10.0.0"
-    remark-rehype "^10.0.0"
-    space-separated-tokens "^2.0.0"
-    style-to-object "^0.4.0"
-    unified "^10.0.0"
-    unist-util-visit "^4.0.0"
-    vfile "^5.0.0"
-
-react-qr-code@^2.0.11:
-  version "2.0.11"
-  resolved "https://registry.yarnpkg.com/react-qr-code/-/react-qr-code-2.0.11.tgz#444c759a2100424972e17135fbe0e32eaffa19e8"
-  integrity sha512-P7mvVM5vk9NjGdHMt4Z0KWeeJYwRAtonHTghZT2r+AASinLUUKQ9wfsGH2lPKsT++gps7hXmaiMGRvwTDEL9OA==
-  dependencies:
-    prop-types "^15.8.1"
-    qr.js "0.0.0"
-
-react-remove-scroll-bar@^2.3.3:
-  version "2.3.4"
-  resolved "https://registry.yarnpkg.com/react-remove-scroll-bar/-/react-remove-scroll-bar-2.3.4.tgz#53e272d7a5cb8242990c7f144c44d8bd8ab5afd9"
-  integrity sha512-63C4YQBUt0m6ALadE9XV56hV8BgJWDmmTPY758iIJjfQKt2nYwoUrPk0LXRXcB/yIj82T1/Ixfdpdk68LwIB0A==
-  dependencies:
-    react-style-singleton "^2.2.1"
-    tslib "^2.0.0"
-
-react-remove-scroll@2.5.5:
-  version "2.5.5"
-  resolved "https://registry.yarnpkg.com/react-remove-scroll/-/react-remove-scroll-2.5.5.tgz#1e31a1260df08887a8a0e46d09271b52b3a37e77"
-  integrity sha512-ImKhrzJJsyXJfBZ4bzu8Bwpka14c/fQt0k+cyFp/PBhTfyDnU5hjOtM4AG/0AMyy8oKzOTR0lDgJIM7pYXI0kw==
-  dependencies:
-    react-remove-scroll-bar "^2.3.3"
-    react-style-singleton "^2.2.1"
-    tslib "^2.1.0"
-    use-callback-ref "^1.3.0"
-    use-sidecar "^1.1.2"
-
-react-style-singleton@^2.2.1:
-  version "2.2.1"
-  resolved "https://registry.yarnpkg.com/react-style-singleton/-/react-style-singleton-2.2.1.tgz#f99e420492b2d8f34d38308ff660b60d0b1205b4"
-  integrity sha512-ZWj0fHEMyWkHzKYUr2Bs/4zU6XLmq9HsgBURm7g5pAVfyn49DgUiNgY2d4lXRlYSiCif9YBGpQleewkcqddc7g==
-  dependencies:
-    get-nonce "^1.0.0"
-    invariant "^2.2.4"
-    tslib "^2.0.0"
-
-react@18.2.0:
-  version "18.2.0"
-  resolved "https://registry.yarnpkg.com/react/-/react-18.2.0.tgz#555bd98592883255fa00de14f1151a917b5d77d5"
-  integrity sha512-/3IjMdb2L9QbBdWiW5e3P2/npwMBaU9mHCSCUzNln0ZCYbcfTsGbTJrU/kGemdH2IWmB2ioZ+zkxtmq6g09fGQ==
-  dependencies:
-    loose-envify "^1.1.0"
-
-readable-stream@^3.1.1, readable-stream@^3.4.0, readable-stream@^3.5.0, readable-stream@^3.6.0:
-  version "3.6.2"
-  resolved "https://registry.yarnpkg.com/readable-stream/-/readable-stream-3.6.2.tgz#56a9b36ea965c00c5a93ef31eb111a0f11056967"
-  integrity sha512-9u/sniCrY3D5WdsERHzHE4G2YCXqoG5FTHUiCC4SIbr6XcLZBY05ya9EKjYek9O5xOAwjGq+1JdGBAS7Q9ScoA==
-  dependencies:
-    inherits "^2.0.3"
-    string_decoder "^1.1.1"
-    util-deprecate "^1.0.1"
-
-readdirp@~3.6.0:
-  version "3.6.0"
-  resolved "https://registry.yarnpkg.com/readdirp/-/readdirp-3.6.0.tgz#74a370bd857116e245b29cc97340cd431a02a6c7"
-  integrity sha512-hOS089on8RduqdbhvQ5Z37A0ESjsqz6qnRcffsMU3495FuTdqSm+7bhJ29JvIOsBDEEnan5DPu9t3To9VRlMzA==
-  dependencies:
-    picomatch "^2.2.1"
-
-real-require@^0.1.0:
-  version "0.1.0"
-  resolved "https://registry.yarnpkg.com/real-require/-/real-require-0.1.0.tgz#736ac214caa20632847b7ca8c1056a0767df9381"
-  integrity sha512-r/H9MzAWtrv8aSVjPCMFpDMl5q66GqtmmRkRjpHTsp4zBAa+snZyiQNlMONiUmEJcsnaw0wCauJ2GWODr/aFkg==
-
-regenerator-runtime@^0.13.11:
-  version "0.13.11"
-  resolved "https://registry.yarnpkg.com/regenerator-runtime/-/regenerator-runtime-0.13.11.tgz#f6dca3e7ceec20590d07ada785636a90cdca17f9"
-  integrity sha512-kY1AZVr2Ra+t+piVaJ4gxaFaReZVH40AKNo7UCX6W+dEwBo/2oZJzqfuN1qLq1oL45o56cPaTXELwrTh8Fpggg==
-
-regexpp@^3.2.0:
-  version "3.2.0"
-  resolved "https://registry.yarnpkg.com/regexpp/-/regexpp-3.2.0.tgz#0425a2768d8f23bad70ca4b90461fa2f1213e1b2"
-  integrity sha512-pq2bWo9mVD43nbts2wGv17XLiNLya+GklZ8kaDLV2Z08gDCsGpnKn9BFMepvWuHCbyVvY7J5o5+BVvoQbmlJLg==
-
-remark-parse@^10.0.0:
-  version "10.0.1"
-  resolved "https://registry.yarnpkg.com/remark-parse/-/remark-parse-10.0.1.tgz#6f60ae53edbf0cf38ea223fe643db64d112e0775"
-  integrity sha512-1fUyHr2jLsVOkhbvPRBJ5zTKZZyD6yZzYaWCS6BPBdQ8vEMBCH+9zNCDA6tET/zHCi/jLqjCWtlJZUPk+DbnFw==
-  dependencies:
-    "@types/mdast" "^3.0.0"
-    mdast-util-from-markdown "^1.0.0"
-    unified "^10.0.0"
-
-remark-rehype@^10.0.0:
-  version "10.1.0"
-  resolved "https://registry.yarnpkg.com/remark-rehype/-/remark-rehype-10.1.0.tgz#32dc99d2034c27ecaf2e0150d22a6dcccd9a6279"
-  integrity sha512-EFmR5zppdBp0WQeDVZ/b66CWJipB2q2VLNFMabzDSGR66Z2fQii83G5gTBbgGEnEEA0QRussvrFHxk1HWGJskw==
-  dependencies:
-    "@types/hast" "^2.0.0"
-    "@types/mdast" "^3.0.0"
-    mdast-util-to-hast "^12.1.0"
-    unified "^10.0.0"
-
-require-directory@^2.1.1:
-  version "2.1.1"
-  resolved "https://registry.yarnpkg.com/require-directory/-/require-directory-2.1.1.tgz#8c64ad5fd30dab1c976e2344ffe7f792a6a6df42"
-  integrity sha512-fGxEI7+wsG9xrvdjsrlmL22OMTTiHRwAMroiEeMgq8gzoLC/PQr7RsRDSTLUg/bZAZtF+TVIkHc6/4RIKrui+Q==
-
-require-main-filename@^2.0.0:
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/require-main-filename/-/require-main-filename-2.0.0.tgz#d0b329ecc7cc0f61649f62215be69af54aa8989b"
-  integrity sha512-NKN5kMDylKuldxYLSUfrbo5Tuzh4hd+2E8NPPX02mZtn1VuREQToYe/ZdlJy+J3uCpfaiGF05e7B8W0iXbQHmg==
-
-resolve-from@^4.0.0:
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/resolve-from/-/resolve-from-4.0.0.tgz#4abcd852ad32dd7baabfe9b40e00a36db5f392e6"
-  integrity sha512-pb/MYmXstAkysRFx8piNI1tGFNQIFA3vkE3Gq4EuA1dF6gHp/+vgZqsCGJapvy8N3Q+4o7FwvquPJcnZ7RYy4g==
-
-resolve@^1.19.0, resolve@^1.21.0:
-  version "1.22.2"
-  resolved "https://registry.yarnpkg.com/resolve/-/resolve-1.22.2.tgz#0ed0943d4e301867955766c9f3e1ae6d01c6845f"
-  integrity sha512-Sb+mjNHOULsBv818T40qSPeRiuWLyaGMa5ewydRLFimneixmVy2zdivRl+AF6jaYPC8ERxGDmFSiqui6SfPd+g==
-  dependencies:
-    is-core-module "^2.11.0"
-    path-parse "^1.0.7"
-    supports-preserve-symlinks-flag "^1.0.0"
-
-reusify@^1.0.4:
-  version "1.0.4"
-  resolved "https://registry.yarnpkg.com/reusify/-/reusify-1.0.4.tgz#90da382b1e126efc02146e90845a88db12925d76"
-  integrity sha512-U9nH88a3fc/ekCF1l0/UP1IosiuIjyTh7hBvXVMHYgVcfGvt897Xguj2UOLDeI5BG2m7/uwyaLVT6fbtCwTyzw==
-
-rimraf@^3.0.2:
-  version "3.0.2"
-  resolved "https://registry.yarnpkg.com/rimraf/-/rimraf-3.0.2.tgz#f1a5402ba6220ad52cc1282bac1ae3aa49fd061a"
-  integrity sha512-JZkJMZkAGFFPP2YqXZXPbMlMBgsxzE8ILs4lMIX/2o0L9UBw9O/Y3o6wFw/i9YLapcUJWwqbi3kdxIPdC62TIA==
-  dependencies:
-    glob "^7.1.3"
-
-ripemd160@^2.0.0, ripemd160@^2.0.1:
-  version "2.0.2"
-  resolved "https://registry.yarnpkg.com/ripemd160/-/ripemd160-2.0.2.tgz#a1c1a6f624751577ba5d07914cbc92850585890c"
-  integrity sha512-ii4iagi25WusVoiC4B4lq7pbXfAp3D9v5CwfkY33vffw2+pkDjY1D8GaN7spsxvCSx8dkPqOZCEZyfxcmJG2IA==
-  dependencies:
-    hash-base "^3.0.0"
-    inherits "^2.0.1"
-
-rlp@^2.2.4:
-  version "2.2.7"
-  resolved "https://registry.yarnpkg.com/rlp/-/rlp-2.2.7.tgz#33f31c4afac81124ac4b283e2bd4d9720b30beaf"
-  integrity sha512-d5gdPmgQ0Z+AklL2NVXr/IoSjNZFfTVvQWzL/AM2AOcSzYP2xjlb0AC8YyCLc41MSNf6P6QVtjgPdmVtzb+4lQ==
-  dependencies:
-    bn.js "^5.2.0"
-
-rpc-websockets@^7.5.1:
-  version "7.5.1"
-  resolved "https://registry.yarnpkg.com/rpc-websockets/-/rpc-websockets-7.5.1.tgz#e0a05d525a97e7efc31a0617f093a13a2e10c401"
-  integrity sha512-kGFkeTsmd37pHPMaHIgN1LVKXMi0JD782v4Ds9ZKtLlwdTKjn+CxM9A9/gLT2LaOuEcEFGL98h1QWQtlOIdW0w==
-  dependencies:
-    "@babel/runtime" "^7.17.2"
-    eventemitter3 "^4.0.7"
-    uuid "^8.3.2"
-    ws "^8.5.0"
-  optionalDependencies:
-    bufferutil "^4.0.1"
-    utf-8-validate "^5.0.2"
-
-run-parallel@^1.1.9:
-  version "1.2.0"
-  resolved "https://registry.yarnpkg.com/run-parallel/-/run-parallel-1.2.0.tgz#66d1368da7bdf921eb9d95bd1a9229e7f21a43ee"
-  integrity sha512-5l4VyZR86LZ/lDxZTR6jqL8AFE2S0IFLMP26AbjsLVADxHdhB/c0GUsH+y39UfCi3dzz8OlQuPmnaJOMoDHQBA==
-  dependencies:
-    queue-microtask "^1.2.2"
-
-rxjs@^6.6.3:
-  version "6.6.7"
-  resolved "https://registry.yarnpkg.com/rxjs/-/rxjs-6.6.7.tgz#90ac018acabf491bf65044235d5863c4dab804c9"
-  integrity sha512-hTdwr+7yYNIT5n4AMYp85KA6yw2Va0FLa3Rguvbpa4W3I5xynaBZo41cM3XM+4Q6fRMj3sBYIR1VAmZMXYJvRQ==
-  dependencies:
-    tslib "^1.9.0"
-
-sade@^1.7.3:
-  version "1.8.1"
-  resolved "https://registry.yarnpkg.com/sade/-/sade-1.8.1.tgz#0a78e81d658d394887be57d2a409bf703a3b2701"
-  integrity sha512-xal3CZX1Xlo/k4ApwCFrHVACi9fBqJ7V+mwhBsuf/1IOKbBy098Fex+Wa/5QMubw09pSZ/u8EY8PWgevJsXp1A==
-  dependencies:
-    mri "^1.1.0"
-
-safe-buffer@^5.0.1, safe-buffer@^5.1.0, safe-buffer@^5.1.1, safe-buffer@^5.1.2, safe-buffer@^5.2.0, safe-buffer@~5.2.0:
-  version "5.2.1"
-  resolved "https://registry.yarnpkg.com/safe-buffer/-/safe-buffer-5.2.1.tgz#1eaf9fa9bdb1fdd4ec75f58f9cdb4e6b7827eec6"
-  integrity sha512-rp3So07KcdmmKbGvgaNxQSJr7bGVSVk5S9Eq1F+ppbRo70+YeaDxkw5Dd8NPN+GD6bjnYm2VuPuCXmpuYvmCXQ==
-
-safe-json-utils@^1.1.1:
-  version "1.1.1"
-  resolved "https://registry.yarnpkg.com/safe-json-utils/-/safe-json-utils-1.1.1.tgz#0e883874467d95ab914c3f511096b89bfb3e63b1"
-  integrity sha512-SAJWGKDs50tAbiDXLf89PDwt9XYkWyANFWVzn4dTXl5QyI8t2o/bW5/OJl3lvc2WVU4MEpTo9Yz5NVFNsp+OJQ==
-
-safe-stable-stringify@^2.1.0:
-  version "2.4.3"
-  resolved "https://registry.yarnpkg.com/safe-stable-stringify/-/safe-stable-stringify-2.4.3.tgz#138c84b6f6edb3db5f8ef3ef7115b8f55ccbf886"
-  integrity sha512-e2bDA2WJT0wxseVd4lsDP4+3ONX6HpMXQa1ZhFQ7SU+GjvORCmShbCMltrtIDfkYhVHrOcPtj+KhmDBdPdZD1g==
-
-scheduler@^0.23.0:
-  version "0.23.0"
-  resolved "https://registry.yarnpkg.com/scheduler/-/scheduler-0.23.0.tgz#ba8041afc3d30eb206a487b6b384002e4e61fdfe"
-  integrity sha512-CtuThmgHNg7zIZWAXi3AsyIzA3n4xx7aNyjwC2VJldO2LMVDhFK+63xGqq6CsJH4rTAt6/M+N4GhZiDYPx9eUw==
-  dependencies:
-    loose-envify "^1.1.0"
-
-scrypt-js@3.0.1, scrypt-js@^3.0.0:
-  version "3.0.1"
-  resolved "https://registry.yarnpkg.com/scrypt-js/-/scrypt-js-3.0.1.tgz#d314a57c2aef69d1ad98a138a21fe9eafa9ee312"
-  integrity sha512-cdwTTnqPu0Hyvf5in5asVdZocVDTNRmR7XEcJuIzMjJeSHybHl7vpB66AzwTaIg6CLSbtjcxc8fqcySfnTkccA==
-
-secp256k1@^4.0.1:
-  version "4.0.3"
-  resolved "https://registry.yarnpkg.com/secp256k1/-/secp256k1-4.0.3.tgz#c4559ecd1b8d3c1827ed2d1b94190d69ce267303"
-  integrity sha512-NLZVf+ROMxwtEj3Xa562qgv2BK5e2WNmXPiOdVIPLgs6lyTzMvBq0aWTYMI5XCP9jZMVKOcqZLw/Wc4vDkuxhA==
-  dependencies:
-    elliptic "^6.5.4"
-    node-addon-api "^2.0.0"
-    node-gyp-build "^4.2.0"
-
-semver@^5.6.0:
-  version "5.7.1"
-  resolved "https://registry.yarnpkg.com/semver/-/semver-5.7.1.tgz#a954f931aeba508d307bbf069eff0c01c96116f7"
-  integrity sha512-sauaDf/PZdVgrLTNYHRtpXa1iRiKcaebiKQ1BJdpQlWH2lCvexQdX55snPFyK7QzpudqbCI0qXFfOasHdyNDGQ==
-
-semver@^7.3.7, semver@^7.3.8:
-  version "7.5.0"
-  resolved "https://registry.yarnpkg.com/semver/-/semver-7.5.0.tgz#ed8c5dc8efb6c629c88b23d41dc9bf40c1d96cd0"
-  integrity sha512-+XC0AD/R7Q2mPSRuy2Id0+CGTZ98+8f+KvwirxOKIEyid+XSx6HbC63p+O4IndTHuX5Z+JxQ0TghCkO5Cg/2HA==
-  dependencies:
-    lru-cache "^6.0.0"
-
-serialize-javascript@6.0.0:
-  version "6.0.0"
-  resolved "https://registry.yarnpkg.com/serialize-javascript/-/serialize-javascript-6.0.0.tgz#efae5d88f45d7924141da8b5c3a7a7e663fefeb8"
-  integrity sha512-Qr3TosvguFt8ePWqsvRfrKyQXIiW+nGbYpy8XK24NQHE83caxWt+mIymTT19DGFbNWNLfEwsrkSmN64lVWB9ag==
-  dependencies:
-    randombytes "^2.1.0"
-
-set-blocking@^2.0.0:
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/set-blocking/-/set-blocking-2.0.0.tgz#045f9782d011ae9a6803ddd382b24392b3d890f7"
-  integrity sha512-KiKBS8AnWGEyLzofFfmvKwpdPzqiy16LvQfK3yv/fVH7Bj13/wl3JSR1J+rfgRE9q7xUJK4qvgS8raSOeLUehw==
-
-setimmediate@^1.0.5:
-  version "1.0.5"
-  resolved "https://registry.yarnpkg.com/setimmediate/-/setimmediate-1.0.5.tgz#290cbb232e306942d7d7ea9b83732ab7856f8285"
-  integrity sha512-MATJdZp8sLqDl/68LfQmbP8zKPLQNV6BIZoIgrscFDQ+RsvK/BxeDQOgyxKKoh0y/8h3BqVFnCqQ/gd+reiIXA==
-
-sha.js@^2.4.0, sha.js@^2.4.11, sha.js@^2.4.8:
-  version "2.4.11"
-  resolved "https://registry.yarnpkg.com/sha.js/-/sha.js-2.4.11.tgz#37a5cf0b81ecbc6943de109ba2960d1b26584ae7"
-  integrity sha512-QMEp5B7cftE7APOjk5Y6xgrbWu+WkLVQwk8JNjZ8nKRciZaByEW6MubieAiToS7+dwvrjGhH8jRXz3MVd0AYqQ==
-  dependencies:
-    inherits "^2.0.1"
-    safe-buffer "^5.0.1"
-
-shebang-command@^2.0.0:
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/shebang-command/-/shebang-command-2.0.0.tgz#ccd0af4f8835fbdc265b82461aaf0c36663f34ea"
-  integrity sha512-kHxr2zZpYtdmrN1qDjrrX/Z1rR1kG8Dx+gkpK1G4eXmvXswmcE1hTWBWYUzlraYw1/yZp6YuDY77YtvbN0dmDA==
-  dependencies:
-    shebang-regex "^3.0.0"
-
-shebang-regex@^3.0.0:
-  version "3.0.0"
-  resolved "https://registry.yarnpkg.com/shebang-regex/-/shebang-regex-3.0.0.tgz#ae16f1644d873ecad843b0307b143362d4c42172"
-  integrity sha512-7++dFhtcx3353uBaq8DDR4NuxBetBzC7ZQOhmTQInHEd6bSrXdiEyzCvG07Z44UYdLShWUyXt5M/yhz8ekcb1A==
-
-side-channel@^1.0.4:
-  version "1.0.4"
-  resolved "https://registry.yarnpkg.com/side-channel/-/side-channel-1.0.4.tgz#efce5c8fdc104ee751b25c58d4290011fa5ea2cf"
-  integrity sha512-q5XPytqFEIKHkGdiMIrY10mvLRvnQh42/+GoBlFW3b2LXLE2xxJpZFdm94we0BaoV3RwJyGqg5wS7epxTv0Zvw==
-  dependencies:
-    call-bind "^1.0.0"
-    get-intrinsic "^1.0.2"
-    object-inspect "^1.9.0"
-
-sonic-boom@^2.2.1:
-  version "2.8.0"
-  resolved "https://registry.yarnpkg.com/sonic-boom/-/sonic-boom-2.8.0.tgz#c1def62a77425090e6ad7516aad8eb402e047611"
-  integrity sha512-kuonw1YOYYNOve5iHdSahXPOK49GqwA+LZhI6Wz/l0rP57iKyXXIHaRagOBHAPmGwJC6od2Z9zgvZ5loSgMlVg==
-  dependencies:
-    atomic-sleep "^1.0.0"
-
-source-map-js@^1.0.1, source-map-js@^1.0.2:
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/source-map-js/-/source-map-js-1.0.2.tgz#adbc361d9c62df380125e7f161f71c826f1e490c"
-  integrity sha512-R0XvVJ9WusLiqTCEiGCmICCMplcCkIwwR11mOSD9CR5u+IXYdiseeEuXCVAjS54zqwkLcPNnmU4OeJ6tUrWhDw==
-
-source-map@^0.5.7:
-  version "0.5.7"
-  resolved "https://registry.yarnpkg.com/source-map/-/source-map-0.5.7.tgz#8a039d2d1021d22d1ea14c80d8ea468ba2ef3fcc"
-  integrity sha512-LbrmJOMUSdEVxIKvdcJzQC+nQhe8FUZQTXQy6+I75skNgn3OoQ0DZA8YnFa7gp8tqtL3KPf1kmo0R5DoApeSGQ==
-
-space-separated-tokens@^2.0.0:
-  version "2.0.2"
-  resolved "https://registry.yarnpkg.com/space-separated-tokens/-/space-separated-tokens-2.0.2.tgz#1ecd9d2350a3844572c3f4a312bceb018348859f"
-  integrity sha512-PEGlAwrG8yXGXRjW32fGbg66JAlOAwbObuqVoJpv/mRgoWDQfgH1wDPvtzWyUSNAXBGSk8h755YDbbcEy3SH2Q==
-
-sparse-array@^1.3.1:
-  version "1.3.2"
-  resolved "https://registry.yarnpkg.com/sparse-array/-/sparse-array-1.3.2.tgz#0e1a8b71706d356bc916fe754ff496d450ec20b0"
-  integrity sha512-ZT711fePGn3+kQyLuv1fpd3rNSkNF8vd5Kv2D+qnOANeyKs3fx6bUMGWRPvgTTcYV64QMqZKZwcuaQSP3AZ0tg==
-
-split-on-first@^1.0.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/split-on-first/-/split-on-first-1.1.0.tgz#f610afeee3b12bce1d0c30425e76398b78249a5f"
-  integrity sha512-43ZssAJaMusuKWL8sKUBQXHWOpq8d6CfN/u1p4gUzfJkM05C8rxTmYrkIPTXapZpORA6LkkzcUulJ8FqA7Uudw==
-
-split2@^4.0.0:
-  version "4.2.0"
-  resolved "https://registry.yarnpkg.com/split2/-/split2-4.2.0.tgz#c9c5920904d148bab0b9f67145f245a86aadbfa4"
-  integrity sha512-UcjcJOWknrNkF6PLX83qcHM6KHgVKNkV62Y8a5uYDVv9ydGQVwAHMKqHdJje1VTWpljG0WYpCDhrCdAOYH4TWg==
-
-stable@^0.1.8:
-  version "0.1.8"
-  resolved "https://registry.yarnpkg.com/stable/-/stable-0.1.8.tgz#836eb3c8382fe2936feaf544631017ce7d47a3cf"
-  integrity sha512-ji9qxRnOVfcuLDySj9qzhGSEFVobyt1kIOSkj1qZzYLzq7Tos/oUUWvotUPQLlrsidqsK6tBH89Bc9kL5zHA6w==
-
-stream-browserify@^3.0.0:
-  version "3.0.0"
-  resolved "https://registry.yarnpkg.com/stream-browserify/-/stream-browserify-3.0.0.tgz#22b0a2850cdf6503e73085da1fc7b7d0c2122f2f"
-  integrity sha512-H73RAHsVBapbim0tU2JwwOiXUj+fikfiaoYAKHF3VJfA0pe2BCzkhAHBlLG6REzE+2WNZcxOXjK7lkso+9euLA==
-  dependencies:
-    inherits "~2.0.4"
-    readable-stream "^3.5.0"
-
-stream-shift@^1.0.0:
-  version "1.0.1"
-  resolved "https://registry.yarnpkg.com/stream-shift/-/stream-shift-1.0.1.tgz#d7088281559ab2778424279b0877da3c392d5a3d"
-  integrity sha512-AiisoFqQ0vbGcZgQPY1cdP2I76glaVA/RauYR4G4thNFgkTqr90yXTo4LYX60Jl+sIlPNHHdGSwo01AvbKUSVQ==
-
-streamsearch@^1.1.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/streamsearch/-/streamsearch-1.1.0.tgz#404dd1e2247ca94af554e841a8ef0eaa238da764"
-  integrity sha512-Mcc5wHehp9aXz1ax6bZUyY5afg9u2rv5cqQI3mRrYkGC8rW2hM02jWuwjtL++LS5qinSyhj2QfLyNsuc+VsExg==
-
-strict-uri-encode@^2.0.0:
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/strict-uri-encode/-/strict-uri-encode-2.0.0.tgz#b9c7330c7042862f6b142dc274bbcc5866ce3546"
-  integrity sha512-QwiXZgpRcKkhTj2Scnn++4PKtWsH0kpzZ62L2R6c/LUVYv7hVnZqcg2+sMuT6R7Jusu1vviK/MFsu6kNJfWlEQ==
-
-string-width@^4.1.0, string-width@^4.2.0:
-  version "4.2.3"
-  resolved "https://registry.yarnpkg.com/string-width/-/string-width-4.2.3.tgz#269c7117d27b05ad2e536830a8ec895ef9c6d010"
-  integrity sha512-wKyQRQpjJ0sIp62ErSZdGsjMJWsap5oRNihHhu6G7JVO/9jIB6UyevL+tXuOqrng8j/cxKTWyWUwvSTriiZz/g==
-  dependencies:
-    emoji-regex "^8.0.0"
-    is-fullwidth-code-point "^3.0.0"
-    strip-ansi "^6.0.1"
-
-string_decoder@^1.1.1:
-  version "1.3.0"
-  resolved "https://registry.yarnpkg.com/string_decoder/-/string_decoder-1.3.0.tgz#42f114594a46cf1a8e30b0a84f56c78c3edac21e"
-  integrity sha512-hkRX8U1WjJFd8LsDJ2yQ/wWWxaopEsABU1XfkM8A+j0+85JAGppt16cr1Whg6KIbb4okU6Mql6BOj+uup/wKeA==
-  dependencies:
-    safe-buffer "~5.2.0"
-
-strip-ansi@^6.0.0, strip-ansi@^6.0.1:
-  version "6.0.1"
-  resolved "https://registry.yarnpkg.com/strip-ansi/-/strip-ansi-6.0.1.tgz#9e26c63d30f53443e9489495b2105d37b67a85d9"
-  integrity sha512-Y38VPSHcqkFrCpFnQ9vuSXmquuv5oXOKpGeT6aGrr3o3Gc9AlVa6JBfUSOCnbxGGZF+/0ooI7KrPuUSztUdU5A==
-  dependencies:
-    ansi-regex "^5.0.1"
-
-strip-hex-prefix@1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/strip-hex-prefix/-/strip-hex-prefix-1.0.0.tgz#0c5f155fef1151373377de9dbb588da05500e36f"
-  integrity sha512-q8d4ue7JGEiVcypji1bALTos+0pWtyGlivAWyPuTkHzuTCJqrK9sWxYQZUq6Nq3cuyv3bm734IhHvHtGGURU6A==
-  dependencies:
-    is-hex-prefixed "1.0.0"
-
-strip-json-comments@3.1.1, strip-json-comments@^3.1.0, strip-json-comments@^3.1.1:
-  version "3.1.1"
-  resolved "https://registry.yarnpkg.com/strip-json-comments/-/strip-json-comments-3.1.1.tgz#31f1281b3832630434831c310c01cccda8cbe006"
-  integrity sha512-6fPc+R4ihwqP6N/aIv2f1gMH8lOVtWQHoqC4yK6oSDVVocumAsfCqjkXnqiYMhmMwS/mEHLp7Vehlt3ql6lEig==
-
-style-to-object@^0.4.0:
-  version "0.4.1"
-  resolved "https://registry.yarnpkg.com/style-to-object/-/style-to-object-0.4.1.tgz#53cf856f7cf7f172d72939d9679556469ba5de37"
-  integrity sha512-HFpbb5gr2ypci7Qw+IOhnP2zOU7e77b+rzM+wTzXzfi1PrtBCX0E7Pk4wL4iTLnhzZ+JgEGAhX81ebTg/aYjQw==
-  dependencies:
-    inline-style-parser "0.1.1"
-
-styled-jsx@5.1.1:
-  version "5.1.1"
-  resolved "https://registry.yarnpkg.com/styled-jsx/-/styled-jsx-5.1.1.tgz#839a1c3aaacc4e735fed0781b8619ea5d0009d1f"
-  integrity sha512-pW7uC1l4mBZ8ugbiZrcIsiIvVx1UmTfw7UkC3Um2tmfUq9Bhk8IiyEIPl6F8agHgjzku6j0xQEZbfA5uSgSaCw==
-  dependencies:
-    client-only "0.0.1"
-
-stylis@4.1.4:
-  version "4.1.4"
-  resolved "https://registry.yarnpkg.com/stylis/-/stylis-4.1.4.tgz#9cb60e7153d8ac6d02d773552bf51c7a0344535b"
-  integrity sha512-USf5pszRYwuE6hg9by0OkKChkQYEXfkeTtm0xKw+jqQhwyjCVLdYyMBK7R+n7dhzsblAWJnGxju4vxq5eH20GQ==
-
-superstruct@^0.14.2:
-  version "0.14.2"
-  resolved "https://registry.yarnpkg.com/superstruct/-/superstruct-0.14.2.tgz#0dbcdf3d83676588828f1cf5ed35cda02f59025b"
-  integrity sha512-nPewA6m9mR3d6k7WkZ8N8zpTWfenFH3q9pA2PkuiZxINr9DKB2+40wEQf0ixn8VaGuJ78AB6iWOtStI+/4FKZQ==
-
-superstruct@^1.0.3:
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/superstruct/-/superstruct-1.0.3.tgz#de626a5b49c6641ff4d37da3c7598e7a87697046"
-  integrity sha512-8iTn3oSS8nRGn+C2pgXSKPI3jmpm6FExNazNpjvqS6ZUJQCej3PUXEKM8NjHBOs54ExM+LPW/FBRhymrdcCiSg==
-
-supports-color@8.1.1:
-  version "8.1.1"
-  resolved "https://registry.yarnpkg.com/supports-color/-/supports-color-8.1.1.tgz#cd6fc17e28500cff56c1b86c0a7fd4a54a73005c"
-  integrity sha512-MpUEN2OodtUzxvKQl72cUF7RQ5EiHsGvSsVG0ia9c5RbWGL2CI4C7EpPS8UTBIplnlzZiNuV56w+FuNxy3ty2Q==
-  dependencies:
-    has-flag "^4.0.0"
-
-supports-color@^5.3.0:
-  version "5.5.0"
-  resolved "https://registry.yarnpkg.com/supports-color/-/supports-color-5.5.0.tgz#e2e69a44ac8772f78a1ec0b35b689df6530efc8f"
-  integrity sha512-QjVjwdXIt408MIiAqCX4oUKsgU2EqAGzs2Ppkm4aQYbjm+ZEWEcW4SfFNTr4uMNZma0ey4f5lgLrkB0aX0QMow==
-  dependencies:
-    has-flag "^3.0.0"
-
-supports-color@^7.1.0:
-  version "7.2.0"
-  resolved "https://registry.yarnpkg.com/supports-color/-/supports-color-7.2.0.tgz#1b7dcdcb32b8138801b3e478ba6a51caa89648da"
-  integrity sha512-qpCAvRl9stuOHveKsn7HncJRvv501qIacKzQlO/+Lwxc9+0q2wLyv4Dfvt80/DPn2pqOBsJdDiogXGR9+OvwRw==
-  dependencies:
-    has-flag "^4.0.0"
-
-supports-preserve-symlinks-flag@^1.0.0:
-  version "1.0.0"
-  resolved "https://registry.yarnpkg.com/supports-preserve-symlinks-flag/-/supports-preserve-symlinks-flag-1.0.0.tgz#6eda4bd344a3c94aea376d4cc31bc77311039e09"
-  integrity sha512-ot0WnXS9fgdkgIcePe6RHNk1WA8+muPa6cSjeR3V8K27q9BB1rTE3R1p7Hv0z1ZyAc8s6Vvv8DIyWf681MAt0w==
-
-tailwindcss@3.0.18:
-  version "3.0.18"
-  resolved "https://registry.yarnpkg.com/tailwindcss/-/tailwindcss-3.0.18.tgz#ea4825e6496d77dc21877b6b61c7cc56cda3add5"
-  integrity sha512-ihPTpEyA5ANgZbwKlgrbfnzOp9R5vDHFWmqxB1PT8NwOGCOFVVMl+Ps1cQQ369acaqqf1BEF77roCwK0lvNmTw==
-  dependencies:
-    arg "^5.0.1"
-    chalk "^4.1.2"
-    chokidar "^3.5.3"
-    color-name "^1.1.4"
-    cosmiconfig "^7.0.1"
-    detective "^5.2.0"
-    didyoumean "^1.2.2"
-    dlv "^1.1.3"
-    fast-glob "^3.2.11"
-    glob-parent "^6.0.2"
-    is-glob "^4.0.3"
-    normalize-path "^3.0.0"
-    object-hash "^2.2.0"
-    postcss-js "^4.0.0"
-    postcss-load-config "^3.1.0"
-    postcss-nested "5.0.6"
-    postcss-selector-parser "^6.0.9"
-    postcss-value-parser "^4.2.0"
-    quick-lru "^5.1.1"
-    resolve "^1.21.0"
-
-text-encoding-utf-8@^1.0.2:
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/text-encoding-utf-8/-/text-encoding-utf-8-1.0.2.tgz#585b62197b0ae437e3c7b5d0af27ac1021e10d13"
-  integrity sha512-8bw4MY9WjdsD2aMtO0OzOCY3pXGYNx2d2FfHRVUKkiCPDWjKuOlhLVASS+pD7VkLTVjW268LYJHwsnPFlBpbAg==
-
-text-table@^0.2.0:
-  version "0.2.0"
-  resolved "https://registry.yarnpkg.com/text-table/-/text-table-0.2.0.tgz#7f5ee823ae805207c00af2df4a84ec3fcfa570b4"
-  integrity sha512-N+8UisAXDGk8PFXP4HAzVR9nbfmVJ3zYLAWiTIoqC5v5isinhr+r5uaO8+7r3BMfuNIufIsA7RdpVgacC2cSpw==
-
-thread-stream@^0.15.1:
-  version "0.15.2"
-  resolved "https://registry.yarnpkg.com/thread-stream/-/thread-stream-0.15.2.tgz#fb95ad87d2f1e28f07116eb23d85aba3bc0425f4"
-  integrity sha512-UkEhKIg2pD+fjkHQKyJO3yoIvAP3N6RlNFt2dUhcS1FGvCD1cQa1M/PGknCLFIyZdtJOWQjejp7bdNqmN7zwdA==
-  dependencies:
-    real-require "^0.1.0"
-
-three@^0.146.0:
-  version "0.146.0"
-  resolved "https://registry.yarnpkg.com/three/-/three-0.146.0.tgz#fd80f0d128ab4bb821a02191ae241e4e6326f17a"
-  integrity sha512-1lvNfLezN6OJ9NaFAhfX4sm5e9YCzHtaRgZ1+B4C+Hv6TibRMsuBAM5/wVKzxjpYIlMymvgsHEFrrigEfXnb2A==
-
-"through@>=2.2.7 <3":
-  version "2.3.8"
-  resolved "https://registry.yarnpkg.com/through/-/through-2.3.8.tgz#0dd4c9ffaabc357960b1b724115d7e0e86a2e1f5"
-  integrity sha512-w89qg7PI8wAdvX60bMDP+bFoD5Dvhm9oLheFp5O4a2QF0cSBGsBX4qZmadPMvVqlLJBBci+WqGGOAPvcDeNSVg==
-
-tiny-invariant@^1.2.0:
-  version "1.3.1"
-  resolved "https://registry.yarnpkg.com/tiny-invariant/-/tiny-invariant-1.3.1.tgz#8560808c916ef02ecfd55e66090df23a4b7aa642"
-  integrity sha512-AD5ih2NlSssTCwsMznbvwMZpJ1cbhkGd2uueNxzv2jDlEeZdU04JQfRnggJQ8DrcVBGjAsCKwFBbDlVNtEMlzw==
-
-to-fast-properties@^2.0.0:
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/to-fast-properties/-/to-fast-properties-2.0.0.tgz#dc5e698cbd079265bc73e0377681a4e4e83f616e"
-  integrity sha512-/OaKK0xYrs3DmxRYqL/yDc+FxFUVYhDlXMhRmv3z915w2HF1tnN1omB354j8VUGO/hbRzyD6Y3sA7v7GS/ceog==
-
-to-regex-range@^5.0.1:
-  version "5.0.1"
-  resolved "https://registry.yarnpkg.com/to-regex-range/-/to-regex-range-5.0.1.tgz#1648c44aae7c8d988a326018ed72f5b4dd0392e4"
-  integrity sha512-65P7iz6X5yEr1cwcgvQxbbIw7Uk3gOy5dIdtZ4rDveLqhrdJP+Li/Hx6tyK0NEb+2GCyneCMJiGqrADCSNk8sQ==
-  dependencies:
-    is-number "^7.0.0"
-
-toggle-selection@^1.0.6:
-  version "1.0.6"
-  resolved "https://registry.yarnpkg.com/toggle-selection/-/toggle-selection-1.0.6.tgz#6e45b1263f2017fa0acc7d89d78b15b8bf77da32"
-  integrity sha512-BiZS+C1OS8g/q2RRbJmy59xpyghNBqrr6k5L/uKBGRsTfxmu3ffiRnd8mlGPUVayg8pvfi5urfnu8TU7DVOkLQ==
-
-tr46@~0.0.3:
-  version "0.0.3"
-  resolved "https://registry.yarnpkg.com/tr46/-/tr46-0.0.3.tgz#8184fd347dac9cdc185992f3a6622e14b9d9ab6a"
-  integrity sha512-N3WMsuqV66lT30CrXNbEjx4GEwlow3v6rr4mCcv6prnfwhS01rkgyFdjPNBYd9br7LpXV1+Emh01fHnq2Gdgrw==
-
-treeify@^1.1.0:
-  version "1.1.0"
-  resolved "https://registry.yarnpkg.com/treeify/-/treeify-1.1.0.tgz#4e31c6a463accd0943879f30667c4fdaff411bb8"
-  integrity sha512-1m4RA7xVAJrSGrrXGs0L3YTwyvBs2S8PbRHaLZAkFw7JR8oIFwYtysxlBZhYIa7xSyiYJKZ3iGrrk55cGA3i9A==
-
-trim-lines@^3.0.0:
-  version "3.0.1"
-  resolved "https://registry.yarnpkg.com/trim-lines/-/trim-lines-3.0.1.tgz#d802e332a07df861c48802c04321017b1bd87338"
-  integrity sha512-kRj8B+YHZCc9kQYdWfJB2/oUl9rA99qbowYYBtr4ui4mZyAQ2JpvVBd/6U2YloATfqBhBTSMhTpgBHtU0Mf3Rg==
-
-trough@^2.0.0:
-  version "2.1.0"
-  resolved "https://registry.yarnpkg.com/trough/-/trough-2.1.0.tgz#0f7b511a4fde65a46f18477ab38849b22c554876"
-  integrity sha512-AqTiAOLcj85xS7vQ8QkAV41hPDIJ71XJB4RCUrzo/1GM2CQwhkJGaf9Hgr7BOugMRpgGUrqRg/DrBDl4H40+8g==
-
-ts-node@^10.9.1:
-  version "10.9.1"
-  resolved "https://registry.yarnpkg.com/ts-node/-/ts-node-10.9.1.tgz#e73de9102958af9e1f0b168a6ff320e25adcff4b"
-  integrity sha512-NtVysVPkxxrwFGUUxGYhfux8k78pQB3JqYBXlLRZgdGUqTO5wU/UyHop5p70iEbGhB7q5KmiZiU0Y3KlJrScEw==
-  dependencies:
-    "@cspotcode/source-map-support" "^0.8.0"
-    "@tsconfig/node10" "^1.0.7"
-    "@tsconfig/node12" "^1.0.7"
-    "@tsconfig/node14" "^1.0.0"
-    "@tsconfig/node16" "^1.0.2"
-    acorn "^8.4.1"
-    acorn-walk "^8.1.1"
-    arg "^4.1.0"
-    create-require "^1.1.0"
-    diff "^4.0.1"
-    make-error "^1.1.1"
-    v8-compile-cache-lib "^3.0.1"
-    yn "3.1.1"
-
-tslib@1.14.1, tslib@^1.9.0:
-  version "1.14.1"
-  resolved "https://registry.yarnpkg.com/tslib/-/tslib-1.14.1.tgz#cf2d38bdc34a134bcaf1091c41f6619e2f672d00"
-  integrity sha512-Xni35NKzjgMrwevysHTCArtLDpPvye8zV/0E4EyYn43P7/7qvQwPh9BGkHewbMulVntbigmcT7rdX3BNo9wRJg==
-
-tslib@^2.0.0, tslib@^2.1.0, tslib@^2.3.1, tslib@^2.4.0:
-  version "2.5.0"
-  resolved "https://registry.yarnpkg.com/tslib/-/tslib-2.5.0.tgz#42bfed86f5787aeb41d031866c8f402429e0fddf"
-  integrity sha512-336iVw3rtn2BUK7ORdIAHTyxHGRIHVReokCR3XjbckJMK7ms8FysBfhLR8IXnAgy7T0PTPNBWKiH514FOW/WSg==
-
-tweetnacl@^1.0.3:
-  version "1.0.3"
-  resolved "https://registry.yarnpkg.com/tweetnacl/-/tweetnacl-1.0.3.tgz#ac0af71680458d8a6378d0d0d050ab1407d35596"
-  integrity sha512-6rt+RN7aOi1nGMyC4Xa5DdYiukl2UWCbcJft7YhxReBGQD7OAM8Pbxw6YMo4r2diNEA8FEmu32YOn9rhaiE5yw==
-
-type-check@^0.4.0, type-check@~0.4.0:
-  version "0.4.0"
-  resolved "https://registry.yarnpkg.com/type-check/-/type-check-0.4.0.tgz#07b8203bfa7056c0657050e3ccd2c37730bab8f1"
-  integrity sha512-XleUoc9uwGXqjWwXaUTZAmzMcFZ5858QA2vvx1Ur5xIcixXIP+8LnFDgRplU30us6teqdlskFfu+ae4K79Ooew==
-  dependencies:
-    prelude-ls "^1.2.1"
-
-type-detect@^4.0.0, type-detect@^4.0.5:
-  version "4.0.8"
-  resolved "https://registry.yarnpkg.com/type-detect/-/type-detect-4.0.8.tgz#7646fb5f18871cfbb7749e69bd39a6388eb7450c"
-  integrity sha512-0fr/mIH1dlO+x7TlcMy+bIDqKPsw/70tVyeHW787goQjhmqaZe10uwLujubK9q9Lg6Fiho1KUKDYz0Z7k7g5/g==
-
-type-fest@^0.20.2:
-  version "0.20.2"
-  resolved "https://registry.yarnpkg.com/type-fest/-/type-fest-0.20.2.tgz#1bf207f4b28f91583666cb5fbd327887301cd5f4"
-  integrity sha512-Ne+eE4r0/iWnpAxD852z3A+N0Bt5RN//NjJwRd2VFHEmrywxf5vsZlh4R6lixl6B+wz/8d+maTSAkN1FIkI3LQ==
-
-type@^1.0.1:
-  version "1.2.0"
-  resolved "https://registry.yarnpkg.com/type/-/type-1.2.0.tgz#848dd7698dafa3e54a6c479e759c4bc3f18847a0"
-  integrity sha512-+5nt5AAniqsCnu2cEQQdpzCAh33kVx8n0VoFidKpB1dVVLAN/F+bgVOqOJqOnEnrhp222clB5p3vUlD+1QAnfg==
-
-type@^2.7.2:
-  version "2.7.2"
-  resolved "https://registry.yarnpkg.com/type/-/type-2.7.2.tgz#2376a15a3a28b1efa0f5350dcf72d24df6ef98d0"
-  integrity sha512-dzlvlNlt6AXU7EBSfpAscydQ7gXB+pPGsPnfJnZpiNJBDj7IaJzQlBZYGdEi4R9HmPdBv2XmWJ6YUtoTa7lmCw==
-
-typedarray-to-buffer@3.1.5, typedarray-to-buffer@^3.1.5:
-  version "3.1.5"
-  resolved "https://registry.yarnpkg.com/typedarray-to-buffer/-/typedarray-to-buffer-3.1.5.tgz#a97ee7a9ff42691b9f783ff1bc5112fe3fca9080"
-  integrity sha512-zdu8XMNEDepKKR+XYOXAVPtWui0ly0NtohUscw+UmaHiAWT8hrV1rr//H6V+0DvJ3OQ19S979M0laLfX8rm82Q==
-  dependencies:
-    is-typedarray "^1.0.0"
-
-typescript@^5.0.4:
-  version "5.0.4"
-  resolved "https://registry.yarnpkg.com/typescript/-/typescript-5.0.4.tgz#b217fd20119bd61a94d4011274e0ab369058da3b"
-  integrity sha512-cW9T5W9xY37cc+jfEnaUvX91foxtHkza3Nw3wkoF4sSlKn0MONdkdEndig/qPBWXNkmplh3NzayQzCiHM4/hqw==
-
-uint8arrays@^2.0.5, uint8arrays@^2.1.2:
-  version "2.1.10"
-  resolved "https://registry.yarnpkg.com/uint8arrays/-/uint8arrays-2.1.10.tgz#34d023c843a327c676e48576295ca373c56e286a"
-  integrity sha512-Q9/hhJa2836nQfEJSZTmr+pg9+cDJS9XEAp7N2Vg5MzL3bK/mkMVfjscRGYruP9jNda6MAdf4QD/y78gSzkp6A==
-  dependencies:
-    multiformats "^9.4.2"
-
-uint8arrays@^3.0.0, uint8arrays@^3.1.0:
-  version "3.1.1"
-  resolved "https://registry.yarnpkg.com/uint8arrays/-/uint8arrays-3.1.1.tgz#2d8762acce159ccd9936057572dade9459f65ae0"
-  integrity sha512-+QJa8QRnbdXVpHYjLoTpJIdCTiw9Ir62nocClWuXIq2JIh4Uta0cQsTSpFL678p2CN8B+XSApwcU+pQEqVpKWg==
-  dependencies:
-    multiformats "^9.4.2"
-
-unified@^10.0.0:
-  version "10.1.2"
-  resolved "https://registry.yarnpkg.com/unified/-/unified-10.1.2.tgz#b1d64e55dafe1f0b98bb6c719881103ecf6c86df"
-  integrity sha512-pUSWAi/RAnVy1Pif2kAoeWNBa3JVrx0MId2LASj8G+7AiHWoKZNTomq6LG326T68U7/e263X6fTdcXIy7XnF7Q==
-  dependencies:
-    "@types/unist" "^2.0.0"
-    bail "^2.0.0"
-    extend "^3.0.0"
-    is-buffer "^2.0.0"
-    is-plain-obj "^4.0.0"
-    trough "^2.0.0"
-    vfile "^5.0.0"
-
-unist-util-generated@^2.0.0:
-  version "2.0.1"
-  resolved "https://registry.yarnpkg.com/unist-util-generated/-/unist-util-generated-2.0.1.tgz#e37c50af35d3ed185ac6ceacb6ca0afb28a85cae"
-  integrity sha512-qF72kLmPxAw0oN2fwpWIqbXAVyEqUzDHMsbtPvOudIlUzXYFIeQIuxXQCRCFh22B7cixvU0MG7m3MW8FTq/S+A==
-
-unist-util-is@^5.0.0:
-  version "5.2.1"
-  resolved "https://registry.yarnpkg.com/unist-util-is/-/unist-util-is-5.2.1.tgz#b74960e145c18dcb6226bc57933597f5486deae9"
-  integrity sha512-u9njyyfEh43npf1M+yGKDGVPbY/JWEemg5nH05ncKPfi+kBbKBJoTdsogMu33uhytuLlv9y0O7GH7fEdwLdLQw==
-  dependencies:
-    "@types/unist" "^2.0.0"
-
-unist-util-position@^4.0.0:
-  version "4.0.4"
-  resolved "https://registry.yarnpkg.com/unist-util-position/-/unist-util-position-4.0.4.tgz#93f6d8c7d6b373d9b825844645877c127455f037"
-  integrity sha512-kUBE91efOWfIVBo8xzh/uZQ7p9ffYRtUbMRZBNFYwf0RK8koUMx6dGUfwylLOKmaT2cs4wSW96QoYUSXAyEtpg==
-  dependencies:
-    "@types/unist" "^2.0.0"
-
-unist-util-stringify-position@^3.0.0:
-  version "3.0.3"
-  resolved "https://registry.yarnpkg.com/unist-util-stringify-position/-/unist-util-stringify-position-3.0.3.tgz#03ad3348210c2d930772d64b489580c13a7db39d"
-  integrity sha512-k5GzIBZ/QatR8N5X2y+drfpWG8IDBzdnVj6OInRNWm1oXrzydiaAT2OQiA8DPRRZyAKb9b6I2a6PxYklZD0gKg==
-  dependencies:
-    "@types/unist" "^2.0.0"
-
-unist-util-visit-parents@^5.1.1:
-  version "5.1.3"
-  resolved "https://registry.yarnpkg.com/unist-util-visit-parents/-/unist-util-visit-parents-5.1.3.tgz#b4520811b0ca34285633785045df7a8d6776cfeb"
-  integrity sha512-x6+y8g7wWMyQhL1iZfhIPhDAs7Xwbn9nRosDXl7qoPTSCy0yNxnKc+hWokFifWQIDGi154rdUqKvbCa4+1kLhg==
-  dependencies:
-    "@types/unist" "^2.0.0"
-    unist-util-is "^5.0.0"
-
-unist-util-visit@^4.0.0:
-  version "4.1.2"
-  resolved "https://registry.yarnpkg.com/unist-util-visit/-/unist-util-visit-4.1.2.tgz#125a42d1eb876283715a3cb5cceaa531828c72e2"
-  integrity sha512-MSd8OUGISqHdVvfY9TPhyK2VdUrPgxkUtWSuMHF6XAAFuL4LokseigBnZtPnJMu+FbynTkFNnFlyjxpVKujMRg==
-  dependencies:
-    "@types/unist" "^2.0.0"
-    unist-util-is "^5.0.0"
-    unist-util-visit-parents "^5.1.1"
-
-uri-js@^4.2.2:
-  version "4.4.1"
-  resolved "https://registry.yarnpkg.com/uri-js/-/uri-js-4.4.1.tgz#9b1a52595225859e55f669d928f88c6c57f2a77e"
-  integrity sha512-7rKUyy33Q1yc98pQ1DAmLtwX109F7TIfWlW1Ydo8Wl1ii1SeHieeh0HHfPeL2fMXK6z0s8ecKs9frCuLJvndBg==
-  dependencies:
-    punycode "^2.1.0"
-
-use-callback-ref@^1.3.0:
-  version "1.3.0"
-  resolved "https://registry.yarnpkg.com/use-callback-ref/-/use-callback-ref-1.3.0.tgz#772199899b9c9a50526fedc4993fc7fa1f7e32d5"
-  integrity sha512-3FT9PRuRdbB9HfXhEq35u4oZkvpJ5kuYbpqhCfmiZyReuRgpnhDlbr2ZEnnuS0RrJAPn6l23xjFg9kpDM+Ms7w==
-  dependencies:
-    tslib "^2.0.0"
-
-use-isomorphic-layout-effect@^1.1.1:
-  version "1.1.2"
-  resolved "https://registry.yarnpkg.com/use-isomorphic-layout-effect/-/use-isomorphic-layout-effect-1.1.2.tgz#497cefb13d863d687b08477d9e5a164ad8c1a6fb"
-  integrity sha512-49L8yCO3iGT/ZF9QttjwLF/ZD9Iwto5LnH5LmEdk/6cFmXddqi2ulF0edxTwjj+7mqvpVVGQWvbXZdn32wRSHA==
-
-use-sidecar@^1.1.2:
-  version "1.1.2"
-  resolved "https://registry.yarnpkg.com/use-sidecar/-/use-sidecar-1.1.2.tgz#2f43126ba2d7d7e117aa5855e5d8f0276dfe73c2"
-  integrity sha512-epTbsLuzZ7lPClpz2TyryBfztm7m+28DlEv2ZCQ3MDr5ssiwyOwGH/e5F9CkfWjJ1t4clvI58yF822/GUkjjhw==
-  dependencies:
-    detect-node-es "^1.1.0"
-    tslib "^2.0.0"
-
-use-sync-external-store@1.2.0, use-sync-external-store@^1.2.0:
-  version "1.2.0"
-  resolved "https://registry.yarnpkg.com/use-sync-external-store/-/use-sync-external-store-1.2.0.tgz#7dbefd6ef3fe4e767a0cf5d7287aacfb5846928a"
-  integrity sha512-eEgnFxGQ1Ife9bzYs6VLi8/4X6CObHMw9Qr9tPY43iKwsPw8xE8+EFsf/2cFZ5S3esXgpWgtSCtLNS41F+sKPA==
-
-utf-8-validate@^5.0.2:
-  version "5.0.10"
-  resolved "https://registry.yarnpkg.com/utf-8-validate/-/utf-8-validate-5.0.10.tgz#d7d10ea39318171ca982718b6b96a8d2442571a2"
-  integrity sha512-Z6czzLq4u8fPOyx7TU6X3dvUZVvoJmxSQ+IcrlmagKhilxlhZgxPK6C5Jqbkw1IDUmFTM+cz9QDnnLTwDz/2gQ==
-  dependencies:
-    node-gyp-build "^4.3.0"
-
-utf8@3.0.0:
-  version "3.0.0"
-  resolved "https://registry.yarnpkg.com/utf8/-/utf8-3.0.0.tgz#f052eed1364d696e769ef058b183df88c87f69d1"
-  integrity sha512-E8VjFIQ/TyQgp+TZfS6l8yp/xWppSAHzidGiRrqe4bK4XP9pTRyKFgGJpO3SN7zdX4DeomTrwaseCHovfpFcqQ==
-
-util-deprecate@^1.0.1, util-deprecate@^1.0.2:
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/util-deprecate/-/util-deprecate-1.0.2.tgz#450d4dc9fa70de732762fbd2d4a28981419a0ccf"
-  integrity sha512-EPD5q1uXyFxJpCrLnCc1nHnq3gOa6DZBocAIiI2TaSCA7VCJ1UJDMagCzIkXNsUYfD1daK//LTEQ8xiIbrHtcw==
-
-util@^0.12.4, util@^0.12.5:
-  version "0.12.5"
-  resolved "https://registry.yarnpkg.com/util/-/util-0.12.5.tgz#5f17a6059b73db61a875668781a1c2b136bd6fbc"
-  integrity sha512-kZf/K6hEIrWHI6XqOFUiiMa+79wE/D8Q+NCNAWclkyg3b4d2k7s0QGepNjiABc+aR3N1PAyHL7p6UcLY6LmrnA==
-  dependencies:
-    inherits "^2.0.3"
-    is-arguments "^1.0.4"
-    is-generator-function "^1.0.7"
-    is-typed-array "^1.1.3"
-    which-typed-array "^1.1.2"
-
-uuid@^8.3.2:
-  version "8.3.2"
-  resolved "https://registry.yarnpkg.com/uuid/-/uuid-8.3.2.tgz#80d5b5ced271bb9af6c445f21a1a04c606cefbe2"
-  integrity sha512-+NYs2QeMWy+GWFOEm9xnn6HCDp0l7QBD7ml8zLUmJ+93Q5NF0NocErnwkTkXVFNiX3/fpC6afS8Dhb/gz7R7eg==
-
-uuid@^9.0.0:
-  version "9.0.0"
-  resolved "https://registry.yarnpkg.com/uuid/-/uuid-9.0.0.tgz#592f550650024a38ceb0c562f2f6aa435761efb5"
-  integrity sha512-MXcSTerfPa4uqyzStbRoTgt5XIe3x5+42+q1sDuy3R5MDk66URdLMOZe5aPX/SQd+kuYAh0FdP/pO28IkQyTeg==
-
-uvu@^0.5.0:
-  version "0.5.6"
-  resolved "https://registry.yarnpkg.com/uvu/-/uvu-0.5.6.tgz#2754ca20bcb0bb59b64e9985e84d2e81058502df"
-  integrity sha512-+g8ENReyr8YsOc6fv/NVJs2vFdHBnBNdfE49rshrTzDWOlUx4Gq7KOS2GD8eqhy2j+Ejq29+SbKH8yjkAqXqoA==
-  dependencies:
-    dequal "^2.0.0"
-    diff "^5.0.0"
-    kleur "^4.0.3"
-    sade "^1.7.3"
-
-v8-compile-cache-lib@^3.0.1:
-  version "3.0.1"
-  resolved "https://registry.yarnpkg.com/v8-compile-cache-lib/-/v8-compile-cache-lib-3.0.1.tgz#6336e8d71965cb3d35a1bbb7868445a7c05264bf"
-  integrity sha512-wa7YjyUGfNZngI/vtK0UHAN+lgDCxBPCylVXGp0zu59Fz5aiGtNXaq3DhIov063MorB+VfufLh3JlF2KdTK3xg==
-
-v8-compile-cache@^2.0.3:
-  version "2.3.0"
-  resolved "https://registry.yarnpkg.com/v8-compile-cache/-/v8-compile-cache-2.3.0.tgz#2de19618c66dc247dcfb6f99338035d8245a2cee"
-  integrity sha512-l8lCEmLcLYZh4nbunNZvQCJc5pv7+RCwa8q/LdUx8u7lsWvPDKmpodJAJNwkAhJC//dFY48KuIEmjtd4RViDrA==
-
-valtio@1.10.4:
-  version "1.10.4"
-  resolved "https://registry.yarnpkg.com/valtio/-/valtio-1.10.4.tgz#762647d102f14060111ed21e8afa28f424c2be78"
-  integrity sha512-gqGWh0DjtDMAy8Jaui8ufFoxlQB1k1NiA/QHrpKoTUk9EeY331WKeYhvtGn1u703RcefrDCez7PT+qeCu9lWEw==
-  dependencies:
-    proxy-compare "2.5.0"
-    use-sync-external-store "1.2.0"
-
-varint@^5.0.2:
-  version "5.0.2"
-  resolved "https://registry.yarnpkg.com/varint/-/varint-5.0.2.tgz#5b47f8a947eb668b848e034dcfa87d0ff8a7f7a4"
-  integrity sha512-lKxKYG6H03yCZUpAGOPOsMcGxd1RHCu1iKvEHYDPmTyq2HueGhD73ssNBqqQWfvYs04G9iUFRvmAVLW20Jw6ow==
-
-varint@^6.0.0:
-  version "6.0.0"
-  resolved "https://registry.yarnpkg.com/varint/-/varint-6.0.0.tgz#9881eb0ce8feaea6512439d19ddf84bf551661d0"
-  integrity sha512-cXEIW6cfr15lFv563k4GuVuW/fiwjknytD37jIOLSdSWuOI6WnO/oKwmP2FQTU2l01LP8/M5TSAJpzUaGe3uWg==
-
-vfile-message@^3.0.0:
-  version "3.1.4"
-  resolved "https://registry.yarnpkg.com/vfile-message/-/vfile-message-3.1.4.tgz#15a50816ae7d7c2d1fa87090a7f9f96612b59dea"
-  integrity sha512-fa0Z6P8HUrQN4BZaX05SIVXic+7kE3b05PWAtPuYP9QLHsLKYR7/AlLW3NtOrpXRLeawpDLMsVkmk5DG0NXgWw==
-  dependencies:
-    "@types/unist" "^2.0.0"
-    unist-util-stringify-position "^3.0.0"
-
-vfile@^5.0.0:
-  version "5.3.7"
-  resolved "https://registry.yarnpkg.com/vfile/-/vfile-5.3.7.tgz#de0677e6683e3380fafc46544cfe603118826ab7"
-  integrity sha512-r7qlzkgErKjobAmyNIkkSpizsFPYiUPuJb5pNW1RB4JcYVZhs4lIbVqk8XPk033CV/1z8ss5pkax8SuhGpcG8g==
-  dependencies:
-    "@types/unist" "^2.0.0"
-    is-buffer "^2.0.0"
-    unist-util-stringify-position "^3.0.0"
-    vfile-message "^3.0.0"
-
-web3-core-helpers@1.9.0:
-  version "1.9.0"
-  resolved "https://registry.yarnpkg.com/web3-core-helpers/-/web3-core-helpers-1.9.0.tgz#a1ca4ac7b9cec822886643312d2e98b0e4d8f1bc"
-  integrity sha512-NeJzylAp9Yj9xAt2uTT+kyug3X0DLnfBdnAcGZuY6HhoNPDIfQRA9CkJjLngVRlGTLZGjNp9x9eR+RyZQgUlXg==
-  dependencies:
-    web3-eth-iban "1.9.0"
-    web3-utils "1.9.0"
-
-web3-core-method@1.9.0:
-  version "1.9.0"
-  resolved "https://registry.yarnpkg.com/web3-core-method/-/web3-core-method-1.9.0.tgz#81da8aa21503b470537c9f075f30adfad194a2d8"
-  integrity sha512-sswbNsY2xRBBhGeaLt9c/eDc+0yDDhi6keUBAkgIRa9ueSx/VKzUY9HMqiV6bXDcGT2fJyejq74FfEB4lc/+/w==
-  dependencies:
-    "@ethersproject/transactions" "^5.6.2"
-    web3-core-helpers "1.9.0"
-    web3-core-promievent "1.9.0"
-    web3-core-subscriptions "1.9.0"
-    web3-utils "1.9.0"
-
-web3-core-promievent@1.9.0:
-  version "1.9.0"
-  resolved "https://registry.yarnpkg.com/web3-core-promievent/-/web3-core-promievent-1.9.0.tgz#2598a4d91b4edd3607366529f52bc96dee9f6d83"
-  integrity sha512-PHG1Mn23IGwMZhnPDN8dETKypqsFbHfiyRqP+XsVMPmTHkVfzDQTCBU/c2r6hUktBDoGKut5xZQpGfhFk71KbQ==
-  dependencies:
-    eventemitter3 "4.0.4"
-
-web3-core-requestmanager@1.9.0:
-  version "1.9.0"
-  resolved "https://registry.yarnpkg.com/web3-core-requestmanager/-/web3-core-requestmanager-1.9.0.tgz#9d7d0e7f890cf7a24e9c568b9772c64d57fc4fcd"
-  integrity sha512-hcJ5PCtTIJpj+8qWxoseqlCovDo94JJjTX7dZOLXgwp8ah7E3WRYozhGyZocerx+KebKyg1mCQIhkDpMwjfo9Q==
-  dependencies:
-    util "^0.12.5"
-    web3-core-helpers "1.9.0"
-    web3-providers-http "1.9.0"
-    web3-providers-ipc "1.9.0"
-    web3-providers-ws "1.9.0"
-
-web3-core-subscriptions@1.9.0:
-  version "1.9.0"
-  resolved "https://registry.yarnpkg.com/web3-core-subscriptions/-/web3-core-subscriptions-1.9.0.tgz#dc67b478875dab1875844df3307a986dd7d468dd"
-  integrity sha512-MaIo29yz7hTV8X8bioclPDbHFOVuHmnbMv+D3PDH12ceJFJAXGyW8GL5KU1DYyWIj4TD1HM4WknyVA/YWBiiLA==
-  dependencies:
-    eventemitter3 "4.0.4"
-    web3-core-helpers "1.9.0"
-
-web3-core@^1.8.1:
-  version "1.9.0"
-  resolved "https://registry.yarnpkg.com/web3-core/-/web3-core-1.9.0.tgz#9cfafb2f8c01931429108af75205610406a5a1ab"
-  integrity sha512-DZ+TPmq/ZLlx4LSVzFgrHCP/QFpKDbGWO4HoquZSdu24cjk5SZ+FEU1SZB2OaK3/bgBh+25mRbmv8y56ysUu1w==
-  dependencies:
-    "@types/bn.js" "^5.1.1"
-    "@types/node" "^12.12.6"
-    bignumber.js "^9.0.0"
-    web3-core-helpers "1.9.0"
-    web3-core-method "1.9.0"
-    web3-core-requestmanager "1.9.0"
-    web3-utils "1.9.0"
-
-web3-eth-abi@^1.8.0:
-  version "1.9.0"
-  resolved "https://registry.yarnpkg.com/web3-eth-abi/-/web3-eth-abi-1.9.0.tgz#18662ef68bd3d25eedd9a1a1484089c39529c652"
-  integrity sha512-0BLQ3FKMrzJkA930jOX3fMaybAyubk06HChclLpiR0NWmgWXm1tmBrJdkyRy2ZTZpmfuZc9xTFRfl0yZID1voA==
-  dependencies:
-    "@ethersproject/abi" "^5.6.3"
-    web3-utils "1.9.0"
-
-web3-eth-iban@1.9.0:
-  version "1.9.0"
-  resolved "https://registry.yarnpkg.com/web3-eth-iban/-/web3-eth-iban-1.9.0.tgz#a8f838e42c20d49ff58aaa9f67ece47a968e40b1"
-  integrity sha512-jPAm77PuEs1kE/UrrBFJdPD2PN42pwfXA0gFuuw35bZezhskYML9W4QCxcqnUtceyEA4FUn7K2qTMuCk+23fog==
-  dependencies:
-    bn.js "^5.2.1"
-    web3-utils "1.9.0"
-
-web3-providers-http@1.9.0:
-  version "1.9.0"
-  resolved "https://registry.yarnpkg.com/web3-providers-http/-/web3-providers-http-1.9.0.tgz#93cd3eb42fff974c9f7634ede1a9795d6435c3fe"
-  integrity sha512-5+dMNDAE0rRFz6SJpfnBqlVi2J5bB/Ivr2SanMt2YUrkxW5t8betZbzVwRkTbwtUvkqgj3xeUQzqpOttiv+IqQ==
-  dependencies:
-    abortcontroller-polyfill "^1.7.3"
-    cross-fetch "^3.1.4"
-    es6-promise "^4.2.8"
-    web3-core-helpers "1.9.0"
-
-web3-providers-ipc@1.9.0:
-  version "1.9.0"
-  resolved "https://registry.yarnpkg.com/web3-providers-ipc/-/web3-providers-ipc-1.9.0.tgz#db486cb0dde9062ac6055478861e3d37535924d2"
-  integrity sha512-cPXU93Du40HCylvjaa5x62DbnGqH+86HpK/+kMcFIzF6sDUBhKpag2tSbYhGbj7GMpfkmDTUiiMLdWnFV6+uBA==
-  dependencies:
-    oboe "2.1.5"
-    web3-core-helpers "1.9.0"
-
-web3-providers-ws@1.9.0:
-  version "1.9.0"
-  resolved "https://registry.yarnpkg.com/web3-providers-ws/-/web3-providers-ws-1.9.0.tgz#568330766e8abbb6eb43e1153a72fb24398fcb7e"
-  integrity sha512-JRVsnQZ7j2k1a2yzBNHe39xqk1ijOv01dfIBFw52VeEkSRzvrOcsPIM/ttSyBuJqt70ntMxXY0ekCrqfleKH/w==
-  dependencies:
-    eventemitter3 "4.0.4"
-    web3-core-helpers "1.9.0"
-    websocket "^1.0.32"
-
-web3-utils@1.9.0, web3-utils@^1.3.4, web3-utils@^1.8.1:
-  version "1.9.0"
-  resolved "https://registry.yarnpkg.com/web3-utils/-/web3-utils-1.9.0.tgz#7c5775a47586cefb4ad488831be8f6627be9283d"
-  integrity sha512-p++69rCNNfu2jM9n5+VD/g26l+qkEOQ1m6cfRQCbH8ZRrtquTmrirJMgTmyOoax5a5XRYOuws14aypCOs51pdQ==
-  dependencies:
-    bn.js "^5.2.1"
-    ethereum-bloom-filters "^1.0.6"
-    ethereumjs-util "^7.1.0"
-    ethjs-unit "0.1.6"
-    number-to-bn "1.7.0"
-    randombytes "^2.1.0"
-    utf8 "3.0.0"
-
-webidl-conversions@^3.0.0:
-  version "3.0.1"
-  resolved "https://registry.yarnpkg.com/webidl-conversions/-/webidl-conversions-3.0.1.tgz#24534275e2a7bc6be7bc86611cc16ae0a5654871"
-  integrity sha512-2JAn3z8AR6rjK8Sm8orRC0h/bcl/DqL7tRPdGZ4I1CjdF+EaMLmYxBHyXuKL849eucPFhvBoxMsflfOb8kxaeQ==
-
-websocket@^1.0.32, websocket@^1.0.34:
-  version "1.0.34"
-  resolved "https://registry.yarnpkg.com/websocket/-/websocket-1.0.34.tgz#2bdc2602c08bf2c82253b730655c0ef7dcab3111"
-  integrity sha512-PRDso2sGwF6kM75QykIesBijKSVceR6jL2G8NGYyq2XrItNC2P5/qL5XeR056GhA+Ly7JMFvJb9I312mJfmqnQ==
-  dependencies:
-    bufferutil "^4.0.1"
-    debug "^2.2.0"
-    es5-ext "^0.10.50"
-    typedarray-to-buffer "^3.1.5"
-    utf-8-validate "^5.0.2"
-    yaeti "^0.0.6"
-
-whatwg-url@^5.0.0:
-  version "5.0.0"
-  resolved "https://registry.yarnpkg.com/whatwg-url/-/whatwg-url-5.0.0.tgz#966454e8765462e37644d3626f6742ce8b70965d"
-  integrity sha512-saE57nupxk6v3HY35+jzBwYa0rKSy0XR8JSxZPwgLr7ys0IBzhGviA1/TUGJLmSVqs8pb9AnvICXEuOHLprYTw==
-  dependencies:
-    tr46 "~0.0.3"
-    webidl-conversions "^3.0.0"
-
-which-module@^2.0.0:
-  version "2.0.1"
-  resolved "https://registry.yarnpkg.com/which-module/-/which-module-2.0.1.tgz#776b1fe35d90aebe99e8ac15eb24093389a4a409"
-  integrity sha512-iBdZ57RDvnOR9AGBhML2vFZf7h8vmBjhoaZqODJBFWHVtKkDmKuHai3cx5PgVMrX5YDNp27AofYbAwctSS+vhQ==
-
-which-typed-array@^1.1.2:
-  version "1.1.9"
-  resolved "https://registry.yarnpkg.com/which-typed-array/-/which-typed-array-1.1.9.tgz#307cf898025848cf995e795e8423c7f337efbde6"
-  integrity sha512-w9c4xkx6mPidwp7180ckYWfMmvxpjlZuIudNtDf4N/tTAUB8VJbX25qZoAsrtGuYNnGw3pa0AXgbGKRB8/EceA==
-  dependencies:
-    available-typed-arrays "^1.0.5"
-    call-bind "^1.0.2"
-    for-each "^0.3.3"
-    gopd "^1.0.1"
-    has-tostringtag "^1.0.0"
-    is-typed-array "^1.1.10"
-
-which@^2.0.1:
-  version "2.0.2"
-  resolved "https://registry.yarnpkg.com/which/-/which-2.0.2.tgz#7c6a8dd0a636a0327e10b59c9286eee93f3f51b1"
-  integrity sha512-BLI3Tl1TW3Pvl70l3yq3Y64i+awpwXqsGBYWkkqMtnbXgrMD+yj7rhW0kuEDxzJaYXGjEW5ogapKNMEKNMjibA==
-  dependencies:
-    isexe "^2.0.0"
-
-word-wrap@^1.2.3:
-  version "1.2.3"
-  resolved "https://registry.yarnpkg.com/word-wrap/-/word-wrap-1.2.3.tgz#610636f6b1f703891bd34771ccb17fb93b47079c"
-  integrity sha512-Hz/mrNwitNRh/HUAtM/VT/5VH+ygD6DV7mYKZAtHOrbs8U7lvPS6xf7EJKMF0uW1KJCl0H701g3ZGus+muE5vQ==
-
-workerpool@6.2.1:
-  version "6.2.1"
-  resolved "https://registry.yarnpkg.com/workerpool/-/workerpool-6.2.1.tgz#46fc150c17d826b86a008e5a4508656777e9c343"
-  integrity sha512-ILEIE97kDZvF9Wb9f6h5aXK4swSlKGUcOEGiIYb2OOu/IrDU9iwj0fD//SsA6E5ibwJxpEvhullJY4Sl4GcpAw==
-
-wrap-ansi@^6.2.0:
-  version "6.2.0"
-  resolved "https://registry.yarnpkg.com/wrap-ansi/-/wrap-ansi-6.2.0.tgz#e9393ba07102e6c91a3b221478f0257cd2856e53"
-  integrity sha512-r6lPcBGxZXlIcymEu7InxDMhdW0KDxpLgoFLcguasxCaJ/SOIZwINatK9KY/tf+ZrlywOKU0UDj3ATXUBfxJXA==
-  dependencies:
-    ansi-styles "^4.0.0"
-    string-width "^4.1.0"
-    strip-ansi "^6.0.0"
-
-wrap-ansi@^7.0.0:
-  version "7.0.0"
-  resolved "https://registry.yarnpkg.com/wrap-ansi/-/wrap-ansi-7.0.0.tgz#67e145cff510a6a6984bdf1152911d69d2eb9e43"
-  integrity sha512-YVGIj2kamLSTxw6NsZjoBxfSwsn0ycdesmc4p+Q21c5zPuZ1pl+NfxVdxPtdHvmNVOQ6XSYG4AUtyt/Fi7D16Q==
-  dependencies:
-    ansi-styles "^4.0.0"
-    string-width "^4.1.0"
-    strip-ansi "^6.0.0"
-
-wrappy@1:
-  version "1.0.2"
-  resolved "https://registry.yarnpkg.com/wrappy/-/wrappy-1.0.2.tgz#b5243d8f3ec1aa35f1364605bc0d1036e30ab69f"
-  integrity sha512-l4Sp/DRseor9wL6EvV2+TuQn63dMkPjZ/sp9XkghTEbV9KlPS1xUsZ3u7/IQO4wxtcFB4bgpQPRcR3QCvezPcQ==
-
-ws@7.4.6:
-  version "7.4.6"
-  resolved "https://registry.yarnpkg.com/ws/-/ws-7.4.6.tgz#5654ca8ecdeee47c33a9a4bf6d28e2be2980377c"
-  integrity sha512-YmhHDO4MzaDLB+M9ym/mDA5z0naX8j7SIlT8f8z+I0VtzsRbekxEutHSme7NPS2qE8StCYQNUnfWdXta/Yu85A==
-
-ws@^7.4.0, ws@^7.4.5, ws@^7.5.1:
-  version "7.5.9"
-  resolved "https://registry.yarnpkg.com/ws/-/ws-7.5.9.tgz#54fa7db29f4c7cec68b1ddd3a89de099942bb591"
-  integrity sha512-F+P9Jil7UiSKSkppIiD94dN07AwvFixvLIj1Og1Rl9GGMuNipJnV9JzjD6XuqmAeiswGvUmNLjr5cFuXwNS77Q==
-
-ws@^8.5.0:
-  version "8.13.0"
-  resolved "https://registry.yarnpkg.com/ws/-/ws-8.13.0.tgz#9a9fb92f93cf41512a0735c8f4dd09b8a1211cd0"
-  integrity sha512-x9vcZYTrFPC7aSIbj7sRCYo7L/Xb8Iy+pW0ng0wt2vCJv7M9HOMy0UoN3rr+IFC7hb7vXoqS+P9ktyLLLhO+LA==
-
-xtend@^4.0.1, xtend@^4.0.2:
-  version "4.0.2"
-  resolved "https://registry.yarnpkg.com/xtend/-/xtend-4.0.2.tgz#bb72779f5fa465186b1f438f674fa347fdb5db54"
-  integrity sha512-LKYU1iAXJXUgAXn9URjiu+MWhyUXHsvfp7mcuYm9dSUKK0/CjtrUwFAxD82/mCWbtLsGjFIad0wIsod4zrTAEQ==
-
-y18n@^4.0.0:
-  version "4.0.3"
-  resolved "https://registry.yarnpkg.com/y18n/-/y18n-4.0.3.tgz#b5f259c82cd6e336921efd7bfd8bf560de9eeedf"
-  integrity sha512-JKhqTOwSrqNA1NY5lSztJ1GrBiUodLMmIZuLiDaMRJ+itFd+ABVE8XBjOvIWL+rSqNDC74LCSFmlb/U4UZ4hJQ==
-
-y18n@^5.0.5:
-  version "5.0.8"
-  resolved "https://registry.yarnpkg.com/y18n/-/y18n-5.0.8.tgz#7f4934d0f7ca8c56f95314939ddcd2dd91ce1d55"
-  integrity sha512-0pfFzegeDWJHJIAmTLRP2DwHjdF5s7jo9tuztdQxAhINCdvS+3nGINqPd00AphqJR/0LhANUS6/+7SCb98YOfA==
-
-yaeti@^0.0.6:
-  version "0.0.6"
-  resolved "https://registry.yarnpkg.com/yaeti/-/yaeti-0.0.6.tgz#f26f484d72684cf42bedfb76970aa1608fbf9577"
-  integrity sha512-MvQa//+KcZCUkBTIC9blM+CU9J2GzuTytsOUwf2lidtvkx/6gnEp1QvJv34t9vdjhFmha/mUiNDbN0D0mJWdug==
-
-yallist@^4.0.0:
-  version "4.0.0"
-  resolved "https://registry.yarnpkg.com/yallist/-/yallist-4.0.0.tgz#9bb92790d9c0effec63be73519e11a35019a3a72"
-  integrity sha512-3wdGidZyq5PB084XLES5TpOSRA3wjXAlIWMhum2kRcv/41Sn2emQ0dycQW4uZXLejwKvg6EsvbdlVL+FYEct7A==
-
-yaml@^1.10.0, yaml@^1.10.2:
-  version "1.10.2"
-  resolved "https://registry.yarnpkg.com/yaml/-/yaml-1.10.2.tgz#2301c5ffbf12b467de8da2333a459e29e7920e4b"
-  integrity sha512-r3vXyErRCYJ7wg28yvBY5VSoAF8ZvlcW9/BwUzEtUsjvX/DKs24dIkuwjtuprwJJHsbyUbLApepYTR1BN4uHrg==
-
-yaml@^2.1.1:
-  version "2.2.2"
-  resolved "https://registry.yarnpkg.com/yaml/-/yaml-2.2.2.tgz#ec551ef37326e6d42872dad1970300f8eb83a073"
-  integrity sha512-CBKFWExMn46Foo4cldiChEzn7S7SRV+wqiluAb6xmueD/fGyRHIhX8m14vVGgeFWjN540nKCNVj6P21eQjgTuA==
-
-yargs-parser@20.2.4:
-  version "20.2.4"
-  resolved "https://registry.yarnpkg.com/yargs-parser/-/yargs-parser-20.2.4.tgz#b42890f14566796f85ae8e3a25290d205f154a54"
-  integrity sha512-WOkpgNhPTlE73h4VFAFsOnomJVaovO8VqLDzy5saChRBFQFBoMYirowyW+Q9HB4HFF4Z7VZTiG3iSzJJA29yRA==
-
-yargs-parser@^18.1.2:
-  version "18.1.3"
-  resolved "https://registry.yarnpkg.com/yargs-parser/-/yargs-parser-18.1.3.tgz#be68c4975c6b2abf469236b0c870362fab09a7b0"
-  integrity sha512-o50j0JeToy/4K6OZcaQmW6lyXXKhq7csREXcDwk2omFPJEwUNOVtJKvmDr9EI1fAJZUyZcRF7kxGBWmRXudrCQ==
-  dependencies:
-    camelcase "^5.0.0"
-    decamelize "^1.2.0"
-
-yargs-parser@^20.2.2:
-  version "20.2.9"
-  resolved "https://registry.yarnpkg.com/yargs-parser/-/yargs-parser-20.2.9.tgz#2eb7dc3b0289718fc295f362753845c41a0c94ee"
-  integrity sha512-y11nGElTIV+CT3Zv9t7VKl+Q3hTQoT9a1Qzezhhl6Rp21gJ/IVTW7Z3y9EWXhuUBC2Shnf+DX0antecpAwSP8w==
-
-yargs-unparser@2.0.0:
-  version "2.0.0"
-  resolved "https://registry.yarnpkg.com/yargs-unparser/-/yargs-unparser-2.0.0.tgz#f131f9226911ae5d9ad38c432fe809366c2325eb"
-  integrity sha512-7pRTIA9Qc1caZ0bZ6RYRGbHJthJWuakf+WmHK0rVeLkNrrGhfoabBNdue6kdINI6r4if7ocq9aD/n7xwKOdzOA==
-  dependencies:
-    camelcase "^6.0.0"
-    decamelize "^4.0.0"
-    flat "^5.0.2"
-    is-plain-obj "^2.1.0"
-
-yargs@16.2.0:
-  version "16.2.0"
-  resolved "https://registry.yarnpkg.com/yargs/-/yargs-16.2.0.tgz#1c82bf0f6b6a66eafce7ef30e376f49a12477f66"
-  integrity sha512-D1mvvtDG0L5ft/jGWkLpG1+m0eQxOfaBvTNELraWj22wSVUMWxZUvYgJYcKh6jGGIkJFhH4IZPQhR4TKpc8mBw==
-  dependencies:
-    cliui "^7.0.2"
-    escalade "^3.1.1"
-    get-caller-file "^2.0.5"
-    require-directory "^2.1.1"
-    string-width "^4.2.0"
-    y18n "^5.0.5"
-    yargs-parser "^20.2.2"
-
-yargs@^15.3.1:
-  version "15.4.1"
-  resolved "https://registry.yarnpkg.com/yargs/-/yargs-15.4.1.tgz#0d87a16de01aee9d8bec2bfbf74f67851730f4f8"
-  integrity sha512-aePbxDmcYW++PaqBsJ+HYUFwCdv4LVvdnhBy78E57PIor8/OVvhMrADFFEDh8DHDFRv/O9i3lPhsENjO7QX0+A==
-  dependencies:
-    cliui "^6.0.0"
-    decamelize "^1.2.0"
-    find-up "^4.1.0"
-    get-caller-file "^2.0.1"
-    require-directory "^2.1.1"
-    require-main-filename "^2.0.0"
-    set-blocking "^2.0.0"
-    string-width "^4.2.0"
-    which-module "^2.0.0"
-    y18n "^4.0.0"
-    yargs-parser "^18.1.2"
-
-yn@3.1.1:
-  version "3.1.1"
-  resolved "https://registry.yarnpkg.com/yn/-/yn-3.1.1.tgz#1e87401a09d767c1d5eab26a6e4c185182d2eb50"
-  integrity sha512-Ux4ygGWsu2c7isFWe8Yu1YluJmqVhxqK2cLXNQA5AcC3QfbGNpM7fu0Y8b/z16pXLnFxZYvWhd3fhBY9DLmC6Q==
-
-yocto-queue@^0.1.0:
-  version "0.1.0"
-  resolved "https://registry.yarnpkg.com/yocto-queue/-/yocto-queue-0.1.0.tgz#0294eb3dee05028d31ee1a5fa2c556a6aaf10a1b"
-  integrity sha512-rVksvsnNCdJ/ohGc6xgPwyN8eheCxsiLM8mxuE/t/mOVqJewPuO1miLpTHQiRgTKCLexL4MeAFVagts7HmNZ2Q==
-
-zod@^3.20.2:
-  version "3.21.4"
-  resolved "https://registry.yarnpkg.com/zod/-/zod-3.21.4.tgz#10882231d992519f0a10b5dd58a38c9dabbb64db"
-  integrity sha512-m46AKbrzKVzOzs/DZgVnG5H55N1sv1M8qZU3A8RIKbs3mrACDNeIOeilDymVb2HdmP8uwshOCF4uJ8uM9rCqJw==